Note
Go to the end to download the full example code.
PSF Photometry on Public HST and JWST Data
This tutorial demonstrates PSF photometry with space_phot on public HST and JWST data.
The page is generated with Sphinx-Gallery, so code is executed top-to-bottom and figures and printed outputs appear inline.
Notes
These examples may download data from MAST. If you want to avoid network access during documentation builds, set
SPACE_PHOT_DOCS_NETWORK=0(default) and pre-download the files locally.
import os
import glob
import matplotlib.pyplot as plt
import numpy as np
from astropy.coordinates import SkyCoord
import astropy.units as u
# Optional: network download
RUN_NETWORK = os.environ.get("SPACE_PHOT_DOCS_NETWORK", "1") == "1"
RUN_LEVEL3 = os.environ.get("SPACE_PHOT_DOCS_LEVEL3", "1") == "1"
import space_phot
HST: locate files
If files are not present and network is enabled, we download from MAST.
hst_obs_id = "hst_16264_12_wfc3_ir_f110w_iebc12"
sn_hst = SkyCoord("21:29:40.2110", "+0:05:24.154", unit=(u.hourangle, u.deg))
if RUN_NETWORK:
from astroquery.mast import Observations
obs_table = Observations.query_criteria(obs_id=hst_obs_id)
obs_table = obs_table[obs_table["filters"] == "F110W"]
prods = Observations.get_product_list(obs_table)
prods = prods[prods["calib_level"] == 2]
prods = prods[prods["productSubGroupDescription"] == "FLT"]
Observations.download_products(prods, extension="fits")
hst_files = sorted(space_phot.util.filter_dict_from_list(glob.glob("mastDownload/HST/*/*flt.fits"),
sn_hst)['F110W'])
hst_files = [x for x in hst_files if 'skycell' not in x]
else:
hst_files = sorted(space_phot.util.filter_dict_from_list(glob.glob("mastDownload/HST/*/*flt.fits"),
sn_hst)['F110W'])
hst_files = [x for x in hst_files if 'skycell' not in x]
if len(hst_files) == 0:
raise RuntimeError(
"No HST files found. Either pre-download into mastDownload/ "
"or set SPACE_PHOT_DOCS_NETWORK=1 for docs builds."
)
print(f"HST files: {len(hst_files)}")
INFO: Found cached file ./mastDownload/HST/iebc12q3q/iebc12q3q_flt.fits with expected size 16568640. [astroquery.query]
INFO: Found cached file ./mastDownload/HST/iebc12q7q/iebc12q7q_flt.fits with expected size 16568640. [astroquery.query]
INFO: Found cached file ./mastDownload/HST/iebc12q5q/iebc12q5q_flt.fits with expected size 16568640. [astroquery.query]
INFO: Found cached file ./mastDownload/HST/hst_16264_12_wfc3_ir_f110w_iebc12q5/hst_16264_12_wfc3_ir_f110w_iebc12q5_flt.fits with expected size 16580160. [astroquery.query]
INFO: Found cached file ./mastDownload/HST/hst_16264_12_wfc3_ir_f110w_iebc12q7/hst_16264_12_wfc3_ir_f110w_iebc12q7_flt.fits with expected size 16580160. [astroquery.query]
INFO: Found cached file ./mastDownload/HST/hst_16264_12_wfc3_ir_f110w_iebc12q3/hst_16264_12_wfc3_ir_f110w_iebc12q3_flt.fits with expected size 16580160. [astroquery.query]
HST files: 6
Run HST PSF photometry
Build an observation object and a PSF model, then run PSF photometry.
obs_hst = space_phot.observation2(hst_files)
psfs_hst = space_phot.get_hst_psf(obs_hst, sn_hst)
plt.figure()
plt.imshow(psfs_hst[0].data, origin="lower")
plt.title("Example HST PSF model")
plt.colorbar()
plt.tight_layout()
obs_hst.psf_photometry(
psfs_hst,
sn_hst,
bounds={"flux": [-3000, 100], "centroid": [-0.5, 0.5], "bkg": [0, 10]},
fit_width=5,
fit_bkg=True,
fit_flux="single",
)
# Show diagnostics (these should create figures in your updated code)
obs_hst.plot_psf_fit()
plt.close()
obs_hst.plot_psf_posterior(minweight=0.0005)
plt.close()
print("HST calibrated PSF photometry:")
print(obs_hst.psf_result.phot_cal_table)
Cannot create flux_units from header...assuming electrons
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/checkouts/latest/space_phot/wfc3_photometry/psfs/PSFSTD_WFC3IR_F110W.fits
Using PSF file PSFSTD_WFC3IR_F110W.fits
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.229 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.225 | dlogz: inf > 0.109
iter: 4 | bound: 0 | nc: 2 | ncall: 105 | eff(%): 3.810 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 4.717 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 5.607 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.231 | dlogz: inf > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 6.481 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.229 | dlogz: inf > 0.109
iter: 8 | bound: 0 | nc: 4 | ncall: 112 | eff(%): 7.143 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.228 | dlogz: inf > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 7.965 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 8.772 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 9.565 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 12 | bound: 0 | nc: 3 | ncall: 118 | eff(%): 10.169 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.231 | dlogz: inf > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 10.924 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.230 | dlogz: inf > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 11.667 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 15 | bound: 0 | nc: 2 | ncall: 122 | eff(%): 12.295 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 13.008 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 17 | bound: 0 | nc: 3 | ncall: 126 | eff(%): 13.492 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 14.173 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 19 | bound: 0 | nc: 2 | ncall: 129 | eff(%): 14.729 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 130 | eff(%): 15.385 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 131 | eff(%): 16.031 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 132 | eff(%): 16.667 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 133 | eff(%): 17.293 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 24 | bound: 0 | nc: 3 | ncall: 136 | eff(%): 17.647 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 18.248 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 138 | eff(%): 18.841 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 139 | eff(%): 19.424 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 20.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 20.567 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 142 | eff(%): 21.127 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 31 | bound: 0 | nc: 2 | ncall: 144 | eff(%): 21.528 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 145 | eff(%): 22.069 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 33 | bound: 0 | nc: 2 | ncall: 147 | eff(%): 22.449 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 148 | eff(%): 22.973 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 149 | eff(%): 23.490 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 150 | eff(%): 24.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 24.503 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 25.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 25.490 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 40 | bound: 0 | nc: 3 | ncall: 156 | eff(%): 25.641 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 157 | eff(%): 26.115 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 158 | eff(%): 26.582 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 43 | bound: 0 | nc: 3 | ncall: 161 | eff(%): 26.708 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 44 | bound: 0 | nc: 2 | ncall: 163 | eff(%): 26.994 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 45 | bound: 0 | nc: 3 | ncall: 166 | eff(%): 27.108 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 46 | bound: 0 | nc: 2 | ncall: 168 | eff(%): 27.381 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 47 | bound: 0 | nc: 1 | ncall: 169 | eff(%): 27.811 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 170 | eff(%): 28.235 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 171 | eff(%): 28.655 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 172 | eff(%): 29.070 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 51 | bound: 0 | nc: 5 | ncall: 177 | eff(%): 28.814 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 52 | bound: 0 | nc: 1 | ncall: 178 | eff(%): 29.213 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 53 | bound: 0 | nc: 2 | ncall: 180 | eff(%): 29.444 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 54 | bound: 0 | nc: 1 | ncall: 181 | eff(%): 29.834 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 55 | bound: 0 | nc: 5 | ncall: 186 | eff(%): 29.570 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 187 | eff(%): 29.947 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 57 | bound: 0 | nc: 3 | ncall: 190 | eff(%): 30.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 58 | bound: 0 | nc: 4 | ncall: 194 | eff(%): 29.897 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 59 | bound: 0 | nc: 1 | ncall: 195 | eff(%): 30.256 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 60 | bound: 0 | nc: 3 | ncall: 198 | eff(%): 30.303 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 61 | bound: 0 | nc: 1 | ncall: 199 | eff(%): 30.653 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 200 | eff(%): 31.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 63 | bound: 0 | nc: 1 | ncall: 201 | eff(%): 31.343 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 64 | bound: 0 | nc: 2 | ncall: 203 | eff(%): 31.527 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 65 | bound: 0 | nc: 1 | ncall: 204 | eff(%): 31.863 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 66 | bound: 0 | nc: 1 | ncall: 205 | eff(%): 32.195 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 67 | bound: 0 | nc: 5 | ncall: 210 | eff(%): 31.905 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 68 | bound: 0 | nc: 1 | ncall: 211 | eff(%): 32.227 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 212 | eff(%): 32.547 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 70 | bound: 0 | nc: 2 | ncall: 214 | eff(%): 32.710 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 71 | bound: 0 | nc: 1 | ncall: 215 | eff(%): 33.023 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 72 | bound: 0 | nc: 3 | ncall: 218 | eff(%): 33.028 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 73 | bound: 0 | nc: 1 | ncall: 219 | eff(%): 33.333 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 74 | bound: 0 | nc: 2 | ncall: 221 | eff(%): 33.484 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 75 | bound: 0 | nc: 1 | ncall: 222 | eff(%): 33.784 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 76 | bound: 0 | nc: 2 | ncall: 224 | eff(%): 33.929 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 77 | bound: 0 | nc: 3 | ncall: 227 | eff(%): 33.921 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 78 | bound: 0 | nc: 1 | ncall: 228 | eff(%): 34.211 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 79 | bound: 0 | nc: 4 | ncall: 232 | eff(%): 34.052 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 80 | bound: 0 | nc: 1 | ncall: 233 | eff(%): 34.335 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 81 | bound: 0 | nc: 2 | ncall: 235 | eff(%): 34.468 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 82 | bound: 0 | nc: 1 | ncall: 236 | eff(%): 34.746 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 83 | bound: 0 | nc: 1 | ncall: 237 | eff(%): 35.021 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 84 | bound: 0 | nc: 3 | ncall: 240 | eff(%): 35.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 85 | bound: 0 | nc: 3 | ncall: 243 | eff(%): 34.979 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 86 | bound: 0 | nc: 7 | ncall: 250 | eff(%): 34.400 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 87 | bound: 0 | nc: 1 | ncall: 251 | eff(%): 34.661 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 88 | bound: 0 | nc: 3 | ncall: 254 | eff(%): 34.646 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 89 | bound: 0 | nc: 2 | ncall: 256 | eff(%): 34.766 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 90 | bound: 0 | nc: 1 | ncall: 257 | eff(%): 35.019 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 91 | bound: 0 | nc: 10 | ncall: 267 | eff(%): 34.082 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 92 | bound: 0 | nc: 3 | ncall: 270 | eff(%): 34.074 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 93 | bound: 0 | nc: 3 | ncall: 273 | eff(%): 34.066 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 94 | bound: 0 | nc: 4 | ncall: 277 | eff(%): 33.935 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 95 | bound: 0 | nc: 7 | ncall: 284 | eff(%): 33.451 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 96 | bound: 0 | nc: 5 | ncall: 289 | eff(%): 33.218 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 97 | bound: 0 | nc: 3 | ncall: 292 | eff(%): 33.219 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 98 | bound: 0 | nc: 3 | ncall: 295 | eff(%): 33.220 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 99 | bound: 0 | nc: 1 | ncall: 296 | eff(%): 33.446 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 100 | bound: 0 | nc: 3 | ncall: 299 | eff(%): 33.445 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 101 | bound: 0 | nc: 2 | ncall: 301 | eff(%): 33.555 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 102 | bound: 0 | nc: 7 | ncall: 308 | eff(%): 33.117 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 103 | bound: 0 | nc: 1 | ncall: 309 | eff(%): 33.333 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 104 | bound: 0 | nc: 8 | ncall: 317 | eff(%): 32.808 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 105 | bound: 0 | nc: 1 | ncall: 318 | eff(%): 33.019 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 106 | bound: 0 | nc: 1 | ncall: 319 | eff(%): 33.229 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 107 | bound: 0 | nc: 1 | ncall: 320 | eff(%): 33.438 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 108 | bound: 0 | nc: 2 | ncall: 322 | eff(%): 33.540 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 109 | bound: 0 | nc: 4 | ncall: 326 | eff(%): 33.436 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 110 | bound: 0 | nc: 9 | ncall: 335 | eff(%): 32.836 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 111 | bound: 0 | nc: 2 | ncall: 337 | eff(%): 32.938 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 112 | bound: 0 | nc: 7 | ncall: 344 | eff(%): 32.558 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 113 | bound: 0 | nc: 2 | ncall: 346 | eff(%): 32.659 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 114 | bound: 0 | nc: 1 | ncall: 347 | eff(%): 32.853 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 115 | bound: 0 | nc: 3 | ncall: 350 | eff(%): 32.857 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 116 | bound: 0 | nc: 2 | ncall: 352 | eff(%): 32.955 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 117 | bound: 0 | nc: 4 | ncall: 356 | eff(%): 32.865 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 118 | bound: 0 | nc: 1 | ncall: 357 | eff(%): 33.053 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 119 | bound: 0 | nc: 4 | ncall: 361 | eff(%): 32.964 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 120 | bound: 0 | nc: 3 | ncall: 364 | eff(%): 32.967 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 121 | bound: 0 | nc: 1 | ncall: 365 | eff(%): 33.151 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 122 | bound: 0 | nc: 3 | ncall: 368 | eff(%): 33.152 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
iter: 123 | bound: 0 | nc: 14 | ncall: 382 | eff(%): 32.199 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
iter: 124 | bound: 0 | nc: 5 | ncall: 387 | eff(%): 32.041 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
iter: 125 | bound: 0 | nc: 4 | ncall: 391 | eff(%): 31.969 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
iter: 126 | bound: 0 | nc: 2 | ncall: 393 | eff(%): 32.061 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
iter: 127 | bound: 0 | nc: 9 | ncall: 402 | eff(%): 31.592 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 128 | bound: 0 | nc: 6 | ncall: 408 | eff(%): 31.373 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 129 | bound: 0 | nc: 6 | ncall: 414 | eff(%): 31.159 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 130 | bound: 0 | nc: 4 | ncall: 418 | eff(%): 31.100 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 131 | bound: 0 | nc: 1 | ncall: 419 | eff(%): 31.265 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 132 | bound: 0 | nc: 1 | ncall: 420 | eff(%): 31.429 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 133 | bound: 0 | nc: 9 | ncall: 429 | eff(%): 31.002 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 134 | bound: 0 | nc: 6 | ncall: 435 | eff(%): 30.805 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 436 | eff(%): 30.963 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 136 | bound: 0 | nc: 2 | ncall: 438 | eff(%): 31.050 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 137 | bound: 0 | nc: 1 | ncall: 439 | eff(%): 31.207 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 138 | bound: 0 | nc: 8 | ncall: 447 | eff(%): 30.872 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.258 | dlogz: inf > 0.109
iter: 139 | bound: 0 | nc: 10 | ncall: 457 | eff(%): 30.416 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.258 | dlogz: inf > 0.109
iter: 140 | bound: 0 | nc: 2 | ncall: 459 | eff(%): 30.501 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.258 | dlogz: inf > 0.109
iter: 141 | bound: 0 | nc: 4 | ncall: 463 | eff(%): 30.454 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.258 | dlogz: inf > 0.109
iter: 142 | bound: 0 | nc: 7 | ncall: 470 | eff(%): 30.213 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.258 | dlogz: inf > 0.109
iter: 143 | bound: 0 | nc: 3 | ncall: 473 | eff(%): 30.233 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.259 | dlogz: inf > 0.109
iter: 144 | bound: 0 | nc: 1 | ncall: 474 | eff(%): 30.380 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.259 | dlogz: inf > 0.109
iter: 145 | bound: 0 | nc: 20 | ncall: 494 | eff(%): 29.352 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.259 | dlogz: inf > 0.109
iter: 146 | bound: 0 | nc: 1 | ncall: 495 | eff(%): 29.495 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.259 | dlogz: inf > 0.109
iter: 147 | bound: 0 | nc: 8 | ncall: 503 | eff(%): 29.225 | loglstar: -inf < -958018.848 < inf | logz: -958025.609 +/- 0.259 | dlogz: inf > 0.109
iter: 148 | bound: 0 | nc: 15 | ncall: 518 | eff(%): 28.571 | loglstar: -inf < -853474.723 < inf | logz: -853481.494 +/- 0.260 | dlogz: 957690.635 > 0.109
iter: 149 | bound: 0 | nc: 26 | ncall: 544 | eff(%): 27.390 | loglstar: -inf < -811630.603 < inf | logz: -811637.383 +/- 0.260 | dlogz: 853146.511 > 0.109
iter: 150 | bound: 0 | nc: 2 | ncall: 546 | eff(%): 27.473 | loglstar: -inf < -774514.376 < inf | logz: -774521.167 +/- 0.260 | dlogz: 811302.390 > 0.109
iter: 151 | bound: 0 | nc: 9 | ncall: 555 | eff(%): 27.207 | loglstar: -inf < -760648.788 < inf | logz: -760655.589 +/- 0.260 | dlogz: 774186.164 > 0.109
iter: 152 | bound: 0 | nc: 4 | ncall: 559 | eff(%): 27.191 | loglstar: -inf < -730517.988 < inf | logz: -730524.799 +/- 0.260 | dlogz: 760320.576 > 0.109
iter: 153 | bound: 0 | nc: 12 | ncall: 571 | eff(%): 26.795 | loglstar: -inf < -718240.741 < inf | logz: -718247.562 +/- 0.261 | dlogz: 730189.776 > 0.109
iter: 154 | bound: 0 | nc: 2 | ncall: 573 | eff(%): 26.876 | loglstar: -inf < -631396.132 < inf | logz: -631402.963 +/- 0.261 | dlogz: 717912.529 > 0.109
iter: 155 | bound: 0 | nc: 5 | ncall: 578 | eff(%): 26.817 | loglstar: -inf < -625525.447 < inf | logz: -625532.288 +/- 0.261 | dlogz: 631067.920 > 0.109
iter: 156 | bound: 0 | nc: 14 | ncall: 592 | eff(%): 26.351 | loglstar: -inf < -611858.518 < inf | logz: -611865.368 +/- 0.261 | dlogz: 625197.235 > 0.109
iter: 157 | bound: 0 | nc: 6 | ncall: 598 | eff(%): 26.254 | loglstar: -inf < -527865.753 < inf | logz: -527872.613 +/- 0.261 | dlogz: 611530.306 > 0.109
iter: 158 | bound: 0 | nc: 4 | ncall: 602 | eff(%): 26.246 | loglstar: -inf < -521526.710 < inf | logz: -521533.580 +/- 0.261 | dlogz: 527537.541 > 0.109
iter: 159 | bound: 0 | nc: 3 | ncall: 605 | eff(%): 26.281 | loglstar: -inf < -514602.526 < inf | logz: -514609.406 +/- 0.262 | dlogz: 521198.498 > 0.109
iter: 160 | bound: 0 | nc: 4 | ncall: 609 | eff(%): 26.273 | loglstar: -inf < -511727.942 < inf | logz: -511734.832 +/- 0.262 | dlogz: 514274.314 > 0.109
iter: 161 | bound: 0 | nc: 7 | ncall: 616 | eff(%): 26.136 | loglstar: -inf < -482096.877 < inf | logz: -482103.777 +/- 0.262 | dlogz: 511399.729 > 0.109
iter: 162 | bound: 0 | nc: 4 | ncall: 620 | eff(%): 26.129 | loglstar: -inf < -479028.490 < inf | logz: -479035.400 +/- 0.262 | dlogz: 481768.665 > 0.109
iter: 163 | bound: 0 | nc: 6 | ncall: 626 | eff(%): 26.038 | loglstar: -inf < -474879.632 < inf | logz: -474886.553 +/- 0.262 | dlogz: 478700.278 > 0.109
iter: 164 | bound: 0 | nc: 5 | ncall: 631 | eff(%): 25.990 | loglstar: -inf < -467610.695 < inf | logz: -467617.625 +/- 0.263 | dlogz: 474551.420 > 0.109
iter: 165 | bound: 0 | nc: 5 | ncall: 636 | eff(%): 25.943 | loglstar: -inf < -455687.524 < inf | logz: -455694.464 +/- 0.263 | dlogz: 467282.483 > 0.109
iter: 166 | bound: 0 | nc: 16 | ncall: 652 | eff(%): 25.460 | loglstar: -inf < -438146.115 < inf | logz: -438153.065 +/- 0.263 | dlogz: 455359.312 > 0.109
iter: 167 | bound: 0 | nc: 1 | ncall: 653 | eff(%): 25.574 | loglstar: -inf < -431177.063 < inf | logz: -431184.023 +/- 0.263 | dlogz: 437817.903 > 0.109
iter: 168 | bound: 0 | nc: 6 | ncall: 659 | eff(%): 25.493 | loglstar: -inf < -426699.955 < inf | logz: -426706.925 +/- 0.263 | dlogz: 430848.851 > 0.109
iter: 169 | bound: 0 | nc: 1 | ncall: 660 | eff(%): 25.606 | loglstar: -inf < -424347.556 < inf | logz: -424354.536 +/- 0.264 | dlogz: 426371.743 > 0.109
iter: 170 | bound: 0 | nc: 4 | ncall: 664 | eff(%): 25.602 | loglstar: -inf < -416714.404 < inf | logz: -416721.394 +/- 0.264 | dlogz: 424019.344 > 0.109
iter: 171 | bound: 0 | nc: 2 | ncall: 666 | eff(%): 25.676 | loglstar: -inf < -376084.067 < inf | logz: -376091.067 +/- 0.264 | dlogz: 416386.192 > 0.109
iter: 172 | bound: 0 | nc: 6 | ncall: 672 | eff(%): 25.595 | loglstar: -inf < -345470.053 < inf | logz: -345477.063 +/- 0.264 | dlogz: 375755.855 > 0.109
iter: 173 | bound: 0 | nc: 7 | ncall: 679 | eff(%): 25.479 | loglstar: -inf < -334648.317 < inf | logz: -334655.336 +/- 0.264 | dlogz: 345141.841 > 0.109
iter: 174 | bound: 0 | nc: 8 | ncall: 687 | eff(%): 25.328 | loglstar: -inf < -332386.499 < inf | logz: -332393.528 +/- 0.264 | dlogz: 334320.104 > 0.109
iter: 175 | bound: 0 | nc: 3 | ncall: 690 | eff(%): 25.362 | loglstar: -inf < -329684.164 < inf | logz: -329691.203 +/- 0.265 | dlogz: 332058.287 > 0.109
iter: 176 | bound: 0 | nc: 3 | ncall: 693 | eff(%): 25.397 | loglstar: -inf < -326926.182 < inf | logz: -326933.232 +/- 0.265 | dlogz: 329355.951 > 0.109
iter: 177 | bound: 0 | nc: 11 | ncall: 704 | eff(%): 25.142 | loglstar: -inf < -316755.945 < inf | logz: -316763.004 +/- 0.265 | dlogz: 326597.970 > 0.109
iter: 178 | bound: 0 | nc: 5 | ncall: 709 | eff(%): 25.106 | loglstar: -inf < -312599.577 < inf | logz: -312606.647 +/- 0.265 | dlogz: 316427.733 > 0.109
iter: 179 | bound: 0 | nc: 14 | ncall: 723 | eff(%): 24.758 | loglstar: -inf < -306009.091 < inf | logz: -306016.171 +/- 0.265 | dlogz: 312271.365 > 0.109
iter: 180 | bound: 0 | nc: 6 | ncall: 729 | eff(%): 24.691 | loglstar: -inf < -303854.360 < inf | logz: -303861.450 +/- 0.266 | dlogz: 305680.879 > 0.109
iter: 181 | bound: 0 | nc: 21 | ncall: 750 | eff(%): 24.133 | loglstar: -inf < -292638.924 < inf | logz: -292646.024 +/- 0.266 | dlogz: 303526.148 > 0.109
iter: 182 | bound: 0 | nc: 9 | ncall: 759 | eff(%): 23.979 | loglstar: -inf < -289589.343 < inf | logz: -289596.453 +/- 0.266 | dlogz: 292310.712 > 0.109
iter: 183 | bound: 0 | nc: 10 | ncall: 769 | eff(%): 23.797 | loglstar: -inf < -264683.043 < inf | logz: -264690.162 +/- 0.266 | dlogz: 289261.131 > 0.109
iter: 184 | bound: 0 | nc: 6 | ncall: 775 | eff(%): 23.742 | loglstar: -inf < -264555.022 < inf | logz: -264562.151 +/- 0.266 | dlogz: 264354.831 > 0.109
iter: 185 | bound: 0 | nc: 2 | ncall: 777 | eff(%): 23.810 | loglstar: -inf < -256277.622 < inf | logz: -256284.761 +/- 0.267 | dlogz: 264226.810 > 0.109
iter: 186 | bound: 0 | nc: 1 | ncall: 778 | eff(%): 23.907 | loglstar: -inf < -250942.692 < inf | logz: -250949.841 +/- 0.267 | dlogz: 256033.449 > 0.109
iter: 187 | bound: 0 | nc: 3 | ncall: 781 | eff(%): 23.944 | loglstar: -inf < -249932.509 < inf | logz: -249939.668 +/- 0.267 | dlogz: 250698.519 > 0.109
iter: 188 | bound: 0 | nc: 9 | ncall: 790 | eff(%): 23.797 | loglstar: -inf < -247090.825 < inf | logz: -247097.994 +/- 0.267 | dlogz: 249688.336 > 0.109
iter: 189 | bound: 0 | nc: 7 | ncall: 797 | eff(%): 23.714 | loglstar: -inf < -238610.251 < inf | logz: -238617.430 +/- 0.267 | dlogz: 246846.653 > 0.109
iter: 190 | bound: 0 | nc: 19 | ncall: 816 | eff(%): 23.284 | loglstar: -inf < -237428.444 < inf | logz: -237435.633 +/- 0.267 | dlogz: 238366.078 > 0.109
iter: 191 | bound: 0 | nc: 1 | ncall: 817 | eff(%): 23.378 | loglstar: -inf < -236461.591 < inf | logz: -236468.790 +/- 0.268 | dlogz: 237184.272 > 0.109
iter: 192 | bound: 0 | nc: 13 | ncall: 830 | eff(%): 23.133 | loglstar: -inf < -235209.488 < inf | logz: -235216.697 +/- 0.268 | dlogz: 236217.419 > 0.109
iter: 193 | bound: 0 | nc: 4 | ncall: 834 | eff(%): 23.141 | loglstar: -inf < -221442.915 < inf | logz: -221450.134 +/- 0.268 | dlogz: 234965.316 > 0.109
iter: 194 | bound: 0 | nc: 14 | ncall: 848 | eff(%): 22.877 | loglstar: -inf < -215519.025 < inf | logz: -215526.254 +/- 0.268 | dlogz: 221198.742 > 0.109
iter: 195 | bound: 0 | nc: 4 | ncall: 852 | eff(%): 22.887 | loglstar: -inf < -215310.223 < inf | logz: -215317.462 +/- 0.268 | dlogz: 215274.852 > 0.109
iter: 196 | bound: 0 | nc: 5 | ncall: 857 | eff(%): 22.870 | loglstar: -inf < -208818.127 < inf | logz: -208825.376 +/- 0.269 | dlogz: 215227.131 > 0.109
iter: 197 | bound: 0 | nc: 4 | ncall: 861 | eff(%): 22.880 | loglstar: -inf < -208002.704 < inf | logz: -208009.963 +/- 0.269 | dlogz: 208735.036 > 0.109
iter: 198 | bound: 0 | nc: 1 | ncall: 862 | eff(%): 22.970 | loglstar: -inf < -204053.135 < inf | logz: -204060.404 +/- 0.269 | dlogz: 207919.613 > 0.109
iter: 199 | bound: 0 | nc: 8 | ncall: 870 | eff(%): 22.874 | loglstar: -inf < -199574.234 < inf | logz: -199581.512 +/- 0.269 | dlogz: 203970.044 > 0.109
iter: 200 | bound: 0 | nc: 1 | ncall: 871 | eff(%): 22.962 | loglstar: -inf < -196783.204 < inf | logz: -196790.492 +/- 0.269 | dlogz: 199491.142 > 0.109
iter: 201 | bound: 0 | nc: 14 | ncall: 885 | eff(%): 22.712 | loglstar: -inf < -191787.048 < inf | logz: -191794.346 +/- 0.269 | dlogz: 196700.112 > 0.109
iter: 202 | bound: 0 | nc: 16 | ncall: 901 | eff(%): 22.420 | loglstar: -inf < -185656.517 < inf | logz: -185663.826 +/- 0.270 | dlogz: 191703.956 > 0.109
iter: 203 | bound: 0 | nc: 2 | ncall: 903 | eff(%): 22.481 | loglstar: -inf < -184830.940 < inf | logz: -184838.259 +/- 0.270 | dlogz: 185573.426 > 0.109
iter: 204 | bound: 0 | nc: 7 | ncall: 910 | eff(%): 22.418 | loglstar: -inf < -184280.367 < inf | logz: -184287.695 +/- 0.270 | dlogz: 184747.849 > 0.109
iter: 205 | bound: 0 | nc: 3 | ncall: 913 | eff(%): 22.453 | loglstar: -inf < -184021.787 < inf | logz: -184029.125 +/- 0.270 | dlogz: 184197.275 > 0.109
iter: 206 | bound: 0 | nc: 2 | ncall: 915 | eff(%): 22.514 | loglstar: -inf < -180259.326 < inf | logz: -180266.674 +/- 0.270 | dlogz: 183938.695 > 0.109
iter: 207 | bound: 0 | nc: 4 | ncall: 919 | eff(%): 22.524 | loglstar: -inf < -177665.112 < inf | logz: -177672.470 +/- 0.271 | dlogz: 180176.234 > 0.109
iter: 208 | bound: 0 | nc: 39 | ncall: 958 | eff(%): 21.712 | loglstar: -inf < -173363.917 < inf | logz: -173371.285 +/- 0.271 | dlogz: 177582.021 > 0.109
iter: 209 | bound: 0 | nc: 23 | ncall: 981 | eff(%): 21.305 | loglstar: -inf < -169573.145 < inf | logz: -169580.523 +/- 0.271 | dlogz: 173280.825 > 0.109
iter: 210 | bound: 0 | nc: 1 | ncall: 982 | eff(%): 21.385 | loglstar: -inf < -165801.233 < inf | logz: -165808.621 +/- 0.271 | dlogz: 169490.054 > 0.109
iter: 211 | bound: 0 | nc: 8 | ncall: 990 | eff(%): 21.313 | loglstar: -inf < -161048.688 < inf | logz: -161056.086 +/- 0.271 | dlogz: 165718.142 > 0.109
iter: 212 | bound: 0 | nc: 5 | ncall: 995 | eff(%): 21.307 | loglstar: -inf < -157178.506 < inf | logz: -157185.914 +/- 0.271 | dlogz: 160965.596 > 0.109
iter: 213 | bound: 0 | nc: 1 | ncall: 996 | eff(%): 21.386 | loglstar: -inf < -149612.885 < inf | logz: -149620.303 +/- 0.272 | dlogz: 157095.415 > 0.109
iter: 214 | bound: 0 | nc: 3 | ncall: 999 | eff(%): 21.421 | loglstar: -inf < -149375.841 < inf | logz: -149383.269 +/- 0.272 | dlogz: 149529.794 > 0.109
iter: 215 | bound: 0 | nc: 12 | ncall: 1011 | eff(%): 21.266 | loglstar: -inf < -148909.559 < inf | logz: -148916.996 +/- 0.272 | dlogz: 149292.750 > 0.109
iter: 216 | bound: 0 | nc: 9 | ncall: 1020 | eff(%): 21.176 | loglstar: -inf < -141658.568 < inf | logz: -141666.015 +/- 0.272 | dlogz: 148826.467 > 0.109
iter: 217 | bound: 0 | nc: 12 | ncall: 1032 | eff(%): 21.027 | loglstar: -inf < -140359.924 < inf | logz: -140367.382 +/- 0.272 | dlogz: 141575.476 > 0.109
iter: 218 | bound: 0 | nc: 8 | ncall: 1040 | eff(%): 20.962 | loglstar: -inf < -137536.667 < inf | logz: -137544.134 +/- 0.273 | dlogz: 140276.833 > 0.109
iter: 219 | bound: 0 | nc: 4 | ncall: 1044 | eff(%): 20.977 | loglstar: -inf < -134591.125 < inf | logz: -134598.602 +/- 0.273 | dlogz: 137453.575 > 0.109
iter: 220 | bound: 0 | nc: 3 | ncall: 1047 | eff(%): 21.012 | loglstar: -inf < -125369.970 < inf | logz: -125377.458 +/- 0.273 | dlogz: 134508.034 > 0.109
iter: 221 | bound: 0 | nc: 4 | ncall: 1051 | eff(%): 21.028 | loglstar: -inf < -123288.415 < inf | logz: -123295.912 +/- 0.273 | dlogz: 125286.879 > 0.109
iter: 222 | bound: 0 | nc: 18 | ncall: 1069 | eff(%): 20.767 | loglstar: -inf < -122286.240 < inf | logz: -122293.747 +/- 0.273 | dlogz: 123205.323 > 0.109
iter: 223 | bound: 0 | nc: 6 | ncall: 1075 | eff(%): 20.744 | loglstar: -inf < -118685.147 < inf | logz: -118692.664 +/- 0.273 | dlogz: 122203.148 > 0.109
iter: 224 | bound: 0 | nc: 15 | ncall: 1090 | eff(%): 20.550 | loglstar: -inf < -112745.603 < inf | logz: -112753.130 +/- 0.274 | dlogz: 118602.055 > 0.109
iter: 225 | bound: 0 | nc: 5 | ncall: 1095 | eff(%): 20.548 | loglstar: -inf < -109513.165 < inf | logz: -109520.702 +/- 0.274 | dlogz: 112662.512 > 0.109
iter: 226 | bound: 0 | nc: 2 | ncall: 1097 | eff(%): 20.602 | loglstar: -inf < -109128.012 < inf | logz: -109135.559 +/- 0.274 | dlogz: 109430.074 > 0.109
iter: 227 | bound: 0 | nc: 35 | ncall: 1132 | eff(%): 20.053 | loglstar: -inf < -105326.867 < inf | logz: -105334.424 +/- 0.274 | dlogz: 109044.921 > 0.109
iter: 228 | bound: 0 | nc: 9 | ncall: 1141 | eff(%): 19.982 | loglstar: -inf < -104520.715 < inf | logz: -104528.282 +/- 0.274 | dlogz: 105243.775 > 0.109
iter: 229 | bound: 0 | nc: 5 | ncall: 1146 | eff(%): 19.983 | loglstar: -inf < -95581.435 < inf | logz: -95589.012 +/- 0.275 | dlogz: 104437.624 > 0.109
iter: 230 | bound: 0 | nc: 2 | ncall: 1148 | eff(%): 20.035 | loglstar: -inf < -95501.874 < inf | logz: -95509.461 +/- 0.275 | dlogz: 95498.344 > 0.109
iter: 231 | bound: 0 | nc: 18 | ncall: 1166 | eff(%): 19.811 | loglstar: -inf < -95444.917 < inf | logz: -95452.514 +/- 0.275 | dlogz: 95418.782 > 0.109
iter: 232 | bound: 0 | nc: 20 | ncall: 1186 | eff(%): 19.562 | loglstar: -inf < -95313.786 < inf | logz: -95321.393 +/- 0.275 | dlogz: 95361.826 > 0.109
iter: 233 | bound: 0 | nc: 3 | ncall: 1189 | eff(%): 19.596 | loglstar: -inf < -94568.840 < inf | logz: -94576.457 +/- 0.275 | dlogz: 95230.695 > 0.109
iter: 234 | bound: 0 | nc: 13 | ncall: 1202 | eff(%): 19.468 | loglstar: -inf < -94047.904 < inf | logz: -94055.531 +/- 0.275 | dlogz: 94485.749 > 0.109
iter: 235 | bound: 0 | nc: 4 | ncall: 1206 | eff(%): 19.486 | loglstar: -inf < -93270.158 < inf | logz: -93277.794 +/- 0.276 | dlogz: 93964.812 > 0.109
iter: 236 | bound: 0 | nc: 1 | ncall: 1207 | eff(%): 19.553 | loglstar: -inf < -92780.031 < inf | logz: -92787.678 +/- 0.276 | dlogz: 93187.066 > 0.109
iter: 237 | bound: 0 | nc: 6 | ncall: 1213 | eff(%): 19.538 | loglstar: -inf < -91002.525 < inf | logz: -91010.181 +/- 0.276 | dlogz: 92696.940 > 0.109
iter: 238 | bound: 0 | nc: 5 | ncall: 1218 | eff(%): 19.540 | loglstar: -inf < -88383.117 < inf | logz: -88390.783 +/- 0.276 | dlogz: 90919.433 > 0.109
iter: 239 | bound: 0 | nc: 4 | ncall: 1222 | eff(%): 19.558 | loglstar: -inf < -87145.017 < inf | logz: -87152.694 +/- 0.276 | dlogz: 88300.025 > 0.109
iter: 240 | bound: 0 | nc: 67 | ncall: 1289 | eff(%): 18.619 | loglstar: -inf < -86367.630 < inf | logz: -86375.317 +/- 0.277 | dlogz: 87061.926 > 0.109
iter: 241 | bound: 0 | nc: 12 | ncall: 1301 | eff(%): 18.524 | loglstar: -inf < -86047.033 < inf | logz: -86054.729 +/- 0.277 | dlogz: 86284.539 > 0.109
iter: 242 | bound: 0 | nc: 3 | ncall: 1304 | eff(%): 18.558 | loglstar: -inf < -85136.074 < inf | logz: -85143.781 +/- 0.277 | dlogz: 85963.941 > 0.109
iter: 243 | bound: 0 | nc: 30 | ncall: 1334 | eff(%): 18.216 | loglstar: -inf < -82899.161 < inf | logz: -82906.877 +/- 0.277 | dlogz: 85052.983 > 0.109
iter: 244 | bound: 0 | nc: 7 | ncall: 1341 | eff(%): 18.195 | loglstar: -inf < -81703.603 < inf | logz: -81711.329 +/- 0.277 | dlogz: 82816.070 > 0.109
iter: 245 | bound: 0 | nc: 24 | ncall: 1365 | eff(%): 17.949 | loglstar: -inf < -81522.906 < inf | logz: -81530.642 +/- 0.277 | dlogz: 81620.511 > 0.109
iter: 246 | bound: 0 | nc: 3 | ncall: 1368 | eff(%): 17.982 | loglstar: -inf < -77911.246 < inf | logz: -77918.992 +/- 0.278 | dlogz: 81439.814 > 0.109
iter: 247 | bound: 0 | nc: 21 | ncall: 1389 | eff(%): 17.783 | loglstar: -inf < -77529.375 < inf | logz: -77537.131 +/- 0.278 | dlogz: 77828.155 > 0.109
iter: 248 | bound: 0 | nc: 16 | ncall: 1405 | eff(%): 17.651 | loglstar: -inf < -77102.327 < inf | logz: -77110.093 +/- 0.278 | dlogz: 77446.284 > 0.109
iter: 249 | bound: 0 | nc: 8 | ncall: 1413 | eff(%): 17.622 | loglstar: -inf < -76617.114 < inf | logz: -76624.890 +/- 0.278 | dlogz: 77019.235 > 0.109
iter: 250 | bound: 0 | nc: 24 | ncall: 1437 | eff(%): 17.397 | loglstar: -inf < -76602.293 < inf | logz: -76610.079 +/- 0.278 | dlogz: 76534.023 > 0.109
iter: 251 | bound: 0 | nc: 23 | ncall: 1460 | eff(%): 17.192 | loglstar: -inf < -75521.326 < inf | logz: -75529.122 +/- 0.279 | dlogz: 76519.201 > 0.109
iter: 252 | bound: 0 | nc: 28 | ncall: 1488 | eff(%): 16.935 | loglstar: -inf < -73821.063 < inf | logz: -73828.869 +/- 0.279 | dlogz: 75438.235 > 0.109
iter: 253 | bound: 0 | nc: 6 | ncall: 1494 | eff(%): 16.934 | loglstar: -inf < -73424.392 < inf | logz: -73432.208 +/- 0.279 | dlogz: 73737.972 > 0.109
iter: 254 | bound: 0 | nc: 5 | ncall: 1499 | eff(%): 16.945 | loglstar: -inf < -69863.336 < inf | logz: -69871.162 +/- 0.279 | dlogz: 73341.301 > 0.109
iter: 255 | bound: 0 | nc: 11 | ncall: 1510 | eff(%): 16.887 | loglstar: -inf < -69265.195 < inf | logz: -69273.030 +/- 0.279 | dlogz: 69780.245 > 0.109
iter: 256 | bound: 0 | nc: 15 | ncall: 1525 | eff(%): 16.787 | loglstar: -inf < -68307.682 < inf | logz: -68315.528 +/- 0.279 | dlogz: 69182.103 > 0.109
iter: 257 | bound: 0 | nc: 17 | ncall: 1542 | eff(%): 16.667 | loglstar: -inf < -68195.854 < inf | logz: -68203.709 +/- 0.280 | dlogz: 68224.591 > 0.109
iter: 258 | bound: 0 | nc: 14 | ncall: 1556 | eff(%): 16.581 | loglstar: -inf < -68007.531 < inf | logz: -68015.397 +/- 0.280 | dlogz: 68112.762 > 0.109
iter: 259 | bound: 0 | nc: 34 | ncall: 1590 | eff(%): 16.289 | loglstar: -inf < -65470.051 < inf | logz: -65477.926 +/- 0.280 | dlogz: 67924.440 > 0.109
iter: 260 | bound: 0 | nc: 49 | ncall: 1639 | eff(%): 15.863 | loglstar: -inf < -64830.825 < inf | logz: -64838.711 +/- 0.280 | dlogz: 65386.959 > 0.109
iter: 261 | bound: 0 | nc: 45 | ncall: 1684 | eff(%): 15.499 | loglstar: -inf < -64108.827 < inf | logz: -64116.723 +/- 0.280 | dlogz: 64747.734 > 0.109
iter: 262 | bound: 0 | nc: 33 | ncall: 1717 | eff(%): 15.259 | loglstar: -inf < -63923.042 < inf | logz: -63930.947 +/- 0.280 | dlogz: 64025.736 > 0.109
iter: 263 | bound: 0 | nc: 12 | ncall: 1729 | eff(%): 15.211 | loglstar: -inf < -60821.940 < inf | logz: -60829.855 +/- 0.281 | dlogz: 63839.951 > 0.109
iter: 264 | bound: 0 | nc: 14 | ncall: 1743 | eff(%): 15.146 | loglstar: -inf < -59172.576 < inf | logz: -59180.501 +/- 0.281 | dlogz: 60738.848 > 0.109
iter: 265 | bound: 0 | nc: 10 | ncall: 1753 | eff(%): 15.117 | loglstar: -inf < -58606.011 < inf | logz: -58613.947 +/- 0.281 | dlogz: 59089.485 > 0.109
iter: 266 | bound: 0 | nc: 62 | ncall: 1815 | eff(%): 14.656 | loglstar: -inf < -57614.477 < inf | logz: -57622.423 +/- 0.281 | dlogz: 58522.920 > 0.109
iter: 267 | bound: 0 | nc: 3 | ncall: 1818 | eff(%): 14.686 | loglstar: -inf < -57458.040 < inf | logz: -57465.995 +/- 0.281 | dlogz: 57531.386 > 0.109
iter: 268 | bound: 0 | nc: 4 | ncall: 1822 | eff(%): 14.709 | loglstar: -inf < -57271.565 < inf | logz: -57279.530 +/- 0.282 | dlogz: 57374.949 > 0.109
iter: 269 | bound: 0 | nc: 6 | ncall: 1828 | eff(%): 14.716 | loglstar: -inf < -56718.355 < inf | logz: -56726.330 +/- 0.282 | dlogz: 57188.474 > 0.109
iter: 270 | bound: 0 | nc: 19 | ncall: 1847 | eff(%): 14.618 | loglstar: -inf < -55856.200 < inf | logz: -55864.185 +/- 0.282 | dlogz: 56635.263 > 0.109
iter: 271 | bound: 0 | nc: 29 | ncall: 1876 | eff(%): 14.446 | loglstar: -inf < -55424.354 < inf | logz: -55432.349 +/- 0.282 | dlogz: 55773.108 > 0.109
iter: 272 | bound: 0 | nc: 12 | ncall: 1888 | eff(%): 14.407 | loglstar: -inf < -54335.641 < inf | logz: -54343.646 +/- 0.282 | dlogz: 55341.263 > 0.109
iter: 273 | bound: 0 | nc: 19 | ncall: 1907 | eff(%): 14.316 | loglstar: -inf < -51351.255 < inf | logz: -51359.270 +/- 0.282 | dlogz: 54252.550 > 0.109
iter: 274 | bound: 0 | nc: 34 | ncall: 1941 | eff(%): 14.116 | loglstar: -inf < -51122.301 < inf | logz: -51130.326 +/- 0.283 | dlogz: 51268.164 > 0.109
iter: 275 | bound: 0 | nc: 2 | ncall: 1943 | eff(%): 14.153 | loglstar: -inf < -48829.679 < inf | logz: -48837.714 +/- 0.283 | dlogz: 51039.210 > 0.109
iter: 276 | bound: 0 | nc: 10 | ncall: 1953 | eff(%): 14.132 | loglstar: -inf < -48168.597 < inf | logz: -48176.642 +/- 0.283 | dlogz: 48746.588 > 0.109
iter: 277 | bound: 0 | nc: 12 | ncall: 1965 | eff(%): 14.097 | loglstar: -inf < -47981.811 < inf | logz: -47989.865 +/- 0.283 | dlogz: 48085.506 > 0.109
iter: 278 | bound: 0 | nc: 20 | ncall: 1985 | eff(%): 14.005 | loglstar: -inf < -47838.579 < inf | logz: -47846.643 +/- 0.283 | dlogz: 47898.719 > 0.109
iter: 279 | bound: 0 | nc: 18 | ncall: 2003 | eff(%): 13.929 | loglstar: -inf < -46033.945 < inf | logz: -46042.020 +/- 0.283 | dlogz: 47755.487 > 0.109
iter: 280 | bound: 0 | nc: 12 | ncall: 2015 | eff(%): 13.896 | loglstar: -inf < -45926.079 < inf | logz: -45934.163 +/- 0.284 | dlogz: 45950.854 > 0.109
iter: 281 | bound: 0 | nc: 28 | ncall: 2043 | eff(%): 13.754 | loglstar: -inf < -45050.876 < inf | logz: -45058.971 +/- 0.284 | dlogz: 45842.987 > 0.109
iter: 282 | bound: 0 | nc: 9 | ncall: 2052 | eff(%): 13.743 | loglstar: -inf < -42739.570 < inf | logz: -42747.675 +/- 0.284 | dlogz: 44967.785 > 0.109
iter: 283 | bound: 0 | nc: 48 | ncall: 2100 | eff(%): 13.476 | loglstar: -inf < -41948.637 < inf | logz: -41956.751 +/- 0.284 | dlogz: 42656.479 > 0.109
iter: 284 | bound: 0 | nc: 19 | ncall: 2119 | eff(%): 13.403 | loglstar: -inf < -41025.993 < inf | logz: -41034.117 +/- 0.284 | dlogz: 41865.545 > 0.109
iter: 285 | bound: 0 | nc: 23 | ncall: 2142 | eff(%): 13.305 | loglstar: -inf < -40178.673 < inf | logz: -40186.807 +/- 0.284 | dlogz: 40942.902 > 0.109
iter: 286 | bound: 0 | nc: 22 | ncall: 2164 | eff(%): 13.216 | loglstar: -inf < -39864.934 < inf | logz: -39873.078 +/- 0.285 | dlogz: 40095.582 > 0.109
iter: 287 | bound: 0 | nc: 3 | ncall: 2167 | eff(%): 13.244 | loglstar: -inf < -39536.568 < inf | logz: -39544.722 +/- 0.285 | dlogz: 39781.842 > 0.109
iter: 288 | bound: 0 | nc: 2 | ncall: 2169 | eff(%): 13.278 | loglstar: -inf < -34714.770 < inf | logz: -34722.934 +/- 0.285 | dlogz: 39453.477 > 0.109
iter: 289 | bound: 0 | nc: 14 | ncall: 2183 | eff(%): 13.239 | loglstar: -inf < -33389.091 < inf | logz: -33397.265 +/- 0.285 | dlogz: 34631.678 > 0.109
iter: 290 | bound: 0 | nc: 8 | ncall: 2191 | eff(%): 13.236 | loglstar: -inf < -33021.537 < inf | logz: -33029.721 +/- 0.285 | dlogz: 33306.000 > 0.109
iter: 291 | bound: 0 | nc: 24 | ncall: 2215 | eff(%): 13.138 | loglstar: -inf < -32978.718 < inf | logz: -32986.912 +/- 0.286 | dlogz: 32938.445 > 0.109
iter: 292 | bound: 0 | nc: 20 | ncall: 2235 | eff(%): 13.065 | loglstar: -inf < -31595.462 < inf | logz: -31603.666 +/- 0.286 | dlogz: 32895.626 > 0.109
iter: 293 | bound: 0 | nc: 23 | ncall: 2258 | eff(%): 12.976 | loglstar: -inf < -31521.680 < inf | logz: -31529.894 +/- 0.286 | dlogz: 31512.371 > 0.109
iter: 294 | bound: 0 | nc: 46 | ncall: 2304 | eff(%): 12.760 | loglstar: -inf < -31415.343 < inf | logz: -31423.567 +/- 0.286 | dlogz: 31438.589 > 0.109
iter: 295 | bound: 0 | nc: 9 | ncall: 2313 | eff(%): 12.754 | loglstar: -inf < -30938.377 < inf | logz: -30946.611 +/- 0.286 | dlogz: 31332.252 > 0.109
iter: 296 | bound: 0 | nc: 128 | ncall: 2441 | eff(%): 12.126 | loglstar: -inf < -28981.755 < inf | logz: -28989.998 +/- 0.286 | dlogz: 30855.286 > 0.109
iter: 297 | bound: 0 | nc: 16 | ncall: 2457 | eff(%): 12.088 | loglstar: -inf < -28711.026 < inf | logz: -28719.280 +/- 0.287 | dlogz: 28898.663 > 0.109
iter: 298 | bound: 0 | nc: 13 | ncall: 2470 | eff(%): 12.065 | loglstar: -inf < -28376.506 < inf | logz: -28384.769 +/- 0.287 | dlogz: 28627.935 > 0.109
iter: 299 | bound: 0 | nc: 18 | ncall: 2488 | eff(%): 12.018 | loglstar: -inf < -27428.416 < inf | logz: -27436.690 +/- 0.287 | dlogz: 28293.414 > 0.109
iter: 300 | bound: 0 | nc: 7 | ncall: 2495 | eff(%): 12.024 | loglstar: -inf < -27030.721 < inf | logz: -27039.005 +/- 0.287 | dlogz: 27345.325 > 0.109
iter: 301 | bound: 0 | nc: 5 | ncall: 2500 | eff(%): 12.040 | loglstar: -inf < -25497.892 < inf | logz: -25506.186 +/- 0.287 | dlogz: 26947.630 > 0.109
iter: 302 | bound: 0 | nc: 37 | ncall: 2537 | eff(%): 11.904 | loglstar: -inf < -24794.122 < inf | logz: -24802.425 +/- 0.287 | dlogz: 25414.801 > 0.109
iter: 303 | bound: 0 | nc: 12 | ncall: 2549 | eff(%): 11.887 | loglstar: -inf < -24722.581 < inf | logz: -24730.894 +/- 0.288 | dlogz: 24711.030 > 0.109
iter: 304 | bound: 0 | nc: 1 | ncall: 2550 | eff(%): 11.922 | loglstar: -inf < -23937.538 < inf | logz: -23945.862 +/- 0.288 | dlogz: 24639.490 > 0.109
iter: 305 | bound: 0 | nc: 20 | ncall: 2570 | eff(%): 11.868 | loglstar: -inf < -23763.831 < inf | logz: -23772.165 +/- 0.288 | dlogz: 23854.447 > 0.109
iter: 306 | bound: 0 | nc: 24 | ncall: 2594 | eff(%): 11.796 | loglstar: -inf < -23458.597 < inf | logz: -23466.940 +/- 0.288 | dlogz: 23680.740 > 0.109
iter: 307 | bound: 0 | nc: 14 | ncall: 2608 | eff(%): 11.771 | loglstar: -inf < -23393.166 < inf | logz: -23401.519 +/- 0.288 | dlogz: 23375.505 > 0.109
iter: 308 | bound: 0 | nc: 5 | ncall: 2613 | eff(%): 11.787 | loglstar: -inf < -22914.312 < inf | logz: -22922.675 +/- 0.288 | dlogz: 23310.074 > 0.109
iter: 309 | bound: 0 | nc: 46 | ncall: 2659 | eff(%): 11.621 | loglstar: -inf < -22786.029 < inf | logz: -22794.402 +/- 0.289 | dlogz: 22831.220 > 0.109
iter: 310 | bound: 0 | nc: 20 | ncall: 2679 | eff(%): 11.571 | loglstar: -inf < -21848.791 < inf | logz: -21857.174 +/- 0.289 | dlogz: 22702.937 > 0.109
iter: 311 | bound: 0 | nc: 12 | ncall: 2691 | eff(%): 11.557 | loglstar: -inf < -21258.589 < inf | logz: -21266.981 +/- 0.289 | dlogz: 21765.700 > 0.109
iter: 312 | bound: 0 | nc: 59 | ncall: 2750 | eff(%): 11.345 | loglstar: -inf < -21219.873 < inf | logz: -21228.276 +/- 0.289 | dlogz: 21175.497 > 0.109
iter: 313 | bound: 0 | nc: 28 | ncall: 2778 | eff(%): 11.267 | loglstar: -inf < -20991.388 < inf | logz: -20999.800 +/- 0.289 | dlogz: 21136.782 > 0.109
iter: 314 | bound: 0 | nc: 47 | ncall: 2825 | eff(%): 11.115 | loglstar: -inf < -20612.231 < inf | logz: -20620.654 +/- 0.289 | dlogz: 20908.296 > 0.109
iter: 315 | bound: 0 | nc: 6 | ncall: 2831 | eff(%): 11.127 | loglstar: -inf < -20554.876 < inf | logz: -20563.308 +/- 0.290 | dlogz: 20529.139 > 0.109
iter: 316 | bound: 0 | nc: 2 | ncall: 2833 | eff(%): 11.154 | loglstar: -inf < -19980.671 < inf | logz: -19989.113 +/- 0.290 | dlogz: 20471.784 > 0.109
iter: 317 | bound: 0 | nc: 6 | ncall: 2839 | eff(%): 11.166 | loglstar: -inf < -19613.617 < inf | logz: -19622.069 +/- 0.290 | dlogz: 19897.579 > 0.109
iter: 318 | bound: 0 | nc: 29 | ncall: 2868 | eff(%): 11.088 | loglstar: -inf < -19550.386 < inf | logz: -19558.848 +/- 0.290 | dlogz: 19530.525 > 0.109
iter: 319 | bound: 0 | nc: 83 | ncall: 2951 | eff(%): 10.810 | loglstar: -inf < -19487.752 < inf | logz: -19496.224 +/- 0.290 | dlogz: 19467.294 > 0.109
iter: 320 | bound: 0 | nc: 38 | ncall: 2989 | eff(%): 10.706 | loglstar: -inf < -19021.288 < inf | logz: -19029.771 +/- 0.291 | dlogz: 19404.661 > 0.109
iter: 321 | bound: 0 | nc: 29 | ncall: 3018 | eff(%): 10.636 | loglstar: -inf < -18888.899 < inf | logz: -18897.391 +/- 0.291 | dlogz: 18938.197 > 0.109
iter: 322 | bound: 0 | nc: 22 | ncall: 3040 | eff(%): 10.592 | loglstar: -inf < -18529.566 < inf | logz: -18538.068 +/- 0.291 | dlogz: 18805.807 > 0.109
iter: 323 | bound: 0 | nc: 2 | ncall: 3042 | eff(%): 10.618 | loglstar: -inf < -17980.022 < inf | logz: -17988.534 +/- 0.291 | dlogz: 18446.474 > 0.109
iter: 324 | bound: 0 | nc: 10 | ncall: 3052 | eff(%): 10.616 | loglstar: -inf < -17116.851 < inf | logz: -17125.373 +/- 0.291 | dlogz: 17896.930 > 0.109
iter: 325 | bound: 0 | nc: 44 | ncall: 3096 | eff(%): 10.497 | loglstar: -inf < -17045.303 < inf | logz: -17053.835 +/- 0.291 | dlogz: 17033.759 > 0.109
iter: 326 | bound: 0 | nc: 44 | ncall: 3140 | eff(%): 10.382 | loglstar: -inf < -16996.258 < inf | logz: -17004.801 +/- 0.292 | dlogz: 16962.212 > 0.109
iter: 327 | bound: 0 | nc: 58 | ncall: 3198 | eff(%): 10.225 | loglstar: -inf < -15932.467 < inf | logz: -15941.019 +/- 0.292 | dlogz: 16913.167 > 0.109
iter: 328 | bound: 0 | nc: 31 | ncall: 3229 | eff(%): 10.158 | loglstar: -inf < -15513.752 < inf | logz: -15522.314 +/- 0.292 | dlogz: 15849.375 > 0.109
iter: 329 | bound: 0 | nc: 59 | ncall: 3288 | eff(%): 10.006 | loglstar: -inf < -15035.118 < inf | logz: -15043.690 +/- 0.292 | dlogz: 15430.661 > 0.109
iter: 330 | bound: 0 | nc: 24 | ncall: 3312 | eff(%): 9.964 | loglstar: -inf < -14583.381 < inf | logz: -14591.963 +/- 0.292 | dlogz: 14952.026 > 0.109
iter: 331 | bound: 1 | nc: 12 | ncall: 3324 | eff(%): 9.958 | loglstar: -inf < -14555.265 < inf | logz: -14563.856 +/- 0.292 | dlogz: 14500.290 > 0.109
iter: 332 | bound: 1 | nc: 34 | ncall: 3358 | eff(%): 9.887 | loglstar: -inf < -14180.983 < inf | logz: -14189.585 +/- 0.293 | dlogz: 14472.173 > 0.109
iter: 333 | bound: 1 | nc: 34 | ncall: 3392 | eff(%): 9.817 | loglstar: -inf < -13936.476 < inf | logz: -13945.088 +/- 0.293 | dlogz: 14097.892 > 0.109
iter: 334 | bound: 1 | nc: 34 | ncall: 3426 | eff(%): 9.749 | loglstar: -inf < -13725.982 < inf | logz: -13734.604 +/- 0.293 | dlogz: 13853.385 > 0.109
iter: 335 | bound: 1 | nc: 34 | ncall: 3460 | eff(%): 9.682 | loglstar: -inf < -13337.032 < inf | logz: -13345.663 +/- 0.293 | dlogz: 13642.891 > 0.109
iter: 336 | bound: 1 | nc: 34 | ncall: 3494 | eff(%): 9.616 | loglstar: -inf < -13329.165 < inf | logz: -13337.806 +/- 0.293 | dlogz: 13253.940 > 0.109
iter: 337 | bound: 1 | nc: 34 | ncall: 3528 | eff(%): 9.552 | loglstar: -inf < -12943.336 < inf | logz: -12951.987 +/- 0.293 | dlogz: 13246.073 > 0.109
iter: 338 | bound: 1 | nc: 34 | ncall: 3562 | eff(%): 9.489 | loglstar: -inf < -12937.816 < inf | logz: -12946.470 +/- 0.293 | dlogz: 12860.244 > 0.109
iter: 339 | bound: 1 | nc: 34 | ncall: 3596 | eff(%): 9.427 | loglstar: -inf < -12735.828 < inf | logz: -12744.499 +/- 0.294 | dlogz: 12854.717 > 0.109
iter: 340 | bound: 1 | nc: 34 | ncall: 3630 | eff(%): 9.366 | loglstar: -inf < -12440.496 < inf | logz: -12449.178 +/- 0.294 | dlogz: 12652.736 > 0.109
iter: 341 | bound: 1 | nc: 34 | ncall: 3664 | eff(%): 9.307 | loglstar: -inf < -12341.284 < inf | logz: -12349.976 +/- 0.294 | dlogz: 12357.405 > 0.109
iter: 342 | bound: 1 | nc: 34 | ncall: 3698 | eff(%): 9.248 | loglstar: -inf < -12182.984 < inf | logz: -12191.685 +/- 0.294 | dlogz: 12258.193 > 0.109
iter: 343 | bound: 1 | nc: 34 | ncall: 3732 | eff(%): 9.191 | loglstar: -inf < -11758.639 < inf | logz: -11767.350 +/- 0.294 | dlogz: 12099.892 > 0.109
iter: 344 | bound: 1 | nc: 34 | ncall: 3766 | eff(%): 9.134 | loglstar: -inf < -11757.451 < inf | logz: -11765.695 +/- 0.278 | dlogz: 11675.548 > 0.109
iter: 345 | bound: 1 | nc: 34 | ncall: 3800 | eff(%): 9.079 | loglstar: -inf < -11356.399 < inf | logz: -11365.130 +/- 0.295 | dlogz: 11673.882 > 0.109
iter: 346 | bound: 1 | nc: 34 | ncall: 3834 | eff(%): 9.025 | loglstar: -inf < -11031.444 < inf | logz: -11040.185 +/- 0.295 | dlogz: 11273.308 > 0.109
iter: 347 | bound: 1 | nc: 34 | ncall: 3868 | eff(%): 8.971 | loglstar: -inf < -10734.360 < inf | logz: -10743.111 +/- 0.295 | dlogz: 10948.353 > 0.109
iter: 348 | bound: 1 | nc: 34 | ncall: 3902 | eff(%): 8.919 | loglstar: -inf < -10184.308 < inf | logz: -10193.069 +/- 0.295 | dlogz: 10651.269 > 0.109
iter: 349 | bound: 1 | nc: 34 | ncall: 3936 | eff(%): 8.867 | loglstar: -inf < -9712.199 < inf | logz: -9720.970 +/- 0.295 | dlogz: 10101.217 > 0.109
iter: 350 | bound: 1 | nc: 34 | ncall: 3970 | eff(%): 8.816 | loglstar: -inf < -9712.199 < inf | logz: -9719.872 +/- 0.276 | dlogz: 9629.108 > 0.109
iter: 351 | bound: 1 | nc: 34 | ncall: 4004 | eff(%): 8.766 | loglstar: -inf < -9439.472 < inf | logz: -9448.263 +/- 0.296 | dlogz: 9627.999 > 0.109
iter: 352 | bound: 1 | nc: 34 | ncall: 4038 | eff(%): 8.717 | loglstar: -inf < -9363.558 < inf | logz: -9372.359 +/- 0.296 | dlogz: 9356.381 > 0.109
iter: 353 | bound: 1 | nc: 34 | ncall: 4072 | eff(%): 8.669 | loglstar: -inf < -9287.732 < inf | logz: -9296.543 +/- 0.296 | dlogz: 9280.467 > 0.109
iter: 354 | bound: 1 | nc: 34 | ncall: 4106 | eff(%): 8.622 | loglstar: -inf < -8549.877 < inf | logz: -8558.698 +/- 0.296 | dlogz: 9204.640 > 0.109
iter: 355 | bound: 1 | nc: 34 | ncall: 4140 | eff(%): 8.575 | loglstar: -inf < -8492.357 < inf | logz: -8501.187 +/- 0.296 | dlogz: 8466.786 > 0.109
iter: 356 | bound: 1 | nc: 34 | ncall: 4174 | eff(%): 8.529 | loglstar: -inf < -8328.886 < inf | logz: -8337.727 +/- 0.296 | dlogz: 8409.265 > 0.109
iter: 357 | bound: 1 | nc: 34 | ncall: 4208 | eff(%): 8.484 | loglstar: -inf < -8258.533 < inf | logz: -8267.383 +/- 0.297 | dlogz: 8245.794 > 0.109
iter: 358 | bound: 1 | nc: 34 | ncall: 4242 | eff(%): 8.439 | loglstar: -inf < -8219.152 < inf | logz: -8228.013 +/- 0.297 | dlogz: 8175.441 > 0.109
iter: 359 | bound: 1 | nc: 34 | ncall: 4276 | eff(%): 8.396 | loglstar: -inf < -8191.999 < inf | logz: -8200.870 +/- 0.297 | dlogz: 8136.061 > 0.109
iter: 360 | bound: 1 | nc: 34 | ncall: 4310 | eff(%): 8.353 | loglstar: -inf < -7780.638 < inf | logz: -7789.519 +/- 0.297 | dlogz: 8108.908 > 0.109
iter: 361 | bound: 1 | nc: 34 | ncall: 4344 | eff(%): 8.310 | loglstar: -inf < -7754.242 < inf | logz: -7763.133 +/- 0.297 | dlogz: 7697.547 > 0.109
iter: 362 | bound: 1 | nc: 34 | ncall: 4378 | eff(%): 8.269 | loglstar: -inf < -7677.852 < inf | logz: -7686.753 +/- 0.297 | dlogz: 7671.151 > 0.109
iter: 363 | bound: 1 | nc: 34 | ncall: 4412 | eff(%): 8.228 | loglstar: -inf < -7674.253 < inf | logz: -7683.110 +/- 0.294 | dlogz: 7594.761 > 0.109
iter: 364 | bound: 1 | nc: 34 | ncall: 4446 | eff(%): 8.187 | loglstar: -inf < -7670.327 < inf | logz: -7679.208 +/- 0.294 | dlogz: 7591.108 > 0.109
iter: 365 | bound: 1 | nc: 34 | ncall: 4480 | eff(%): 8.147 | loglstar: -inf < -7641.761 < inf | logz: -7650.691 +/- 0.298 | dlogz: 7587.196 > 0.109
iter: 366 | bound: 1 | nc: 34 | ncall: 4514 | eff(%): 8.108 | loglstar: -inf < -7563.482 < inf | logz: -7572.422 +/- 0.298 | dlogz: 7558.670 > 0.109
iter: 367 | bound: 1 | nc: 34 | ncall: 4548 | eff(%): 8.069 | loglstar: -inf < -7299.538 < inf | logz: -7308.488 +/- 0.298 | dlogz: 7503.620 > 0.109
iter: 368 | bound: 1 | nc: 34 | ncall: 4582 | eff(%): 8.031 | loglstar: -inf < -7239.273 < inf | logz: -7248.233 +/- 0.298 | dlogz: 7239.676 > 0.109
iter: 369 | bound: 1 | nc: 34 | ncall: 4616 | eff(%): 7.994 | loglstar: -inf < -7176.773 < inf | logz: -7185.744 +/- 0.299 | dlogz: 7179.411 > 0.109
iter: 370 | bound: 1 | nc: 34 | ncall: 4650 | eff(%): 7.957 | loglstar: -inf < -6975.932 < inf | logz: -6984.912 +/- 0.299 | dlogz: 7116.912 > 0.109
iter: 371 | bound: 1 | nc: 34 | ncall: 4684 | eff(%): 7.921 | loglstar: -inf < -6815.933 < inf | logz: -6824.923 +/- 0.299 | dlogz: 6916.071 > 0.109
iter: 372 | bound: 1 | nc: 34 | ncall: 4718 | eff(%): 7.885 | loglstar: -inf < -6709.521 < inf | logz: -6718.521 +/- 0.299 | dlogz: 6756.071 > 0.109
iter: 373 | bound: 1 | nc: 34 | ncall: 4752 | eff(%): 7.849 | loglstar: -inf < -6530.308 < inf | logz: -6539.318 +/- 0.299 | dlogz: 6649.660 > 0.109
iter: 374 | bound: 1 | nc: 34 | ncall: 4786 | eff(%): 7.814 | loglstar: -inf < -6420.810 < inf | logz: -6429.830 +/- 0.299 | dlogz: 6470.447 > 0.109
iter: 375 | bound: 1 | nc: 34 | ncall: 4820 | eff(%): 7.780 | loglstar: -inf < -6076.063 < inf | logz: -6085.093 +/- 0.300 | dlogz: 6360.949 > 0.109
iter: 376 | bound: 1 | nc: 34 | ncall: 4854 | eff(%): 7.746 | loglstar: -inf < -5866.838 < inf | logz: -5875.878 +/- 0.300 | dlogz: 6016.202 > 0.109
iter: 377 | bound: 1 | nc: 34 | ncall: 4888 | eff(%): 7.713 | loglstar: -inf < -5576.527 < inf | logz: -5585.576 +/- 0.300 | dlogz: 5806.977 > 0.109
iter: 378 | bound: 1 | nc: 34 | ncall: 4922 | eff(%): 7.680 | loglstar: -inf < -5463.181 < inf | logz: -5472.241 +/- 0.300 | dlogz: 5516.665 > 0.109
iter: 379 | bound: 1 | nc: 34 | ncall: 4956 | eff(%): 7.647 | loglstar: -inf < -5257.825 < inf | logz: -5266.895 +/- 0.300 | dlogz: 5403.320 > 0.109
iter: 380 | bound: 1 | nc: 34 | ncall: 4990 | eff(%): 7.615 | loglstar: -inf < -5062.508 < inf | logz: -5071.587 +/- 0.300 | dlogz: 5197.964 > 0.109
iter: 381 | bound: 1 | nc: 34 | ncall: 5024 | eff(%): 7.584 | loglstar: -inf < -4931.519 < inf | logz: -4940.608 +/- 0.301 | dlogz: 5002.646 > 0.109
iter: 382 | bound: 1 | nc: 34 | ncall: 5058 | eff(%): 7.552 | loglstar: -inf < -4917.519 < inf | logz: -4926.618 +/- 0.301 | dlogz: 4871.657 > 0.109
iter: 383 | bound: 1 | nc: 34 | ncall: 5092 | eff(%): 7.522 | loglstar: -inf < -4900.097 < inf | logz: -4909.206 +/- 0.301 | dlogz: 4857.657 > 0.109
iter: 384 | bound: 1 | nc: 34 | ncall: 5126 | eff(%): 7.491 | loglstar: -inf < -4821.023 < inf | logz: -4830.142 +/- 0.301 | dlogz: 4840.235 > 0.109
iter: 385 | bound: 1 | nc: 34 | ncall: 5160 | eff(%): 7.461 | loglstar: -inf < -4771.021 < inf | logz: -4780.150 +/- 0.301 | dlogz: 4761.161 > 0.109
iter: 386 | bound: 1 | nc: 34 | ncall: 5194 | eff(%): 7.432 | loglstar: -inf < -4754.301 < inf | logz: -4763.440 +/- 0.301 | dlogz: 4711.159 > 0.109
iter: 387 | bound: 1 | nc: 34 | ncall: 5228 | eff(%): 7.402 | loglstar: -inf < -4686.466 < inf | logz: -4695.616 +/- 0.302 | dlogz: 4694.439 > 0.109
iter: 388 | bound: 1 | nc: 34 | ncall: 5262 | eff(%): 7.374 | loglstar: -inf < -4676.721 < inf | logz: -4685.880 +/- 0.302 | dlogz: 4626.605 > 0.109
iter: 389 | bound: 1 | nc: 34 | ncall: 5296 | eff(%): 7.345 | loglstar: -inf < -4608.641 < inf | logz: -4617.810 +/- 0.302 | dlogz: 4638.026 > 0.109
iter: 390 | bound: 1 | nc: 34 | ncall: 5330 | eff(%): 7.317 | loglstar: -inf < -4318.191 < inf | logz: -4327.370 +/- 0.302 | dlogz: 4569.946 > 0.109
iter: 391 | bound: 1 | nc: 34 | ncall: 5364 | eff(%): 7.289 | loglstar: -inf < -4312.599 < inf | logz: -4321.780 +/- 0.301 | dlogz: 4279.496 > 0.109
iter: 392 | bound: 1 | nc: 34 | ncall: 5398 | eff(%): 7.262 | loglstar: -inf < -4245.193 < inf | logz: -4254.392 +/- 0.302 | dlogz: 4273.896 > 0.109
iter: 393 | bound: 1 | nc: 34 | ncall: 5432 | eff(%): 7.235 | loglstar: -inf < -4234.757 < inf | logz: -4243.966 +/- 0.303 | dlogz: 4206.498 > 0.109
iter: 394 | bound: 1 | nc: 34 | ncall: 5466 | eff(%): 7.208 | loglstar: -inf < -3995.905 < inf | logz: -4005.124 +/- 0.303 | dlogz: 4196.062 > 0.109
iter: 395 | bound: 1 | nc: 34 | ncall: 5500 | eff(%): 7.182 | loglstar: -inf < -3982.508 < inf | logz: -3991.736 +/- 0.303 | dlogz: 3957.210 > 0.109
iter: 396 | bound: 1 | nc: 34 | ncall: 5534 | eff(%): 7.156 | loglstar: -inf < -3915.860 < inf | logz: -3925.098 +/- 0.303 | dlogz: 3943.813 > 0.109
iter: 397 | bound: 1 | nc: 34 | ncall: 5568 | eff(%): 7.130 | loglstar: -inf < -3831.837 < inf | logz: -3841.086 +/- 0.303 | dlogz: 3877.165 > 0.109
iter: 398 | bound: 1 | nc: 34 | ncall: 5602 | eff(%): 7.105 | loglstar: -inf < -3760.298 < inf | logz: -3769.556 +/- 0.303 | dlogz: 3793.142 > 0.109
iter: 399 | bound: 1 | nc: 34 | ncall: 5636 | eff(%): 7.079 | loglstar: -inf < -3760.298 < inf | logz: -3768.458 +/- 0.285 | dlogz: 3721.603 > 0.109
iter: 400 | bound: 1 | nc: 34 | ncall: 5670 | eff(%): 7.055 | loglstar: -inf < -3746.730 < inf | logz: -3756.009 +/- 0.303 | dlogz: 3720.494 > 0.109
iter: 401 | bound: 1 | nc: 34 | ncall: 5704 | eff(%): 7.030 | loglstar: -inf < -3619.636 < inf | logz: -3628.925 +/- 0.304 | dlogz: 3708.035 > 0.109
iter: 402 | bound: 1 | nc: 34 | ncall: 5738 | eff(%): 7.006 | loglstar: -inf < -3495.689 < inf | logz: -3504.987 +/- 0.304 | dlogz: 3580.941 > 0.109
iter: 403 | bound: 1 | nc: 34 | ncall: 5772 | eff(%): 6.982 | loglstar: -inf < -3484.857 < inf | logz: -3494.166 +/- 0.304 | dlogz: 3456.994 > 0.109
iter: 404 | bound: 1 | nc: 34 | ncall: 5806 | eff(%): 6.958 | loglstar: -inf < -3468.646 < inf | logz: -3477.965 +/- 0.304 | dlogz: 3446.162 > 0.109
iter: 405 | bound: 1 | nc: 34 | ncall: 5840 | eff(%): 6.935 | loglstar: -inf < -3428.113 < inf | logz: -3437.441 +/- 0.304 | dlogz: 3429.951 > 0.109
iter: 406 | bound: 1 | nc: 34 | ncall: 5874 | eff(%): 6.912 | loglstar: -inf < -3381.637 < inf | logz: -3390.975 +/- 0.304 | dlogz: 3389.418 > 0.109
iter: 407 | bound: 1 | nc: 34 | ncall: 5908 | eff(%): 6.889 | loglstar: -inf < -3348.506 < inf | logz: -3357.854 +/- 0.305 | dlogz: 3342.942 > 0.109
iter: 408 | bound: 1 | nc: 34 | ncall: 5942 | eff(%): 6.866 | loglstar: -inf < -3333.297 < inf | logz: -3342.655 +/- 0.305 | dlogz: 3309.811 > 0.109
iter: 409 | bound: 1 | nc: 34 | ncall: 5976 | eff(%): 6.844 | loglstar: -inf < -3333.297 < inf | logz: -3341.557 +/- 0.286 | dlogz: 3294.602 > 0.109
iter: 410 | bound: 1 | nc: 34 | ncall: 6010 | eff(%): 6.822 | loglstar: -inf < -3160.979 < inf | logz: -3170.357 +/- 0.305 | dlogz: 3293.493 > 0.109
iter: 411 | bound: 1 | nc: 34 | ncall: 6044 | eff(%): 6.800 | loglstar: -inf < -3141.939 < inf | logz: -3151.327 +/- 0.305 | dlogz: 3122.284 > 0.109
iter: 412 | bound: 1 | nc: 34 | ncall: 6078 | eff(%): 6.779 | loglstar: -inf < -3138.072 < inf | logz: -3147.429 +/- 0.302 | dlogz: 3103.244 > 0.109
iter: 413 | bound: 1 | nc: 34 | ncall: 6112 | eff(%): 6.757 | loglstar: -inf < -3112.559 < inf | logz: -3121.967 +/- 0.305 | dlogz: 3099.336 > 0.109
iter: 414 | bound: 1 | nc: 34 | ncall: 6146 | eff(%): 6.736 | loglstar: -inf < -3008.814 < inf | logz: -3018.232 +/- 0.306 | dlogz: 3073.864 > 0.109
iter: 415 | bound: 1 | nc: 34 | ncall: 6180 | eff(%): 6.715 | loglstar: -inf < -2962.960 < inf | logz: -2972.388 +/- 0.306 | dlogz: 2970.119 > 0.109
iter: 416 | bound: 1 | nc: 34 | ncall: 6214 | eff(%): 6.695 | loglstar: -inf < -2948.181 < inf | logz: -2957.619 +/- 0.306 | dlogz: 2924.265 > 0.109
iter: 417 | bound: 1 | nc: 34 | ncall: 6248 | eff(%): 6.674 | loglstar: -inf < -2889.100 < inf | logz: -2898.548 +/- 0.306 | dlogz: 2909.486 > 0.109
iter: 418 | bound: 1 | nc: 34 | ncall: 6282 | eff(%): 6.654 | loglstar: -inf < -2866.165 < inf | logz: -2875.623 +/- 0.306 | dlogz: 2850.405 > 0.109
iter: 419 | bound: 1 | nc: 34 | ncall: 6316 | eff(%): 6.634 | loglstar: -inf < -2839.993 < inf | logz: -2849.461 +/- 0.306 | dlogz: 2827.470 > 0.109
iter: 420 | bound: 1 | nc: 34 | ncall: 6350 | eff(%): 6.614 | loglstar: -inf < -2836.161 < inf | logz: -2845.596 +/- 0.303 | dlogz: 2801.298 > 0.109
iter: 421 | bound: 1 | nc: 34 | ncall: 6384 | eff(%): 6.595 | loglstar: -inf < -2833.696 < inf | logz: -2843.023 +/- 0.298 | dlogz: 2797.424 > 0.109
iter: 422 | bound: 1 | nc: 34 | ncall: 6418 | eff(%): 6.575 | loglstar: -inf < -2808.501 < inf | logz: -2817.999 +/- 0.307 | dlogz: 2794.840 > 0.109
iter: 423 | bound: 1 | nc: 34 | ncall: 6452 | eff(%): 6.556 | loglstar: -inf < -2658.088 < inf | logz: -2667.595 +/- 0.307 | dlogz: 2769.806 > 0.109
iter: 424 | bound: 1 | nc: 34 | ncall: 6486 | eff(%): 6.537 | loglstar: -inf < -2628.316 < inf | logz: -2637.834 +/- 0.307 | dlogz: 2619.393 > 0.109
iter: 425 | bound: 1 | nc: 34 | ncall: 6520 | eff(%): 6.518 | loglstar: -inf < -2607.979 < inf | logz: -2617.507 +/- 0.307 | dlogz: 2589.621 > 0.109
iter: 426 | bound: 1 | nc: 34 | ncall: 6554 | eff(%): 6.500 | loglstar: -inf < -2575.692 < inf | logz: -2585.230 +/- 0.308 | dlogz: 2569.284 > 0.109
iter: 427 | bound: 1 | nc: 34 | ncall: 6588 | eff(%): 6.481 | loglstar: -inf < -2505.036 < inf | logz: -2514.584 +/- 0.308 | dlogz: 2536.997 > 0.109
iter: 428 | bound: 1 | nc: 34 | ncall: 6622 | eff(%): 6.463 | loglstar: -inf < -2432.238 < inf | logz: -2441.796 +/- 0.308 | dlogz: 2466.341 > 0.109
iter: 429 | bound: 1 | nc: 34 | ncall: 6656 | eff(%): 6.445 | loglstar: -inf < -2432.238 < inf | logz: -2440.697 +/- 0.289 | dlogz: 2393.543 > 0.109
iter: 430 | bound: 1 | nc: 34 | ncall: 6690 | eff(%): 6.428 | loglstar: -inf < -2372.676 < inf | logz: -2382.253 +/- 0.308 | dlogz: 2392.435 > 0.109
iter: 431 | bound: 2 | nc: 34 | ncall: 6724 | eff(%): 6.410 | loglstar: -inf < -2336.460 < inf | logz: -2346.047 +/- 0.308 | dlogz: 2333.981 > 0.109
iter: 432 | bound: 2 | nc: 34 | ncall: 6758 | eff(%): 6.392 | loglstar: -inf < -2335.182 < inf | logz: -2344.335 +/- 0.293 | dlogz: 2297.765 > 0.109
iter: 433 | bound: 2 | nc: 34 | ncall: 6792 | eff(%): 6.375 | loglstar: -inf < -2225.332 < inf | logz: -2234.939 +/- 0.308 | dlogz: 2296.042 > 0.109
iter: 434 | bound: 2 | nc: 34 | ncall: 6826 | eff(%): 6.358 | loglstar: -inf < -2131.650 < inf | logz: -2141.267 +/- 0.309 | dlogz: 2186.637 > 0.109
iter: 435 | bound: 2 | nc: 34 | ncall: 6860 | eff(%): 6.341 | loglstar: -inf < -2128.460 < inf | logz: -2138.007 +/- 0.304 | dlogz: 2092.955 > 0.109
iter: 436 | bound: 2 | nc: 34 | ncall: 6894 | eff(%): 6.324 | loglstar: -inf < -2123.067 < inf | logz: -2132.694 +/- 0.308 | dlogz: 2089.685 > 0.109
iter: 437 | bound: 2 | nc: 34 | ncall: 6928 | eff(%): 6.308 | loglstar: -inf < -2095.764 < inf | logz: -2105.411 +/- 0.309 | dlogz: 2084.362 > 0.109
iter: 438 | bound: 2 | nc: 34 | ncall: 6962 | eff(%): 6.291 | loglstar: -inf < -2091.169 < inf | logz: -2100.806 +/- 0.307 | dlogz: 2057.069 > 0.109
iter: 439 | bound: 2 | nc: 34 | ncall: 6996 | eff(%): 6.275 | loglstar: -inf < -2064.567 < inf | logz: -2074.234 +/- 0.309 | dlogz: 2052.454 > 0.109
iter: 440 | bound: 2 | nc: 34 | ncall: 7030 | eff(%): 6.259 | loglstar: -inf < -2033.908 < inf | logz: -2043.585 +/- 0.310 | dlogz: 2025.872 > 0.109
iter: 441 | bound: 2 | nc: 34 | ncall: 7064 | eff(%): 6.243 | loglstar: -inf < -2026.528 < inf | logz: -2036.213 +/- 0.310 | dlogz: 1995.213 > 0.109
iter: 442 | bound: 2 | nc: 34 | ncall: 7098 | eff(%): 6.227 | loglstar: -inf < -2002.312 < inf | logz: -2012.009 +/- 0.310 | dlogz: 1987.832 > 0.109
iter: 443 | bound: 2 | nc: 34 | ncall: 7132 | eff(%): 6.211 | loglstar: -inf < -2000.671 < inf | logz: -2010.049 +/- 0.297 | dlogz: 1963.617 > 0.109
iter: 444 | bound: 2 | nc: 34 | ncall: 7166 | eff(%): 6.196 | loglstar: -inf < -1976.908 < inf | logz: -1986.625 +/- 0.310 | dlogz: 1961.647 > 0.109
iter: 445 | bound: 2 | nc: 34 | ncall: 7200 | eff(%): 6.181 | loglstar: -inf < -1846.127 < inf | logz: -1855.854 +/- 0.310 | dlogz: 1938.213 > 0.109
iter: 446 | bound: 2 | nc: 34 | ncall: 7234 | eff(%): 6.165 | loglstar: -inf < -1830.169 < inf | logz: -1839.906 +/- 0.311 | dlogz: 1807.432 > 0.109
iter: 447 | bound: 2 | nc: 34 | ncall: 7268 | eff(%): 6.150 | loglstar: -inf < -1822.650 < inf | logz: -1832.395 +/- 0.311 | dlogz: 1791.474 > 0.109
iter: 448 | bound: 2 | nc: 34 | ncall: 7302 | eff(%): 6.135 | loglstar: -inf < -1794.515 < inf | logz: -1804.272 +/- 0.311 | dlogz: 1783.953 > 0.109
iter: 449 | bound: 2 | nc: 34 | ncall: 7336 | eff(%): 6.121 | loglstar: -inf < -1754.108 < inf | logz: -1763.874 +/- 0.311 | dlogz: 1755.820 > 0.109
iter: 450 | bound: 2 | nc: 34 | ncall: 7370 | eff(%): 6.106 | loglstar: -inf < -1729.052 < inf | logz: -1738.828 +/- 0.311 | dlogz: 1715.413 > 0.109
iter: 451 | bound: 2 | nc: 34 | ncall: 7404 | eff(%): 6.091 | loglstar: -inf < -1705.297 < inf | logz: -1715.083 +/- 0.311 | dlogz: 1690.357 > 0.109
iter: 452 | bound: 2 | nc: 34 | ncall: 7438 | eff(%): 6.077 | loglstar: -inf < -1698.441 < inf | logz: -1708.235 +/- 0.311 | dlogz: 1666.602 > 0.109
iter: 453 | bound: 2 | nc: 34 | ncall: 7472 | eff(%): 6.063 | loglstar: -inf < -1683.998 < inf | logz: -1693.804 +/- 0.312 | dlogz: 1659.744 > 0.109
iter: 454 | bound: 2 | nc: 34 | ncall: 7506 | eff(%): 6.048 | loglstar: -inf < -1643.138 < inf | logz: -1652.954 +/- 0.312 | dlogz: 1645.303 > 0.109
iter: 455 | bound: 2 | nc: 34 | ncall: 7540 | eff(%): 6.034 | loglstar: -inf < -1629.938 < inf | logz: -1639.764 +/- 0.312 | dlogz: 1604.443 > 0.109
iter: 456 | bound: 2 | nc: 34 | ncall: 7574 | eff(%): 6.021 | loglstar: -inf < -1610.638 < inf | logz: -1620.474 +/- 0.312 | dlogz: 1591.243 > 0.109
iter: 457 | bound: 2 | nc: 34 | ncall: 7608 | eff(%): 6.007 | loglstar: -inf < -1601.930 < inf | logz: -1611.776 +/- 0.312 | dlogz: 1571.943 > 0.109
iter: 458 | bound: 2 | nc: 34 | ncall: 7642 | eff(%): 5.993 | loglstar: -inf < -1597.948 < inf | logz: -1607.767 +/- 0.310 | dlogz: 1563.235 > 0.109
iter: 459 | bound: 2 | nc: 34 | ncall: 7676 | eff(%): 5.980 | loglstar: -inf < -1562.608 < inf | logz: -1572.474 +/- 0.313 | dlogz: 1559.216 > 0.109
iter: 460 | bound: 2 | nc: 34 | ncall: 7710 | eff(%): 5.966 | loglstar: -inf < -1544.394 < inf | logz: -1554.270 +/- 0.313 | dlogz: 1523.913 > 0.109
iter: 461 | bound: 2 | nc: 34 | ncall: 7744 | eff(%): 5.953 | loglstar: -inf < -1540.444 < inf | logz: -1550.292 +/- 0.310 | dlogz: 1505.699 > 0.109
iter: 462 | bound: 2 | nc: 34 | ncall: 7778 | eff(%): 5.940 | loglstar: -inf < -1529.608 < inf | logz: -1539.503 +/- 0.313 | dlogz: 1501.711 > 0.109
iter: 463 | bound: 2 | nc: 34 | ncall: 7812 | eff(%): 5.927 | loglstar: -inf < -1526.784 < inf | logz: -1536.577 +/- 0.307 | dlogz: 1490.913 > 0.109
iter: 464 | bound: 2 | nc: 34 | ncall: 7846 | eff(%): 5.914 | loglstar: -inf < -1509.976 < inf | logz: -1519.892 +/- 0.313 | dlogz: 1487.976 > 0.109
iter: 465 | bound: 2 | nc: 34 | ncall: 7880 | eff(%): 5.901 | loglstar: -inf < -1504.767 < inf | logz: -1514.681 +/- 0.312 | dlogz: 1471.281 > 0.109
iter: 466 | bound: 2 | nc: 34 | ncall: 7914 | eff(%): 5.888 | loglstar: -inf < -1478.170 < inf | logz: -1488.106 +/- 0.314 | dlogz: 1466.061 > 0.109
iter: 467 | bound: 2 | nc: 34 | ncall: 7948 | eff(%): 5.876 | loglstar: -inf < -1467.593 < inf | logz: -1477.538 +/- 0.314 | dlogz: 1439.475 > 0.109
iter: 468 | bound: 2 | nc: 34 | ncall: 7982 | eff(%): 5.863 | loglstar: -inf < -1429.237 < inf | logz: -1439.193 +/- 0.314 | dlogz: 1428.897 > 0.109
iter: 469 | bound: 2 | nc: 34 | ncall: 8016 | eff(%): 5.851 | loglstar: -inf < -1425.485 < inf | logz: -1435.404 +/- 0.311 | dlogz: 1390.542 > 0.109
iter: 470 | bound: 2 | nc: 34 | ncall: 8050 | eff(%): 5.839 | loglstar: -inf < -1408.193 < inf | logz: -1418.168 +/- 0.314 | dlogz: 1386.744 > 0.109
iter: 471 | bound: 2 | nc: 34 | ncall: 8084 | eff(%): 5.826 | loglstar: -inf < -1407.282 < inf | logz: -1416.675 +/- 0.298 | dlogz: 1369.498 > 0.109
iter: 472 | bound: 2 | nc: 34 | ncall: 8118 | eff(%): 5.814 | loglstar: -inf < -1395.147 < inf | logz: -1405.143 +/- 0.315 | dlogz: 1367.995 > 0.109
iter: 473 | bound: 2 | nc: 34 | ncall: 8152 | eff(%): 5.802 | loglstar: -inf < -1353.184 < inf | logz: -1363.190 +/- 0.315 | dlogz: 1356.452 > 0.109
iter: 474 | bound: 2 | nc: 34 | ncall: 8186 | eff(%): 5.790 | loglstar: -inf < -1350.709 < inf | logz: -1360.568 +/- 0.307 | dlogz: 1314.489 > 0.109
iter: 475 | bound: 2 | nc: 34 | ncall: 8220 | eff(%): 5.779 | loglstar: -inf < -1346.916 < inf | logz: -1356.893 +/- 0.311 | dlogz: 1311.857 > 0.109
iter: 476 | bound: 2 | nc: 34 | ncall: 8254 | eff(%): 5.767 | loglstar: -inf < -1282.783 < inf | logz: -1292.818 +/- 0.315 | dlogz: 1308.173 > 0.109
iter: 477 | bound: 2 | nc: 34 | ncall: 8288 | eff(%): 5.755 | loglstar: -inf < -1272.673 < inf | logz: -1282.718 +/- 0.315 | dlogz: 1244.088 > 0.109
iter: 478 | bound: 2 | nc: 34 | ncall: 8322 | eff(%): 5.744 | loglstar: -inf < -1257.289 < inf | logz: -1267.344 +/- 0.316 | dlogz: 1233.978 > 0.109
iter: 479 | bound: 2 | nc: 34 | ncall: 8356 | eff(%): 5.732 | loglstar: -inf < -1249.269 < inf | logz: -1259.334 +/- 0.316 | dlogz: 1218.594 > 0.109
iter: 480 | bound: 2 | nc: 34 | ncall: 8390 | eff(%): 5.721 | loglstar: -inf < -1225.922 < inf | logz: -1235.997 +/- 0.316 | dlogz: 1210.574 > 0.109
iter: 481 | bound: 2 | nc: 34 | ncall: 8424 | eff(%): 5.710 | loglstar: -inf < -1224.417 < inf | logz: -1234.133 +/- 0.303 | dlogz: 1187.227 > 0.109
iter: 482 | bound: 2 | nc: 34 | ncall: 8458 | eff(%): 5.699 | loglstar: -inf < -1212.615 < inf | logz: -1222.710 +/- 0.316 | dlogz: 1185.353 > 0.109
iter: 483 | bound: 2 | nc: 34 | ncall: 8492 | eff(%): 5.688 | loglstar: -inf < -1212.097 < inf | logz: -1221.414 +/- 0.299 | dlogz: 1173.920 > 0.109
iter: 484 | bound: 2 | nc: 34 | ncall: 8526 | eff(%): 5.677 | loglstar: -inf < -1183.833 < inf | logz: -1193.948 +/- 0.317 | dlogz: 1172.615 > 0.109
iter: 485 | bound: 2 | nc: 34 | ncall: 8560 | eff(%): 5.666 | loglstar: -inf < -1159.080 < inf | logz: -1169.205 +/- 0.317 | dlogz: 1145.138 > 0.109
iter: 486 | bound: 2 | nc: 34 | ncall: 8594 | eff(%): 5.655 | loglstar: -inf < -1146.793 < inf | logz: -1156.927 +/- 0.317 | dlogz: 1120.385 > 0.109
iter: 487 | bound: 2 | nc: 34 | ncall: 8628 | eff(%): 5.644 | loglstar: -inf < -1133.270 < inf | logz: -1143.414 +/- 0.317 | dlogz: 1108.098 > 0.109
iter: 488 | bound: 2 | nc: 34 | ncall: 8662 | eff(%): 5.634 | loglstar: -inf < -1126.234 < inf | logz: -1136.386 +/- 0.317 | dlogz: 1094.575 > 0.109
iter: 489 | bound: 2 | nc: 34 | ncall: 8696 | eff(%): 5.623 | loglstar: -inf < -1114.388 < inf | logz: -1124.553 +/- 0.317 | dlogz: 1087.537 > 0.109
iter: 490 | bound: 2 | nc: 34 | ncall: 8730 | eff(%): 5.613 | loglstar: -inf < -1093.133 < inf | logz: -1103.308 +/- 0.317 | dlogz: 1075.693 > 0.109
iter: 491 | bound: 2 | nc: 34 | ncall: 8764 | eff(%): 5.602 | loglstar: -inf < -1088.874 < inf | logz: -1099.031 +/- 0.315 | dlogz: 1054.438 > 0.109
iter: 492 | bound: 2 | nc: 34 | ncall: 8798 | eff(%): 5.592 | loglstar: -inf < -1072.435 < inf | logz: -1082.629 +/- 0.318 | dlogz: 1050.151 > 0.109
iter: 493 | bound: 2 | nc: 34 | ncall: 8832 | eff(%): 5.582 | loglstar: -inf < -1045.538 < inf | logz: -1055.742 +/- 0.318 | dlogz: 1033.740 > 0.109
iter: 494 | bound: 2 | nc: 34 | ncall: 8866 | eff(%): 5.572 | loglstar: -inf < -1038.266 < inf | logz: -1048.479 +/- 0.318 | dlogz: 1006.843 > 0.109
iter: 495 | bound: 2 | nc: 34 | ncall: 8900 | eff(%): 5.562 | loglstar: -inf < -1031.708 < inf | logz: -1041.929 +/- 0.318 | dlogz: 999.569 > 0.109
iter: 496 | bound: 2 | nc: 34 | ncall: 8934 | eff(%): 5.552 | loglstar: -inf < -1021.299 < inf | logz: -1031.533 +/- 0.318 | dlogz: 997.886 > 0.109
iter: 497 | bound: 2 | nc: 34 | ncall: 8968 | eff(%): 5.542 | loglstar: -inf < -991.044 < inf | logz: -1001.288 +/- 0.319 | dlogz: 987.480 > 0.109
iter: 498 | bound: 2 | nc: 34 | ncall: 9002 | eff(%): 5.532 | loglstar: -inf < -976.777 < inf | logz: -987.031 +/- 0.319 | dlogz: 957.225 > 0.109
iter: 499 | bound: 2 | nc: 34 | ncall: 9036 | eff(%): 5.522 | loglstar: -inf < -964.395 < inf | logz: -974.659 +/- 0.319 | dlogz: 942.958 > 0.109
iter: 500 | bound: 2 | nc: 34 | ncall: 9070 | eff(%): 5.513 | loglstar: -inf < -963.930 < inf | logz: -973.387 +/- 0.302 | dlogz: 930.576 > 0.109
iter: 501 | bound: 2 | nc: 34 | ncall: 9104 | eff(%): 5.503 | loglstar: -inf < -953.622 < inf | logz: -963.906 +/- 0.319 | dlogz: 929.295 > 0.109
iter: 502 | bound: 2 | nc: 34 | ncall: 9138 | eff(%): 5.494 | loglstar: -inf < -953.535 < inf | logz: -962.784 +/- 0.302 | dlogz: 919.804 > 0.109
iter: 503 | bound: 2 | nc: 34 | ncall: 9172 | eff(%): 5.484 | loglstar: -inf < -947.235 < inf | logz: -957.532 +/- 0.319 | dlogz: 918.672 > 0.109
iter: 504 | bound: 2 | nc: 34 | ncall: 9206 | eff(%): 5.475 | loglstar: -inf < -938.636 < inf | logz: -948.949 +/- 0.320 | dlogz: 913.410 > 0.109
iter: 505 | bound: 2 | nc: 34 | ncall: 9240 | eff(%): 5.465 | loglstar: -inf < -938.408 < inf | logz: -947.776 +/- 0.302 | dlogz: 904.817 > 0.109
iter: 506 | bound: 2 | nc: 34 | ncall: 9274 | eff(%): 5.456 | loglstar: -inf < -927.192 < inf | logz: -937.525 +/- 0.320 | dlogz: 903.633 > 0.109
iter: 507 | bound: 2 | nc: 34 | ncall: 9308 | eff(%): 5.447 | loglstar: -inf < -908.180 < inf | logz: -918.524 +/- 0.320 | dlogz: 893.373 > 0.109
iter: 508 | bound: 2 | nc: 34 | ncall: 9342 | eff(%): 5.438 | loglstar: -inf < -859.122 < inf | logz: -869.476 +/- 0.320 | dlogz: 874.362 > 0.109
iter: 509 | bound: 2 | nc: 34 | ncall: 9376 | eff(%): 5.429 | loglstar: -inf < -858.301 < inf | logz: -868.031 +/- 0.304 | dlogz: 825.304 > 0.109
iter: 510 | bound: 2 | nc: 34 | ncall: 9410 | eff(%): 5.420 | loglstar: -inf < -849.545 < inf | logz: -859.918 +/- 0.321 | dlogz: 823.849 > 0.109
iter: 511 | bound: 2 | nc: 34 | ncall: 9444 | eff(%): 5.411 | loglstar: -inf < -836.756 < inf | logz: -847.140 +/- 0.321 | dlogz: 815.726 > 0.109
iter: 512 | bound: 2 | nc: 34 | ncall: 9478 | eff(%): 5.402 | loglstar: -inf < -822.900 < inf | logz: -833.293 +/- 0.321 | dlogz: 802.938 > 0.109
iter: 513 | bound: 2 | nc: 34 | ncall: 9512 | eff(%): 5.393 | loglstar: -inf < -794.887 < inf | logz: -805.290 +/- 0.321 | dlogz: 789.081 > 0.109
iter: 514 | bound: 2 | nc: 34 | ncall: 9546 | eff(%): 5.384 | loglstar: -inf < -780.738 < inf | logz: -791.151 +/- 0.321 | dlogz: 761.068 > 0.109
iter: 515 | bound: 2 | nc: 34 | ncall: 9580 | eff(%): 5.376 | loglstar: -inf < -777.277 < inf | logz: -787.639 +/- 0.317 | dlogz: 746.919 > 0.109
iter: 516 | bound: 2 | nc: 34 | ncall: 9614 | eff(%): 5.367 | loglstar: -inf < -773.377 < inf | logz: -783.769 +/- 0.318 | dlogz: 743.397 > 0.109
iter: 517 | bound: 2 | nc: 34 | ncall: 9648 | eff(%): 5.359 | loglstar: -inf < -770.721 < inf | logz: -781.029 +/- 0.314 | dlogz: 739.517 > 0.109
iter: 518 | bound: 2 | nc: 34 | ncall: 9682 | eff(%): 5.350 | loglstar: -inf < -760.072 < inf | logz: -770.525 +/- 0.322 | dlogz: 736.767 > 0.109
iter: 519 | bound: 2 | nc: 34 | ncall: 9716 | eff(%): 5.342 | loglstar: -inf < -757.671 < inf | logz: -767.967 +/- 0.314 | dlogz: 726.254 > 0.109
iter: 520 | bound: 2 | nc: 34 | ncall: 9750 | eff(%): 5.333 | loglstar: -inf < -755.199 < inf | logz: -765.502 +/- 0.313 | dlogz: 723.685 > 0.109
iter: 521 | bound: 2 | nc: 34 | ncall: 9784 | eff(%): 5.325 | loglstar: -inf < -753.334 < inf | logz: -763.524 +/- 0.309 | dlogz: 721.211 > 0.109
iter: 522 | bound: 2 | nc: 34 | ncall: 9818 | eff(%): 5.317 | loglstar: -inf < -751.131 < inf | logz: -761.393 +/- 0.311 | dlogz: 719.222 > 0.109
iter: 523 | bound: 2 | nc: 34 | ncall: 9852 | eff(%): 5.309 | loglstar: -inf < -732.643 < inf | logz: -743.146 +/- 0.323 | dlogz: 717.081 > 0.109
iter: 524 | bound: 2 | nc: 34 | ncall: 9886 | eff(%): 5.300 | loglstar: -inf < -725.301 < inf | logz: -735.812 +/- 0.323 | dlogz: 698.824 > 0.109
iter: 525 | bound: 2 | nc: 34 | ncall: 9920 | eff(%): 5.292 | loglstar: -inf < -720.961 < inf | logz: -731.458 +/- 0.321 | dlogz: 691.481 > 0.109
iter: 526 | bound: 2 | nc: 34 | ncall: 9954 | eff(%): 5.284 | loglstar: -inf < -715.747 < inf | logz: -726.268 +/- 0.322 | dlogz: 687.117 > 0.109
iter: 527 | bound: 2 | nc: 34 | ncall: 9988 | eff(%): 5.276 | loglstar: -inf < -714.217 < inf | logz: -724.396 +/- 0.310 | dlogz: 681.917 > 0.109
iter: 528 | bound: 2 | nc: 34 | ncall: 10022 | eff(%): 5.268 | loglstar: -inf < -708.890 < inf | logz: -719.431 +/- 0.322 | dlogz: 680.035 > 0.109
iter: 529 | bound: 2 | nc: 34 | ncall: 10056 | eff(%): 5.261 | loglstar: -inf < -708.062 < inf | logz: -717.992 +/- 0.307 | dlogz: 675.059 > 0.109
iter: 530 | bound: 2 | nc: 34 | ncall: 10090 | eff(%): 5.253 | loglstar: -inf < -700.867 < inf | logz: -711.438 +/- 0.323 | dlogz: 673.610 > 0.109
iter: 531 | bound: 3 | nc: 34 | ncall: 10124 | eff(%): 5.245 | loglstar: -inf < -694.246 < inf | logz: -704.826 +/- 0.324 | dlogz: 667.047 > 0.109
iter: 532 | bound: 3 | nc: 34 | ncall: 10158 | eff(%): 5.237 | loglstar: -inf < -692.274 < inf | logz: -702.620 +/- 0.313 | dlogz: 660.425 > 0.109
iter: 533 | bound: 3 | nc: 34 | ncall: 10192 | eff(%): 5.230 | loglstar: -inf < -688.628 < inf | logz: -699.172 +/- 0.320 | dlogz: 658.209 > 0.109
iter: 534 | bound: 3 | nc: 34 | ncall: 10226 | eff(%): 5.222 | loglstar: -inf < -675.617 < inf | logz: -686.230 +/- 0.324 | dlogz: 654.751 > 0.109
iter: 535 | bound: 3 | nc: 34 | ncall: 10260 | eff(%): 5.214 | loglstar: -inf < -671.103 < inf | logz: -681.703 +/- 0.323 | dlogz: 641.799 > 0.109
iter: 536 | bound: 3 | nc: 34 | ncall: 10294 | eff(%): 5.207 | loglstar: -inf < -642.995 < inf | logz: -653.627 +/- 0.325 | dlogz: 637.263 > 0.109
iter: 537 | bound: 3 | nc: 34 | ncall: 10328 | eff(%): 5.199 | loglstar: -inf < -640.917 < inf | logz: -651.335 +/- 0.315 | dlogz: 609.177 > 0.109
iter: 538 | bound: 3 | nc: 34 | ncall: 10362 | eff(%): 5.192 | loglstar: -inf < -638.811 < inf | logz: -649.219 +/- 0.313 | dlogz: 606.874 > 0.109
iter: 539 | bound: 3 | nc: 34 | ncall: 10396 | eff(%): 5.185 | loglstar: -inf < -634.581 < inf | logz: -645.211 +/- 0.322 | dlogz: 604.749 > 0.109
iter: 540 | bound: 3 | nc: 34 | ncall: 10430 | eff(%): 5.177 | loglstar: -inf < -631.657 < inf | logz: -642.225 +/- 0.319 | dlogz: 600.730 > 0.109
iter: 541 | bound: 3 | nc: 34 | ncall: 10464 | eff(%): 5.170 | loglstar: -inf < -627.855 < inf | logz: -638.491 +/- 0.322 | dlogz: 597.734 > 0.109
iter: 542 | bound: 3 | nc: 34 | ncall: 10498 | eff(%): 5.163 | loglstar: -inf < -625.523 < inf | logz: -636.032 +/- 0.316 | dlogz: 593.990 > 0.109
iter: 543 | bound: 3 | nc: 34 | ncall: 10532 | eff(%): 5.156 | loglstar: -inf < -622.208 < inf | logz: -632.832 +/- 0.320 | dlogz: 591.522 > 0.109
iter: 544 | bound: 3 | nc: 34 | ncall: 10566 | eff(%): 5.149 | loglstar: -inf < -621.926 < inf | logz: -631.691 +/- 0.307 | dlogz: 588.312 > 0.109
iter: 545 | bound: 3 | nc: 34 | ncall: 10600 | eff(%): 5.142 | loglstar: -inf < -618.534 < inf | logz: -629.142 +/- 0.318 | dlogz: 587.161 > 0.109
iter: 546 | bound: 3 | nc: 34 | ncall: 10634 | eff(%): 5.134 | loglstar: -inf < -603.433 < inf | logz: -614.164 +/- 0.326 | dlogz: 584.601 > 0.109
iter: 547 | bound: 3 | nc: 34 | ncall: 10668 | eff(%): 5.127 | loglstar: -inf < -602.274 < inf | logz: -612.526 +/- 0.312 | dlogz: 569.614 > 0.109
iter: 548 | bound: 3 | nc: 34 | ncall: 10702 | eff(%): 5.121 | loglstar: -inf < -596.702 < inf | logz: -607.444 +/- 0.325 | dlogz: 567.966 > 0.109
iter: 549 | bound: 3 | nc: 34 | ncall: 10736 | eff(%): 5.114 | loglstar: -inf < -593.777 < inf | logz: -604.435 +/- 0.321 | dlogz: 562.874 > 0.109
iter: 550 | bound: 3 | nc: 34 | ncall: 10770 | eff(%): 5.107 | loglstar: -inf < -565.785 < inf | logz: -576.556 +/- 0.327 | dlogz: 559.855 > 0.109
iter: 551 | bound: 3 | nc: 34 | ncall: 10804 | eff(%): 5.100 | loglstar: -inf < -564.437 < inf | logz: -574.798 +/- 0.313 | dlogz: 531.966 > 0.109
iter: 552 | bound: 3 | nc: 34 | ncall: 10838 | eff(%): 5.093 | loglstar: -inf < -561.197 < inf | logz: -571.893 +/- 0.321 | dlogz: 530.198 > 0.109
iter: 553 | bound: 3 | nc: 34 | ncall: 10872 | eff(%): 5.086 | loglstar: -inf < -560.496 < inf | logz: -570.581 +/- 0.309 | dlogz: 527.283 > 0.109
iter: 554 | bound: 3 | nc: 34 | ncall: 10906 | eff(%): 5.080 | loglstar: -inf < -558.727 < inf | logz: -569.118 +/- 0.310 | dlogz: 525.961 > 0.109
iter: 555 | bound: 3 | nc: 34 | ncall: 10940 | eff(%): 5.073 | loglstar: -inf < -557.845 < inf | logz: -567.948 +/- 0.306 | dlogz: 524.488 > 0.109
iter: 556 | bound: 3 | nc: 34 | ncall: 10974 | eff(%): 5.067 | loglstar: -inf < -556.322 < inf | logz: -566.641 +/- 0.307 | dlogz: 523.308 > 0.109
iter: 557 | bound: 3 | nc: 34 | ncall: 11008 | eff(%): 5.060 | loglstar: -inf < -544.606 < inf | logz: -555.447 +/- 0.328 | dlogz: 521.991 > 0.109
iter: 558 | bound: 3 | nc: 34 | ncall: 11042 | eff(%): 5.053 | loglstar: -inf < -543.696 < inf | logz: -553.954 +/- 0.312 | dlogz: 510.787 > 0.109
iter: 559 | bound: 3 | nc: 34 | ncall: 11076 | eff(%): 5.047 | loglstar: -inf < -543.580 < inf | logz: -553.183 +/- 0.304 | dlogz: 509.285 > 0.109
iter: 560 | bound: 3 | nc: 34 | ncall: 11110 | eff(%): 5.041 | loglstar: -inf < -536.832 < inf | logz: -547.697 +/- 0.328 | dlogz: 508.504 > 0.109
iter: 561 | bound: 3 | nc: 34 | ncall: 11144 | eff(%): 5.034 | loglstar: -inf < -533.119 < inf | logz: -543.952 +/- 0.325 | dlogz: 503.008 > 0.109
iter: 562 | bound: 3 | nc: 34 | ncall: 11178 | eff(%): 5.028 | loglstar: -inf < -523.457 < inf | logz: -534.348 +/- 0.329 | dlogz: 499.252 > 0.109
iter: 563 | bound: 3 | nc: 34 | ncall: 11212 | eff(%): 5.021 | loglstar: -inf < -520.326 < inf | logz: -531.143 +/- 0.324 | dlogz: 489.638 > 0.109
iter: 564 | bound: 3 | nc: 34 | ncall: 11246 | eff(%): 5.015 | loglstar: -inf < -517.849 < inf | logz: -528.597 +/- 0.320 | dlogz: 486.424 > 0.109
iter: 565 | bound: 3 | nc: 34 | ncall: 11280 | eff(%): 5.009 | loglstar: -inf < -498.749 < inf | logz: -509.670 +/- 0.329 | dlogz: 483.868 > 0.109
iter: 566 | bound: 3 | nc: 34 | ncall: 11314 | eff(%): 5.003 | loglstar: -inf < -498.456 < inf | logz: -508.470 +/- 0.312 | dlogz: 464.930 > 0.109
iter: 567 | bound: 3 | nc: 34 | ncall: 11348 | eff(%): 4.996 | loglstar: -inf < -495.529 < inf | logz: -506.296 +/- 0.319 | dlogz: 463.721 > 0.109
iter: 568 | bound: 3 | nc: 34 | ncall: 11382 | eff(%): 4.990 | loglstar: -inf < -494.545 < inf | logz: -504.895 +/- 0.311 | dlogz: 461.537 > 0.109
iter: 569 | bound: 3 | nc: 34 | ncall: 11416 | eff(%): 4.984 | loglstar: -inf < -486.233 < inf | logz: -497.193 +/- 0.329 | dlogz: 460.126 > 0.109
iter: 570 | bound: 3 | nc: 34 | ncall: 11450 | eff(%): 4.978 | loglstar: -inf < -484.956 < inf | logz: -495.481 +/- 0.316 | dlogz: 452.413 > 0.109
iter: 571 | bound: 3 | nc: 34 | ncall: 11484 | eff(%): 4.972 | loglstar: -inf < -480.395 < inf | logz: -491.348 +/- 0.328 | dlogz: 450.692 > 0.109
iter: 572 | bound: 3 | nc: 34 | ncall: 11518 | eff(%): 4.966 | loglstar: -inf < -476.247 < inf | logz: -487.205 +/- 0.328 | dlogz: 446.549 > 0.109
iter: 573 | bound: 3 | nc: 34 | ncall: 11552 | eff(%): 4.960 | loglstar: -inf < -471.878 < inf | logz: -482.853 +/- 0.328 | dlogz: 442.396 > 0.109
iter: 574 | bound: 3 | nc: 34 | ncall: 11586 | eff(%): 4.954 | loglstar: -inf < -468.391 < inf | logz: -479.341 +/- 0.326 | dlogz: 438.034 > 0.109
iter: 575 | bound: 3 | nc: 34 | ncall: 11620 | eff(%): 4.948 | loglstar: -inf < -468.107 < inf | logz: -478.187 +/- 0.312 | dlogz: 434.512 > 0.109
iter: 576 | bound: 3 | nc: 34 | ncall: 11654 | eff(%): 4.943 | loglstar: -inf < -467.577 < inf | logz: -477.472 +/- 0.305 | dlogz: 433.348 > 0.109
iter: 577 | bound: 3 | nc: 34 | ncall: 11688 | eff(%): 4.937 | loglstar: -inf < -466.152 < inf | logz: -476.501 +/- 0.306 | dlogz: 432.623 > 0.109
iter: 578 | bound: 3 | nc: 34 | ncall: 11722 | eff(%): 4.931 | loglstar: -inf < -455.850 < inf | logz: -466.900 +/- 0.331 | dlogz: 431.642 > 0.109
iter: 579 | bound: 3 | nc: 34 | ncall: 11756 | eff(%): 4.925 | loglstar: -inf < -454.063 < inf | logz: -464.833 +/- 0.320 | dlogz: 422.032 > 0.109
iter: 580 | bound: 3 | nc: 34 | ncall: 11790 | eff(%): 4.919 | loglstar: -inf < -451.837 < inf | logz: -462.681 +/- 0.320 | dlogz: 419.954 > 0.109
iter: 581 | bound: 3 | nc: 34 | ncall: 11824 | eff(%): 4.914 | loglstar: -inf < -448.981 < inf | logz: -459.938 +/- 0.324 | dlogz: 417.792 > 0.109
iter: 582 | bound: 3 | nc: 34 | ncall: 11858 | eff(%): 4.908 | loglstar: -inf < -445.612 < inf | logz: -456.630 +/- 0.327 | dlogz: 415.040 > 0.109
iter: 583 | bound: 3 | nc: 34 | ncall: 11892 | eff(%): 4.902 | loglstar: -inf < -442.513 < inf | logz: -453.523 +/- 0.326 | dlogz: 411.722 > 0.109
iter: 584 | bound: 3 | nc: 34 | ncall: 11926 | eff(%): 4.897 | loglstar: -inf < -440.921 < inf | logz: -451.674 +/- 0.318 | dlogz: 408.605 > 0.109
iter: 585 | bound: 3 | nc: 34 | ncall: 11960 | eff(%): 4.891 | loglstar: -inf < -437.544 < inf | logz: -448.584 +/- 0.326 | dlogz: 406.746 > 0.109
iter: 586 | bound: 3 | nc: 34 | ncall: 11994 | eff(%): 4.886 | loglstar: -inf < -427.064 < inf | logz: -438.193 +/- 0.332 | dlogz: 403.645 > 0.109
iter: 587 | bound: 3 | nc: 34 | ncall: 12028 | eff(%): 4.880 | loglstar: -inf < -422.376 < inf | logz: -433.497 +/- 0.331 | dlogz: 393.245 > 0.109
iter: 588 | bound: 3 | nc: 34 | ncall: 12062 | eff(%): 4.875 | loglstar: -inf < -422.239 < inf | logz: -432.370 +/- 0.315 | dlogz: 388.539 > 0.109
iter: 589 | bound: 3 | nc: 34 | ncall: 12096 | eff(%): 4.869 | loglstar: -inf < -419.592 < inf | logz: -430.513 +/- 0.320 | dlogz: 387.402 > 0.109
iter: 590 | bound: 3 | nc: 34 | ncall: 12130 | eff(%): 4.864 | loglstar: -inf < -417.225 < inf | logz: -428.200 +/- 0.323 | dlogz: 385.535 > 0.109
iter: 591 | bound: 3 | nc: 34 | ncall: 12164 | eff(%): 4.859 | loglstar: -inf < -415.642 < inf | logz: -426.445 +/- 0.318 | dlogz: 383.212 > 0.109
iter: 592 | bound: 3 | nc: 34 | ncall: 12198 | eff(%): 4.853 | loglstar: -inf < -414.383 < inf | logz: -425.041 +/- 0.315 | dlogz: 381.447 > 0.109
iter: 593 | bound: 3 | nc: 34 | ncall: 12232 | eff(%): 4.848 | loglstar: -inf < -407.327 < inf | logz: -418.524 +/- 0.333 | dlogz: 380.033 > 0.109
iter: 594 | bound: 3 | nc: 34 | ncall: 12266 | eff(%): 4.843 | loglstar: -inf < -401.156 < inf | logz: -412.361 +/- 0.333 | dlogz: 373.506 > 0.109
iter: 595 | bound: 3 | nc: 34 | ncall: 12300 | eff(%): 4.837 | loglstar: -inf < -395.231 < inf | logz: -406.445 +/- 0.333 | dlogz: 367.333 > 0.109
iter: 596 | bound: 3 | nc: 34 | ncall: 12334 | eff(%): 4.832 | loglstar: -inf < -392.685 < inf | logz: -403.767 +/- 0.326 | dlogz: 361.407 > 0.109
iter: 597 | bound: 3 | nc: 34 | ncall: 12368 | eff(%): 4.827 | loglstar: -inf < -388.985 < inf | logz: -400.172 +/- 0.330 | dlogz: 358.720 > 0.109
iter: 598 | bound: 3 | nc: 34 | ncall: 12402 | eff(%): 4.822 | loglstar: -inf < -383.500 < inf | logz: -394.741 +/- 0.333 | dlogz: 355.115 > 0.109
iter: 599 | bound: 3 | nc: 34 | ncall: 12436 | eff(%): 4.817 | loglstar: -inf < -382.560 < inf | logz: -393.238 +/- 0.319 | dlogz: 349.673 > 0.109
iter: 600 | bound: 3 | nc: 34 | ncall: 12470 | eff(%): 4.812 | loglstar: -inf < -381.879 < inf | logz: -392.264 +/- 0.312 | dlogz: 353.281 > 0.109
iter: 601 | bound: 3 | nc: 34 | ncall: 12504 | eff(%): 4.806 | loglstar: -inf < -374.172 < inf | logz: -385.450 +/- 0.334 | dlogz: 352.297 > 0.109
iter: 602 | bound: 3 | nc: 34 | ncall: 12538 | eff(%): 4.801 | loglstar: -inf < -373.458 < inf | logz: -384.061 +/- 0.319 | dlogz: 345.473 > 0.109
iter: 603 | bound: 3 | nc: 34 | ncall: 12572 | eff(%): 4.796 | loglstar: -inf < -367.665 < inf | logz: -378.955 +/- 0.334 | dlogz: 344.074 > 0.109
iter: 604 | bound: 3 | nc: 34 | ncall: 12606 | eff(%): 4.791 | loglstar: -inf < -367.108 < inf | logz: -377.648 +/- 0.318 | dlogz: 338.958 > 0.109
iter: 605 | bound: 3 | nc: 34 | ncall: 12640 | eff(%): 4.786 | loglstar: -inf < -362.231 < inf | logz: -373.526 +/- 0.333 | dlogz: 337.641 > 0.109
iter: 606 | bound: 3 | nc: 34 | ncall: 12674 | eff(%): 4.781 | loglstar: -inf < -357.750 < inf | logz: -369.056 +/- 0.333 | dlogz: 333.509 > 0.109
iter: 607 | bound: 3 | nc: 34 | ncall: 12708 | eff(%): 4.777 | loglstar: -inf < -356.754 < inf | logz: -367.532 +/- 0.320 | dlogz: 329.029 > 0.109
iter: 608 | bound: 3 | nc: 34 | ncall: 12742 | eff(%): 4.772 | loglstar: -inf < -348.398 < inf | logz: -359.746 +/- 0.335 | dlogz: 327.496 > 0.109
iter: 609 | bound: 3 | nc: 34 | ncall: 12776 | eff(%): 4.767 | loglstar: -inf < -343.462 < inf | logz: -354.806 +/- 0.334 | dlogz: 319.700 > 0.109
iter: 610 | bound: 3 | nc: 34 | ncall: 12810 | eff(%): 4.762 | loglstar: -inf < -341.079 < inf | logz: -352.276 +/- 0.327 | dlogz: 314.749 > 0.109
iter: 611 | bound: 3 | nc: 34 | ncall: 12844 | eff(%): 4.757 | loglstar: -inf < -338.937 < inf | logz: -350.085 +/- 0.325 | dlogz: 312.209 > 0.109
iter: 612 | bound: 3 | nc: 34 | ncall: 12878 | eff(%): 4.752 | loglstar: -inf < -338.630 < inf | logz: -349.036 +/- 0.315 | dlogz: 310.009 > 0.109
iter: 613 | bound: 3 | nc: 34 | ncall: 12912 | eff(%): 4.748 | loglstar: -inf < -335.253 < inf | logz: -346.532 +/- 0.328 | dlogz: 308.949 > 0.109
iter: 614 | bound: 3 | nc: 34 | ncall: 12946 | eff(%): 4.743 | loglstar: -inf < -333.510 < inf | logz: -344.601 +/- 0.323 | dlogz: 306.436 > 0.109
iter: 615 | bound: 3 | nc: 34 | ncall: 12980 | eff(%): 4.738 | loglstar: -inf < -328.936 < inf | logz: -340.330 +/- 0.334 | dlogz: 304.494 > 0.109
iter: 616 | bound: 3 | nc: 34 | ncall: 13014 | eff(%): 4.733 | loglstar: -inf < -324.287 < inf | logz: -335.696 +/- 0.335 | dlogz: 300.214 > 0.109
iter: 617 | bound: 3 | nc: 34 | ncall: 13048 | eff(%): 4.729 | loglstar: -inf < -320.820 < inf | logz: -332.196 +/- 0.333 | dlogz: 295.570 > 0.109
iter: 618 | bound: 3 | nc: 34 | ncall: 13082 | eff(%): 4.724 | loglstar: -inf < -318.693 < inf | logz: -329.920 +/- 0.327 | dlogz: 292.060 > 0.109
iter: 619 | bound: 3 | nc: 34 | ncall: 13116 | eff(%): 4.719 | loglstar: -inf < -311.549 < inf | logz: -323.005 +/- 0.337 | dlogz: 289.774 > 0.109
iter: 620 | bound: 3 | nc: 34 | ncall: 13150 | eff(%): 4.715 | loglstar: -inf < -295.258 < inf | logz: -306.726 +/- 0.337 | dlogz: 282.849 > 0.109
iter: 621 | bound: 3 | nc: 34 | ncall: 13184 | eff(%): 4.710 | loglstar: -inf < -291.506 < inf | logz: -302.938 +/- 0.334 | dlogz: 266.560 > 0.109
iter: 622 | bound: 3 | nc: 34 | ncall: 13218 | eff(%): 4.706 | loglstar: -inf < -288.978 < inf | logz: -300.314 +/- 0.330 | dlogz: 262.762 > 0.109
iter: 623 | bound: 3 | nc: 34 | ncall: 13252 | eff(%): 4.701 | loglstar: -inf < -288.632 < inf | logz: -299.198 +/- 0.318 | dlogz: 260.128 > 0.109
iter: 624 | bound: 3 | nc: 34 | ncall: 13286 | eff(%): 4.697 | loglstar: -inf < -287.919 < inf | logz: -298.416 +/- 0.313 | dlogz: 259.002 > 0.109
iter: 625 | bound: 3 | nc: 34 | ncall: 13320 | eff(%): 4.692 | loglstar: -inf < -287.251 < inf | logz: -297.692 +/- 0.310 | dlogz: 258.210 > 0.109
iter: 626 | bound: 3 | nc: 34 | ncall: 13354 | eff(%): 4.688 | loglstar: -inf < -284.527 < inf | logz: -295.823 +/- 0.324 | dlogz: 257.476 > 0.109
iter: 627 | bound: 3 | nc: 34 | ncall: 13388 | eff(%): 4.683 | loglstar: -inf < -275.494 < inf | logz: -287.031 +/- 0.338 | dlogz: 255.597 > 0.109
iter: 628 | bound: 3 | nc: 34 | ncall: 13422 | eff(%): 4.679 | loglstar: -inf < -269.916 < inf | logz: -281.456 +/- 0.338 | dlogz: 246.795 > 0.109
iter: 629 | bound: 3 | nc: 34 | ncall: 13456 | eff(%): 4.674 | loglstar: -inf < -268.359 < inf | logz: -279.562 +/- 0.326 | dlogz: 241.211 > 0.109
iter: 630 | bound: 3 | nc: 34 | ncall: 13490 | eff(%): 4.670 | loglstar: -inf < -267.769 < inf | logz: -278.481 +/- 0.318 | dlogz: 239.306 > 0.109
iter: 631 | bound: 4 | nc: 34 | ncall: 13524 | eff(%): 4.666 | loglstar: -inf < -266.846 < inf | logz: -277.573 +/- 0.315 | dlogz: 238.216 > 0.109
iter: 632 | bound: 4 | nc: 34 | ncall: 13558 | eff(%): 4.661 | loglstar: -inf < -265.725 < inf | logz: -276.572 +/- 0.315 | dlogz: 237.297 > 0.109
iter: 633 | bound: 4 | nc: 34 | ncall: 13592 | eff(%): 4.657 | loglstar: -inf < -265.685 < inf | logz: -275.897 +/- 0.311 | dlogz: 236.286 > 0.109
iter: 634 | bound: 4 | nc: 34 | ncall: 13626 | eff(%): 4.653 | loglstar: -inf < -262.811 < inf | logz: -274.168 +/- 0.325 | dlogz: 235.602 > 0.109
iter: 635 | bound: 4 | nc: 34 | ncall: 13660 | eff(%): 4.649 | loglstar: -inf < -262.679 < inf | logz: -273.193 +/- 0.317 | dlogz: 233.862 > 0.109
iter: 636 | bound: 4 | nc: 34 | ncall: 13694 | eff(%): 4.644 | loglstar: -inf < -261.488 < inf | logz: -272.314 +/- 0.315 | dlogz: 232.878 > 0.109
iter: 637 | bound: 4 | nc: 34 | ncall: 13728 | eff(%): 4.640 | loglstar: -inf < -259.688 < inf | logz: -270.895 +/- 0.321 | dlogz: 231.988 > 0.109
iter: 638 | bound: 4 | nc: 34 | ncall: 13762 | eff(%): 4.636 | loglstar: -inf < -253.558 < inf | logz: -265.199 +/- 0.339 | dlogz: 230.560 > 0.109
iter: 639 | bound: 4 | nc: 34 | ncall: 13796 | eff(%): 4.632 | loglstar: -inf < -253.008 < inf | logz: -263.893 +/- 0.324 | dlogz: 224.854 > 0.109
iter: 640 | bound: 4 | nc: 34 | ncall: 13830 | eff(%): 4.628 | loglstar: -inf < -252.656 < inf | logz: -263.147 +/- 0.316 | dlogz: 223.538 > 0.109
iter: 641 | bound: 4 | nc: 34 | ncall: 13864 | eff(%): 4.623 | loglstar: -inf < -252.582 < inf | logz: -262.656 +/- 0.311 | dlogz: 222.782 > 0.109
iter: 642 | bound: 4 | nc: 34 | ncall: 13898 | eff(%): 4.619 | loglstar: -inf < -249.471 < inf | logz: -260.920 +/- 0.326 | dlogz: 222.281 > 0.109
iter: 643 | bound: 4 | nc: 34 | ncall: 13932 | eff(%): 4.615 | loglstar: -inf < -248.292 < inf | logz: -259.457 +/- 0.323 | dlogz: 220.535 > 0.109
iter: 644 | bound: 4 | nc: 34 | ncall: 13966 | eff(%): 4.611 | loglstar: -inf < -246.660 < inf | logz: -257.941 +/- 0.324 | dlogz: 219.062 > 0.109
iter: 645 | bound: 4 | nc: 34 | ncall: 14000 | eff(%): 4.607 | loglstar: -inf < -240.365 < inf | logz: -252.077 +/- 0.340 | dlogz: 217.536 > 0.109
iter: 646 | bound: 4 | nc: 34 | ncall: 14034 | eff(%): 4.603 | loglstar: -inf < -239.100 < inf | logz: -250.376 +/- 0.327 | dlogz: 211.662 > 0.109
iter: 647 | bound: 4 | nc: 34 | ncall: 14068 | eff(%): 4.599 | loglstar: -inf < -238.802 < inf | logz: -249.467 +/- 0.319 | dlogz: 209.951 > 0.109
iter: 648 | bound: 4 | nc: 34 | ncall: 14102 | eff(%): 4.595 | loglstar: -inf < -235.760 < inf | logz: -247.334 +/- 0.331 | dlogz: 209.033 > 0.109
iter: 649 | bound: 4 | nc: 34 | ncall: 14136 | eff(%): 4.591 | loglstar: -inf < -231.110 < inf | logz: -242.845 +/- 0.340 | dlogz: 206.889 > 0.109
iter: 650 | bound: 4 | nc: 34 | ncall: 14170 | eff(%): 4.587 | loglstar: -inf < -229.440 < inf | logz: -240.883 +/- 0.330 | dlogz: 202.391 > 0.109
iter: 651 | bound: 4 | nc: 34 | ncall: 14204 | eff(%): 4.583 | loglstar: -inf < -224.404 < inf | logz: -236.165 +/- 0.340 | dlogz: 200.418 > 0.109
iter: 652 | bound: 4 | nc: 34 | ncall: 14238 | eff(%): 4.579 | loglstar: -inf < -219.984 < inf | logz: -231.746 +/- 0.340 | dlogz: 195.690 > 0.109
iter: 653 | bound: 4 | nc: 34 | ncall: 14272 | eff(%): 4.575 | loglstar: -inf < -218.371 < inf | logz: -229.827 +/- 0.330 | dlogz: 191.262 > 0.109
iter: 654 | bound: 4 | nc: 34 | ncall: 14306 | eff(%): 4.572 | loglstar: -inf < -218.004 < inf | logz: -228.826 +/- 0.321 | dlogz: 189.333 > 0.109
iter: 655 | bound: 4 | nc: 34 | ncall: 14340 | eff(%): 4.568 | loglstar: -inf < -217.332 < inf | logz: -228.087 +/- 0.317 | dlogz: 188.322 > 0.109
iter: 656 | bound: 4 | nc: 34 | ncall: 14374 | eff(%): 4.564 | loglstar: -inf < -216.427 < inf | logz: -227.303 +/- 0.315 | dlogz: 187.572 > 0.109
iter: 657 | bound: 4 | nc: 34 | ncall: 14408 | eff(%): 4.560 | loglstar: -inf < -215.649 < inf | logz: -226.507 +/- 0.315 | dlogz: 186.779 > 0.109
iter: 658 | bound: 4 | nc: 34 | ncall: 14442 | eff(%): 4.556 | loglstar: -inf < -213.807 < inf | logz: -225.193 +/- 0.322 | dlogz: 185.973 > 0.109
iter: 659 | bound: 4 | nc: 34 | ncall: 14476 | eff(%): 4.552 | loglstar: -inf < -213.446 < inf | logz: -224.268 +/- 0.318 | dlogz: 184.649 > 0.109
iter: 660 | bound: 4 | nc: 34 | ncall: 14510 | eff(%): 4.549 | loglstar: -inf < -211.637 < inf | logz: -223.015 +/- 0.323 | dlogz: 183.714 > 0.109
iter: 661 | bound: 4 | nc: 34 | ncall: 14544 | eff(%): 4.545 | loglstar: -inf < -211.169 < inf | logz: -222.068 +/- 0.319 | dlogz: 182.451 > 0.109
iter: 662 | bound: 4 | nc: 34 | ncall: 14578 | eff(%): 4.541 | loglstar: -inf < -207.471 < inf | logz: -219.269 +/- 0.337 | dlogz: 181.494 > 0.109
iter: 663 | bound: 4 | nc: 34 | ncall: 14612 | eff(%): 4.537 | loglstar: -inf < -206.953 < inf | logz: -218.037 +/- 0.326 | dlogz: 178.685 > 0.109
iter: 664 | bound: 4 | nc: 34 | ncall: 14646 | eff(%): 4.534 | loglstar: -inf < -204.083 < inf | logz: -215.818 +/- 0.334 | dlogz: 177.443 > 0.109
iter: 665 | bound: 4 | nc: 34 | ncall: 14680 | eff(%): 4.530 | loglstar: -inf < -200.676 < inf | logz: -212.521 +/- 0.339 | dlogz: 175.214 > 0.109
iter: 666 | bound: 4 | nc: 34 | ncall: 14714 | eff(%): 4.526 | loglstar: -inf < -200.385 < inf | logz: -211.371 +/- 0.326 | dlogz: 171.907 > 0.109
iter: 667 | bound: 4 | nc: 34 | ncall: 14748 | eff(%): 4.523 | loglstar: -inf < -199.463 < inf | logz: -210.513 +/- 0.321 | dlogz: 170.748 > 0.109
iter: 668 | bound: 4 | nc: 34 | ncall: 14782 | eff(%): 4.519 | loglstar: -inf < -199.051 < inf | logz: -209.807 +/- 0.317 | dlogz: 169.879 > 0.109
iter: 669 | bound: 4 | nc: 34 | ncall: 14816 | eff(%): 4.515 | loglstar: -inf < -198.238 < inf | logz: -209.124 +/- 0.315 | dlogz: 169.164 > 0.109
iter: 670 | bound: 4 | nc: 34 | ncall: 14850 | eff(%): 4.512 | loglstar: -inf < -197.695 < inf | logz: -208.469 +/- 0.314 | dlogz: 168.470 > 0.109
iter: 671 | bound: 4 | nc: 34 | ncall: 14884 | eff(%): 4.508 | loglstar: -inf < -196.522 < inf | logz: -207.648 +/- 0.316 | dlogz: 167.806 > 0.109
iter: 672 | bound: 4 | nc: 34 | ncall: 14918 | eff(%): 4.505 | loglstar: -inf < -193.763 < inf | logz: -205.555 +/- 0.333 | dlogz: 166.974 > 0.109
iter: 673 | bound: 4 | nc: 34 | ncall: 14952 | eff(%): 4.501 | loglstar: -inf < -191.843 < inf | logz: -203.556 +/- 0.333 | dlogz: 164.872 > 0.109
iter: 674 | bound: 4 | nc: 34 | ncall: 14986 | eff(%): 4.498 | loglstar: -inf < -188.142 < inf | logz: -200.091 +/- 0.341 | dlogz: 162.863 > 0.109
iter: 675 | bound: 4 | nc: 34 | ncall: 15020 | eff(%): 4.494 | loglstar: -inf < -184.424 < inf | logz: -196.390 +/- 0.342 | dlogz: 159.388 > 0.109
iter: 676 | bound: 4 | nc: 34 | ncall: 15054 | eff(%): 4.491 | loglstar: -inf < -182.754 < inf | logz: -194.451 +/- 0.333 | dlogz: 155.677 > 0.109
iter: 677 | bound: 4 | nc: 34 | ncall: 15088 | eff(%): 4.487 | loglstar: -inf < -179.345 < inf | logz: -191.303 +/- 0.340 | dlogz: 153.728 > 0.109
iter: 678 | bound: 4 | nc: 34 | ncall: 15122 | eff(%): 4.484 | loglstar: -inf < -179.193 < inf | logz: -190.210 +/- 0.328 | dlogz: 150.570 > 0.109
iter: 679 | bound: 4 | nc: 34 | ncall: 15156 | eff(%): 4.480 | loglstar: -inf < -178.172 < inf | logz: -189.361 +/- 0.323 | dlogz: 149.467 > 0.109
iter: 680 | bound: 4 | nc: 34 | ncall: 15190 | eff(%): 4.477 | loglstar: -inf < -176.709 < inf | logz: -188.193 +/- 0.325 | dlogz: 148.607 > 0.109
iter: 681 | bound: 4 | nc: 34 | ncall: 15224 | eff(%): 4.473 | loglstar: -inf < -174.870 < inf | logz: -186.576 +/- 0.330 | dlogz: 147.430 > 0.109
iter: 682 | bound: 4 | nc: 34 | ncall: 15258 | eff(%): 4.470 | loglstar: -inf < -174.697 < inf | logz: -185.660 +/- 0.323 | dlogz: 145.803 > 0.109
iter: 683 | bound: 4 | nc: 34 | ncall: 15292 | eff(%): 4.466 | loglstar: -inf < -174.090 < inf | logz: -185.011 +/- 0.319 | dlogz: 144.877 > 0.109
iter: 684 | bound: 4 | nc: 34 | ncall: 15326 | eff(%): 4.463 | loglstar: -inf < -173.823 < inf | logz: -184.477 +/- 0.316 | dlogz: 144.218 > 0.109
iter: 685 | bound: 4 | nc: 34 | ncall: 15360 | eff(%): 4.460 | loglstar: -inf < -172.455 < inf | logz: -183.714 +/- 0.318 | dlogz: 143.674 > 0.109
iter: 686 | bound: 5 | nc: 34 | ncall: 15394 | eff(%): 4.456 | loglstar: -inf < -170.991 < inf | logz: -182.538 +/- 0.324 | dlogz: 142.902 > 0.109
iter: 687 | bound: 5 | nc: 34 | ncall: 15428 | eff(%): 4.453 | loglstar: -inf < -170.604 < inf | logz: -181.674 +/- 0.321 | dlogz: 141.716 > 0.109
iter: 688 | bound: 5 | nc: 34 | ncall: 15462 | eff(%): 4.450 | loglstar: -inf < -170.098 < inf | logz: -181.028 +/- 0.318 | dlogz: 140.841 > 0.109
iter: 689 | bound: 5 | nc: 34 | ncall: 15496 | eff(%): 4.446 | loglstar: -inf < -168.907 < inf | logz: -180.212 +/- 0.320 | dlogz: 140.185 > 0.109
iter: 690 | bound: 5 | nc: 34 | ncall: 15530 | eff(%): 4.443 | loglstar: -inf < -168.260 < inf | logz: -179.409 +/- 0.319 | dlogz: 139.360 > 0.109
iter: 691 | bound: 5 | nc: 34 | ncall: 15564 | eff(%): 4.440 | loglstar: -inf < -167.427 < inf | logz: -178.628 +/- 0.319 | dlogz: 138.547 > 0.109
iter: 692 | bound: 5 | nc: 34 | ncall: 15598 | eff(%): 4.436 | loglstar: -inf < -167.337 < inf | logz: -178.050 +/- 0.317 | dlogz: 137.756 > 0.109
iter: 693 | bound: 5 | nc: 34 | ncall: 15632 | eff(%): 4.433 | loglstar: -inf < -163.905 < inf | logz: -175.939 +/- 0.337 | dlogz: 137.167 > 0.109
iter: 694 | bound: 5 | nc: 34 | ncall: 15666 | eff(%): 4.430 | loglstar: -inf < -162.529 < inf | logz: -174.293 +/- 0.333 | dlogz: 135.046 > 0.109
iter: 695 | bound: 5 | nc: 34 | ncall: 15700 | eff(%): 4.427 | loglstar: -inf < -161.839 < inf | logz: -173.226 +/- 0.327 | dlogz: 133.391 > 0.109
iter: 696 | bound: 5 | nc: 34 | ncall: 15734 | eff(%): 4.424 | loglstar: -inf < -161.089 < inf | logz: -172.372 +/- 0.324 | dlogz: 132.313 > 0.109
iter: 697 | bound: 5 | nc: 34 | ncall: 15768 | eff(%): 4.420 | loglstar: -inf < -160.689 < inf | logz: -171.698 +/- 0.320 | dlogz: 131.449 > 0.109
iter: 698 | bound: 5 | nc: 34 | ncall: 15802 | eff(%): 4.417 | loglstar: -inf < -157.374 < inf | logz: -169.468 +/- 0.339 | dlogz: 130.765 > 0.109
iter: 699 | bound: 5 | nc: 34 | ncall: 15836 | eff(%): 4.414 | loglstar: -inf < -156.997 < inf | logz: -168.338 +/- 0.329 | dlogz: 128.526 > 0.109
iter: 700 | bound: 5 | nc: 34 | ncall: 15870 | eff(%): 4.411 | loglstar: -inf < -156.149 < inf | logz: -167.495 +/- 0.325 | dlogz: 127.386 > 0.109
iter: 701 | bound: 5 | nc: 34 | ncall: 15904 | eff(%): 4.408 | loglstar: -inf < -155.058 < inf | logz: -166.550 +/- 0.325 | dlogz: 126.532 > 0.109
iter: 702 | bound: 5 | nc: 34 | ncall: 15938 | eff(%): 4.405 | loglstar: -inf < -153.142 < inf | logz: -165.039 +/- 0.332 | dlogz: 125.578 > 0.109
iter: 703 | bound: 5 | nc: 34 | ncall: 15972 | eff(%): 4.401 | loglstar: -inf < -153.110 < inf | logz: -164.178 +/- 0.326 | dlogz: 124.057 > 0.109
iter: 704 | bound: 5 | nc: 34 | ncall: 16006 | eff(%): 4.398 | loglstar: -inf < -152.391 < inf | logz: -163.543 +/- 0.322 | dlogz: 123.186 > 0.109
iter: 705 | bound: 5 | nc: 34 | ncall: 16040 | eff(%): 4.395 | loglstar: -inf < -150.980 < inf | logz: -162.589 +/- 0.325 | dlogz: 122.541 > 0.109
iter: 706 | bound: 5 | nc: 34 | ncall: 16074 | eff(%): 4.392 | loglstar: -inf < -149.414 < inf | logz: -161.246 +/- 0.330 | dlogz: 121.577 > 0.109
iter: 707 | bound: 5 | nc: 34 | ncall: 16108 | eff(%): 4.389 | loglstar: -inf < -149.379 < inf | logz: -160.443 +/- 0.325 | dlogz: 120.224 > 0.109
iter: 708 | bound: 5 | nc: 34 | ncall: 16142 | eff(%): 4.386 | loglstar: -inf < -147.329 < inf | logz: -159.207 +/- 0.330 | dlogz: 119.411 > 0.109
iter: 709 | bound: 5 | nc: 34 | ncall: 16176 | eff(%): 4.383 | loglstar: -inf < -144.844 < inf | logz: -157.001 +/- 0.339 | dlogz: 118.166 > 0.109
iter: 710 | bound: 5 | nc: 34 | ncall: 16210 | eff(%): 4.380 | loglstar: -inf < -144.684 < inf | logz: -155.983 +/- 0.330 | dlogz: 115.949 > 0.109
iter: 711 | bound: 5 | nc: 34 | ncall: 16244 | eff(%): 4.377 | loglstar: -inf < -143.638 < inf | logz: -155.144 +/- 0.327 | dlogz: 114.921 > 0.109
iter: 712 | bound: 5 | nc: 34 | ncall: 16278 | eff(%): 4.374 | loglstar: -inf < -141.800 < inf | logz: -153.750 +/- 0.332 | dlogz: 114.073 > 0.109
iter: 713 | bound: 5 | nc: 34 | ncall: 16312 | eff(%): 4.371 | loglstar: -inf < -141.645 < inf | logz: -152.878 +/- 0.327 | dlogz: 112.669 > 0.109
iter: 714 | bound: 5 | nc: 34 | ncall: 16346 | eff(%): 4.368 | loglstar: -inf < -141.041 < inf | logz: -152.248 +/- 0.323 | dlogz: 111.787 > 0.109
iter: 715 | bound: 5 | nc: 34 | ncall: 16380 | eff(%): 4.365 | loglstar: -inf < -138.244 < inf | logz: -150.422 +/- 0.337 | dlogz: 111.147 > 0.109
iter: 716 | bound: 5 | nc: 34 | ncall: 16414 | eff(%): 4.362 | loglstar: -inf < -137.775 < inf | logz: -149.312 +/- 0.331 | dlogz: 109.311 > 0.109
iter: 717 | bound: 5 | nc: 34 | ncall: 16448 | eff(%): 4.359 | loglstar: -inf < -137.542 < inf | logz: -148.658 +/- 0.325 | dlogz: 108.191 > 0.109
iter: 718 | bound: 5 | nc: 34 | ncall: 16482 | eff(%): 4.356 | loglstar: -inf < -136.081 < inf | logz: -147.779 +/- 0.326 | dlogz: 107.527 > 0.109
iter: 719 | bound: 5 | nc: 34 | ncall: 16516 | eff(%): 4.353 | loglstar: -inf < -135.133 < inf | logz: -146.792 +/- 0.327 | dlogz: 106.638 > 0.109
iter: 720 | bound: 5 | nc: 34 | ncall: 16550 | eff(%): 4.350 | loglstar: -inf < -133.377 < inf | logz: -145.396 +/- 0.333 | dlogz: 105.641 > 0.109
iter: 721 | bound: 5 | nc: 34 | ncall: 16584 | eff(%): 4.348 | loglstar: -inf < -133.105 < inf | logz: -144.492 +/- 0.328 | dlogz: 104.235 > 0.109
iter: 722 | bound: 5 | nc: 34 | ncall: 16618 | eff(%): 4.345 | loglstar: -inf < -132.791 < inf | logz: -143.909 +/- 0.324 | dlogz: 103.321 > 0.109
iter: 723 | bound: 5 | nc: 34 | ncall: 16652 | eff(%): 4.342 | loglstar: -inf < -132.667 < inf | logz: -143.478 +/- 0.321 | dlogz: 102.728 > 0.109
iter: 724 | bound: 5 | nc: 34 | ncall: 16686 | eff(%): 4.339 | loglstar: -inf < -131.976 < inf | logz: -143.038 +/- 0.319 | dlogz: 102.287 > 0.109
iter: 725 | bound: 5 | nc: 34 | ncall: 16720 | eff(%): 4.336 | loglstar: -inf < -131.774 < inf | logz: -142.619 +/- 0.317 | dlogz: 101.837 > 0.109
iter: 726 | bound: 5 | nc: 34 | ncall: 16754 | eff(%): 4.333 | loglstar: -inf < -131.766 < inf | logz: -142.300 +/- 0.315 | dlogz: 101.408 > 0.109
iter: 727 | bound: 5 | nc: 34 | ncall: 16788 | eff(%): 4.330 | loglstar: -inf < -131.640 < inf | logz: -142.046 +/- 0.313 | dlogz: 101.079 > 0.109
iter: 728 | bound: 5 | nc: 34 | ncall: 16822 | eff(%): 4.328 | loglstar: -inf < -130.678 < inf | logz: -141.690 +/- 0.313 | dlogz: 100.815 > 0.109
iter: 729 | bound: 6 | nc: 34 | ncall: 16856 | eff(%): 4.325 | loglstar: -inf < -130.414 < inf | logz: -141.289 +/- 0.313 | dlogz: 100.450 > 0.109
iter: 730 | bound: 6 | nc: 34 | ncall: 16890 | eff(%): 4.322 | loglstar: -inf < -130.181 < inf | logz: -140.939 +/- 0.313 | dlogz: 100.039 > 0.109
iter: 731 | bound: 6 | nc: 34 | ncall: 16924 | eff(%): 4.319 | loglstar: -inf < -129.928 < inf | logz: -140.622 +/- 0.312 | dlogz: 99.679 > 0.109
iter: 732 | bound: 6 | nc: 34 | ncall: 16958 | eff(%): 4.317 | loglstar: -inf < -128.738 < inf | logz: -140.122 +/- 0.315 | dlogz: 99.352 > 0.109
iter: 733 | bound: 6 | nc: 34 | ncall: 16992 | eff(%): 4.314 | loglstar: -inf < -128.442 < inf | logz: -139.591 +/- 0.317 | dlogz: 98.842 > 0.109
iter: 734 | bound: 6 | nc: 34 | ncall: 17026 | eff(%): 4.311 | loglstar: -inf < -127.313 < inf | logz: -138.920 +/- 0.321 | dlogz: 98.301 > 0.109
iter: 735 | bound: 6 | nc: 34 | ncall: 17060 | eff(%): 4.308 | loglstar: -inf < -127.255 < inf | logz: -138.358 +/- 0.320 | dlogz: 97.619 > 0.109
iter: 736 | bound: 6 | nc: 34 | ncall: 17094 | eff(%): 4.306 | loglstar: -inf < -126.592 < inf | logz: -137.861 +/- 0.320 | dlogz: 97.048 > 0.109
iter: 737 | bound: 6 | nc: 34 | ncall: 17128 | eff(%): 4.303 | loglstar: -inf < -126.578 < inf | logz: -137.445 +/- 0.318 | dlogz: 96.541 > 0.109
iter: 738 | bound: 6 | nc: 34 | ncall: 17162 | eff(%): 4.300 | loglstar: -inf < -126.019 < inf | logz: -137.063 +/- 0.317 | dlogz: 96.115 > 0.109
iter: 739 | bound: 6 | nc: 34 | ncall: 17196 | eff(%): 4.298 | loglstar: -inf < -124.606 < inf | logz: -136.358 +/- 0.322 | dlogz: 95.723 > 0.109
iter: 740 | bound: 6 | nc: 34 | ncall: 17230 | eff(%): 4.295 | loglstar: -inf < -123.549 < inf | logz: -135.418 +/- 0.327 | dlogz: 95.008 > 0.109
iter: 741 | bound: 6 | nc: 34 | ncall: 17264 | eff(%): 4.292 | loglstar: -inf < -122.609 < inf | logz: -134.464 +/- 0.329 | dlogz: 94.058 > 0.109
iter: 742 | bound: 6 | nc: 34 | ncall: 17298 | eff(%): 4.290 | loglstar: -inf < -122.540 < inf | logz: -133.819 +/- 0.326 | dlogz: 93.094 > 0.109
iter: 743 | bound: 6 | nc: 34 | ncall: 17332 | eff(%): 4.287 | loglstar: -inf < -122.161 < inf | logz: -133.350 +/- 0.323 | dlogz: 92.439 > 0.109
iter: 744 | bound: 6 | nc: 34 | ncall: 17366 | eff(%): 4.284 | loglstar: -inf < -122.102 < inf | logz: -132.975 +/- 0.321 | dlogz: 91.960 > 0.109
iter: 745 | bound: 6 | nc: 34 | ncall: 17400 | eff(%): 4.282 | loglstar: -inf < -121.652 < inf | logz: -132.633 +/- 0.319 | dlogz: 91.575 > 0.109
iter: 746 | bound: 6 | nc: 34 | ncall: 17434 | eff(%): 4.279 | loglstar: -inf < -120.997 < inf | logz: -132.219 +/- 0.319 | dlogz: 91.223 > 0.109
iter: 747 | bound: 6 | nc: 34 | ncall: 17468 | eff(%): 4.276 | loglstar: -inf < -119.963 < inf | logz: -131.608 +/- 0.321 | dlogz: 90.799 > 0.109
iter: 748 | bound: 6 | nc: 34 | ncall: 17502 | eff(%): 4.274 | loglstar: -inf < -119.633 < inf | logz: -131.021 +/- 0.322 | dlogz: 90.178 > 0.109
iter: 749 | bound: 6 | nc: 34 | ncall: 17536 | eff(%): 4.271 | loglstar: -inf < -119.450 < inf | logz: -130.574 +/- 0.321 | dlogz: 89.581 > 0.109
iter: 750 | bound: 6 | nc: 34 | ncall: 17570 | eff(%): 4.269 | loglstar: -inf < -117.197 < inf | logz: -129.461 +/- 0.332 | dlogz: 89.125 > 0.109
iter: 751 | bound: 6 | nc: 34 | ncall: 17604 | eff(%): 4.266 | loglstar: -inf < -117.068 < inf | logz: -128.633 +/- 0.330 | dlogz: 88.001 > 0.109
iter: 752 | bound: 6 | nc: 34 | ncall: 17638 | eff(%): 4.264 | loglstar: -inf < -116.061 < inf | logz: -127.888 +/- 0.329 | dlogz: 87.164 > 0.109
iter: 753 | bound: 6 | nc: 34 | ncall: 17672 | eff(%): 4.261 | loglstar: -inf < -115.487 < inf | logz: -127.166 +/- 0.328 | dlogz: 86.408 > 0.109
iter: 754 | bound: 6 | nc: 34 | ncall: 17706 | eff(%): 4.258 | loglstar: -inf < -115.029 < inf | logz: -126.556 +/- 0.326 | dlogz: 85.676 > 0.109
iter: 755 | bound: 6 | nc: 34 | ncall: 17740 | eff(%): 4.256 | loglstar: -inf < -112.998 < inf | logz: -125.336 +/- 0.335 | dlogz: 85.057 > 0.109
iter: 756 | bound: 6 | nc: 34 | ncall: 17774 | eff(%): 4.253 | loglstar: -inf < -112.236 < inf | logz: -124.258 +/- 0.334 | dlogz: 83.826 > 0.109
iter: 757 | bound: 6 | nc: 34 | ncall: 17808 | eff(%): 4.251 | loglstar: -inf < -111.033 < inf | logz: -123.184 +/- 0.335 | dlogz: 82.739 > 0.109
iter: 758 | bound: 6 | nc: 34 | ncall: 17842 | eff(%): 4.248 | loglstar: -inf < -109.882 < inf | logz: -122.057 +/- 0.335 | dlogz: 81.655 > 0.109
iter: 759 | bound: 6 | nc: 34 | ncall: 17876 | eff(%): 4.246 | loglstar: -inf < -109.881 < inf | logz: -121.355 +/- 0.331 | dlogz: 80.518 > 0.109
iter: 760 | bound: 6 | nc: 34 | ncall: 17910 | eff(%): 4.243 | loglstar: -inf < -109.545 < inf | logz: -120.885 +/- 0.327 | dlogz: 79.806 > 0.109
iter: 761 | bound: 6 | nc: 34 | ncall: 17944 | eff(%): 4.241 | loglstar: -inf < -109.291 < inf | logz: -120.483 +/- 0.325 | dlogz: 79.326 > 0.109
iter: 762 | bound: 6 | nc: 34 | ncall: 17978 | eff(%): 4.239 | loglstar: -inf < -108.682 < inf | logz: -120.061 +/- 0.323 | dlogz: 78.914 > 0.109
iter: 763 | bound: 6 | nc: 34 | ncall: 18012 | eff(%): 4.236 | loglstar: -inf < -108.437 < inf | logz: -119.654 +/- 0.322 | dlogz: 78.482 > 0.109
iter: 764 | bound: 6 | nc: 34 | ncall: 18046 | eff(%): 4.234 | loglstar: -inf < -108.407 < inf | logz: -119.334 +/- 0.320 | dlogz: 78.065 > 0.109
iter: 765 | bound: 6 | nc: 34 | ncall: 18080 | eff(%): 4.231 | loglstar: -inf < -108.175 < inf | logz: -119.063 +/- 0.319 | dlogz: 77.735 > 0.109
iter: 766 | bound: 6 | nc: 34 | ncall: 18114 | eff(%): 4.229 | loglstar: -inf < -107.947 < inf | logz: -118.804 +/- 0.317 | dlogz: 77.454 > 0.109
iter: 767 | bound: 6 | nc: 34 | ncall: 18148 | eff(%): 4.226 | loglstar: -inf < -107.311 < inf | logz: -118.494 +/- 0.317 | dlogz: 77.185 > 0.109
iter: 768 | bound: 6 | nc: 34 | ncall: 18182 | eff(%): 4.224 | loglstar: -inf < -107.223 < inf | logz: -118.186 +/- 0.317 | dlogz: 76.866 > 0.109
iter: 769 | bound: 6 | nc: 34 | ncall: 18216 | eff(%): 4.222 | loglstar: -inf < -107.044 < inf | logz: -117.923 +/- 0.316 | dlogz: 76.548 > 0.109
iter: 770 | bound: 6 | nc: 34 | ncall: 18250 | eff(%): 4.219 | loglstar: -inf < -105.800 < inf | logz: -117.480 +/- 0.319 | dlogz: 76.274 > 0.109
iter: 771 | bound: 6 | nc: 34 | ncall: 18284 | eff(%): 4.217 | loglstar: -inf < -105.778 < inf | logz: -117.037 +/- 0.320 | dlogz: 75.821 > 0.109
iter: 772 | bound: 6 | nc: 34 | ncall: 18318 | eff(%): 4.214 | loglstar: -inf < -104.500 < inf | logz: -116.438 +/- 0.324 | dlogz: 75.369 > 0.109
iter: 773 | bound: 6 | nc: 34 | ncall: 18352 | eff(%): 4.212 | loglstar: -inf < -104.498 < inf | logz: -115.908 +/- 0.324 | dlogz: 74.760 > 0.109
iter: 774 | bound: 6 | nc: 34 | ncall: 18386 | eff(%): 4.210 | loglstar: -inf < -103.062 < inf | logz: -115.185 +/- 0.329 | dlogz: 74.220 > 0.109
iter: 775 | bound: 6 | nc: 34 | ncall: 18420 | eff(%): 4.207 | loglstar: -inf < -102.659 < inf | logz: -114.478 +/- 0.329 | dlogz: 73.487 > 0.109
iter: 776 | bound: 6 | nc: 34 | ncall: 18454 | eff(%): 4.205 | loglstar: -inf < -102.507 < inf | logz: -113.977 +/- 0.327 | dlogz: 72.770 > 0.109
iter: 777 | bound: 6 | nc: 34 | ncall: 18488 | eff(%): 4.203 | loglstar: -inf < -101.953 < inf | logz: -113.522 +/- 0.326 | dlogz: 72.258 > 0.109
iter: 778 | bound: 6 | nc: 34 | ncall: 18522 | eff(%): 4.200 | loglstar: -inf < -100.560 < inf | logz: -112.754 +/- 0.330 | dlogz: 71.794 > 0.109
iter: 779 | bound: 6 | nc: 34 | ncall: 18556 | eff(%): 4.198 | loglstar: -inf < -100.332 < inf | logz: -112.082 +/- 0.330 | dlogz: 71.016 > 0.109
iter: 780 | bound: 6 | nc: 34 | ncall: 18590 | eff(%): 4.196 | loglstar: -inf < -100.308 < inf | logz: -111.646 +/- 0.327 | dlogz: 70.334 > 0.109
iter: 781 | bound: 6 | nc: 34 | ncall: 18624 | eff(%): 4.194 | loglstar: -inf < -99.509 < inf | logz: -111.195 +/- 0.326 | dlogz: 69.888 > 0.109
iter: 782 | bound: 6 | nc: 34 | ncall: 18658 | eff(%): 4.191 | loglstar: -inf < -98.390 < inf | logz: -110.498 +/- 0.329 | dlogz: 69.426 > 0.109
iter: 783 | bound: 6 | nc: 34 | ncall: 18692 | eff(%): 4.189 | loglstar: -inf < -97.892 < inf | logz: -109.809 +/- 0.330 | dlogz: 68.720 > 0.109
iter: 784 | bound: 6 | nc: 34 | ncall: 18726 | eff(%): 4.187 | loglstar: -inf < -97.817 < inf | logz: -109.316 +/- 0.328 | dlogz: 68.021 > 0.109
iter: 785 | bound: 6 | nc: 34 | ncall: 18760 | eff(%): 4.184 | loglstar: -inf < -97.625 < inf | logz: -108.950 +/- 0.326 | dlogz: 67.518 > 0.109
iter: 786 | bound: 6 | nc: 34 | ncall: 18794 | eff(%): 4.182 | loglstar: -inf < -97.426 < inf | logz: -108.636 +/- 0.324 | dlogz: 67.142 > 0.109
iter: 787 | bound: 6 | nc: 34 | ncall: 18828 | eff(%): 4.180 | loglstar: -inf < -96.823 < inf | logz: -108.289 +/- 0.323 | dlogz: 66.818 > 0.109
iter: 788 | bound: 6 | nc: 34 | ncall: 18862 | eff(%): 4.178 | loglstar: -inf < -96.813 < inf | logz: -107.969 +/- 0.322 | dlogz: 66.461 > 0.109
iter: 789 | bound: 7 | nc: 34 | ncall: 18896 | eff(%): 4.175 | loglstar: -inf < -96.376 < inf | logz: -107.671 +/- 0.321 | dlogz: 66.132 > 0.109
iter: 790 | bound: 7 | nc: 34 | ncall: 18930 | eff(%): 4.173 | loglstar: -inf < -96.332 < inf | logz: -107.396 +/- 0.320 | dlogz: 65.824 > 0.109
iter: 791 | bound: 7 | nc: 34 | ncall: 18964 | eff(%): 4.171 | loglstar: -inf < -96.181 < inf | logz: -107.162 +/- 0.319 | dlogz: 65.538 > 0.109
iter: 792 | bound: 7 | nc: 34 | ncall: 18998 | eff(%): 4.169 | loglstar: -inf < -95.920 < inf | logz: -106.935 +/- 0.318 | dlogz: 65.294 > 0.109
iter: 793 | bound: 7 | nc: 34 | ncall: 19032 | eff(%): 4.167 | loglstar: -inf < -95.836 < inf | logz: -106.722 +/- 0.318 | dlogz: 65.057 > 0.109
iter: 794 | bound: 7 | nc: 34 | ncall: 19066 | eff(%): 4.164 | loglstar: -inf < -95.703 < inf | logz: -106.530 +/- 0.317 | dlogz: 64.834 > 0.109
iter: 795 | bound: 7 | nc: 34 | ncall: 19100 | eff(%): 4.162 | loglstar: -inf < -95.386 < inf | logz: -106.332 +/- 0.316 | dlogz: 64.632 > 0.109
iter: 796 | bound: 7 | nc: 34 | ncall: 19134 | eff(%): 4.160 | loglstar: -inf < -95.086 < inf | logz: -106.115 +/- 0.316 | dlogz: 64.424 > 0.109
iter: 797 | bound: 7 | nc: 34 | ncall: 19168 | eff(%): 4.158 | loglstar: -inf < -94.314 < inf | logz: -105.815 +/- 0.317 | dlogz: 64.198 > 0.109
iter: 798 | bound: 7 | nc: 34 | ncall: 19202 | eff(%): 4.156 | loglstar: -inf < -94.200 < inf | logz: -105.498 +/- 0.318 | dlogz: 63.887 > 0.109
iter: 799 | bound: 7 | nc: 34 | ncall: 19236 | eff(%): 4.154 | loglstar: -inf < -93.883 < inf | logz: -105.207 +/- 0.319 | dlogz: 63.561 > 0.109
iter: 800 | bound: 7 | nc: 34 | ncall: 19270 | eff(%): 4.152 | loglstar: -inf < -92.986 < inf | logz: -104.803 +/- 0.321 | dlogz: 63.260 > 0.109
iter: 801 | bound: 7 | nc: 34 | ncall: 19304 | eff(%): 4.149 | loglstar: -inf < -92.704 < inf | logz: -104.368 +/- 0.323 | dlogz: 62.845 > 0.109
iter: 802 | bound: 7 | nc: 34 | ncall: 19338 | eff(%): 4.147 | loglstar: -inf < -92.289 < inf | logz: -103.962 +/- 0.324 | dlogz: 62.401 > 0.109
iter: 803 | bound: 7 | nc: 34 | ncall: 19372 | eff(%): 4.145 | loglstar: -inf < -91.314 < inf | logz: -103.417 +/- 0.327 | dlogz: 61.985 > 0.109
iter: 804 | bound: 7 | nc: 34 | ncall: 19406 | eff(%): 4.143 | loglstar: -inf < -90.546 < inf | logz: -102.747 +/- 0.330 | dlogz: 61.430 > 0.109
iter: 805 | bound: 7 | nc: 34 | ncall: 19440 | eff(%): 4.141 | loglstar: -inf < -90.061 < inf | logz: -102.123 +/- 0.331 | dlogz: 60.750 > 0.109
iter: 806 | bound: 7 | nc: 34 | ncall: 19474 | eff(%): 4.139 | loglstar: -inf < -89.478 < inf | logz: -101.538 +/- 0.332 | dlogz: 60.116 > 0.109
iter: 807 | bound: 7 | nc: 34 | ncall: 19508 | eff(%): 4.137 | loglstar: -inf < -88.706 < inf | logz: -100.902 +/- 0.333 | dlogz: 59.521 > 0.109
iter: 808 | bound: 7 | nc: 34 | ncall: 19542 | eff(%): 4.135 | loglstar: -inf < -88.613 < inf | logz: -100.389 +/- 0.331 | dlogz: 58.875 > 0.109
iter: 809 | bound: 7 | nc: 34 | ncall: 19576 | eff(%): 4.133 | loglstar: -inf < -88.390 < inf | logz: -100.006 +/- 0.330 | dlogz: 58.353 > 0.109
iter: 810 | bound: 7 | nc: 34 | ncall: 19610 | eff(%): 4.131 | loglstar: -inf < -87.578 < inf | logz: -99.555 +/- 0.329 | dlogz: 57.959 > 0.109
iter: 811 | bound: 7 | nc: 34 | ncall: 19644 | eff(%): 4.128 | loglstar: -inf < -87.527 < inf | logz: -99.143 +/- 0.329 | dlogz: 57.499 > 0.109
iter: 812 | bound: 7 | nc: 34 | ncall: 19678 | eff(%): 4.126 | loglstar: -inf < -87.241 < inf | logz: -98.806 +/- 0.327 | dlogz: 57.076 > 0.109
iter: 813 | bound: 7 | nc: 34 | ncall: 19712 | eff(%): 4.124 | loglstar: -inf < -86.770 < inf | logz: -98.456 +/- 0.327 | dlogz: 56.730 > 0.109
iter: 814 | bound: 7 | nc: 34 | ncall: 19746 | eff(%): 4.122 | loglstar: -inf < -86.602 < inf | logz: -98.124 +/- 0.326 | dlogz: 56.369 > 0.109
iter: 815 | bound: 7 | nc: 34 | ncall: 19780 | eff(%): 4.120 | loglstar: -inf < -86.381 < inf | logz: -97.830 +/- 0.325 | dlogz: 56.027 > 0.109
iter: 816 | bound: 7 | nc: 34 | ncall: 19814 | eff(%): 4.118 | loglstar: -inf < -86.299 < inf | logz: -97.575 +/- 0.324 | dlogz: 55.724 > 0.109
iter: 817 | bound: 7 | nc: 34 | ncall: 19848 | eff(%): 4.116 | loglstar: -inf < -86.054 < inf | logz: -97.340 +/- 0.323 | dlogz: 55.459 > 0.109
iter: 818 | bound: 7 | nc: 34 | ncall: 19882 | eff(%): 4.114 | loglstar: -inf < -85.947 < inf | logz: -97.120 +/- 0.322 | dlogz: 55.214 > 0.109
iter: 819 | bound: 7 | nc: 34 | ncall: 19916 | eff(%): 4.112 | loglstar: -inf < -85.535 < inf | logz: -96.891 +/- 0.322 | dlogz: 54.984 > 0.109
iter: 820 | bound: 7 | nc: 34 | ncall: 19950 | eff(%): 4.110 | loglstar: -inf < -85.364 < inf | logz: -96.654 +/- 0.321 | dlogz: 54.745 > 0.109
iter: 821 | bound: 7 | nc: 34 | ncall: 19984 | eff(%): 4.108 | loglstar: -inf < -85.119 < inf | logz: -96.424 +/- 0.321 | dlogz: 54.498 > 0.109
iter: 822 | bound: 7 | nc: 34 | ncall: 20018 | eff(%): 4.106 | loglstar: -inf < -84.490 < inf | logz: -96.141 +/- 0.322 | dlogz: 54.258 > 0.109
iter: 823 | bound: 7 | nc: 34 | ncall: 20052 | eff(%): 4.104 | loglstar: -inf < -83.770 < inf | logz: -95.744 +/- 0.324 | dlogz: 53.965 > 0.109
iter: 824 | bound: 7 | nc: 34 | ncall: 20086 | eff(%): 4.102 | loglstar: -inf < -83.670 < inf | logz: -95.367 +/- 0.325 | dlogz: 53.559 > 0.109
iter: 825 | bound: 7 | nc: 34 | ncall: 20120 | eff(%): 4.100 | loglstar: -inf < -83.363 < inf | logz: -95.041 +/- 0.325 | dlogz: 53.171 > 0.109
iter: 826 | bound: 7 | nc: 34 | ncall: 20154 | eff(%): 4.098 | loglstar: -inf < -82.790 < inf | logz: -94.676 +/- 0.326 | dlogz: 52.835 > 0.109
iter: 827 | bound: 7 | nc: 34 | ncall: 20188 | eff(%): 4.096 | loglstar: -inf < -82.444 < inf | logz: -94.292 +/- 0.327 | dlogz: 52.460 > 0.109
iter: 828 | bound: 7 | nc: 34 | ncall: 20222 | eff(%): 4.095 | loglstar: -inf < -81.806 < inf | logz: -93.864 +/- 0.328 | dlogz: 52.067 > 0.109
iter: 829 | bound: 7 | nc: 34 | ncall: 20256 | eff(%): 4.093 | loglstar: -inf < -81.761 < inf | logz: -93.485 +/- 0.328 | dlogz: 51.629 > 0.109
iter: 830 | bound: 7 | nc: 34 | ncall: 20290 | eff(%): 4.091 | loglstar: -inf < -81.758 < inf | logz: -93.207 +/- 0.327 | dlogz: 51.239 > 0.109
iter: 831 | bound: 7 | nc: 34 | ncall: 20324 | eff(%): 4.089 | loglstar: -inf < -81.539 < inf | logz: -92.968 +/- 0.326 | dlogz: 50.951 > 0.109
iter: 832 | bound: 7 | nc: 34 | ncall: 20358 | eff(%): 4.087 | loglstar: -inf < -80.781 < inf | logz: -92.657 +/- 0.326 | dlogz: 50.703 > 0.109
iter: 833 | bound: 7 | nc: 34 | ncall: 20392 | eff(%): 4.085 | loglstar: -inf < -80.589 < inf | logz: -92.321 +/- 0.327 | dlogz: 50.381 > 0.109
iter: 834 | bound: 7 | nc: 34 | ncall: 20426 | eff(%): 4.083 | loglstar: -inf < -80.308 < inf | logz: -92.013 +/- 0.326 | dlogz: 50.035 > 0.109
iter: 835 | bound: 7 | nc: 34 | ncall: 20460 | eff(%): 4.081 | loglstar: -inf < -80.166 < inf | logz: -91.735 +/- 0.326 | dlogz: 49.718 > 0.109
iter: 836 | bound: 7 | nc: 34 | ncall: 20494 | eff(%): 4.079 | loglstar: -inf < -80.068 < inf | logz: -91.495 +/- 0.325 | dlogz: 49.429 > 0.109
iter: 837 | bound: 7 | nc: 34 | ncall: 20528 | eff(%): 4.077 | loglstar: -inf < -79.801 < inf | logz: -91.267 +/- 0.325 | dlogz: 49.179 > 0.109
iter: 838 | bound: 7 | nc: 34 | ncall: 20562 | eff(%): 4.075 | loglstar: -inf < -79.690 < inf | logz: -91.051 +/- 0.324 | dlogz: 48.942 > 0.109
iter: 839 | bound: 7 | nc: 34 | ncall: 20596 | eff(%): 4.074 | loglstar: -inf < -78.875 < inf | logz: -90.765 +/- 0.325 | dlogz: 48.716 > 0.109
iter: 840 | bound: 7 | nc: 34 | ncall: 20630 | eff(%): 4.072 | loglstar: -inf < -78.642 < inf | logz: -90.438 +/- 0.326 | dlogz: 48.420 > 0.109
iter: 841 | bound: 7 | nc: 34 | ncall: 20664 | eff(%): 4.070 | loglstar: -inf < -78.162 < inf | logz: -90.100 +/- 0.326 | dlogz: 48.083 > 0.109
iter: 842 | bound: 7 | nc: 34 | ncall: 20698 | eff(%): 4.068 | loglstar: -inf < -78.148 < inf | logz: -89.797 +/- 0.327 | dlogz: 47.735 > 0.109
iter: 843 | bound: 7 | nc: 34 | ncall: 20732 | eff(%): 4.066 | loglstar: -inf < -77.912 < inf | logz: -89.538 +/- 0.326 | dlogz: 47.422 > 0.109
iter: 844 | bound: 7 | nc: 34 | ncall: 20766 | eff(%): 4.064 | loglstar: -inf < -76.877 < inf | logz: -89.145 +/- 0.328 | dlogz: 47.153 > 0.109
iter: 845 | bound: 7 | nc: 34 | ncall: 20800 | eff(%): 4.062 | loglstar: -inf < -76.625 < inf | logz: -88.712 +/- 0.330 | dlogz: 46.750 > 0.109
iter: 846 | bound: 7 | nc: 34 | ncall: 20834 | eff(%): 4.061 | loglstar: -inf < -76.521 < inf | logz: -88.366 +/- 0.330 | dlogz: 46.307 > 0.109
iter: 847 | bound: 7 | nc: 34 | ncall: 20868 | eff(%): 4.059 | loglstar: -inf < -76.444 < inf | logz: -88.091 +/- 0.329 | dlogz: 45.951 > 0.109
iter: 848 | bound: 7 | nc: 34 | ncall: 20902 | eff(%): 4.057 | loglstar: -inf < -76.384 < inf | logz: -87.864 +/- 0.328 | dlogz: 45.666 > 0.109
iter: 849 | bound: 7 | nc: 34 | ncall: 20936 | eff(%): 4.055 | loglstar: -inf < -76.380 < inf | logz: -87.675 +/- 0.327 | dlogz: 45.429 > 0.109
iter: 850 | bound: 7 | nc: 34 | ncall: 20970 | eff(%): 4.053 | loglstar: -inf < -76.066 < inf | logz: -87.491 +/- 0.326 | dlogz: 45.230 > 0.109
iter: 851 | bound: 7 | nc: 34 | ncall: 21004 | eff(%): 4.052 | loglstar: -inf < -75.961 < inf | logz: -87.306 +/- 0.325 | dlogz: 45.036 > 0.109
iter: 852 | bound: 7 | nc: 34 | ncall: 21038 | eff(%): 4.050 | loglstar: -inf < -75.863 < inf | logz: -87.136 +/- 0.324 | dlogz: 44.841 > 0.109
iter: 853 | bound: 7 | nc: 34 | ncall: 21072 | eff(%): 4.048 | loglstar: -inf < -75.525 < inf | logz: -86.959 +/- 0.323 | dlogz: 44.662 > 0.109
iter: 854 | bound: 7 | nc: 34 | ncall: 21106 | eff(%): 4.046 | loglstar: -inf < -75.427 < inf | logz: -86.778 +/- 0.323 | dlogz: 44.474 > 0.109
iter: 855 | bound: 7 | nc: 34 | ncall: 21140 | eff(%): 4.044 | loglstar: -inf < -75.321 < inf | logz: -86.611 +/- 0.323 | dlogz: 44.283 > 0.109
iter: 856 | bound: 8 | nc: 34 | ncall: 21174 | eff(%): 4.043 | loglstar: -inf < -74.941 < inf | logz: -86.432 +/- 0.322 | dlogz: 49.017 > 0.109
iter: 857 | bound: 8 | nc: 34 | ncall: 21208 | eff(%): 4.041 | loglstar: -inf < -74.918 < inf | logz: -86.253 +/- 0.322 | dlogz: 48.827 > 0.109
iter: 858 | bound: 8 | nc: 34 | ncall: 21242 | eff(%): 4.039 | loglstar: -inf < -74.527 < inf | logz: -86.068 +/- 0.322 | dlogz: 48.639 > 0.109
iter: 859 | bound: 8 | nc: 34 | ncall: 21276 | eff(%): 4.037 | loglstar: -inf < -74.497 < inf | logz: -85.883 +/- 0.322 | dlogz: 48.444 > 0.109
iter: 860 | bound: 8 | nc: 34 | ncall: 21310 | eff(%): 4.036 | loglstar: -inf < -74.460 < inf | logz: -85.724 +/- 0.322 | dlogz: 48.249 > 0.109
iter: 861 | bound: 8 | nc: 34 | ncall: 21344 | eff(%): 4.034 | loglstar: -inf < -74.203 < inf | logz: -85.567 +/- 0.322 | dlogz: 48.080 > 0.109
iter: 862 | bound: 8 | nc: 34 | ncall: 21378 | eff(%): 4.032 | loglstar: -inf < -74.154 < inf | logz: -85.413 +/- 0.321 | dlogz: 47.913 > 0.109
iter: 863 | bound: 8 | nc: 34 | ncall: 21412 | eff(%): 4.030 | loglstar: -inf < -73.713 < inf | logz: -85.244 +/- 0.321 | dlogz: 47.750 > 0.109
iter: 864 | bound: 8 | nc: 34 | ncall: 21446 | eff(%): 4.029 | loglstar: -inf < -73.308 < inf | logz: -85.033 +/- 0.322 | dlogz: 47.570 > 0.109
iter: 865 | bound: 8 | nc: 34 | ncall: 21480 | eff(%): 4.027 | loglstar: -inf < -73.240 < inf | logz: -84.823 +/- 0.323 | dlogz: 47.349 > 0.109
iter: 866 | bound: 8 | nc: 34 | ncall: 21514 | eff(%): 4.025 | loglstar: -inf < -72.744 < inf | logz: -84.595 +/- 0.323 | dlogz: 47.129 > 0.109
iter: 867 | bound: 8 | nc: 34 | ncall: 21548 | eff(%): 4.024 | loglstar: -inf < -72.322 < inf | logz: -84.319 +/- 0.325 | dlogz: 46.891 > 0.109
iter: 868 | bound: 8 | nc: 34 | ncall: 21582 | eff(%): 4.022 | loglstar: -inf < -72.031 < inf | logz: -84.029 +/- 0.326 | dlogz: 46.606 > 0.109
iter: 869 | bound: 8 | nc: 34 | ncall: 21616 | eff(%): 4.020 | loglstar: -inf < -71.996 < inf | logz: -83.774 +/- 0.327 | dlogz: 46.306 > 0.109
iter: 870 | bound: 8 | nc: 34 | ncall: 21650 | eff(%): 4.018 | loglstar: -inf < -70.986 < inf | logz: -83.420 +/- 0.329 | dlogz: 46.041 > 0.109
iter: 871 | bound: 8 | nc: 34 | ncall: 21684 | eff(%): 4.017 | loglstar: -inf < -70.687 < inf | logz: -83.010 +/- 0.332 | dlogz: 45.677 > 0.109
iter: 872 | bound: 8 | nc: 34 | ncall: 21718 | eff(%): 4.015 | loglstar: -inf < -70.462 < inf | logz: -82.651 +/- 0.332 | dlogz: 45.256 > 0.109
iter: 873 | bound: 8 | nc: 34 | ncall: 21752 | eff(%): 4.013 | loglstar: -inf < -70.355 < inf | logz: -82.350 +/- 0.332 | dlogz: 44.888 > 0.109
iter: 874 | bound: 8 | nc: 34 | ncall: 21786 | eff(%): 4.012 | loglstar: -inf < -70.078 < inf | logz: -82.077 +/- 0.332 | dlogz: 44.577 > 0.109
iter: 875 | bound: 8 | nc: 34 | ncall: 21820 | eff(%): 4.010 | loglstar: -inf < -69.772 < inf | logz: -81.802 +/- 0.331 | dlogz: 44.294 > 0.109
iter: 876 | bound: 8 | nc: 34 | ncall: 21854 | eff(%): 4.008 | loglstar: -inf < -69.758 < inf | logz: -81.558 +/- 0.331 | dlogz: 44.009 > 0.109
iter: 877 | bound: 8 | nc: 34 | ncall: 21888 | eff(%): 4.007 | loglstar: -inf < -69.453 < inf | logz: -81.331 +/- 0.330 | dlogz: 47.713 > 0.109
iter: 878 | bound: 8 | nc: 34 | ncall: 21922 | eff(%): 4.005 | loglstar: -inf < -68.992 < inf | logz: -81.069 +/- 0.330 | dlogz: 47.476 > 0.109
iter: 879 | bound: 8 | nc: 34 | ncall: 21956 | eff(%): 4.003 | loglstar: -inf < -68.895 < inf | logz: -80.812 +/- 0.330 | dlogz: 47.205 > 0.109
iter: 880 | bound: 8 | nc: 34 | ncall: 21990 | eff(%): 4.002 | loglstar: -inf < -68.883 < inf | logz: -80.599 +/- 0.330 | dlogz: 46.937 > 0.109
iter: 881 | bound: 8 | nc: 34 | ncall: 22024 | eff(%): 4.000 | loglstar: -inf < -68.726 < inf | logz: -80.411 +/- 0.329 | dlogz: 46.715 > 0.109
iter: 882 | bound: 8 | nc: 34 | ncall: 22058 | eff(%): 3.999 | loglstar: -inf < -68.640 < inf | logz: -80.236 +/- 0.328 | dlogz: 46.516 > 0.109
iter: 883 | bound: 8 | nc: 34 | ncall: 22092 | eff(%): 3.997 | loglstar: -inf < -68.488 < inf | logz: -80.070 +/- 0.328 | dlogz: 46.331 > 0.109
iter: 884 | bound: 8 | nc: 34 | ncall: 22126 | eff(%): 3.995 | loglstar: -inf < -68.272 < inf | logz: -79.904 +/- 0.327 | dlogz: 46.156 > 0.109
iter: 885 | bound: 8 | nc: 34 | ncall: 22160 | eff(%): 3.994 | loglstar: -inf < -68.155 < inf | logz: -79.739 +/- 0.327 | dlogz: 45.979 > 0.109
iter: 886 | bound: 8 | nc: 34 | ncall: 22194 | eff(%): 3.992 | loglstar: -inf < -67.429 < inf | logz: -79.520 +/- 0.327 | dlogz: 45.805 > 0.109
iter: 887 | bound: 8 | nc: 34 | ncall: 22228 | eff(%): 3.990 | loglstar: -inf < -67.407 < inf | logz: -79.286 +/- 0.328 | dlogz: 45.576 > 0.109
iter: 888 | bound: 8 | nc: 34 | ncall: 22262 | eff(%): 3.989 | loglstar: -inf < -67.303 < inf | logz: -79.086 +/- 0.328 | dlogz: 45.332 > 0.109
iter: 889 | bound: 8 | nc: 34 | ncall: 22296 | eff(%): 3.987 | loglstar: -inf < -67.062 < inf | logz: -78.892 +/- 0.328 | dlogz: 45.122 > 0.109
iter: 890 | bound: 8 | nc: 34 | ncall: 22330 | eff(%): 3.986 | loglstar: -inf < -67.008 < inf | logz: -78.709 +/- 0.328 | dlogz: 44.918 > 0.109
iter: 891 | bound: 8 | nc: 34 | ncall: 22364 | eff(%): 3.984 | loglstar: -inf < -66.442 < inf | logz: -78.497 +/- 0.328 | dlogz: 44.725 > 0.109
iter: 892 | bound: 8 | nc: 34 | ncall: 22398 | eff(%): 3.982 | loglstar: -inf < -66.440 < inf | logz: -78.282 +/- 0.328 | dlogz: 44.504 > 0.109
iter: 893 | bound: 8 | nc: 34 | ncall: 22432 | eff(%): 3.981 | loglstar: -inf < -66.228 < inf | logz: -78.087 +/- 0.328 | dlogz: 44.278 > 0.109
iter: 894 | bound: 8 | nc: 34 | ncall: 22466 | eff(%): 3.979 | loglstar: -inf < -66.227 < inf | logz: -77.910 +/- 0.328 | dlogz: 44.074 > 0.109
iter: 895 | bound: 8 | nc: 34 | ncall: 22500 | eff(%): 3.978 | loglstar: -inf < -66.167 < inf | logz: -77.757 +/- 0.327 | dlogz: 43.887 > 0.109
iter: 896 | bound: 8 | nc: 34 | ncall: 22534 | eff(%): 3.976 | loglstar: -inf < -66.162 < inf | logz: -77.621 +/- 0.327 | dlogz: 43.723 > 0.109
iter: 897 | bound: 8 | nc: 34 | ncall: 22568 | eff(%): 3.975 | loglstar: -inf < -66.144 < inf | logz: -77.502 +/- 0.326 | dlogz: 43.578 > 0.109
iter: 898 | bound: 8 | nc: 34 | ncall: 22602 | eff(%): 3.973 | loglstar: -inf < -65.548 < inf | logz: -77.354 +/- 0.326 | dlogz: 43.448 > 0.109
iter: 899 | bound: 8 | nc: 34 | ncall: 22636 | eff(%): 3.972 | loglstar: -inf < -65.281 < inf | logz: -77.171 +/- 0.326 | dlogz: 43.291 > 0.109
iter: 900 | bound: 8 | nc: 34 | ncall: 22670 | eff(%): 3.970 | loglstar: -inf < -65.160 < inf | logz: -76.988 +/- 0.327 | dlogz: 43.097 > 0.109
iter: 901 | bound: 8 | nc: 34 | ncall: 22704 | eff(%): 3.968 | loglstar: -inf < -65.135 < inf | logz: -76.825 +/- 0.327 | dlogz: 42.905 > 0.109
iter: 902 | bound: 8 | nc: 34 | ncall: 22738 | eff(%): 3.967 | loglstar: -inf < -64.816 < inf | logz: -76.660 +/- 0.327 | dlogz: 42.732 > 0.109
iter: 903 | bound: 8 | nc: 34 | ncall: 22772 | eff(%): 3.965 | loglstar: -inf < -64.737 < inf | logz: -76.493 +/- 0.327 | dlogz: 42.557 > 0.109
iter: 904 | bound: 8 | nc: 34 | ncall: 22806 | eff(%): 3.964 | loglstar: -inf < -64.519 < inf | logz: -76.330 +/- 0.327 | dlogz: 42.380 > 0.109
iter: 905 | bound: 8 | nc: 34 | ncall: 22840 | eff(%): 3.962 | loglstar: -inf < -64.510 < inf | logz: -76.176 +/- 0.327 | dlogz: 42.207 > 0.109
iter: 906 | bound: 8 | nc: 34 | ncall: 22874 | eff(%): 3.961 | loglstar: -inf < -64.494 < inf | logz: -76.043 +/- 0.326 | dlogz: 42.043 > 0.109
iter: 907 | bound: 8 | nc: 34 | ncall: 22908 | eff(%): 3.959 | loglstar: -inf < -64.156 < inf | logz: -75.903 +/- 0.326 | dlogz: 41.900 > 0.109
iter: 908 | bound: 8 | nc: 34 | ncall: 22942 | eff(%): 3.958 | loglstar: -inf < -64.126 < inf | logz: -75.761 +/- 0.326 | dlogz: 41.750 > 0.109
iter: 909 | bound: 8 | nc: 34 | ncall: 22976 | eff(%): 3.956 | loglstar: -inf < -63.854 < inf | logz: -75.618 +/- 0.326 | dlogz: 41.598 > 0.109
iter: 910 | bound: 8 | nc: 34 | ncall: 23010 | eff(%): 3.955 | loglstar: -inf < -63.756 < inf | logz: -75.471 +/- 0.326 | dlogz: 41.445 > 0.109
iter: 911 | bound: 8 | nc: 34 | ncall: 23044 | eff(%): 3.953 | loglstar: -inf < -63.612 < inf | logz: -75.329 +/- 0.326 | dlogz: 41.288 > 0.109
iter: 912 | bound: 8 | nc: 34 | ncall: 23078 | eff(%): 3.952 | loglstar: -inf < -63.456 < inf | logz: -75.187 +/- 0.326 | dlogz: 41.136 > 0.109
iter: 913 | bound: 8 | nc: 34 | ncall: 23112 | eff(%): 3.950 | loglstar: -inf < -63.276 < inf | logz: -75.043 +/- 0.326 | dlogz: 40.985 > 0.109
iter: 914 | bound: 8 | nc: 34 | ncall: 23146 | eff(%): 3.949 | loglstar: -inf < -63.187 < inf | logz: -74.902 +/- 0.326 | dlogz: 40.831 > 0.109
iter: 915 | bound: 8 | nc: 34 | ncall: 23180 | eff(%): 3.947 | loglstar: -inf < -62.540 < inf | logz: -74.722 +/- 0.327 | dlogz: 40.680 > 0.109
iter: 916 | bound: 8 | nc: 34 | ncall: 23214 | eff(%): 3.946 | loglstar: -inf < -62.121 < inf | logz: -74.482 +/- 0.329 | dlogz: 40.489 > 0.109
iter: 917 | bound: 8 | nc: 34 | ncall: 23248 | eff(%): 3.944 | loglstar: -inf < -62.091 < inf | logz: -74.253 +/- 0.330 | dlogz: 40.240 > 0.109
iter: 918 | bound: 8 | nc: 34 | ncall: 23282 | eff(%): 3.943 | loglstar: -inf < -62.053 < inf | logz: -74.062 +/- 0.330 | dlogz: 40.000 > 0.109
iter: 919 | bound: 8 | nc: 34 | ncall: 23316 | eff(%): 3.941 | loglstar: -inf < -61.720 < inf | logz: -73.871 +/- 0.330 | dlogz: 39.799 > 0.109
iter: 920 | bound: 8 | nc: 34 | ncall: 23350 | eff(%): 3.940 | loglstar: -inf < -61.603 < inf | logz: -73.679 +/- 0.331 | dlogz: 39.599 > 0.109
iter: 921 | bound: 8 | nc: 34 | ncall: 23384 | eff(%): 3.939 | loglstar: -inf < -61.547 < inf | logz: -73.506 +/- 0.331 | dlogz: 39.396 > 0.109
iter: 922 | bound: 8 | nc: 34 | ncall: 23418 | eff(%): 3.937 | loglstar: -inf < -61.317 < inf | logz: -73.338 +/- 0.331 | dlogz: 39.213 > 0.109
iter: 923 | bound: 8 | nc: 34 | ncall: 23452 | eff(%): 3.936 | loglstar: -inf < -61.302 < inf | logz: -73.179 +/- 0.330 | dlogz: 39.035 > 0.109
iter: 924 | bound: 8 | nc: 34 | ncall: 23486 | eff(%): 3.934 | loglstar: -inf < -61.135 < inf | logz: -73.031 +/- 0.330 | dlogz: 38.867 > 0.109
iter: 925 | bound: 8 | nc: 34 | ncall: 23520 | eff(%): 3.933 | loglstar: -inf < -60.995 < inf | logz: -72.884 +/- 0.330 | dlogz: 38.709 > 0.109
iter: 926 | bound: 8 | nc: 34 | ncall: 23554 | eff(%): 3.931 | loglstar: -inf < -60.947 < inf | logz: -72.745 +/- 0.330 | dlogz: 38.552 > 0.109
iter: 927 | bound: 8 | nc: 34 | ncall: 23588 | eff(%): 3.930 | loglstar: -inf < -60.851 < inf | logz: -72.616 +/- 0.329 | dlogz: 38.403 > 0.109
iter: 928 | bound: 8 | nc: 34 | ncall: 23622 | eff(%): 3.929 | loglstar: -inf < -60.753 < inf | logz: -72.492 +/- 0.329 | dlogz: 38.264 > 0.109
iter: 929 | bound: 8 | nc: 34 | ncall: 23656 | eff(%): 3.927 | loglstar: -inf < -60.528 < inf | logz: -72.364 +/- 0.329 | dlogz: 38.130 > 0.109
iter: 930 | bound: 8 | nc: 34 | ncall: 23690 | eff(%): 3.926 | loglstar: -inf < -60.453 < inf | logz: -72.235 +/- 0.329 | dlogz: 37.992 > 0.109
iter: 931 | bound: 8 | nc: 34 | ncall: 23724 | eff(%): 3.924 | loglstar: -inf < -60.219 < inf | logz: -72.104 +/- 0.328 | dlogz: 37.854 > 0.109
iter: 932 | bound: 8 | nc: 34 | ncall: 23758 | eff(%): 3.923 | loglstar: -inf < -60.008 < inf | logz: -71.962 +/- 0.329 | dlogz: 37.712 > 0.109
iter: 933 | bound: 8 | nc: 34 | ncall: 23792 | eff(%): 3.921 | loglstar: -inf < -59.916 < inf | logz: -71.822 +/- 0.329 | dlogz: 37.561 > 0.109
iter: 934 | bound: 8 | nc: 34 | ncall: 23826 | eff(%): 3.920 | loglstar: -inf < -59.804 < inf | logz: -71.687 +/- 0.329 | dlogz: 37.410 > 0.109
iter: 935 | bound: 8 | nc: 34 | ncall: 23860 | eff(%): 3.919 | loglstar: -inf < -59.608 < inf | logz: -71.550 +/- 0.329 | dlogz: 37.265 > 0.109
iter: 936 | bound: 8 | nc: 34 | ncall: 23894 | eff(%): 3.917 | loglstar: -inf < -59.446 < inf | logz: -71.410 +/- 0.329 | dlogz: 37.119 > 0.109
iter: 937 | bound: 8 | nc: 34 | ncall: 23928 | eff(%): 3.916 | loglstar: -inf < -59.187 < inf | logz: -71.261 +/- 0.329 | dlogz: 36.968 > 0.109
iter: 938 | bound: 8 | nc: 34 | ncall: 23962 | eff(%): 3.915 | loglstar: -inf < -59.160 < inf | logz: -71.115 +/- 0.329 | dlogz: 36.809 > 0.109
iter: 939 | bound: 8 | nc: 34 | ncall: 23996 | eff(%): 3.913 | loglstar: -inf < -59.064 < inf | logz: -70.981 +/- 0.329 | dlogz: 36.654 > 0.109
iter: 940 | bound: 8 | nc: 34 | ncall: 24030 | eff(%): 3.912 | loglstar: -inf < -59.058 < inf | logz: -70.859 +/- 0.329 | dlogz: 36.510 > 0.109
iter: 941 | bound: 8 | nc: 34 | ncall: 24064 | eff(%): 3.910 | loglstar: -inf < -58.961 < inf | logz: -70.745 +/- 0.329 | dlogz: 36.377 > 0.109
iter: 942 | bound: 8 | nc: 34 | ncall: 24098 | eff(%): 3.909 | loglstar: -inf < -58.955 < inf | logz: -70.639 +/- 0.329 | dlogz: 36.254 > 0.109
iter: 943 | bound: 8 | nc: 34 | ncall: 24132 | eff(%): 3.908 | loglstar: -inf < -58.838 < inf | logz: -70.539 +/- 0.328 | dlogz: 36.138 > 0.109
iter: 944 | bound: 8 | nc: 34 | ncall: 24166 | eff(%): 3.906 | loglstar: -inf < -58.832 < inf | logz: -70.443 +/- 0.328 | dlogz: 36.027 > 0.109
iter: 945 | bound: 8 | nc: 34 | ncall: 24200 | eff(%): 3.905 | loglstar: -inf < -58.678 < inf | logz: -70.349 +/- 0.328 | dlogz: 35.921 > 0.109
iter: 946 | bound: 8 | nc: 34 | ncall: 24234 | eff(%): 3.904 | loglstar: -inf < -58.412 < inf | logz: -70.244 +/- 0.328 | dlogz: 35.818 > 0.109
iter: 947 | bound: 8 | nc: 34 | ncall: 24268 | eff(%): 3.902 | loglstar: -inf < -58.074 < inf | logz: -70.119 +/- 0.328 | dlogz: 35.703 > 0.109
iter: 948 | bound: 8 | nc: 34 | ncall: 24302 | eff(%): 3.901 | loglstar: -inf < -58.058 < inf | logz: -69.990 +/- 0.328 | dlogz: 35.568 > 0.109
iter: 949 | bound: 8 | nc: 34 | ncall: 24336 | eff(%): 3.900 | loglstar: -inf < -57.742 < inf | logz: -69.857 +/- 0.328 | dlogz: 43.954 > 0.109
iter: 950 | bound: 8 | nc: 34 | ncall: 24370 | eff(%): 3.898 | loglstar: -inf < -57.687 < inf | logz: -69.719 +/- 0.329 | dlogz: 43.811 > 0.109
iter: 951 | bound: 8 | nc: 34 | ncall: 24404 | eff(%): 3.897 | loglstar: -inf < -57.532 < inf | logz: -69.587 +/- 0.329 | dlogz: 43.663 > 0.109
iter: 952 | bound: 8 | nc: 34 | ncall: 24438 | eff(%): 3.896 | loglstar: -inf < -57.525 < inf | logz: -69.462 +/- 0.329 | dlogz: 43.521 > 0.109
iter: 953 | bound: 8 | nc: 34 | ncall: 24472 | eff(%): 3.894 | loglstar: -inf < -57.398 < inf | logz: -69.345 +/- 0.329 | dlogz: 43.386 > 0.109
iter: 954 | bound: 8 | nc: 34 | ncall: 24506 | eff(%): 3.893 | loglstar: -inf < -56.839 < inf | logz: -69.197 +/- 0.330 | dlogz: 43.259 > 0.109
iter: 955 | bound: 9 | nc: 34 | ncall: 24540 | eff(%): 3.892 | loglstar: -inf < -56.541 < inf | logz: -69.011 +/- 0.331 | dlogz: 43.101 > 0.109
iter: 956 | bound: 9 | nc: 34 | ncall: 24574 | eff(%): 3.890 | loglstar: -inf < -56.467 < inf | logz: -68.829 +/- 0.332 | dlogz: 42.905 > 0.109
iter: 957 | bound: 9 | nc: 34 | ncall: 24608 | eff(%): 3.889 | loglstar: -inf < -56.257 < inf | logz: -68.654 +/- 0.333 | dlogz: 42.713 > 0.109
iter: 958 | bound: 9 | nc: 34 | ncall: 24642 | eff(%): 3.888 | loglstar: -inf < -56.169 < inf | logz: -68.486 +/- 0.333 | dlogz: 42.529 > 0.109
iter: 959 | bound: 9 | nc: 34 | ncall: 24676 | eff(%): 3.886 | loglstar: -inf < -56.143 < inf | logz: -68.335 +/- 0.333 | dlogz: 42.350 > 0.109
iter: 960 | bound: 9 | nc: 34 | ncall: 24710 | eff(%): 3.885 | loglstar: -inf < -56.107 < inf | logz: -68.202 +/- 0.333 | dlogz: 42.190 > 0.109
iter: 961 | bound: 9 | nc: 34 | ncall: 24744 | eff(%): 3.884 | loglstar: -inf < -56.094 < inf | logz: -68.083 +/- 0.333 | dlogz: 42.046 > 0.109
iter: 962 | bound: 9 | nc: 34 | ncall: 24778 | eff(%): 3.882 | loglstar: -inf < -56.066 < inf | logz: -67.975 +/- 0.332 | dlogz: 41.917 > 0.109
iter: 963 | bound: 9 | nc: 34 | ncall: 24812 | eff(%): 3.881 | loglstar: -inf < -56.039 < inf | logz: -67.876 +/- 0.332 | dlogz: 41.800 > 0.109
iter: 964 | bound: 9 | nc: 34 | ncall: 24846 | eff(%): 3.880 | loglstar: -inf < -55.905 < inf | logz: -67.780 +/- 0.332 | dlogz: 41.691 > 0.109
iter: 965 | bound: 9 | nc: 34 | ncall: 24880 | eff(%): 3.879 | loglstar: -inf < -55.899 < inf | logz: -67.687 +/- 0.331 | dlogz: 41.585 > 0.109
iter: 966 | bound: 9 | nc: 34 | ncall: 24914 | eff(%): 3.877 | loglstar: -inf < -55.885 < inf | logz: -67.602 +/- 0.331 | dlogz: 41.482 > 0.109
iter: 967 | bound: 9 | nc: 34 | ncall: 24948 | eff(%): 3.876 | loglstar: -inf < -55.769 < inf | logz: -67.519 +/- 0.331 | dlogz: 41.387 > 0.109
iter: 968 | bound: 9 | nc: 34 | ncall: 24982 | eff(%): 3.875 | loglstar: -inf < -55.762 < inf | logz: -67.439 +/- 0.330 | dlogz: 41.294 > 0.109
iter: 969 | bound: 9 | nc: 34 | ncall: 25016 | eff(%): 3.874 | loglstar: -inf < -55.723 < inf | logz: -67.364 +/- 0.330 | dlogz: 41.204 > 0.109
iter: 970 | bound: 9 | nc: 34 | ncall: 25050 | eff(%): 3.872 | loglstar: -inf < -55.664 < inf | logz: -67.292 +/- 0.329 | dlogz: 41.119 > 0.109
iter: 971 | bound: 9 | nc: 34 | ncall: 25084 | eff(%): 3.871 | loglstar: -inf < -55.581 < inf | logz: -67.220 +/- 0.329 | dlogz: 41.036 > 0.109
iter: 972 | bound: 9 | nc: 34 | ncall: 25118 | eff(%): 3.870 | loglstar: -inf < -55.517 < inf | logz: -67.148 +/- 0.329 | dlogz: 40.955 > 0.109
iter: 973 | bound: 9 | nc: 34 | ncall: 25152 | eff(%): 3.868 | loglstar: -inf < -55.438 < inf | logz: -67.078 +/- 0.329 | dlogz: 40.874 > 0.109
iter: 974 | bound: 10 | nc: 34 | ncall: 25186 | eff(%): 3.867 | loglstar: -inf < -55.407 < inf | logz: -67.009 +/- 0.328 | dlogz: 40.793 > 0.109
iter: 975 | bound: 10 | nc: 34 | ncall: 25220 | eff(%): 3.866 | loglstar: -inf < -55.376 < inf | logz: -66.943 +/- 0.328 | dlogz: 40.714 > 0.109
iter: 976 | bound: 10 | nc: 34 | ncall: 25254 | eff(%): 3.865 | loglstar: -inf < -54.574 < inf | logz: -66.845 +/- 0.328 | dlogz: 40.639 > 0.109
iter: 977 | bound: 10 | nc: 34 | ncall: 25288 | eff(%): 3.863 | loglstar: -inf < -54.395 < inf | logz: -66.714 +/- 0.329 | dlogz: 40.530 > 0.109
iter: 978 | bound: 10 | nc: 34 | ncall: 25322 | eff(%): 3.862 | loglstar: -inf < -54.395 < inf | logz: -66.589 +/- 0.330 | dlogz: 40.389 > 0.109
iter: 979 | bound: 10 | nc: 34 | ncall: 25356 | eff(%): 3.861 | loglstar: -inf < -54.378 < inf | logz: -66.478 +/- 0.330 | dlogz: 40.254 > 0.109
iter: 980 | bound: 10 | nc: 34 | ncall: 25390 | eff(%): 3.860 | loglstar: -inf < -54.064 < inf | logz: -66.361 +/- 0.330 | dlogz: 40.134 > 0.109
iter: 981 | bound: 10 | nc: 34 | ncall: 25424 | eff(%): 3.859 | loglstar: -inf < -53.949 < inf | logz: -66.236 +/- 0.331 | dlogz: 40.007 > 0.109
iter: 982 | bound: 10 | nc: 34 | ncall: 25458 | eff(%): 3.857 | loglstar: -inf < -53.715 < inf | logz: -66.105 +/- 0.331 | dlogz: 39.871 > 0.109
iter: 983 | bound: 10 | nc: 34 | ncall: 25492 | eff(%): 3.856 | loglstar: -inf < -53.686 < inf | logz: -65.976 +/- 0.332 | dlogz: 39.730 > 0.109
iter: 984 | bound: 10 | nc: 34 | ncall: 25526 | eff(%): 3.855 | loglstar: -inf < -53.601 < inf | logz: -65.856 +/- 0.332 | dlogz: 39.591 > 0.109
iter: 985 | bound: 10 | nc: 34 | ncall: 25560 | eff(%): 3.854 | loglstar: -inf < -53.156 < inf | logz: -65.717 +/- 0.333 | dlogz: 39.462 > 0.109
iter: 986 | bound: 10 | nc: 34 | ncall: 25594 | eff(%): 3.852 | loglstar: -inf < -52.887 < inf | logz: -65.551 +/- 0.334 | dlogz: 39.313 > 0.109
iter: 987 | bound: 10 | nc: 34 | ncall: 25628 | eff(%): 3.851 | loglstar: -inf < -52.551 < inf | logz: -65.364 +/- 0.335 | dlogz: 39.137 > 0.109
iter: 988 | bound: 10 | nc: 34 | ncall: 25662 | eff(%): 3.850 | loglstar: -inf < -52.530 < inf | logz: -65.182 +/- 0.336 | dlogz: 38.940 > 0.109
iter: 989 | bound: 11 | nc: 34 | ncall: 25696 | eff(%): 3.849 | loglstar: -inf < -52.483 < inf | logz: -65.025 +/- 0.337 | dlogz: 38.748 > 0.109
iter: 990 | bound: 11 | nc: 34 | ncall: 25730 | eff(%): 3.848 | loglstar: -inf < -52.347 < inf | logz: -64.878 +/- 0.337 | dlogz: 38.581 > 0.109
iter: 991 | bound: 11 | nc: 34 | ncall: 25764 | eff(%): 3.846 | loglstar: -inf < -52.321 < inf | logz: -64.742 +/- 0.337 | dlogz: 38.424 > 0.109
iter: 992 | bound: 11 | nc: 34 | ncall: 25798 | eff(%): 3.845 | loglstar: -inf < -52.287 < inf | logz: -64.619 +/- 0.337 | dlogz: 38.278 > 0.109
iter: 993 | bound: 11 | nc: 34 | ncall: 25832 | eff(%): 3.844 | loglstar: -inf < -52.212 < inf | logz: -64.505 +/- 0.337 | dlogz: 38.145 > 0.109
iter: 994 | bound: 11 | nc: 34 | ncall: 25866 | eff(%): 3.843 | loglstar: -inf < -51.919 < inf | logz: -64.384 +/- 0.336 | dlogz: 38.021 > 0.109
iter: 995 | bound: 11 | nc: 34 | ncall: 25900 | eff(%): 3.842 | loglstar: -inf < -51.874 < inf | logz: -64.259 +/- 0.336 | dlogz: 37.890 > 0.109
iter: 996 | bound: 11 | nc: 34 | ncall: 25934 | eff(%): 3.841 | loglstar: -inf < -51.802 < inf | logz: -64.143 +/- 0.336 | dlogz: 37.755 > 0.109
iter: 997 | bound: 11 | nc: 34 | ncall: 25968 | eff(%): 3.839 | loglstar: -inf < -51.727 < inf | logz: -64.032 +/- 0.336 | dlogz: 37.629 > 0.109
iter: 998 | bound: 11 | nc: 34 | ncall: 26002 | eff(%): 3.838 | loglstar: -inf < -51.587 < inf | logz: -63.923 +/- 0.336 | dlogz: 37.509 > 0.109
iter: 999 | bound: 11 | nc: 34 | ncall: 26036 | eff(%): 3.837 | loglstar: -inf < -51.586 < inf | logz: -63.819 +/- 0.336 | dlogz: 37.389 > 0.109
iter: 1000 | bound: 11 | nc: 34 | ncall: 26070 | eff(%): 3.836 | loglstar: -inf < -51.359 < inf | logz: -63.714 +/- 0.336 | dlogz: 37.275 > 0.109
iter: 1001 | bound: 11 | nc: 34 | ncall: 26104 | eff(%): 3.835 | loglstar: -inf < -51.252 < inf | logz: -63.605 +/- 0.336 | dlogz: 37.161 > 0.109
iter: 1002 | bound: 11 | nc: 34 | ncall: 26138 | eff(%): 3.833 | loglstar: -inf < -51.155 < inf | logz: -63.497 +/- 0.336 | dlogz: 37.041 > 0.109
iter: 1003 | bound: 11 | nc: 34 | ncall: 26172 | eff(%): 3.832 | loglstar: -inf < -51.089 < inf | logz: -63.393 +/- 0.336 | dlogz: 36.923 > 0.109
iter: 1004 | bound: 11 | nc: 34 | ncall: 26206 | eff(%): 3.831 | loglstar: -inf < -50.934 < inf | logz: -63.289 +/- 0.336 | dlogz: 36.809 > 0.109
iter: 1005 | bound: 11 | nc: 34 | ncall: 26240 | eff(%): 3.830 | loglstar: -inf < -50.916 < inf | logz: -63.188 +/- 0.336 | dlogz: 36.696 > 0.109
iter: 1006 | bound: 11 | nc: 34 | ncall: 26274 | eff(%): 3.829 | loglstar: -inf < -50.898 < inf | logz: -63.095 +/- 0.335 | dlogz: 36.585 > 0.109
iter: 1007 | bound: 11 | nc: 34 | ncall: 26308 | eff(%): 3.828 | loglstar: -inf < -50.703 < inf | logz: -63.002 +/- 0.335 | dlogz: 36.482 > 0.109
iter: 1008 | bound: 11 | nc: 34 | ncall: 26342 | eff(%): 3.827 | loglstar: -inf < -50.678 < inf | logz: -62.909 +/- 0.335 | dlogz: 36.379 > 0.109
iter: 1009 | bound: 11 | nc: 34 | ncall: 26376 | eff(%): 3.825 | loglstar: -inf < -50.662 < inf | logz: -62.823 +/- 0.335 | dlogz: 36.276 > 0.109
iter: 1010 | bound: 11 | nc: 34 | ncall: 26410 | eff(%): 3.824 | loglstar: -inf < -50.643 < inf | logz: -62.743 +/- 0.335 | dlogz: 36.179 > 0.109
iter: 1011 | bound: 11 | nc: 34 | ncall: 26444 | eff(%): 3.823 | loglstar: -inf < -50.614 < inf | logz: -62.667 +/- 0.335 | dlogz: 36.089 > 0.109
iter: 1012 | bound: 11 | nc: 34 | ncall: 26478 | eff(%): 3.822 | loglstar: -inf < -50.545 < inf | logz: -62.595 +/- 0.334 | dlogz: 36.004 > 0.109
iter: 1013 | bound: 11 | nc: 34 | ncall: 26512 | eff(%): 3.821 | loglstar: -inf < -50.502 < inf | logz: -62.524 +/- 0.334 | dlogz: 35.922 > 0.109
iter: 1014 | bound: 11 | nc: 34 | ncall: 26546 | eff(%): 3.820 | loglstar: -inf < -49.444 < inf | logz: -62.398 +/- 0.335 | dlogz: 35.841 > 0.109
iter: 1015 | bound: 11 | nc: 34 | ncall: 26580 | eff(%): 3.819 | loglstar: -inf < -49.390 < inf | logz: -62.234 +/- 0.336 | dlogz: 35.706 > 0.109
iter: 1016 | bound: 11 | nc: 34 | ncall: 26614 | eff(%): 3.818 | loglstar: -inf < -49.369 < inf | logz: -62.090 +/- 0.337 | dlogz: 35.531 > 0.109
iter: 1017 | bound: 11 | nc: 34 | ncall: 26648 | eff(%): 3.816 | loglstar: -inf < -48.914 < inf | logz: -61.930 +/- 0.338 | dlogz: 35.377 > 0.109
iter: 1018 | bound: 11 | nc: 34 | ncall: 26682 | eff(%): 3.815 | loglstar: -inf < -48.735 < inf | logz: -61.750 +/- 0.339 | dlogz: 35.207 > 0.109
iter: 1019 | bound: 11 | nc: 34 | ncall: 26716 | eff(%): 3.814 | loglstar: -inf < -48.594 < inf | logz: -61.575 +/- 0.340 | dlogz: 35.017 > 0.109
iter: 1020 | bound: 11 | nc: 34 | ncall: 26750 | eff(%): 3.813 | loglstar: -inf < -48.510 < inf | logz: -61.412 +/- 0.341 | dlogz: 34.833 > 0.109
iter: 1021 | bound: 11 | nc: 34 | ncall: 26784 | eff(%): 3.812 | loglstar: -inf < -48.475 < inf | logz: -61.266 +/- 0.341 | dlogz: 34.660 > 0.109
iter: 1022 | bound: 11 | nc: 34 | ncall: 26818 | eff(%): 3.811 | loglstar: -inf < -48.385 < inf | logz: -61.131 +/- 0.341 | dlogz: 34.503 > 0.109
iter: 1023 | bound: 12 | nc: 34 | ncall: 26852 | eff(%): 3.810 | loglstar: -inf < -48.347 < inf | logz: -61.006 +/- 0.341 | dlogz: 34.359 > 0.109
iter: 1024 | bound: 12 | nc: 34 | ncall: 26886 | eff(%): 3.809 | loglstar: -inf < -48.342 < inf | logz: -60.894 +/- 0.341 | dlogz: 34.224 > 0.109
iter: 1025 | bound: 12 | nc: 34 | ncall: 26920 | eff(%): 3.808 | loglstar: -inf < -48.330 < inf | logz: -60.794 +/- 0.341 | dlogz: 34.102 > 0.109
iter: 1026 | bound: 12 | nc: 34 | ncall: 26954 | eff(%): 3.806 | loglstar: -inf < -48.247 < inf | logz: -60.699 +/- 0.340 | dlogz: 33.992 > 0.109
iter: 1027 | bound: 12 | nc: 34 | ncall: 26988 | eff(%): 3.805 | loglstar: -inf < -48.165 < inf | logz: -60.606 +/- 0.340 | dlogz: 33.887 > 0.109
iter: 1028 | bound: 12 | nc: 34 | ncall: 27022 | eff(%): 3.804 | loglstar: -inf < -48.105 < inf | logz: -60.516 +/- 0.340 | dlogz: 33.784 > 0.109
iter: 1029 | bound: 12 | nc: 34 | ncall: 27056 | eff(%): 3.803 | loglstar: -inf < -47.968 < inf | logz: -60.426 +/- 0.339 | dlogz: 33.684 > 0.109
iter: 1030 | bound: 12 | nc: 34 | ncall: 27090 | eff(%): 3.802 | loglstar: -inf < -47.619 < inf | logz: -60.322 +/- 0.339 | dlogz: 33.584 > 0.109
iter: 1031 | bound: 12 | nc: 34 | ncall: 27124 | eff(%): 3.801 | loglstar: -inf < -47.531 < inf | logz: -60.208 +/- 0.339 | dlogz: 33.470 > 0.109
iter: 1032 | bound: 12 | nc: 34 | ncall: 27158 | eff(%): 3.800 | loglstar: -inf < -47.304 < inf | logz: -60.090 +/- 0.340 | dlogz: 33.346 > 0.109
iter: 1033 | bound: 12 | nc: 34 | ncall: 27192 | eff(%): 3.799 | loglstar: -inf < -47.180 < inf | logz: -59.967 +/- 0.340 | dlogz: 33.218 > 0.109
iter: 1034 | bound: 12 | nc: 34 | ncall: 27226 | eff(%): 3.798 | loglstar: -inf < -47.132 < inf | logz: -59.850 +/- 0.340 | dlogz: 35.109 > 0.109
iter: 1035 | bound: 12 | nc: 34 | ncall: 27260 | eff(%): 3.797 | loglstar: -inf < -47.118 < inf | logz: -59.743 +/- 0.340 | dlogz: 34.982 > 0.109
iter: 1036 | bound: 12 | nc: 34 | ncall: 27294 | eff(%): 3.796 | loglstar: -inf < -46.979 < inf | logz: -59.639 +/- 0.340 | dlogz: 34.864 > 0.109
iter: 1037 | bound: 12 | nc: 34 | ncall: 27328 | eff(%): 3.795 | loglstar: -inf < -46.893 < inf | logz: -59.536 +/- 0.340 | dlogz: 34.751 > 0.109
iter: 1038 | bound: 12 | nc: 34 | ncall: 27362 | eff(%): 3.794 | loglstar: -inf < -46.752 < inf | logz: -59.433 +/- 0.340 | dlogz: 34.638 > 0.109
iter: 1039 | bound: 12 | nc: 34 | ncall: 27396 | eff(%): 3.793 | loglstar: -inf < -46.569 < inf | logz: -59.324 +/- 0.340 | dlogz: 34.525 > 0.109
iter: 1040 | bound: 12 | nc: 34 | ncall: 27430 | eff(%): 3.791 | loglstar: -inf < -46.539 < inf | logz: -59.218 +/- 0.340 | dlogz: 34.407 > 0.109
iter: 1041 | bound: 12 | nc: 34 | ncall: 27464 | eff(%): 3.790 | loglstar: -inf < -46.394 < inf | logz: -59.114 +/- 0.340 | dlogz: 34.290 > 0.109
iter: 1042 | bound: 12 | nc: 34 | ncall: 27498 | eff(%): 3.789 | loglstar: -inf < -46.385 < inf | logz: -59.013 +/- 0.340 | dlogz: 34.176 > 0.109
iter: 1043 | bound: 12 | nc: 34 | ncall: 27532 | eff(%): 3.788 | loglstar: -inf < -46.307 < inf | logz: -58.919 +/- 0.340 | dlogz: 34.066 > 0.109
iter: 1044 | bound: 12 | nc: 34 | ncall: 27566 | eff(%): 3.787 | loglstar: -inf < -46.232 < inf | logz: -58.828 +/- 0.340 | dlogz: 33.962 > 0.109
iter: 1045 | bound: 12 | nc: 34 | ncall: 27600 | eff(%): 3.786 | loglstar: -inf < -46.224 < inf | logz: -58.741 +/- 0.340 | dlogz: 33.860 > 0.109
iter: 1046 | bound: 12 | nc: 34 | ncall: 27634 | eff(%): 3.785 | loglstar: -inf < -46.215 < inf | logz: -58.662 +/- 0.340 | dlogz: 33.764 > 0.109
iter: 1047 | bound: 12 | nc: 34 | ncall: 27668 | eff(%): 3.784 | loglstar: -inf < -46.105 < inf | logz: -58.584 +/- 0.340 | dlogz: 33.674 > 0.109
iter: 1048 | bound: 12 | nc: 34 | ncall: 27702 | eff(%): 3.783 | loglstar: -inf < -45.997 < inf | logz: -58.505 +/- 0.339 | dlogz: 33.587 > 0.109
iter: 1049 | bound: 12 | nc: 34 | ncall: 27736 | eff(%): 3.782 | loglstar: -inf < -45.831 < inf | logz: -58.422 +/- 0.339 | dlogz: 33.498 > 0.109
iter: 1050 | bound: 12 | nc: 34 | ncall: 27770 | eff(%): 3.781 | loglstar: -inf < -45.813 < inf | logz: -58.340 +/- 0.339 | dlogz: 33.405 > 0.109
iter: 1051 | bound: 12 | nc: 34 | ncall: 27804 | eff(%): 3.780 | loglstar: -inf < -45.810 < inf | logz: -58.264 +/- 0.339 | dlogz: 33.313 > 0.109
iter: 1052 | bound: 12 | nc: 34 | ncall: 27838 | eff(%): 3.779 | loglstar: -inf < -45.763 < inf | logz: -58.192 +/- 0.339 | dlogz: 33.226 > 0.109
iter: 1053 | bound: 12 | nc: 34 | ncall: 27872 | eff(%): 3.778 | loglstar: -inf < -45.757 < inf | logz: -58.124 +/- 0.339 | dlogz: 33.145 > 0.109
iter: 1054 | bound: 12 | nc: 34 | ncall: 27906 | eff(%): 3.777 | loglstar: -inf < -45.579 < inf | logz: -58.054 +/- 0.339 | dlogz: 33.066 > 0.109
iter: 1055 | bound: 12 | nc: 34 | ncall: 27940 | eff(%): 3.776 | loglstar: -inf < -45.518 < inf | logz: -57.982 +/- 0.339 | dlogz: 32.987 > 0.109
iter: 1056 | bound: 12 | nc: 34 | ncall: 27974 | eff(%): 3.775 | loglstar: -inf < -45.419 < inf | logz: -57.911 +/- 0.338 | dlogz: 32.905 > 0.109
iter: 1057 | bound: 12 | nc: 34 | ncall: 28008 | eff(%): 3.774 | loglstar: -inf < -45.411 < inf | logz: -57.841 +/- 0.338 | dlogz: 32.824 > 0.109
iter: 1058 | bound: 12 | nc: 34 | ncall: 28042 | eff(%): 3.773 | loglstar: -inf < -45.376 < inf | logz: -57.775 +/- 0.338 | dlogz: 32.744 > 0.109
iter: 1059 | bound: 12 | nc: 34 | ncall: 28076 | eff(%): 3.772 | loglstar: -inf < -45.302 < inf | logz: -57.710 +/- 0.338 | dlogz: 32.668 > 0.109
iter: 1060 | bound: 12 | nc: 34 | ncall: 28110 | eff(%): 3.771 | loglstar: -inf < -45.173 < inf | logz: -57.644 +/- 0.338 | dlogz: 32.593 > 0.109
iter: 1061 | bound: 12 | nc: 34 | ncall: 28144 | eff(%): 3.770 | loglstar: -inf < -45.106 < inf | logz: -57.576 +/- 0.338 | dlogz: 32.517 > 0.109
iter: 1062 | bound: 12 | nc: 34 | ncall: 28178 | eff(%): 3.769 | loglstar: -inf < -44.942 < inf | logz: -57.506 +/- 0.338 | dlogz: 32.439 > 0.109
iter: 1063 | bound: 12 | nc: 34 | ncall: 28212 | eff(%): 3.768 | loglstar: -inf < -44.870 < inf | logz: -57.433 +/- 0.338 | dlogz: 32.359 > 0.109
iter: 1064 | bound: 12 | nc: 34 | ncall: 28246 | eff(%): 3.767 | loglstar: -inf < -44.869 < inf | logz: -57.363 +/- 0.338 | dlogz: 32.276 > 0.109
iter: 1065 | bound: 12 | nc: 34 | ncall: 28280 | eff(%): 3.766 | loglstar: -inf < -44.861 < inf | logz: -57.298 +/- 0.338 | dlogz: 32.197 > 0.109
iter: 1066 | bound: 12 | nc: 34 | ncall: 28314 | eff(%): 3.765 | loglstar: -inf < -44.843 < inf | logz: -57.237 +/- 0.338 | dlogz: 32.122 > 0.109
iter: 1067 | bound: 12 | nc: 34 | ncall: 28348 | eff(%): 3.764 | loglstar: -inf < -44.774 < inf | logz: -57.178 +/- 0.338 | dlogz: 32.051 > 0.109
iter: 1068 | bound: 12 | nc: 34 | ncall: 28382 | eff(%): 3.763 | loglstar: -inf < -44.655 < inf | logz: -57.117 +/- 0.338 | dlogz: 31.981 > 0.109
iter: 1069 | bound: 12 | nc: 34 | ncall: 28416 | eff(%): 3.762 | loglstar: -inf < -44.651 < inf | logz: -57.057 +/- 0.338 | dlogz: 31.911 > 0.109
iter: 1070 | bound: 12 | nc: 34 | ncall: 28450 | eff(%): 3.761 | loglstar: -inf < -44.512 < inf | logz: -56.996 +/- 0.338 | dlogz: 31.840 > 0.109
iter: 1071 | bound: 12 | nc: 34 | ncall: 28484 | eff(%): 3.760 | loglstar: -inf < -44.376 < inf | logz: -56.932 +/- 0.338 | dlogz: 31.770 > 0.109
iter: 1072 | bound: 12 | nc: 34 | ncall: 28518 | eff(%): 3.759 | loglstar: -inf < -44.334 < inf | logz: -56.866 +/- 0.338 | dlogz: 31.695 > 0.109
iter: 1073 | bound: 12 | nc: 34 | ncall: 28552 | eff(%): 3.758 | loglstar: -inf < -44.120 < inf | logz: -56.797 +/- 0.338 | dlogz: 31.620 > 0.109
iter: 1074 | bound: 12 | nc: 34 | ncall: 28586 | eff(%): 3.757 | loglstar: -inf < -44.015 < inf | logz: -56.723 +/- 0.338 | dlogz: 31.541 > 0.109
iter: 1075 | bound: 12 | nc: 34 | ncall: 28620 | eff(%): 3.756 | loglstar: -inf < -43.993 < inf | logz: -56.650 +/- 0.338 | dlogz: 31.457 > 0.109
iter: 1076 | bound: 12 | nc: 34 | ncall: 28654 | eff(%): 3.755 | loglstar: -inf < -43.951 < inf | logz: -56.581 +/- 0.338 | dlogz: 31.374 > 0.109
iter: 1077 | bound: 12 | nc: 34 | ncall: 28688 | eff(%): 3.754 | loglstar: -inf < -43.785 < inf | logz: -56.509 +/- 0.338 | dlogz: 31.295 > 0.109
iter: 1078 | bound: 12 | nc: 34 | ncall: 28722 | eff(%): 3.753 | loglstar: -inf < -43.699 < inf | logz: -56.435 +/- 0.339 | dlogz: 31.214 > 0.109
iter: 1079 | bound: 12 | nc: 34 | ncall: 28756 | eff(%): 3.752 | loglstar: -inf < -43.504 < inf | logz: -56.357 +/- 0.339 | dlogz: 31.129 > 0.109
iter: 1080 | bound: 12 | nc: 34 | ncall: 28790 | eff(%): 3.751 | loglstar: -inf < -43.373 < inf | logz: -56.272 +/- 0.339 | dlogz: 31.041 > 0.109
iter: 1081 | bound: 12 | nc: 34 | ncall: 28824 | eff(%): 3.750 | loglstar: -inf < -43.353 < inf | logz: -56.190 +/- 0.339 | dlogz: 30.947 > 0.109
iter: 1082 | bound: 12 | nc: 34 | ncall: 28858 | eff(%): 3.749 | loglstar: -inf < -43.224 < inf | logz: -56.108 +/- 0.340 | dlogz: 30.854 > 0.109
iter: 1083 | bound: 12 | nc: 34 | ncall: 28892 | eff(%): 3.748 | loglstar: -inf < -43.197 < inf | logz: -56.028 +/- 0.340 | dlogz: 30.763 > 0.109
iter: 1084 | bound: 12 | nc: 34 | ncall: 28926 | eff(%): 3.747 | loglstar: -inf < -43.147 < inf | logz: -55.952 +/- 0.340 | dlogz: 30.673 > 0.109
iter: 1085 | bound: 12 | nc: 34 | ncall: 28960 | eff(%): 3.747 | loglstar: -inf < -42.998 < inf | logz: -55.875 +/- 0.340 | dlogz: 30.587 > 0.109
iter: 1086 | bound: 12 | nc: 34 | ncall: 28994 | eff(%): 3.746 | loglstar: -inf < -42.833 < inf | logz: -55.792 +/- 0.341 | dlogz: 30.499 > 0.109
iter: 1087 | bound: 12 | nc: 34 | ncall: 29028 | eff(%): 3.745 | loglstar: -inf < -42.597 < inf | logz: -55.700 +/- 0.341 | dlogz: 30.406 > 0.109
iter: 1088 | bound: 12 | nc: 34 | ncall: 29062 | eff(%): 3.744 | loglstar: -inf < -42.551 < inf | logz: -55.605 +/- 0.342 | dlogz: 30.304 > 0.109
iter: 1089 | bound: 12 | nc: 34 | ncall: 29096 | eff(%): 3.743 | loglstar: -inf < -42.433 < inf | logz: -55.511 +/- 0.342 | dlogz: 30.199 > 0.109
iter: 1090 | bound: 12 | nc: 34 | ncall: 29130 | eff(%): 3.742 | loglstar: -inf < -42.420 < inf | logz: -55.422 +/- 0.342 | dlogz: 30.096 > 0.109
iter: 1091 | bound: 12 | nc: 34 | ncall: 29164 | eff(%): 3.741 | loglstar: -inf < -42.374 < inf | logz: -55.338 +/- 0.342 | dlogz: 29.997 > 0.109
iter: 1092 | bound: 12 | nc: 34 | ncall: 29198 | eff(%): 3.740 | loglstar: -inf < -42.370 < inf | logz: -55.259 +/- 0.343 | dlogz: 29.903 > 0.109
iter: 1093 | bound: 12 | nc: 34 | ncall: 29232 | eff(%): 3.739 | loglstar: -inf < -42.351 < inf | logz: -55.187 +/- 0.343 | dlogz: 29.814 > 0.109
iter: 1094 | bound: 12 | nc: 34 | ncall: 29266 | eff(%): 3.738 | loglstar: -inf < -41.848 < inf | logz: -55.097 +/- 0.343 | dlogz: 29.731 > 0.109
iter: 1095 | bound: 12 | nc: 34 | ncall: 29300 | eff(%): 3.737 | loglstar: -inf < -41.740 < inf | logz: -54.992 +/- 0.343 | dlogz: 29.632 > 0.109
iter: 1096 | bound: 12 | nc: 34 | ncall: 29334 | eff(%): 3.736 | loglstar: -inf < -41.612 < inf | logz: -54.886 +/- 0.344 | dlogz: 29.517 > 0.109
iter: 1097 | bound: 12 | nc: 34 | ncall: 29368 | eff(%): 3.735 | loglstar: -inf < -41.593 < inf | logz: -54.785 +/- 0.344 | dlogz: 29.401 > 0.109
iter: 1098 | bound: 12 | nc: 34 | ncall: 29402 | eff(%): 3.734 | loglstar: -inf < -41.488 < inf | logz: -54.688 +/- 0.345 | dlogz: 29.290 > 0.109
iter: 1099 | bound: 12 | nc: 34 | ncall: 29436 | eff(%): 3.734 | loglstar: -inf < -41.466 < inf | logz: -54.595 +/- 0.345 | dlogz: 29.183 > 0.109
iter: 1100 | bound: 12 | nc: 34 | ncall: 29470 | eff(%): 3.733 | loglstar: -inf < -41.419 < inf | logz: -54.508 +/- 0.345 | dlogz: 29.080 > 0.109
iter: 1101 | bound: 12 | nc: 34 | ncall: 29504 | eff(%): 3.732 | loglstar: -inf < -41.312 < inf | logz: -54.423 +/- 0.345 | dlogz: 28.983 > 0.109
iter: 1102 | bound: 12 | nc: 34 | ncall: 29538 | eff(%): 3.731 | loglstar: -inf < -41.065 < inf | logz: -54.330 +/- 0.345 | dlogz: 28.888 > 0.109
iter: 1103 | bound: 12 | nc: 34 | ncall: 29572 | eff(%): 3.730 | loglstar: -inf < -40.640 < inf | logz: -54.212 +/- 0.346 | dlogz: 28.785 > 0.109
iter: 1104 | bound: 12 | nc: 34 | ncall: 29606 | eff(%): 3.729 | loglstar: -inf < -40.629 < inf | logz: -54.087 +/- 0.347 | dlogz: 28.657 > 0.109
iter: 1105 | bound: 12 | nc: 34 | ncall: 29640 | eff(%): 3.728 | loglstar: -inf < -40.480 < inf | logz: -53.967 +/- 0.347 | dlogz: 28.522 > 0.109
iter: 1106 | bound: 12 | nc: 34 | ncall: 29674 | eff(%): 3.727 | loglstar: -inf < -40.434 < inf | logz: -53.852 +/- 0.348 | dlogz: 28.393 > 0.109
iter: 1107 | bound: 12 | nc: 34 | ncall: 29708 | eff(%): 3.726 | loglstar: -inf < -40.384 < inf | logz: -53.745 +/- 0.348 | dlogz: 28.267 > 0.109
iter: 1108 | bound: 12 | nc: 34 | ncall: 29742 | eff(%): 3.725 | loglstar: -inf < -40.378 < inf | logz: -53.646 +/- 0.348 | dlogz: 28.150 > 0.109
iter: 1109 | bound: 12 | nc: 34 | ncall: 29776 | eff(%): 3.724 | loglstar: -inf < -40.365 < inf | logz: -53.556 +/- 0.348 | dlogz: 28.042 > 0.109
iter: 1110 | bound: 12 | nc: 34 | ncall: 29810 | eff(%): 3.724 | loglstar: -inf < -40.361 < inf | logz: -53.474 +/- 0.348 | dlogz: 27.942 > 0.109
iter: 1111 | bound: 12 | nc: 34 | ncall: 29844 | eff(%): 3.723 | loglstar: -inf < -40.201 < inf | logz: -53.392 +/- 0.348 | dlogz: 27.850 > 0.109
iter: 1112 | bound: 12 | nc: 34 | ncall: 29878 | eff(%): 3.722 | loglstar: -inf < -40.165 < inf | logz: -53.311 +/- 0.348 | dlogz: 27.758 > 0.109
iter: 1113 | bound: 12 | nc: 34 | ncall: 29912 | eff(%): 3.721 | loglstar: -inf < -40.103 < inf | logz: -53.232 +/- 0.348 | dlogz: 27.666 > 0.109
iter: 1114 | bound: 12 | nc: 34 | ncall: 29946 | eff(%): 3.720 | loglstar: -inf < -40.006 < inf | logz: -53.154 +/- 0.348 | dlogz: 27.578 > 0.109
iter: 1115 | bound: 12 | nc: 34 | ncall: 29980 | eff(%): 3.719 | loglstar: -inf < -39.949 < inf | logz: -53.077 +/- 0.348 | dlogz: 27.490 > 0.109
iter: 1116 | bound: 12 | nc: 34 | ncall: 30014 | eff(%): 3.718 | loglstar: -inf < -39.478 < inf | logz: -52.983 +/- 0.348 | dlogz: 27.403 > 0.109
iter: 1117 | bound: 12 | nc: 34 | ncall: 30048 | eff(%): 3.717 | loglstar: -inf < -39.467 < inf | logz: -52.879 +/- 0.348 | dlogz: 27.299 > 0.109
iter: 1118 | bound: 12 | nc: 34 | ncall: 30082 | eff(%): 3.717 | loglstar: -inf < -39.421 < inf | logz: -52.783 +/- 0.349 | dlogz: 27.185 > 0.109
iter: 1119 | bound: 12 | nc: 34 | ncall: 30116 | eff(%): 3.716 | loglstar: -inf < -39.177 < inf | logz: -52.682 +/- 0.349 | dlogz: 27.079 > 0.109
iter: 1120 | bound: 12 | nc: 34 | ncall: 30150 | eff(%): 3.715 | loglstar: -inf < -39.136 < inf | logz: -52.580 +/- 0.349 | dlogz: 26.969 > 0.109
iter: 1121 | bound: 12 | nc: 34 | ncall: 30184 | eff(%): 3.714 | loglstar: -inf < -39.117 < inf | logz: -52.485 +/- 0.349 | dlogz: 26.856 > 0.109
iter: 1122 | bound: 13 | nc: 34 | ncall: 30218 | eff(%): 3.713 | loglstar: -inf < -39.012 < inf | logz: -52.394 +/- 0.349 | dlogz: 26.751 > 0.109
iter: 1123 | bound: 13 | nc: 34 | ncall: 30252 | eff(%): 3.712 | loglstar: -inf < -38.894 < inf | logz: -52.301 +/- 0.349 | dlogz: 26.650 > 0.109
iter: 1124 | bound: 13 | nc: 34 | ncall: 30286 | eff(%): 3.711 | loglstar: -inf < -38.770 < inf | logz: -52.208 +/- 0.350 | dlogz: 26.548 > 0.109
iter: 1125 | bound: 13 | nc: 34 | ncall: 30320 | eff(%): 3.710 | loglstar: -inf < -38.565 < inf | logz: -52.108 +/- 0.350 | dlogz: 26.444 > 0.109
iter: 1126 | bound: 13 | nc: 34 | ncall: 30354 | eff(%): 3.710 | loglstar: -inf < -38.533 < inf | logz: -52.008 +/- 0.350 | dlogz: 26.334 > 0.109
iter: 1127 | bound: 13 | nc: 34 | ncall: 30388 | eff(%): 3.709 | loglstar: -inf < -38.284 < inf | logz: -51.904 +/- 0.350 | dlogz: 26.224 > 0.109
iter: 1128 | bound: 13 | nc: 34 | ncall: 30422 | eff(%): 3.708 | loglstar: -inf < -38.012 < inf | logz: -51.784 +/- 0.351 | dlogz: 26.110 > 0.109
iter: 1129 | bound: 13 | nc: 34 | ncall: 30456 | eff(%): 3.707 | loglstar: -inf < -37.988 < inf | logz: -51.664 +/- 0.351 | dlogz: 25.981 > 0.109
iter: 1130 | bound: 13 | nc: 34 | ncall: 30490 | eff(%): 3.706 | loglstar: -inf < -37.824 < inf | logz: -51.547 +/- 0.352 | dlogz: 25.850 > 0.109
iter: 1131 | bound: 13 | nc: 34 | ncall: 30524 | eff(%): 3.705 | loglstar: -inf < -37.728 < inf | logz: -51.430 +/- 0.352 | dlogz: 25.724 > 0.109
iter: 1132 | bound: 13 | nc: 34 | ncall: 30558 | eff(%): 3.704 | loglstar: -inf < -37.699 < inf | logz: -51.320 +/- 0.352 | dlogz: 25.597 > 0.109
iter: 1133 | bound: 13 | nc: 34 | ncall: 30592 | eff(%): 3.704 | loglstar: -inf < -37.651 < inf | logz: -51.218 +/- 0.352 | dlogz: 25.477 > 0.109
iter: 1134 | bound: 13 | nc: 34 | ncall: 30626 | eff(%): 3.703 | loglstar: -inf < -37.588 < inf | logz: -51.122 +/- 0.352 | dlogz: 25.365 > 0.109
iter: 1135 | bound: 13 | nc: 34 | ncall: 30660 | eff(%): 3.702 | loglstar: -inf < -37.573 < inf | logz: -51.032 +/- 0.352 | dlogz: 25.259 > 0.109
iter: 1136 | bound: 13 | nc: 34 | ncall: 30694 | eff(%): 3.701 | loglstar: -inf < -37.532 < inf | logz: -50.947 +/- 0.352 | dlogz: 25.159 > 0.109
iter: 1137 | bound: 13 | nc: 34 | ncall: 30728 | eff(%): 3.700 | loglstar: -inf < -37.510 < inf | logz: -50.868 +/- 0.352 | dlogz: 25.064 > 0.109
iter: 1138 | bound: 13 | nc: 34 | ncall: 30762 | eff(%): 3.699 | loglstar: -inf < -37.467 < inf | logz: -50.793 +/- 0.352 | dlogz: 24.975 > 0.109
iter: 1139 | bound: 13 | nc: 34 | ncall: 30796 | eff(%): 3.699 | loglstar: -inf < -37.388 < inf | logz: -50.719 +/- 0.352 | dlogz: 24.890 > 0.109
iter: 1140 | bound: 13 | nc: 34 | ncall: 30830 | eff(%): 3.698 | loglstar: -inf < -37.372 < inf | logz: -50.648 +/- 0.352 | dlogz: 24.806 > 0.109
iter: 1141 | bound: 13 | nc: 34 | ncall: 30864 | eff(%): 3.697 | loglstar: -inf < -37.326 < inf | logz: -50.580 +/- 0.351 | dlogz: 24.725 > 0.109
iter: 1142 | bound: 13 | nc: 34 | ncall: 30898 | eff(%): 3.696 | loglstar: -inf < -37.089 < inf | logz: -50.508 +/- 0.351 | dlogz: 24.648 > 0.109
iter: 1143 | bound: 13 | nc: 34 | ncall: 30932 | eff(%): 3.695 | loglstar: -inf < -37.061 < inf | logz: -50.432 +/- 0.351 | dlogz: 24.565 > 0.109
iter: 1144 | bound: 13 | nc: 34 | ncall: 30966 | eff(%): 3.694 | loglstar: -inf < -37.036 < inf | logz: -50.361 +/- 0.351 | dlogz: 24.480 > 0.109
iter: 1145 | bound: 13 | nc: 34 | ncall: 31000 | eff(%): 3.694 | loglstar: -inf < -36.822 < inf | logz: -50.287 +/- 0.351 | dlogz: 24.399 > 0.109
iter: 1146 | bound: 13 | nc: 34 | ncall: 31034 | eff(%): 3.693 | loglstar: -inf < -36.723 < inf | logz: -50.207 +/- 0.351 | dlogz: 24.314 > 0.109
iter: 1147 | bound: 13 | nc: 34 | ncall: 31068 | eff(%): 3.692 | loglstar: -inf < -36.524 < inf | logz: -50.123 +/- 0.351 | dlogz: 24.225 > 0.109
iter: 1148 | bound: 13 | nc: 34 | ncall: 31102 | eff(%): 3.691 | loglstar: -inf < -36.499 < inf | logz: -50.038 +/- 0.351 | dlogz: 24.131 > 0.109
iter: 1149 | bound: 13 | nc: 34 | ncall: 31136 | eff(%): 3.690 | loglstar: -inf < -36.385 < inf | logz: -49.954 +/- 0.352 | dlogz: 24.035 > 0.109
iter: 1150 | bound: 13 | nc: 34 | ncall: 31170 | eff(%): 3.689 | loglstar: -inf < -36.324 < inf | logz: -49.871 +/- 0.352 | dlogz: 23.942 > 0.109
iter: 1151 | bound: 13 | nc: 34 | ncall: 31204 | eff(%): 3.689 | loglstar: -inf < -36.125 < inf | logz: -49.785 +/- 0.352 | dlogz: 23.849 > 0.109
iter: 1152 | bound: 13 | nc: 34 | ncall: 31238 | eff(%): 3.688 | loglstar: -inf < -36.028 < inf | logz: -49.695 +/- 0.352 | dlogz: 23.753 > 0.109
iter: 1153 | bound: 13 | nc: 34 | ncall: 31272 | eff(%): 3.687 | loglstar: -inf < -36.021 < inf | logz: -49.609 +/- 0.352 | dlogz: 23.652 > 0.109
iter: 1154 | bound: 13 | nc: 34 | ncall: 31306 | eff(%): 3.686 | loglstar: -inf < -35.934 < inf | logz: -49.526 +/- 0.352 | dlogz: 23.556 > 0.109
iter: 1155 | bound: 13 | nc: 34 | ncall: 31340 | eff(%): 3.685 | loglstar: -inf < -35.934 < inf | logz: -49.448 +/- 0.352 | dlogz: 23.464 > 0.109
iter: 1156 | bound: 13 | nc: 34 | ncall: 31374 | eff(%): 3.685 | loglstar: -inf < -35.762 < inf | logz: -49.369 +/- 0.352 | dlogz: 23.376 > 0.109
iter: 1157 | bound: 13 | nc: 34 | ncall: 31408 | eff(%): 3.684 | loglstar: -inf < -35.751 < inf | logz: -49.291 +/- 0.352 | dlogz: 23.287 > 0.109
iter: 1158 | bound: 13 | nc: 34 | ncall: 31442 | eff(%): 3.683 | loglstar: -inf < -35.707 < inf | logz: -49.217 +/- 0.352 | dlogz: 23.199 > 0.109
iter: 1159 | bound: 13 | nc: 34 | ncall: 31476 | eff(%): 3.682 | loglstar: -inf < -35.664 < inf | logz: -49.146 +/- 0.352 | dlogz: 23.115 > 0.109
iter: 1160 | bound: 13 | nc: 34 | ncall: 31510 | eff(%): 3.681 | loglstar: -inf < -35.648 < inf | logz: -49.078 +/- 0.352 | dlogz: 23.034 > 0.109
iter: 1161 | bound: 13 | nc: 34 | ncall: 31544 | eff(%): 3.681 | loglstar: -inf < -35.578 < inf | logz: -49.012 +/- 0.352 | dlogz: 22.956 > 0.109
iter: 1162 | bound: 13 | nc: 34 | ncall: 31578 | eff(%): 3.680 | loglstar: -inf < -35.563 < inf | logz: -48.949 +/- 0.352 | dlogz: 22.881 > 0.109
iter: 1163 | bound: 13 | nc: 34 | ncall: 31612 | eff(%): 3.679 | loglstar: -inf < -35.303 < inf | logz: -48.881 +/- 0.352 | dlogz: 22.807 > 0.109
iter: 1164 | bound: 13 | nc: 34 | ncall: 31646 | eff(%): 3.678 | loglstar: -inf < -35.236 < inf | logz: -48.808 +/- 0.352 | dlogz: 22.729 > 0.109
iter: 1165 | bound: 13 | nc: 34 | ncall: 31680 | eff(%): 3.677 | loglstar: -inf < -35.110 < inf | logz: -48.733 +/- 0.352 | dlogz: 22.646 > 0.109
iter: 1166 | bound: 13 | nc: 34 | ncall: 31714 | eff(%): 3.677 | loglstar: -inf < -34.998 < inf | logz: -48.656 +/- 0.352 | dlogz: 22.562 > 0.109
iter: 1167 | bound: 13 | nc: 34 | ncall: 31748 | eff(%): 3.676 | loglstar: -inf < -34.936 < inf | logz: -48.579 +/- 0.353 | dlogz: 22.475 > 0.109
iter: 1168 | bound: 13 | nc: 34 | ncall: 31782 | eff(%): 3.675 | loglstar: -inf < -34.871 < inf | logz: -48.504 +/- 0.353 | dlogz: 22.388 > 0.109
iter: 1169 | bound: 13 | nc: 34 | ncall: 31816 | eff(%): 3.674 | loglstar: -inf < -34.688 < inf | logz: -48.426 +/- 0.353 | dlogz: 22.303 > 0.109
iter: 1170 | bound: 13 | nc: 34 | ncall: 31850 | eff(%): 3.673 | loglstar: -inf < -34.681 < inf | logz: -48.348 +/- 0.353 | dlogz: 22.215 > 0.109
iter: 1171 | bound: 13 | nc: 34 | ncall: 31884 | eff(%): 3.673 | loglstar: -inf < -34.674 < inf | logz: -48.275 +/- 0.353 | dlogz: 22.126 > 0.109
iter: 1172 | bound: 13 | nc: 34 | ncall: 31918 | eff(%): 3.672 | loglstar: -inf < -34.564 < inf | logz: -48.204 +/- 0.353 | dlogz: 22.044 > 0.109
iter: 1173 | bound: 13 | nc: 34 | ncall: 31952 | eff(%): 3.671 | loglstar: -inf < -34.546 < inf | logz: -48.134 +/- 0.353 | dlogz: 21.963 > 0.109
iter: 1174 | bound: 13 | nc: 34 | ncall: 31986 | eff(%): 3.670 | loglstar: -inf < -34.464 < inf | logz: -48.067 +/- 0.353 | dlogz: 21.883 > 0.109
iter: 1175 | bound: 13 | nc: 34 | ncall: 32020 | eff(%): 3.670 | loglstar: -inf < -34.162 < inf | logz: -47.990 +/- 0.353 | dlogz: 21.806 > 0.109
iter: 1176 | bound: 13 | nc: 34 | ncall: 32054 | eff(%): 3.669 | loglstar: -inf < -34.132 < inf | logz: -47.908 +/- 0.354 | dlogz: 21.719 > 0.109
iter: 1177 | bound: 13 | nc: 34 | ncall: 32088 | eff(%): 3.668 | loglstar: -inf < -34.113 < inf | logz: -47.832 +/- 0.354 | dlogz: 21.627 > 0.109
iter: 1178 | bound: 13 | nc: 34 | ncall: 32122 | eff(%): 3.667 | loglstar: -inf < -34.071 < inf | logz: -47.759 +/- 0.354 | dlogz: 21.541 > 0.109
iter: 1179 | bound: 13 | nc: 34 | ncall: 32156 | eff(%): 3.667 | loglstar: -inf < -34.032 < inf | logz: -47.690 +/- 0.354 | dlogz: 21.458 > 0.109
iter: 1180 | bound: 13 | nc: 34 | ncall: 32190 | eff(%): 3.666 | loglstar: -inf < -34.003 < inf | logz: -47.623 +/- 0.354 | dlogz: 21.379 > 0.109
iter: 1181 | bound: 13 | nc: 34 | ncall: 32224 | eff(%): 3.665 | loglstar: -inf < -33.996 < inf | logz: -47.560 +/- 0.354 | dlogz: 21.302 > 0.109
iter: 1182 | bound: 13 | nc: 34 | ncall: 32258 | eff(%): 3.664 | loglstar: -inf < -33.916 < inf | logz: -47.499 +/- 0.354 | dlogz: 21.229 > 0.109
iter: 1183 | bound: 13 | nc: 34 | ncall: 32292 | eff(%): 3.663 | loglstar: -inf < -33.784 < inf | logz: -47.435 +/- 0.354 | dlogz: 21.158 > 0.109
iter: 1184 | bound: 13 | nc: 34 | ncall: 32326 | eff(%): 3.663 | loglstar: -inf < -33.761 < inf | logz: -47.372 +/- 0.354 | dlogz: 21.085 > 0.109
iter: 1185 | bound: 13 | nc: 34 | ncall: 32360 | eff(%): 3.662 | loglstar: -inf < -33.690 < inf | logz: -47.310 +/- 0.354 | dlogz: 21.011 > 0.109
iter: 1186 | bound: 13 | nc: 34 | ncall: 32394 | eff(%): 3.661 | loglstar: -inf < -33.689 < inf | logz: -47.250 +/- 0.354 | dlogz: 20.939 > 0.109
iter: 1187 | bound: 13 | nc: 34 | ncall: 32428 | eff(%): 3.660 | loglstar: -inf < -33.647 < inf | logz: -47.193 +/- 0.354 | dlogz: 20.870 > 0.109
iter: 1188 | bound: 13 | nc: 34 | ncall: 32462 | eff(%): 3.660 | loglstar: -inf < -33.594 < inf | logz: -47.137 +/- 0.354 | dlogz: 20.802 > 0.109
iter: 1189 | bound: 13 | nc: 34 | ncall: 32496 | eff(%): 3.659 | loglstar: -inf < -33.513 < inf | logz: -47.081 +/- 0.354 | dlogz: 20.736 > 0.109
iter: 1190 | bound: 13 | nc: 34 | ncall: 32530 | eff(%): 3.658 | loglstar: -inf < -33.305 < inf | logz: -47.020 +/- 0.354 | dlogz: 20.670 > 0.109
iter: 1191 | bound: 13 | nc: 34 | ncall: 32564 | eff(%): 3.657 | loglstar: -inf < -33.235 < inf | logz: -46.955 +/- 0.354 | dlogz: 20.600 > 0.109
iter: 1192 | bound: 13 | nc: 34 | ncall: 32598 | eff(%): 3.657 | loglstar: -inf < -33.115 < inf | logz: -46.889 +/- 0.354 | dlogz: 20.525 > 0.109
iter: 1193 | bound: 13 | nc: 34 | ncall: 32632 | eff(%): 3.656 | loglstar: -inf < -33.005 < inf | logz: -46.821 +/- 0.354 | dlogz: 22.628 > 0.109
iter: 1194 | bound: 13 | nc: 34 | ncall: 32666 | eff(%): 3.655 | loglstar: -inf < -32.904 < inf | logz: -46.750 +/- 0.354 | dlogz: 22.549 > 0.109
iter: 1195 | bound: 13 | nc: 34 | ncall: 32700 | eff(%): 3.654 | loglstar: -inf < -32.848 < inf | logz: -46.680 +/- 0.354 | dlogz: 22.469 > 0.109
iter: 1196 | bound: 13 | nc: 34 | ncall: 32734 | eff(%): 3.654 | loglstar: -inf < -32.738 < inf | logz: -46.610 +/- 0.355 | dlogz: 22.389 > 0.109
iter: 1197 | bound: 13 | nc: 34 | ncall: 32768 | eff(%): 3.653 | loglstar: -inf < -32.710 < inf | logz: -46.540 +/- 0.355 | dlogz: 22.309 > 0.109
iter: 1198 | bound: 13 | nc: 34 | ncall: 32802 | eff(%): 3.652 | loglstar: -inf < -32.656 < inf | logz: -46.473 +/- 0.355 | dlogz: 22.229 > 0.109
iter: 1199 | bound: 13 | nc: 34 | ncall: 32836 | eff(%): 3.651 | loglstar: -inf < -32.655 < inf | logz: -46.409 +/- 0.355 | dlogz: 22.152 > 0.109
iter: 1200 | bound: 13 | nc: 34 | ncall: 32870 | eff(%): 3.651 | loglstar: -inf < -32.572 < inf | logz: -46.347 +/- 0.355 | dlogz: 22.078 > 0.109
iter: 1201 | bound: 13 | nc: 34 | ncall: 32904 | eff(%): 3.650 | loglstar: -inf < -32.477 < inf | logz: -46.284 +/- 0.355 | dlogz: 22.006 > 0.109
iter: 1202 | bound: 13 | nc: 34 | ncall: 32938 | eff(%): 3.649 | loglstar: -inf < -32.353 < inf | logz: -46.219 +/- 0.355 | dlogz: 21.933 > 0.109
iter: 1203 | bound: 13 | nc: 34 | ncall: 32972 | eff(%): 3.649 | loglstar: -inf < -32.328 < inf | logz: -46.154 +/- 0.355 | dlogz: 21.858 > 0.109
iter: 1204 | bound: 13 | nc: 34 | ncall: 33006 | eff(%): 3.648 | loglstar: -inf < -32.295 < inf | logz: -46.091 +/- 0.355 | dlogz: 21.783 > 0.109
iter: 1205 | bound: 13 | nc: 34 | ncall: 33040 | eff(%): 3.647 | loglstar: -inf < -32.244 < inf | logz: -46.031 +/- 0.355 | dlogz: 21.710 > 0.109
iter: 1206 | bound: 13 | nc: 34 | ncall: 33074 | eff(%): 3.646 | loglstar: -inf < -32.212 < inf | logz: -45.972 +/- 0.355 | dlogz: 21.640 > 0.109
iter: 1207 | bound: 13 | nc: 34 | ncall: 33108 | eff(%): 3.646 | loglstar: -inf < -32.206 < inf | logz: -45.916 +/- 0.355 | dlogz: 21.571 > 0.109
iter: 1208 | bound: 14 | nc: 34 | ncall: 33142 | eff(%): 3.645 | loglstar: -inf < -32.147 < inf | logz: -45.861 +/- 0.355 | dlogz: 21.505 > 0.109
iter: 1209 | bound: 14 | nc: 34 | ncall: 33176 | eff(%): 3.644 | loglstar: -inf < -32.126 < inf | logz: -45.808 +/- 0.355 | dlogz: 21.441 > 0.109
iter: 1210 | bound: 14 | nc: 34 | ncall: 33210 | eff(%): 3.643 | loglstar: -inf < -32.105 < inf | logz: -45.758 +/- 0.355 | dlogz: 21.378 > 0.109
iter: 1211 | bound: 14 | nc: 34 | ncall: 33244 | eff(%): 3.643 | loglstar: -inf < -31.882 < inf | logz: -45.703 +/- 0.355 | dlogz: 21.317 > 0.109
iter: 1212 | bound: 14 | nc: 34 | ncall: 33278 | eff(%): 3.642 | loglstar: -inf < -31.858 < inf | logz: -45.646 +/- 0.355 | dlogz: 21.253 > 0.109
iter: 1213 | bound: 14 | nc: 34 | ncall: 33312 | eff(%): 3.641 | loglstar: -inf < -31.844 < inf | logz: -45.591 +/- 0.355 | dlogz: 21.186 > 0.109
iter: 1214 | bound: 14 | nc: 34 | ncall: 33346 | eff(%): 3.641 | loglstar: -inf < -31.713 < inf | logz: -45.536 +/- 0.355 | dlogz: 21.121 > 0.109
iter: 1215 | bound: 14 | nc: 34 | ncall: 33380 | eff(%): 3.640 | loglstar: -inf < -31.477 < inf | logz: -45.474 +/- 0.356 | dlogz: 21.056 > 0.109
iter: 1216 | bound: 14 | nc: 34 | ncall: 33414 | eff(%): 3.639 | loglstar: -inf < -31.260 < inf | logz: -45.402 +/- 0.356 | dlogz: 20.984 > 0.109
iter: 1217 | bound: 14 | nc: 34 | ncall: 33448 | eff(%): 3.638 | loglstar: -inf < -31.248 < inf | logz: -45.328 +/- 0.356 | dlogz: 20.902 > 0.109
iter: 1218 | bound: 14 | nc: 34 | ncall: 33482 | eff(%): 3.638 | loglstar: -inf < -31.156 < inf | logz: -45.256 +/- 0.357 | dlogz: 20.818 > 0.109
iter: 1219 | bound: 14 | nc: 34 | ncall: 33516 | eff(%): 3.637 | loglstar: -inf < -31.154 < inf | logz: -45.187 +/- 0.357 | dlogz: 20.736 > 0.109
iter: 1220 | bound: 14 | nc: 34 | ncall: 33550 | eff(%): 3.636 | loglstar: -inf < -31.117 < inf | logz: -45.121 +/- 0.357 | dlogz: 20.657 > 0.109
iter: 1221 | bound: 14 | nc: 34 | ncall: 33584 | eff(%): 3.636 | loglstar: -inf < -31.116 < inf | logz: -45.060 +/- 0.357 | dlogz: 20.581 > 0.109
iter: 1222 | bound: 14 | nc: 34 | ncall: 33618 | eff(%): 3.635 | loglstar: -inf < -31.078 < inf | logz: -45.001 +/- 0.357 | dlogz: 20.510 > 0.109
iter: 1223 | bound: 14 | nc: 34 | ncall: 33652 | eff(%): 3.634 | loglstar: -inf < -31.056 < inf | logz: -44.944 +/- 0.357 | dlogz: 20.441 > 0.109
iter: 1224 | bound: 14 | nc: 34 | ncall: 33686 | eff(%): 3.634 | loglstar: -inf < -30.952 < inf | logz: -44.887 +/- 0.357 | dlogz: 20.374 > 0.109
iter: 1225 | bound: 14 | nc: 34 | ncall: 33720 | eff(%): 3.633 | loglstar: -inf < -30.893 < inf | logz: -44.830 +/- 0.357 | dlogz: 20.307 > 0.109
iter: 1226 | bound: 14 | nc: 34 | ncall: 33754 | eff(%): 3.632 | loglstar: -inf < -30.848 < inf | logz: -44.773 +/- 0.357 | dlogz: 20.440 > 0.109
iter: 1227 | bound: 14 | nc: 34 | ncall: 33788 | eff(%): 3.631 | loglstar: -inf < -30.783 < inf | logz: -44.718 +/- 0.357 | dlogz: 20.374 > 0.109
iter: 1228 | bound: 14 | nc: 34 | ncall: 33822 | eff(%): 3.631 | loglstar: -inf < -30.659 < inf | logz: -44.660 +/- 0.357 | dlogz: 20.308 > 0.109
iter: 1229 | bound: 14 | nc: 34 | ncall: 33856 | eff(%): 3.630 | loglstar: -inf < -30.643 < inf | logz: -44.602 +/- 0.357 | dlogz: 20.240 > 0.109
iter: 1230 | bound: 14 | nc: 34 | ncall: 33890 | eff(%): 3.629 | loglstar: -inf < -30.484 < inf | logz: -44.543 +/- 0.358 | dlogz: 20.173 > 0.109
iter: 1231 | bound: 14 | nc: 34 | ncall: 33924 | eff(%): 3.629 | loglstar: -inf < -30.477 < inf | logz: -44.484 +/- 0.358 | dlogz: 20.104 > 0.109
iter: 1232 | bound: 14 | nc: 34 | ncall: 33958 | eff(%): 3.628 | loglstar: -inf < -30.351 < inf | logz: -44.424 +/- 0.358 | dlogz: 20.034 > 0.109
iter: 1233 | bound: 14 | nc: 34 | ncall: 33992 | eff(%): 3.627 | loglstar: -inf < -30.324 < inf | logz: -44.365 +/- 0.358 | dlogz: 19.965 > 0.109
iter: 1234 | bound: 14 | nc: 34 | ncall: 34026 | eff(%): 3.627 | loglstar: -inf < -30.258 < inf | logz: -44.306 +/- 0.358 | dlogz: 19.895 > 0.109
iter: 1235 | bound: 14 | nc: 34 | ncall: 34060 | eff(%): 3.626 | loglstar: -inf < -30.239 < inf | logz: -44.249 +/- 0.358 | dlogz: 19.827 > 0.109
iter: 1236 | bound: 14 | nc: 34 | ncall: 34094 | eff(%): 3.625 | loglstar: -inf < -30.180 < inf | logz: -44.194 +/- 0.358 | dlogz: 19.760 > 0.109
iter: 1237 | bound: 14 | nc: 34 | ncall: 34128 | eff(%): 3.625 | loglstar: -inf < -30.161 < inf | logz: -44.140 +/- 0.358 | dlogz: 19.695 > 0.109
iter: 1238 | bound: 14 | nc: 34 | ncall: 34162 | eff(%): 3.624 | loglstar: -inf < -30.118 < inf | logz: -44.087 +/- 0.358 | dlogz: 19.631 > 0.109
iter: 1239 | bound: 14 | nc: 34 | ncall: 34196 | eff(%): 3.623 | loglstar: -inf < -30.092 < inf | logz: -44.037 +/- 0.358 | dlogz: 19.568 > 0.109
iter: 1240 | bound: 14 | nc: 34 | ncall: 34230 | eff(%): 3.623 | loglstar: -inf < -30.013 < inf | logz: -43.986 +/- 0.358 | dlogz: 19.507 > 0.109
iter: 1241 | bound: 14 | nc: 34 | ncall: 34264 | eff(%): 3.622 | loglstar: -inf < -29.790 < inf | logz: -43.930 +/- 0.358 | dlogz: 19.447 > 0.109
iter: 1242 | bound: 14 | nc: 34 | ncall: 34298 | eff(%): 3.621 | loglstar: -inf < -29.768 < inf | logz: -43.872 +/- 0.358 | dlogz: 19.381 > 0.109
iter: 1243 | bound: 14 | nc: 34 | ncall: 34332 | eff(%): 3.621 | loglstar: -inf < -29.679 < inf | logz: -43.814 +/- 0.359 | dlogz: 19.313 > 0.109
iter: 1244 | bound: 14 | nc: 34 | ncall: 34366 | eff(%): 3.620 | loglstar: -inf < -29.610 < inf | logz: -43.756 +/- 0.359 | dlogz: 19.245 > 0.109
iter: 1245 | bound: 14 | nc: 34 | ncall: 34400 | eff(%): 3.619 | loglstar: -inf < -29.564 < inf | logz: -43.698 +/- 0.359 | dlogz: 19.177 > 0.109
iter: 1246 | bound: 14 | nc: 34 | ncall: 34434 | eff(%): 3.619 | loglstar: -inf < -29.560 < inf | logz: -43.643 +/- 0.359 | dlogz: 19.110 > 0.109
iter: 1247 | bound: 14 | nc: 34 | ncall: 34468 | eff(%): 3.618 | loglstar: -inf < -29.496 < inf | logz: -43.590 +/- 0.359 | dlogz: 19.044 > 0.109
iter: 1248 | bound: 14 | nc: 34 | ncall: 34502 | eff(%): 3.617 | loglstar: -inf < -29.398 < inf | logz: -43.535 +/- 0.359 | dlogz: 18.981 > 0.109
iter: 1249 | bound: 14 | nc: 34 | ncall: 34536 | eff(%): 3.617 | loglstar: -inf < -29.394 < inf | logz: -43.481 +/- 0.359 | dlogz: 18.916 > 0.109
iter: 1250 | bound: 14 | nc: 34 | ncall: 34570 | eff(%): 3.616 | loglstar: -inf < -29.382 < inf | logz: -43.430 +/- 0.359 | dlogz: 18.852 > 0.109
iter: 1251 | bound: 14 | nc: 34 | ncall: 34604 | eff(%): 3.615 | loglstar: -inf < -29.245 < inf | logz: -43.378 +/- 0.359 | dlogz: 18.791 > 0.109
iter: 1252 | bound: 14 | nc: 34 | ncall: 34638 | eff(%): 3.615 | loglstar: -inf < -29.086 < inf | logz: -43.322 +/- 0.359 | dlogz: 18.730 > 0.109
iter: 1253 | bound: 14 | nc: 34 | ncall: 34672 | eff(%): 3.614 | loglstar: -inf < -28.997 < inf | logz: -43.262 +/- 0.360 | dlogz: 18.663 > 0.109
iter: 1254 | bound: 14 | nc: 34 | ncall: 34706 | eff(%): 3.613 | loglstar: -inf < -28.908 < inf | logz: -43.202 +/- 0.360 | dlogz: 18.594 > 0.109
iter: 1255 | bound: 14 | nc: 34 | ncall: 34740 | eff(%): 3.613 | loglstar: -inf < -28.803 < inf | logz: -43.140 +/- 0.360 | dlogz: 18.523 > 0.109
iter: 1256 | bound: 14 | nc: 34 | ncall: 34774 | eff(%): 3.612 | loglstar: -inf < -28.768 < inf | logz: -43.078 +/- 0.360 | dlogz: 18.451 > 0.109
iter: 1257 | bound: 14 | nc: 34 | ncall: 34808 | eff(%): 3.611 | loglstar: -inf < -28.721 < inf | logz: -43.017 +/- 0.360 | dlogz: 18.379 > 0.109
iter: 1258 | bound: 14 | nc: 34 | ncall: 34842 | eff(%): 3.611 | loglstar: -inf < -28.570 < inf | logz: -42.955 +/- 0.361 | dlogz: 18.309 > 0.109
iter: 1259 | bound: 14 | nc: 34 | ncall: 34876 | eff(%): 3.610 | loglstar: -inf < -28.542 < inf | logz: -42.892 +/- 0.361 | dlogz: 18.237 > 0.109
iter: 1260 | bound: 14 | nc: 34 | ncall: 34910 | eff(%): 3.609 | loglstar: -inf < -28.422 < inf | logz: -42.829 +/- 0.361 | dlogz: 18.164 > 0.109
iter: 1261 | bound: 14 | nc: 34 | ncall: 34944 | eff(%): 3.609 | loglstar: -inf < -28.420 < inf | logz: -42.767 +/- 0.361 | dlogz: 18.091 > 0.109
iter: 1262 | bound: 14 | nc: 34 | ncall: 34978 | eff(%): 3.608 | loglstar: -inf < -28.406 < inf | logz: -42.708 +/- 0.361 | dlogz: 18.019 > 0.109
iter: 1263 | bound: 14 | nc: 34 | ncall: 35012 | eff(%): 3.607 | loglstar: -inf < -28.300 < inf | logz: -42.650 +/- 0.361 | dlogz: 17.950 > 0.109
iter: 1264 | bound: 14 | nc: 34 | ncall: 35046 | eff(%): 3.607 | loglstar: -inf < -28.173 < inf | logz: -42.589 +/- 0.362 | dlogz: 17.882 > 0.109
iter: 1265 | bound: 14 | nc: 34 | ncall: 35080 | eff(%): 3.606 | loglstar: -inf < -28.027 < inf | logz: -42.524 +/- 0.362 | dlogz: 17.811 > 0.109
iter: 1266 | bound: 14 | nc: 34 | ncall: 35114 | eff(%): 3.605 | loglstar: -inf < -27.969 < inf | logz: -42.458 +/- 0.362 | dlogz: 17.736 > 0.109
iter: 1267 | bound: 14 | nc: 34 | ncall: 35148 | eff(%): 3.605 | loglstar: -inf < -27.645 < inf | logz: -42.382 +/- 0.363 | dlogz: 17.660 > 0.109
iter: 1268 | bound: 14 | nc: 34 | ncall: 35182 | eff(%): 3.604 | loglstar: -inf < -27.609 < inf | logz: -42.301 +/- 0.363 | dlogz: 17.575 > 0.109
iter: 1269 | bound: 14 | nc: 34 | ncall: 35216 | eff(%): 3.603 | loglstar: -inf < -27.588 < inf | logz: -42.224 +/- 0.363 | dlogz: 17.483 > 0.109
iter: 1270 | bound: 14 | nc: 34 | ncall: 35250 | eff(%): 3.603 | loglstar: -inf < -27.503 < inf | logz: -42.150 +/- 0.364 | dlogz: 17.397 > 0.109
iter: 1271 | bound: 14 | nc: 34 | ncall: 35284 | eff(%): 3.602 | loglstar: -inf < -27.481 < inf | logz: -42.078 +/- 0.364 | dlogz: 17.312 > 0.109
iter: 1272 | bound: 14 | nc: 34 | ncall: 35318 | eff(%): 3.602 | loglstar: -inf < -27.430 < inf | logz: -42.009 +/- 0.364 | dlogz: 17.230 > 0.109
iter: 1273 | bound: 14 | nc: 34 | ncall: 35352 | eff(%): 3.601 | loglstar: -inf < -27.415 < inf | logz: -41.943 +/- 0.364 | dlogz: 17.152 > 0.109
iter: 1274 | bound: 15 | nc: 34 | ncall: 35386 | eff(%): 3.600 | loglstar: -inf < -27.412 < inf | logz: -41.881 +/- 0.364 | dlogz: 17.076 > 0.109
iter: 1275 | bound: 15 | nc: 34 | ncall: 35420 | eff(%): 3.600 | loglstar: -inf < -27.386 < inf | logz: -41.823 +/- 0.365 | dlogz: 17.004 > 0.109
iter: 1276 | bound: 15 | nc: 34 | ncall: 35454 | eff(%): 3.599 | loglstar: -inf < -27.332 < inf | logz: -41.766 +/- 0.365 | dlogz: 16.935 > 0.109
iter: 1277 | bound: 15 | nc: 34 | ncall: 35488 | eff(%): 3.598 | loglstar: -inf < -27.317 < inf | logz: -41.711 +/- 0.365 | dlogz: 16.869 > 0.109
iter: 1278 | bound: 15 | nc: 34 | ncall: 35522 | eff(%): 3.598 | loglstar: -inf < -27.256 < inf | logz: -41.657 +/- 0.365 | dlogz: 16.804 > 0.109
iter: 1279 | bound: 15 | nc: 34 | ncall: 35556 | eff(%): 3.597 | loglstar: -inf < -27.216 < inf | logz: -41.604 +/- 0.365 | dlogz: 16.740 > 0.109
iter: 1280 | bound: 15 | nc: 34 | ncall: 35590 | eff(%): 3.597 | loglstar: -inf < -27.197 < inf | logz: -41.553 +/- 0.365 | dlogz: 16.677 > 0.109
iter: 1281 | bound: 15 | nc: 34 | ncall: 35624 | eff(%): 3.596 | loglstar: -inf < -27.126 < inf | logz: -41.502 +/- 0.365 | dlogz: 16.616 > 0.109
iter: 1282 | bound: 15 | nc: 34 | ncall: 35658 | eff(%): 3.595 | loglstar: -inf < -27.080 < inf | logz: -41.452 +/- 0.364 | dlogz: 16.555 > 0.109
iter: 1283 | bound: 15 | nc: 34 | ncall: 35692 | eff(%): 3.595 | loglstar: -inf < -26.959 < inf | logz: -41.400 +/- 0.365 | dlogz: 16.495 > 0.109
iter: 1284 | bound: 15 | nc: 34 | ncall: 35726 | eff(%): 3.594 | loglstar: -inf < -26.900 < inf | logz: -41.347 +/- 0.365 | dlogz: 16.433 > 0.109
iter: 1285 | bound: 15 | nc: 34 | ncall: 35760 | eff(%): 3.593 | loglstar: -inf < -26.877 < inf | logz: -41.295 +/- 0.365 | dlogz: 16.370 > 0.109
iter: 1286 | bound: 15 | nc: 34 | ncall: 35794 | eff(%): 3.593 | loglstar: -inf < -26.778 < inf | logz: -41.243 +/- 0.365 | dlogz: 16.309 > 0.109
iter: 1287 | bound: 15 | nc: 34 | ncall: 35828 | eff(%): 3.592 | loglstar: -inf < -26.733 < inf | logz: -41.191 +/- 0.365 | dlogz: 16.247 > 0.109
iter: 1288 | bound: 15 | nc: 34 | ncall: 35862 | eff(%): 3.592 | loglstar: -inf < -26.606 < inf | logz: -41.137 +/- 0.365 | dlogz: 16.184 > 0.109
iter: 1289 | bound: 15 | nc: 34 | ncall: 35896 | eff(%): 3.591 | loglstar: -inf < -26.592 < inf | logz: -41.084 +/- 0.365 | dlogz: 16.121 > 0.109
iter: 1290 | bound: 15 | nc: 34 | ncall: 35930 | eff(%): 3.590 | loglstar: -inf < -26.544 < inf | logz: -41.031 +/- 0.365 | dlogz: 16.057 > 0.109
iter: 1291 | bound: 15 | nc: 34 | ncall: 35964 | eff(%): 3.590 | loglstar: -inf < -26.533 < inf | logz: -40.981 +/- 0.365 | dlogz: 15.995 > 0.109
iter: 1292 | bound: 15 | nc: 34 | ncall: 35998 | eff(%): 3.589 | loglstar: -inf < -26.424 < inf | logz: -40.930 +/- 0.365 | dlogz: 15.934 > 0.109
iter: 1293 | bound: 15 | nc: 34 | ncall: 36032 | eff(%): 3.588 | loglstar: -inf < -26.390 < inf | logz: -40.879 +/- 0.365 | dlogz: 15.874 > 0.109
iter: 1294 | bound: 15 | nc: 34 | ncall: 36066 | eff(%): 3.588 | loglstar: -inf < -26.369 < inf | logz: -40.830 +/- 0.365 | dlogz: 15.813 > 0.109
iter: 1295 | bound: 15 | nc: 34 | ncall: 36100 | eff(%): 3.587 | loglstar: -inf < -26.330 < inf | logz: -40.781 +/- 0.365 | dlogz: 15.753 > 0.109
iter: 1296 | bound: 15 | nc: 34 | ncall: 36134 | eff(%): 3.587 | loglstar: -inf < -26.323 < inf | logz: -40.735 +/- 0.365 | dlogz: 15.695 > 0.109
iter: 1297 | bound: 15 | nc: 34 | ncall: 36168 | eff(%): 3.586 | loglstar: -inf < -26.307 < inf | logz: -40.691 +/- 0.365 | dlogz: 15.639 > 0.109
iter: 1298 | bound: 15 | nc: 34 | ncall: 36202 | eff(%): 3.585 | loglstar: -inf < -26.272 < inf | logz: -40.647 +/- 0.365 | dlogz: 15.584 > 0.109
iter: 1299 | bound: 15 | nc: 34 | ncall: 36236 | eff(%): 3.585 | loglstar: -inf < -26.184 < inf | logz: -40.604 +/- 0.365 | dlogz: 15.531 > 0.109
iter: 1300 | bound: 15 | nc: 34 | ncall: 36270 | eff(%): 3.584 | loglstar: -inf < -26.146 < inf | logz: -40.560 +/- 0.365 | dlogz: 15.478 > 0.109
iter: 1301 | bound: 15 | nc: 34 | ncall: 36304 | eff(%): 3.584 | loglstar: -inf < -26.101 < inf | logz: -40.516 +/- 0.365 | dlogz: 15.424 > 0.109
iter: 1302 | bound: 15 | nc: 34 | ncall: 36338 | eff(%): 3.583 | loglstar: -inf < -26.083 < inf | logz: -40.474 +/- 0.365 | dlogz: 15.370 > 0.109
iter: 1303 | bound: 15 | nc: 34 | ncall: 36372 | eff(%): 3.582 | loglstar: -inf < -25.995 < inf | logz: -40.431 +/- 0.365 | dlogz: 15.318 > 0.109
iter: 1304 | bound: 15 | nc: 34 | ncall: 36406 | eff(%): 3.582 | loglstar: -inf < -25.995 < inf | logz: -40.389 +/- 0.365 | dlogz: 15.265 > 0.109
iter: 1305 | bound: 15 | nc: 34 | ncall: 36440 | eff(%): 3.581 | loglstar: -inf < -25.973 < inf | logz: -40.349 +/- 0.365 | dlogz: 15.213 > 0.109
iter: 1306 | bound: 15 | nc: 34 | ncall: 36474 | eff(%): 3.581 | loglstar: -inf < -25.919 < inf | logz: -40.308 +/- 0.365 | dlogz: 15.163 > 0.109
iter: 1307 | bound: 15 | nc: 34 | ncall: 36508 | eff(%): 3.580 | loglstar: -inf < -25.889 < inf | logz: -40.269 +/- 0.365 | dlogz: 15.113 > 0.109
iter: 1308 | bound: 15 | nc: 34 | ncall: 36542 | eff(%): 3.579 | loglstar: -inf < -25.874 < inf | logz: -40.230 +/- 0.365 | dlogz: 15.063 > 0.109
iter: 1309 | bound: 15 | nc: 34 | ncall: 36576 | eff(%): 3.579 | loglstar: -inf < -25.858 < inf | logz: -40.193 +/- 0.365 | dlogz: 15.014 > 0.109
iter: 1310 | bound: 15 | nc: 34 | ncall: 36610 | eff(%): 3.578 | loglstar: -inf < -25.830 < inf | logz: -40.156 +/- 0.365 | dlogz: 14.967 > 0.109
iter: 1311 | bound: 15 | nc: 34 | ncall: 36644 | eff(%): 3.578 | loglstar: -inf < -25.727 < inf | logz: -40.119 +/- 0.365 | dlogz: 14.921 > 0.109
iter: 1312 | bound: 15 | nc: 34 | ncall: 36678 | eff(%): 3.577 | loglstar: -inf < -25.584 < inf | logz: -40.079 +/- 0.365 | dlogz: 14.873 > 0.109
iter: 1313 | bound: 15 | nc: 34 | ncall: 36712 | eff(%): 3.576 | loglstar: -inf < -25.571 < inf | logz: -40.037 +/- 0.365 | dlogz: 14.823 > 0.109
iter: 1314 | bound: 15 | nc: 34 | ncall: 36746 | eff(%): 3.576 | loglstar: -inf < -25.523 < inf | logz: -39.997 +/- 0.365 | dlogz: 14.772 > 0.109
iter: 1315 | bound: 15 | nc: 34 | ncall: 36780 | eff(%): 3.575 | loglstar: -inf < -25.367 < inf | logz: -39.955 +/- 0.365 | dlogz: 14.722 > 0.109
iter: 1316 | bound: 15 | nc: 34 | ncall: 36814 | eff(%): 3.575 | loglstar: -inf < -25.350 < inf | logz: -39.911 +/- 0.365 | dlogz: 14.669 > 0.109
iter: 1317 | bound: 15 | nc: 34 | ncall: 36848 | eff(%): 3.574 | loglstar: -inf < -25.303 < inf | logz: -39.868 +/- 0.365 | dlogz: 14.615 > 0.109
iter: 1318 | bound: 15 | nc: 34 | ncall: 36882 | eff(%): 3.574 | loglstar: -inf < -25.161 < inf | logz: -39.823 +/- 0.365 | dlogz: 14.562 > 0.109
iter: 1319 | bound: 15 | nc: 34 | ncall: 36916 | eff(%): 3.573 | loglstar: -inf < -25.128 < inf | logz: -39.777 +/- 0.365 | dlogz: 14.508 > 0.109
iter: 1320 | bound: 15 | nc: 34 | ncall: 36950 | eff(%): 3.572 | loglstar: -inf < -25.128 < inf | logz: -39.732 +/- 0.365 | dlogz: 14.451 > 0.109
iter: 1321 | bound: 15 | nc: 34 | ncall: 36984 | eff(%): 3.572 | loglstar: -inf < -25.047 < inf | logz: -39.688 +/- 0.365 | dlogz: 14.397 > 0.109
iter: 1322 | bound: 15 | nc: 34 | ncall: 37018 | eff(%): 3.571 | loglstar: -inf < -24.845 < inf | logz: -39.640 +/- 0.366 | dlogz: 14.343 > 0.109
iter: 1323 | bound: 15 | nc: 34 | ncall: 37052 | eff(%): 3.571 | loglstar: -inf < -24.831 < inf | logz: -39.590 +/- 0.366 | dlogz: 14.285 > 0.109
iter: 1324 | bound: 15 | nc: 34 | ncall: 37086 | eff(%): 3.570 | loglstar: -inf < -24.828 < inf | logz: -39.542 +/- 0.366 | dlogz: 14.225 > 0.109
iter: 1325 | bound: 15 | nc: 34 | ncall: 37120 | eff(%): 3.570 | loglstar: -inf < -24.786 < inf | logz: -39.496 +/- 0.366 | dlogz: 14.168 > 0.109
iter: 1326 | bound: 15 | nc: 34 | ncall: 37154 | eff(%): 3.569 | loglstar: -inf < -24.752 < inf | logz: -39.451 +/- 0.366 | dlogz: 14.112 > 0.109
iter: 1327 | bound: 15 | nc: 34 | ncall: 37188 | eff(%): 3.568 | loglstar: -inf < -24.739 < inf | logz: -39.407 +/- 0.366 | dlogz: 14.056 > 0.109
iter: 1328 | bound: 15 | nc: 34 | ncall: 37222 | eff(%): 3.568 | loglstar: -inf < -24.719 < inf | logz: -39.365 +/- 0.366 | dlogz: 14.002 > 0.109
iter: 1329 | bound: 15 | nc: 34 | ncall: 37256 | eff(%): 3.567 | loglstar: -inf < -24.700 < inf | logz: -39.324 +/- 0.366 | dlogz: 13.950 > 0.109
iter: 1330 | bound: 15 | nc: 34 | ncall: 37290 | eff(%): 3.567 | loglstar: -inf < -24.593 < inf | logz: -39.282 +/- 0.367 | dlogz: 13.899 > 0.109
iter: 1331 | bound: 15 | nc: 34 | ncall: 37324 | eff(%): 3.566 | loglstar: -inf < -24.582 < inf | logz: -39.241 +/- 0.367 | dlogz: 13.848 > 0.109
iter: 1332 | bound: 15 | nc: 34 | ncall: 37358 | eff(%): 3.566 | loglstar: -inf < -24.568 < inf | logz: -39.200 +/- 0.367 | dlogz: 13.796 > 0.109
iter: 1333 | bound: 15 | nc: 34 | ncall: 37392 | eff(%): 3.565 | loglstar: -inf < -24.474 < inf | logz: -39.160 +/- 0.367 | dlogz: 13.746 > 0.109
iter: 1334 | bound: 15 | nc: 34 | ncall: 37426 | eff(%): 3.564 | loglstar: -inf < -24.381 < inf | logz: -39.118 +/- 0.367 | dlogz: 13.696 > 0.109
iter: 1335 | bound: 15 | nc: 34 | ncall: 37460 | eff(%): 3.564 | loglstar: -inf < -24.142 < inf | logz: -39.070 +/- 0.367 | dlogz: 13.643 > 0.109
iter: 1336 | bound: 15 | nc: 34 | ncall: 37494 | eff(%): 3.563 | loglstar: -inf < -23.914 < inf | logz: -39.014 +/- 0.367 | dlogz: 13.586 > 0.109
iter: 1337 | bound: 15 | nc: 34 | ncall: 37528 | eff(%): 3.563 | loglstar: -inf < -23.898 < inf | logz: -38.955 +/- 0.368 | dlogz: 13.520 > 0.109
iter: 1338 | bound: 15 | nc: 34 | ncall: 37562 | eff(%): 3.562 | loglstar: -inf < -23.841 < inf | logz: -38.898 +/- 0.368 | dlogz: 13.451 > 0.109
iter: 1339 | bound: 15 | nc: 34 | ncall: 37596 | eff(%): 3.562 | loglstar: -inf < -23.746 < inf | logz: -38.840 +/- 0.368 | dlogz: 13.384 > 0.109
iter: 1340 | bound: 15 | nc: 34 | ncall: 37630 | eff(%): 3.561 | loglstar: -inf < -23.740 < inf | logz: -38.784 +/- 0.369 | dlogz: 13.316 > 0.109
iter: 1341 | bound: 15 | nc: 34 | ncall: 37664 | eff(%): 3.560 | loglstar: -inf < -23.728 < inf | logz: -38.730 +/- 0.369 | dlogz: 13.250 > 0.109
iter: 1342 | bound: 15 | nc: 34 | ncall: 37698 | eff(%): 3.560 | loglstar: -inf < -23.681 < inf | logz: -38.678 +/- 0.369 | dlogz: 13.186 > 0.109
iter: 1343 | bound: 15 | nc: 34 | ncall: 37732 | eff(%): 3.559 | loglstar: -inf < -23.666 < inf | logz: -38.628 +/- 0.369 | dlogz: 13.124 > 0.109
iter: 1344 | bound: 15 | nc: 34 | ncall: 37766 | eff(%): 3.559 | loglstar: -inf < -23.664 < inf | logz: -38.580 +/- 0.369 | dlogz: 13.064 > 0.109
iter: 1345 | bound: 15 | nc: 34 | ncall: 37800 | eff(%): 3.558 | loglstar: -inf < -23.621 < inf | logz: -38.534 +/- 0.369 | dlogz: 13.006 > 0.109
iter: 1346 | bound: 15 | nc: 34 | ncall: 37834 | eff(%): 3.558 | loglstar: -inf < -23.558 < inf | logz: -38.488 +/- 0.370 | dlogz: 12.950 > 0.109
iter: 1347 | bound: 15 | nc: 34 | ncall: 37868 | eff(%): 3.557 | loglstar: -inf < -23.556 < inf | logz: -38.443 +/- 0.370 | dlogz: 12.894 > 0.109
iter: 1348 | bound: 15 | nc: 34 | ncall: 37902 | eff(%): 3.557 | loglstar: -inf < -23.490 < inf | logz: -38.399 +/- 0.370 | dlogz: 12.839 > 0.109
iter: 1349 | bound: 15 | nc: 34 | ncall: 37936 | eff(%): 3.556 | loglstar: -inf < -23.444 < inf | logz: -38.354 +/- 0.370 | dlogz: 12.785 > 0.109
iter: 1350 | bound: 15 | nc: 34 | ncall: 37970 | eff(%): 3.555 | loglstar: -inf < -23.324 < inf | logz: -38.309 +/- 0.370 | dlogz: 12.731 > 0.109
iter: 1351 | bound: 15 | nc: 34 | ncall: 38004 | eff(%): 3.555 | loglstar: -inf < -23.309 < inf | logz: -38.263 +/- 0.370 | dlogz: 12.675 > 0.109
iter: 1352 | bound: 15 | nc: 34 | ncall: 38038 | eff(%): 3.554 | loglstar: -inf < -23.277 < inf | logz: -38.218 +/- 0.370 | dlogz: 12.619 > 0.109
iter: 1353 | bound: 15 | nc: 34 | ncall: 38072 | eff(%): 3.554 | loglstar: -inf < -23.236 < inf | logz: -38.174 +/- 0.370 | dlogz: 12.565 > 0.109
iter: 1354 | bound: 15 | nc: 34 | ncall: 38106 | eff(%): 3.553 | loglstar: -inf < -23.227 < inf | logz: -38.132 +/- 0.370 | dlogz: 12.511 > 0.109
iter: 1355 | bound: 15 | nc: 34 | ncall: 38140 | eff(%): 3.553 | loglstar: -inf < -23.225 < inf | logz: -38.091 +/- 0.370 | dlogz: 12.458 > 0.109
iter: 1356 | bound: 15 | nc: 34 | ncall: 38174 | eff(%): 3.552 | loglstar: -inf < -23.177 < inf | logz: -38.052 +/- 0.370 | dlogz: 12.408 > 0.109
iter: 1357 | bound: 15 | nc: 34 | ncall: 38208 | eff(%): 3.552 | loglstar: -inf < -23.141 < inf | logz: -38.012 +/- 0.370 | dlogz: 12.358 > 0.109
iter: 1358 | bound: 15 | nc: 34 | ncall: 38242 | eff(%): 3.551 | loglstar: -inf < -23.084 < inf | logz: -37.973 +/- 0.370 | dlogz: 12.309 > 0.109
iter: 1359 | bound: 15 | nc: 34 | ncall: 38276 | eff(%): 3.551 | loglstar: -inf < -23.031 < inf | logz: -37.933 +/- 0.370 | dlogz: 12.260 > 0.109
iter: 1360 | bound: 15 | nc: 34 | ncall: 38310 | eff(%): 3.550 | loglstar: -inf < -23.011 < inf | logz: -37.895 +/- 0.370 | dlogz: 12.210 > 0.109
iter: 1361 | bound: 15 | nc: 34 | ncall: 38344 | eff(%): 3.549 | loglstar: -inf < -22.946 < inf | logz: -37.856 +/- 0.370 | dlogz: 12.161 > 0.109
iter: 1362 | bound: 15 | nc: 34 | ncall: 38378 | eff(%): 3.549 | loglstar: -inf < -22.891 < inf | logz: -37.817 +/- 0.370 | dlogz: 12.113 > 0.109
iter: 1363 | bound: 15 | nc: 34 | ncall: 38412 | eff(%): 3.548 | loglstar: -inf < -22.770 < inf | logz: -37.776 +/- 0.371 | dlogz: 12.064 > 0.109
iter: 1364 | bound: 15 | nc: 34 | ncall: 38446 | eff(%): 3.548 | loglstar: -inf < -22.750 < inf | logz: -37.734 +/- 0.371 | dlogz: 12.013 > 0.109
iter: 1365 | bound: 15 | nc: 34 | ncall: 38480 | eff(%): 3.547 | loglstar: -inf < -22.750 < inf | logz: -37.695 +/- 0.371 | dlogz: 11.961 > 0.109
iter: 1366 | bound: 15 | nc: 34 | ncall: 38514 | eff(%): 3.547 | loglstar: -inf < -22.715 < inf | logz: -37.656 +/- 0.371 | dlogz: 11.912 > 0.109
iter: 1367 | bound: 15 | nc: 34 | ncall: 38548 | eff(%): 3.546 | loglstar: -inf < -22.705 < inf | logz: -37.618 +/- 0.371 | dlogz: 11.863 > 0.109
iter: 1368 | bound: 15 | nc: 34 | ncall: 38582 | eff(%): 3.546 | loglstar: -inf < -22.697 < inf | logz: -37.582 +/- 0.371 | dlogz: 11.823 > 0.109
iter: 1369 | bound: 15 | nc: 34 | ncall: 38616 | eff(%): 3.545 | loglstar: -inf < -22.689 < inf | logz: -37.547 +/- 0.371 | dlogz: 11.777 > 0.109
iter: 1370 | bound: 15 | nc: 34 | ncall: 38650 | eff(%): 3.545 | loglstar: -inf < -22.671 < inf | logz: -37.513 +/- 0.371 | dlogz: 11.732 > 0.109
iter: 1371 | bound: 15 | nc: 34 | ncall: 38684 | eff(%): 3.544 | loglstar: -inf < -22.572 < inf | logz: -37.479 +/- 0.371 | dlogz: 11.688 > 0.109
iter: 1372 | bound: 15 | nc: 34 | ncall: 38718 | eff(%): 3.544 | loglstar: -inf < -22.510 < inf | logz: -37.444 +/- 0.371 | dlogz: 11.644 > 0.109
iter: 1373 | bound: 16 | nc: 34 | ncall: 38752 | eff(%): 3.543 | loglstar: -inf < -22.484 < inf | logz: -37.408 +/- 0.371 | dlogz: 11.598 > 0.109
iter: 1374 | bound: 16 | nc: 34 | ncall: 38786 | eff(%): 3.543 | loglstar: -inf < -22.444 < inf | logz: -37.373 +/- 0.371 | dlogz: 11.553 > 0.109
iter: 1375 | bound: 16 | nc: 34 | ncall: 38820 | eff(%): 3.542 | loglstar: -inf < -22.361 < inf | logz: -37.337 +/- 0.371 | dlogz: 11.508 > 0.109
iter: 1376 | bound: 16 | nc: 34 | ncall: 38854 | eff(%): 3.541 | loglstar: -inf < -22.333 < inf | logz: -37.301 +/- 0.371 | dlogz: 11.462 > 0.109
iter: 1377 | bound: 16 | nc: 34 | ncall: 38888 | eff(%): 3.541 | loglstar: -inf < -22.320 < inf | logz: -37.266 +/- 0.371 | dlogz: 11.416 > 0.109
iter: 1378 | bound: 16 | nc: 34 | ncall: 38922 | eff(%): 3.540 | loglstar: -inf < -22.314 < inf | logz: -37.232 +/- 0.371 | dlogz: 11.371 > 0.109
iter: 1379 | bound: 16 | nc: 34 | ncall: 38956 | eff(%): 3.540 | loglstar: -inf < -22.292 < inf | logz: -37.199 +/- 0.371 | dlogz: 11.328 > 0.109
iter: 1380 | bound: 16 | nc: 34 | ncall: 38990 | eff(%): 3.539 | loglstar: -inf < -22.144 < inf | logz: -37.165 +/- 0.371 | dlogz: 11.285 > 0.109
iter: 1381 | bound: 16 | nc: 34 | ncall: 39024 | eff(%): 3.539 | loglstar: -inf < -22.112 < inf | logz: -37.129 +/- 0.371 | dlogz: 11.240 > 0.109
iter: 1382 | bound: 16 | nc: 34 | ncall: 39058 | eff(%): 3.538 | loglstar: -inf < -22.021 < inf | logz: -37.093 +/- 0.371 | dlogz: 11.195 > 0.109
iter: 1383 | bound: 16 | nc: 34 | ncall: 39092 | eff(%): 3.538 | loglstar: -inf < -21.967 < inf | logz: -37.055 +/- 0.371 | dlogz: 11.148 > 0.109
iter: 1384 | bound: 16 | nc: 34 | ncall: 39126 | eff(%): 3.537 | loglstar: -inf < -21.914 < inf | logz: -37.018 +/- 0.371 | dlogz: 11.101 > 0.109
iter: 1385 | bound: 16 | nc: 34 | ncall: 39160 | eff(%): 3.537 | loglstar: -inf < -21.907 < inf | logz: -36.981 +/- 0.371 | dlogz: 11.053 > 0.109
iter: 1386 | bound: 16 | nc: 34 | ncall: 39194 | eff(%): 3.536 | loglstar: -inf < -21.899 < inf | logz: -36.945 +/- 0.372 | dlogz: 11.006 > 0.109
iter: 1387 | bound: 16 | nc: 34 | ncall: 39228 | eff(%): 3.536 | loglstar: -inf < -21.873 < inf | logz: -36.911 +/- 0.372 | dlogz: 10.961 > 0.109
iter: 1388 | bound: 16 | nc: 34 | ncall: 39262 | eff(%): 3.535 | loglstar: -inf < -21.841 < inf | logz: -36.877 +/- 0.372 | dlogz: 10.916 > 0.109
iter: 1389 | bound: 16 | nc: 34 | ncall: 39296 | eff(%): 3.535 | loglstar: -inf < -21.827 < inf | logz: -36.843 +/- 0.372 | dlogz: 10.872 > 0.109
iter: 1390 | bound: 16 | nc: 34 | ncall: 39330 | eff(%): 3.534 | loglstar: -inf < -21.797 < inf | logz: -36.811 +/- 0.372 | dlogz: 10.829 > 0.109
iter: 1391 | bound: 16 | nc: 34 | ncall: 39364 | eff(%): 3.534 | loglstar: -inf < -21.734 < inf | logz: -36.778 +/- 0.372 | dlogz: 10.786 > 0.109
iter: 1392 | bound: 16 | nc: 34 | ncall: 39398 | eff(%): 3.533 | loglstar: -inf < -21.729 < inf | logz: -36.745 +/- 0.372 | dlogz: 10.744 > 0.109
iter: 1393 | bound: 16 | nc: 34 | ncall: 39432 | eff(%): 3.533 | loglstar: -inf < -21.622 < inf | logz: -36.712 +/- 0.372 | dlogz: 11.175 > 0.109
iter: 1394 | bound: 16 | nc: 34 | ncall: 39466 | eff(%): 3.532 | loglstar: -inf < -21.612 < inf | logz: -36.679 +/- 0.372 | dlogz: 11.132 > 0.109
iter: 1395 | bound: 17 | nc: 34 | ncall: 39500 | eff(%): 3.532 | loglstar: -inf < -21.528 < inf | logz: -36.645 +/- 0.372 | dlogz: 11.088 > 0.109
iter: 1396 | bound: 17 | nc: 34 | ncall: 39534 | eff(%): 3.531 | loglstar: -inf < -21.500 < inf | logz: -36.611 +/- 0.372 | dlogz: 11.045 > 0.109
iter: 1397 | bound: 17 | nc: 34 | ncall: 39568 | eff(%): 3.531 | loglstar: -inf < -21.448 < inf | logz: -36.577 +/- 0.372 | dlogz: 11.001 > 0.109
iter: 1398 | bound: 17 | nc: 34 | ncall: 39602 | eff(%): 3.530 | loglstar: -inf < -21.400 < inf | logz: -36.543 +/- 0.372 | dlogz: 10.957 > 0.109
iter: 1399 | bound: 17 | nc: 34 | ncall: 39636 | eff(%): 3.530 | loglstar: -inf < -21.340 < inf | logz: -36.509 +/- 0.372 | dlogz: 10.913 > 0.109
iter: 1400 | bound: 17 | nc: 34 | ncall: 39670 | eff(%): 3.529 | loglstar: -inf < -21.340 < inf | logz: -36.475 +/- 0.372 | dlogz: 10.869 > 0.109
iter: 1401 | bound: 17 | nc: 34 | ncall: 39704 | eff(%): 3.529 | loglstar: -inf < -21.305 < inf | logz: -36.442 +/- 0.372 | dlogz: 10.825 > 0.109
iter: 1402 | bound: 17 | nc: 34 | ncall: 39738 | eff(%): 3.528 | loglstar: -inf < -21.249 < inf | logz: -36.409 +/- 0.373 | dlogz: 10.782 > 0.109
iter: 1403 | bound: 17 | nc: 34 | ncall: 39772 | eff(%): 3.528 | loglstar: -inf < -21.206 < inf | logz: -36.376 +/- 0.373 | dlogz: 10.739 > 0.109
iter: 1404 | bound: 17 | nc: 34 | ncall: 39806 | eff(%): 3.527 | loglstar: -inf < -21.186 < inf | logz: -36.343 +/- 0.373 | dlogz: 10.695 > 0.109
iter: 1405 | bound: 17 | nc: 34 | ncall: 39840 | eff(%): 3.527 | loglstar: -inf < -21.184 < inf | logz: -36.311 +/- 0.373 | dlogz: 10.652 > 0.109
iter: 1406 | bound: 17 | nc: 34 | ncall: 39874 | eff(%): 3.526 | loglstar: -inf < -21.177 < inf | logz: -36.280 +/- 0.373 | dlogz: 10.611 > 0.109
iter: 1407 | bound: 17 | nc: 34 | ncall: 39908 | eff(%): 3.526 | loglstar: -inf < -21.144 < inf | logz: -36.250 +/- 0.373 | dlogz: 10.570 > 0.109
iter: 1408 | bound: 17 | nc: 34 | ncall: 39942 | eff(%): 3.525 | loglstar: -inf < -21.139 < inf | logz: -36.220 +/- 0.373 | dlogz: 10.530 > 0.109
iter: 1409 | bound: 17 | nc: 34 | ncall: 39976 | eff(%): 3.525 | loglstar: -inf < -21.134 < inf | logz: -36.192 +/- 0.373 | dlogz: 10.490 > 0.109
iter: 1410 | bound: 17 | nc: 34 | ncall: 40010 | eff(%): 3.524 | loglstar: -inf < -21.116 < inf | logz: -36.164 +/- 0.373 | dlogz: 10.452 > 0.109
iter: 1411 | bound: 17 | nc: 34 | ncall: 40044 | eff(%): 3.524 | loglstar: -inf < -21.104 < inf | logz: -36.137 +/- 0.373 | dlogz: 10.414 > 0.109
iter: 1412 | bound: 17 | nc: 34 | ncall: 40078 | eff(%): 3.523 | loglstar: -inf < -21.102 < inf | logz: -36.110 +/- 0.373 | dlogz: 10.377 > 0.109
iter: 1413 | bound: 17 | nc: 34 | ncall: 40112 | eff(%): 3.523 | loglstar: -inf < -20.991 < inf | logz: -36.083 +/- 0.373 | dlogz: 10.341 > 0.109
iter: 1414 | bound: 17 | nc: 34 | ncall: 40146 | eff(%): 3.522 | loglstar: -inf < -20.915 < inf | logz: -36.055 +/- 0.373 | dlogz: 10.304 > 0.109
iter: 1415 | bound: 17 | nc: 34 | ncall: 40180 | eff(%): 3.522 | loglstar: -inf < -20.865 < inf | logz: -36.026 +/- 0.373 | dlogz: 10.265 > 0.109
iter: 1416 | bound: 17 | nc: 34 | ncall: 40214 | eff(%): 3.521 | loglstar: -inf < -20.864 < inf | logz: -35.997 +/- 0.373 | dlogz: 10.226 > 0.109
iter: 1417 | bound: 17 | nc: 34 | ncall: 40248 | eff(%): 3.521 | loglstar: -inf < -20.798 < inf | logz: -35.968 +/- 0.373 | dlogz: 10.187 > 0.109
iter: 1418 | bound: 17 | nc: 34 | ncall: 40282 | eff(%): 3.520 | loglstar: -inf < -20.773 < inf | logz: -35.939 +/- 0.373 | dlogz: 10.149 > 0.109
iter: 1419 | bound: 17 | nc: 34 | ncall: 40316 | eff(%): 3.520 | loglstar: -inf < -20.756 < inf | logz: -35.911 +/- 0.373 | dlogz: 10.110 > 0.109
iter: 1420 | bound: 17 | nc: 34 | ncall: 40350 | eff(%): 3.519 | loglstar: -inf < -20.731 < inf | logz: -35.883 +/- 0.373 | dlogz: 10.072 > 0.109
iter: 1421 | bound: 17 | nc: 34 | ncall: 40384 | eff(%): 3.519 | loglstar: -inf < -20.664 < inf | logz: -35.855 +/- 0.373 | dlogz: 10.034 > 0.109
iter: 1422 | bound: 17 | nc: 34 | ncall: 40418 | eff(%): 3.518 | loglstar: -inf < -20.662 < inf | logz: -35.827 +/- 0.373 | dlogz: 9.996 > 0.109
iter: 1423 | bound: 17 | nc: 34 | ncall: 40452 | eff(%): 3.518 | loglstar: -inf < -20.629 < inf | logz: -35.800 +/- 0.373 | dlogz: 9.958 > 0.109
iter: 1424 | bound: 17 | nc: 34 | ncall: 40486 | eff(%): 3.517 | loglstar: -inf < -20.617 < inf | logz: -35.773 +/- 0.373 | dlogz: 9.921 > 0.109
iter: 1425 | bound: 17 | nc: 34 | ncall: 40520 | eff(%): 3.517 | loglstar: -inf < -20.542 < inf | logz: -35.746 +/- 0.373 | dlogz: 9.884 > 0.109
iter: 1426 | bound: 17 | nc: 34 | ncall: 40554 | eff(%): 3.516 | loglstar: -inf < -20.465 < inf | logz: -35.717 +/- 0.374 | dlogz: 9.847 > 0.109
iter: 1427 | bound: 17 | nc: 34 | ncall: 40588 | eff(%): 3.516 | loglstar: -inf < -20.454 < inf | logz: -35.689 +/- 0.374 | dlogz: 9.808 > 0.109
iter: 1428 | bound: 17 | nc: 34 | ncall: 40622 | eff(%): 3.515 | loglstar: -inf < -20.432 < inf | logz: -35.661 +/- 0.374 | dlogz: 9.882 > 0.109
iter: 1429 | bound: 17 | nc: 34 | ncall: 40656 | eff(%): 3.515 | loglstar: -inf < -20.386 < inf | logz: -35.633 +/- 0.374 | dlogz: 9.844 > 0.109
iter: 1430 | bound: 17 | nc: 34 | ncall: 40690 | eff(%): 3.514 | loglstar: -inf < -20.345 < inf | logz: -35.606 +/- 0.374 | dlogz: 9.807 > 0.109
iter: 1431 | bound: 17 | nc: 34 | ncall: 40724 | eff(%): 3.514 | loglstar: -inf < -20.292 < inf | logz: -35.577 +/- 0.374 | dlogz: 9.769 > 0.109
iter: 1432 | bound: 17 | nc: 34 | ncall: 40758 | eff(%): 3.513 | loglstar: -inf < -20.257 < inf | logz: -35.549 +/- 0.374 | dlogz: 9.731 > 0.109
iter: 1433 | bound: 17 | nc: 34 | ncall: 40792 | eff(%): 3.513 | loglstar: -inf < -20.230 < inf | logz: -35.521 +/- 0.374 | dlogz: 9.692 > 0.109
iter: 1434 | bound: 17 | nc: 34 | ncall: 40826 | eff(%): 3.512 | loglstar: -inf < -20.203 < inf | logz: -35.493 +/- 0.374 | dlogz: 9.654 > 0.109
iter: 1435 | bound: 17 | nc: 34 | ncall: 40860 | eff(%): 3.512 | loglstar: -inf < -20.182 < inf | logz: -35.466 +/- 0.374 | dlogz: 9.617 > 0.109
iter: 1436 | bound: 17 | nc: 34 | ncall: 40894 | eff(%): 3.512 | loglstar: -inf < -20.066 < inf | logz: -35.438 +/- 0.374 | dlogz: 9.579 > 0.109
iter: 1437 | bound: 17 | nc: 34 | ncall: 40928 | eff(%): 3.511 | loglstar: -inf < -20.064 < inf | logz: -35.409 +/- 0.374 | dlogz: 9.541 > 0.109
iter: 1438 | bound: 17 | nc: 34 | ncall: 40962 | eff(%): 3.511 | loglstar: -inf < -20.021 < inf | logz: -35.380 +/- 0.374 | dlogz: 9.502 > 0.109
iter: 1439 | bound: 17 | nc: 34 | ncall: 40996 | eff(%): 3.510 | loglstar: -inf < -20.010 < inf | logz: -35.352 +/- 0.374 | dlogz: 9.464 > 0.109
iter: 1440 | bound: 17 | nc: 34 | ncall: 41030 | eff(%): 3.510 | loglstar: -inf < -19.918 < inf | logz: -35.324 +/- 0.375 | dlogz: 9.426 > 0.109
iter: 1441 | bound: 17 | nc: 34 | ncall: 41064 | eff(%): 3.509 | loglstar: -inf < -19.897 < inf | logz: -35.295 +/- 0.375 | dlogz: 9.388 > 0.109
iter: 1442 | bound: 17 | nc: 34 | ncall: 41098 | eff(%): 3.509 | loglstar: -inf < -19.805 < inf | logz: -35.265 +/- 0.375 | dlogz: 9.349 > 0.109
iter: 1443 | bound: 17 | nc: 34 | ncall: 41132 | eff(%): 3.508 | loglstar: -inf < -19.773 < inf | logz: -35.235 +/- 0.375 | dlogz: 9.309 > 0.109
iter: 1444 | bound: 17 | nc: 34 | ncall: 41166 | eff(%): 3.508 | loglstar: -inf < -19.749 < inf | logz: -35.205 +/- 0.375 | dlogz: 9.269 > 0.109
iter: 1445 | bound: 17 | nc: 34 | ncall: 41200 | eff(%): 3.507 | loglstar: -inf < -19.731 < inf | logz: -35.176 +/- 0.375 | dlogz: 9.229 > 0.109
iter: 1446 | bound: 17 | nc: 34 | ncall: 41234 | eff(%): 3.507 | loglstar: -inf < -19.720 < inf | logz: -35.148 +/- 0.375 | dlogz: 9.190 > 0.109
iter: 1447 | bound: 17 | nc: 34 | ncall: 41268 | eff(%): 3.506 | loglstar: -inf < -19.640 < inf | logz: -35.119 +/- 0.375 | dlogz: 9.152 > 0.109
iter: 1448 | bound: 17 | nc: 34 | ncall: 41302 | eff(%): 3.506 | loglstar: -inf < -19.637 < inf | logz: -35.090 +/- 0.375 | dlogz: 9.113 > 0.109
iter: 1449 | bound: 17 | nc: 34 | ncall: 41336 | eff(%): 3.505 | loglstar: -inf < -19.589 < inf | logz: -35.062 +/- 0.375 | dlogz: 9.074 > 0.109
iter: 1450 | bound: 17 | nc: 34 | ncall: 41370 | eff(%): 3.505 | loglstar: -inf < -19.502 < inf | logz: -35.033 +/- 0.376 | dlogz: 9.036 > 0.109
iter: 1451 | bound: 17 | nc: 34 | ncall: 41404 | eff(%): 3.504 | loglstar: -inf < -19.497 < inf | logz: -35.003 +/- 0.376 | dlogz: 8.997 > 0.109
iter: 1452 | bound: 17 | nc: 34 | ncall: 41438 | eff(%): 3.504 | loglstar: -inf < -19.444 < inf | logz: -34.974 +/- 0.376 | dlogz: 8.957 > 0.109
iter: 1453 | bound: 17 | nc: 34 | ncall: 41472 | eff(%): 3.504 | loglstar: -inf < -19.361 < inf | logz: -34.944 +/- 0.376 | dlogz: 8.918 > 0.109
iter: 1454 | bound: 17 | nc: 34 | ncall: 41506 | eff(%): 3.503 | loglstar: -inf < -19.359 < inf | logz: -34.914 +/- 0.376 | dlogz: 11.876 > 0.109
iter: 1455 | bound: 17 | nc: 34 | ncall: 41540 | eff(%): 3.503 | loglstar: -inf < -19.329 < inf | logz: -34.884 +/- 0.376 | dlogz: 11.836 > 0.109
iter: 1456 | bound: 17 | nc: 34 | ncall: 41574 | eff(%): 3.502 | loglstar: -inf < -19.282 < inf | logz: -34.855 +/- 0.376 | dlogz: 11.796 > 0.109
iter: 1457 | bound: 17 | nc: 34 | ncall: 41608 | eff(%): 3.502 | loglstar: -inf < -19.251 < inf | logz: -34.826 +/- 0.376 | dlogz: 11.757 > 0.109
iter: 1458 | bound: 17 | nc: 34 | ncall: 41642 | eff(%): 3.501 | loglstar: -inf < -19.248 < inf | logz: -34.797 +/- 0.377 | dlogz: 11.718 > 0.109
iter: 1459 | bound: 18 | nc: 34 | ncall: 41676 | eff(%): 3.501 | loglstar: -inf < -19.243 < inf | logz: -34.769 +/- 0.377 | dlogz: 11.679 > 0.109
iter: 1460 | bound: 18 | nc: 34 | ncall: 41710 | eff(%): 3.500 | loglstar: -inf < -19.215 < inf | logz: -34.742 +/- 0.377 | dlogz: 11.642 > 0.109
iter: 1461 | bound: 18 | nc: 34 | ncall: 41744 | eff(%): 3.500 | loglstar: -inf < -19.171 < inf | logz: -34.715 +/- 0.377 | dlogz: 11.604 > 0.109
iter: 1462 | bound: 18 | nc: 34 | ncall: 41778 | eff(%): 3.499 | loglstar: -inf < -19.162 < inf | logz: -34.688 +/- 0.377 | dlogz: 11.567 > 0.109
iter: 1463 | bound: 18 | nc: 34 | ncall: 41812 | eff(%): 3.499 | loglstar: -inf < -19.146 < inf | logz: -34.662 +/- 0.377 | dlogz: 11.531 > 0.109
iter: 1464 | bound: 18 | nc: 34 | ncall: 41846 | eff(%): 3.499 | loglstar: -inf < -19.141 < inf | logz: -34.636 +/- 0.377 | dlogz: 11.494 > 0.109
iter: 1465 | bound: 18 | nc: 34 | ncall: 41880 | eff(%): 3.498 | loglstar: -inf < -19.140 < inf | logz: -34.612 +/- 0.377 | dlogz: 11.459 > 0.109
iter: 1466 | bound: 18 | nc: 34 | ncall: 41914 | eff(%): 3.498 | loglstar: -inf < -19.121 < inf | logz: -34.588 +/- 0.377 | dlogz: 11.424 > 0.109
iter: 1467 | bound: 18 | nc: 34 | ncall: 41948 | eff(%): 3.497 | loglstar: -inf < -19.120 < inf | logz: -34.564 +/- 0.377 | dlogz: 11.390 > 0.109
iter: 1468 | bound: 18 | nc: 34 | ncall: 41982 | eff(%): 3.497 | loglstar: -inf < -19.111 < inf | logz: -34.541 +/- 0.377 | dlogz: 11.357 > 0.109
iter: 1469 | bound: 18 | nc: 34 | ncall: 42016 | eff(%): 3.496 | loglstar: -inf < -19.022 < inf | logz: -34.518 +/- 0.377 | dlogz: 11.324 > 0.109
iter: 1470 | bound: 18 | nc: 34 | ncall: 42050 | eff(%): 3.496 | loglstar: -inf < -19.012 < inf | logz: -34.494 +/- 0.377 | dlogz: 11.290 > 0.109
iter: 1471 | bound: 18 | nc: 34 | ncall: 42084 | eff(%): 3.495 | loglstar: -inf < -18.998 < inf | logz: -34.471 +/- 0.377 | dlogz: 11.257 > 0.109
iter: 1472 | bound: 18 | nc: 34 | ncall: 42118 | eff(%): 3.495 | loglstar: -inf < -18.993 < inf | logz: -34.448 +/- 0.377 | dlogz: 11.224 > 0.109
iter: 1473 | bound: 18 | nc: 34 | ncall: 42152 | eff(%): 3.494 | loglstar: -inf < -18.984 < inf | logz: -34.426 +/- 0.377 | dlogz: 11.191 > 0.109
iter: 1474 | bound: 18 | nc: 34 | ncall: 42186 | eff(%): 3.494 | loglstar: -inf < -18.976 < inf | logz: -34.405 +/- 0.377 | dlogz: 11.159 > 0.109
iter: 1475 | bound: 18 | nc: 34 | ncall: 42220 | eff(%): 3.494 | loglstar: -inf < -18.975 < inf | logz: -34.384 +/- 0.377 | dlogz: 11.128 > 0.109
iter: 1476 | bound: 18 | nc: 34 | ncall: 42254 | eff(%): 3.493 | loglstar: -inf < -18.907 < inf | logz: -34.363 +/- 0.377 | dlogz: 11.097 > 0.109
iter: 1477 | bound: 18 | nc: 34 | ncall: 42288 | eff(%): 3.493 | loglstar: -inf < -18.904 < inf | logz: -34.341 +/- 0.377 | dlogz: 11.066 > 0.109
iter: 1478 | bound: 18 | nc: 34 | ncall: 42322 | eff(%): 3.492 | loglstar: -inf < -18.839 < inf | logz: -34.320 +/- 0.377 | dlogz: 11.034 > 0.109
iter: 1479 | bound: 18 | nc: 34 | ncall: 42356 | eff(%): 3.492 | loglstar: -inf < -18.817 < inf | logz: -34.299 +/- 0.377 | dlogz: 11.003 > 0.109
iter: 1480 | bound: 18 | nc: 34 | ncall: 42390 | eff(%): 3.491 | loglstar: -inf < -18.816 < inf | logz: -34.278 +/- 0.378 | dlogz: 10.972 > 0.109
iter: 1481 | bound: 18 | nc: 34 | ncall: 42424 | eff(%): 3.491 | loglstar: -inf < -18.813 < inf | logz: -34.257 +/- 0.378 | dlogz: 10.941 > 0.109
iter: 1482 | bound: 18 | nc: 34 | ncall: 42458 | eff(%): 3.491 | loglstar: -inf < -18.750 < inf | logz: -34.237 +/- 0.378 | dlogz: 10.910 > 0.109
iter: 1483 | bound: 18 | nc: 34 | ncall: 42492 | eff(%): 3.490 | loglstar: -inf < -18.713 < inf | logz: -34.216 +/- 0.378 | dlogz: 10.880 > 0.109
iter: 1484 | bound: 18 | nc: 34 | ncall: 42526 | eff(%): 3.490 | loglstar: -inf < -18.637 < inf | logz: -34.194 +/- 0.378 | dlogz: 10.849 > 0.109
iter: 1485 | bound: 18 | nc: 34 | ncall: 42560 | eff(%): 3.489 | loglstar: -inf < -18.637 < inf | logz: -34.173 +/- 0.378 | dlogz: 10.818 > 0.109
iter: 1486 | bound: 18 | nc: 34 | ncall: 42594 | eff(%): 3.489 | loglstar: -inf < -18.603 < inf | logz: -34.151 +/- 0.378 | dlogz: 10.786 > 0.109
iter: 1487 | bound: 18 | nc: 34 | ncall: 42628 | eff(%): 3.488 | loglstar: -inf < -18.587 < inf | logz: -34.130 +/- 0.378 | dlogz: 10.755 > 0.109
iter: 1488 | bound: 18 | nc: 34 | ncall: 42662 | eff(%): 3.488 | loglstar: -inf < -18.576 < inf | logz: -34.109 +/- 0.378 | dlogz: 10.724 > 0.109
iter: 1489 | bound: 18 | nc: 34 | ncall: 42696 | eff(%): 3.487 | loglstar: -inf < -18.572 < inf | logz: -34.089 +/- 0.378 | dlogz: 10.693 > 0.109
iter: 1490 | bound: 18 | nc: 34 | ncall: 42730 | eff(%): 3.487 | loglstar: -inf < -18.538 < inf | logz: -34.069 +/- 0.378 | dlogz: 10.663 > 0.109
iter: 1491 | bound: 18 | nc: 34 | ncall: 42764 | eff(%): 3.487 | loglstar: -inf < -18.512 < inf | logz: -34.049 +/- 0.378 | dlogz: 10.633 > 0.109
iter: 1492 | bound: 18 | nc: 34 | ncall: 42798 | eff(%): 3.486 | loglstar: -inf < -18.481 < inf | logz: -34.029 +/- 0.378 | dlogz: 10.603 > 0.109
iter: 1493 | bound: 18 | nc: 34 | ncall: 42832 | eff(%): 3.486 | loglstar: -inf < -18.437 < inf | logz: -34.009 +/- 0.378 | dlogz: 10.573 > 0.109
iter: 1494 | bound: 18 | nc: 34 | ncall: 42866 | eff(%): 3.485 | loglstar: -inf < -18.378 < inf | logz: -33.988 +/- 0.378 | dlogz: 10.543 > 0.109
iter: 1495 | bound: 18 | nc: 34 | ncall: 42900 | eff(%): 3.485 | loglstar: -inf < -18.370 < inf | logz: -33.967 +/- 0.378 | dlogz: 10.512 > 0.109
iter: 1496 | bound: 18 | nc: 34 | ncall: 42934 | eff(%): 3.484 | loglstar: -inf < -18.341 < inf | logz: -33.947 +/- 0.378 | dlogz: 10.481 > 0.109
iter: 1497 | bound: 18 | nc: 34 | ncall: 42968 | eff(%): 3.484 | loglstar: -inf < -18.263 < inf | logz: -33.926 +/- 0.378 | dlogz: 10.451 > 0.109
iter: 1498 | bound: 18 | nc: 34 | ncall: 43002 | eff(%): 3.484 | loglstar: -inf < -18.124 < inf | logz: -33.903 +/- 0.378 | dlogz: 10.420 > 0.109
iter: 1499 | bound: 18 | nc: 34 | ncall: 43036 | eff(%): 3.483 | loglstar: -inf < -18.110 < inf | logz: -33.880 +/- 0.378 | dlogz: 10.387 > 0.109
iter: 1500 | bound: 18 | nc: 34 | ncall: 43070 | eff(%): 3.483 | loglstar: -inf < -18.066 < inf | logz: -33.856 +/- 0.379 | dlogz: 10.354 > 0.109
iter: 1501 | bound: 18 | nc: 34 | ncall: 43104 | eff(%): 3.482 | loglstar: -inf < -18.063 < inf | logz: -33.833 +/- 0.379 | dlogz: 10.320 > 0.109
iter: 1502 | bound: 18 | nc: 34 | ncall: 43138 | eff(%): 3.482 | loglstar: -inf < -18.041 < inf | logz: -33.810 +/- 0.379 | dlogz: 10.287 > 0.109
iter: 1503 | bound: 18 | nc: 34 | ncall: 43172 | eff(%): 3.481 | loglstar: -inf < -18.019 < inf | logz: -33.788 +/- 0.379 | dlogz: 10.254 > 0.109
iter: 1504 | bound: 18 | nc: 34 | ncall: 43206 | eff(%): 3.481 | loglstar: -inf < -17.933 < inf | logz: -33.765 +/- 0.379 | dlogz: 10.222 > 0.109
iter: 1505 | bound: 18 | nc: 34 | ncall: 43240 | eff(%): 3.481 | loglstar: -inf < -17.905 < inf | logz: -33.741 +/- 0.379 | dlogz: 10.189 > 0.109
iter: 1506 | bound: 18 | nc: 34 | ncall: 43274 | eff(%): 3.480 | loglstar: -inf < -17.798 < inf | logz: -33.717 +/- 0.379 | dlogz: 10.155 > 0.109
iter: 1507 | bound: 18 | nc: 34 | ncall: 43308 | eff(%): 3.480 | loglstar: -inf < -17.786 < inf | logz: -33.692 +/- 0.379 | dlogz: 10.121 > 0.109
iter: 1508 | bound: 18 | nc: 34 | ncall: 43342 | eff(%): 3.479 | loglstar: -inf < -17.766 < inf | logz: -33.667 +/- 0.379 | dlogz: 10.086 > 0.109
iter: 1509 | bound: 18 | nc: 34 | ncall: 43376 | eff(%): 3.479 | loglstar: -inf < -17.739 < inf | logz: -33.643 +/- 0.380 | dlogz: 10.052 > 0.109
iter: 1510 | bound: 18 | nc: 34 | ncall: 43410 | eff(%): 3.478 | loglstar: -inf < -17.716 < inf | logz: -33.619 +/- 0.380 | dlogz: 10.017 > 0.109
iter: 1511 | bound: 18 | nc: 34 | ncall: 43444 | eff(%): 3.478 | loglstar: -inf < -17.698 < inf | logz: -33.595 +/- 0.380 | dlogz: 9.983 > 0.109
iter: 1512 | bound: 18 | nc: 34 | ncall: 43478 | eff(%): 3.478 | loglstar: -inf < -17.698 < inf | logz: -33.572 +/- 0.380 | dlogz: 9.950 > 0.109
iter: 1513 | bound: 18 | nc: 34 | ncall: 43512 | eff(%): 3.477 | loglstar: -inf < -17.680 < inf | logz: -33.549 +/- 0.380 | dlogz: 9.917 > 0.109
iter: 1514 | bound: 18 | nc: 34 | ncall: 43546 | eff(%): 3.477 | loglstar: -inf < -17.671 < inf | logz: -33.527 +/- 0.380 | dlogz: 9.884 > 0.109
iter: 1515 | bound: 18 | nc: 34 | ncall: 43580 | eff(%): 3.476 | loglstar: -inf < -17.591 < inf | logz: -33.504 +/- 0.380 | dlogz: 9.852 > 0.109
iter: 1516 | bound: 18 | nc: 34 | ncall: 43614 | eff(%): 3.476 | loglstar: -inf < -17.550 < inf | logz: -33.481 +/- 0.380 | dlogz: 9.819 > 0.109
iter: 1517 | bound: 18 | nc: 34 | ncall: 43648 | eff(%): 3.476 | loglstar: -inf < -17.496 < inf | logz: -33.458 +/- 0.380 | dlogz: 9.786 > 0.109
iter: 1518 | bound: 18 | nc: 34 | ncall: 43682 | eff(%): 3.475 | loglstar: -inf < -17.482 < inf | logz: -33.434 +/- 0.380 | dlogz: 9.753 > 0.109
iter: 1519 | bound: 18 | nc: 34 | ncall: 43716 | eff(%): 3.475 | loglstar: -inf < -17.272 < inf | logz: -33.409 +/- 0.381 | dlogz: 9.720 > 0.109
iter: 1520 | bound: 18 | nc: 34 | ncall: 43750 | eff(%): 3.474 | loglstar: -inf < -17.260 < inf | logz: -33.382 +/- 0.381 | dlogz: 9.684 > 0.109
iter: 1521 | bound: 18 | nc: 34 | ncall: 43784 | eff(%): 3.474 | loglstar: -inf < -17.232 < inf | logz: -33.355 +/- 0.381 | dlogz: 9.647 > 0.109
iter: 1522 | bound: 18 | nc: 34 | ncall: 43818 | eff(%): 3.473 | loglstar: -inf < -17.228 < inf | logz: -33.328 +/- 0.381 | dlogz: 9.610 > 0.109
iter: 1523 | bound: 18 | nc: 34 | ncall: 43852 | eff(%): 3.473 | loglstar: -inf < -17.197 < inf | logz: -33.303 +/- 0.381 | dlogz: 9.574 > 0.109
iter: 1524 | bound: 18 | nc: 34 | ncall: 43886 | eff(%): 3.473 | loglstar: -inf < -17.151 < inf | logz: -33.277 +/- 0.381 | dlogz: 9.538 > 0.109
iter: 1525 | bound: 18 | nc: 34 | ncall: 43920 | eff(%): 3.472 | loglstar: -inf < -17.127 < inf | logz: -33.251 +/- 0.382 | dlogz: 9.502 > 0.109
iter: 1526 | bound: 18 | nc: 34 | ncall: 43954 | eff(%): 3.472 | loglstar: -inf < -17.114 < inf | logz: -33.225 +/- 0.382 | dlogz: 9.466 > 0.109
iter: 1527 | bound: 18 | nc: 34 | ncall: 43988 | eff(%): 3.471 | loglstar: -inf < -17.091 < inf | logz: -33.201 +/- 0.382 | dlogz: 9.431 > 0.109
iter: 1528 | bound: 18 | nc: 34 | ncall: 44022 | eff(%): 3.471 | loglstar: -inf < -17.077 < inf | logz: -33.176 +/- 0.382 | dlogz: 9.396 > 0.109
iter: 1529 | bound: 18 | nc: 34 | ncall: 44056 | eff(%): 3.471 | loglstar: -inf < -17.056 < inf | logz: -33.152 +/- 0.382 | dlogz: 9.362 > 0.109
iter: 1530 | bound: 18 | nc: 34 | ncall: 44090 | eff(%): 3.470 | loglstar: -inf < -17.054 < inf | logz: -33.128 +/- 0.382 | dlogz: 10.501 > 0.109
iter: 1531 | bound: 18 | nc: 34 | ncall: 44124 | eff(%): 3.470 | loglstar: -inf < -17.031 < inf | logz: -33.105 +/- 0.382 | dlogz: 10.467 > 0.109
iter: 1532 | bound: 18 | nc: 34 | ncall: 44158 | eff(%): 3.469 | loglstar: -inf < -16.963 < inf | logz: -33.081 +/- 0.382 | dlogz: 10.434 > 0.109
iter: 1533 | bound: 18 | nc: 34 | ncall: 44192 | eff(%): 3.469 | loglstar: -inf < -16.919 < inf | logz: -33.057 +/- 0.383 | dlogz: 10.401 > 0.109
iter: 1534 | bound: 18 | nc: 34 | ncall: 44226 | eff(%): 3.469 | loglstar: -inf < -16.919 < inf | logz: -33.034 +/- 0.383 | dlogz: 10.367 > 0.109
iter: 1535 | bound: 18 | nc: 34 | ncall: 44260 | eff(%): 3.468 | loglstar: -inf < -16.899 < inf | logz: -33.011 +/- 0.383 | dlogz: 10.333 > 0.109
iter: 1536 | bound: 18 | nc: 34 | ncall: 44294 | eff(%): 3.468 | loglstar: -inf < -16.893 < inf | logz: -32.988 +/- 0.383 | dlogz: 10.300 > 0.109
iter: 1537 | bound: 18 | nc: 34 | ncall: 44328 | eff(%): 3.467 | loglstar: -inf < -16.881 < inf | logz: -32.966 +/- 0.383 | dlogz: 10.267 > 0.109
iter: 1538 | bound: 18 | nc: 34 | ncall: 44362 | eff(%): 3.467 | loglstar: -inf < -16.875 < inf | logz: -32.944 +/- 0.383 | dlogz: 10.235 > 0.109
iter: 1539 | bound: 18 | nc: 34 | ncall: 44396 | eff(%): 3.467 | loglstar: -inf < -16.866 < inf | logz: -32.923 +/- 0.383 | dlogz: 10.203 > 0.109
iter: 1540 | bound: 18 | nc: 34 | ncall: 44430 | eff(%): 3.466 | loglstar: -inf < -16.865 < inf | logz: -32.902 +/- 0.383 | dlogz: 10.172 > 0.109
iter: 1541 | bound: 18 | nc: 34 | ncall: 44464 | eff(%): 3.466 | loglstar: -inf < -16.849 < inf | logz: -32.882 +/- 0.383 | dlogz: 10.142 > 0.109
iter: 1542 | bound: 18 | nc: 34 | ncall: 44498 | eff(%): 3.465 | loglstar: -inf < -16.828 < inf | logz: -32.862 +/- 0.383 | dlogz: 10.112 > 0.109
iter: 1543 | bound: 18 | nc: 34 | ncall: 44532 | eff(%): 3.465 | loglstar: -inf < -16.818 < inf | logz: -32.843 +/- 0.383 | dlogz: 10.082 > 0.109
iter: 1544 | bound: 18 | nc: 34 | ncall: 44566 | eff(%): 3.465 | loglstar: -inf < -16.791 < inf | logz: -32.823 +/- 0.383 | dlogz: 10.052 > 0.109
iter: 1545 | bound: 18 | nc: 34 | ncall: 44600 | eff(%): 3.464 | loglstar: -inf < -16.769 < inf | logz: -32.804 +/- 0.383 | dlogz: 10.023 > 0.109
iter: 1546 | bound: 18 | nc: 34 | ncall: 44634 | eff(%): 3.464 | loglstar: -inf < -16.710 < inf | logz: -32.784 +/- 0.384 | dlogz: 9.994 > 0.109
iter: 1547 | bound: 18 | nc: 34 | ncall: 44668 | eff(%): 3.463 | loglstar: -inf < -16.704 < inf | logz: -32.765 +/- 0.384 | dlogz: 9.964 > 0.109
iter: 1548 | bound: 18 | nc: 34 | ncall: 44702 | eff(%): 3.463 | loglstar: -inf < -16.702 < inf | logz: -32.746 +/- 0.384 | dlogz: 9.934 > 0.109
iter: 1549 | bound: 18 | nc: 34 | ncall: 44736 | eff(%): 3.463 | loglstar: -inf < -16.685 < inf | logz: -32.727 +/- 0.384 | dlogz: 9.905 > 0.109
iter: 1550 | bound: 18 | nc: 34 | ncall: 44770 | eff(%): 3.462 | loglstar: -inf < -16.676 < inf | logz: -32.708 +/- 0.384 | dlogz: 9.877 > 0.109
iter: 1551 | bound: 18 | nc: 34 | ncall: 44804 | eff(%): 3.462 | loglstar: -inf < -16.651 < inf | logz: -32.690 +/- 0.384 | dlogz: 9.848 > 0.109
iter: 1552 | bound: 18 | nc: 34 | ncall: 44838 | eff(%): 3.461 | loglstar: -inf < -16.637 < inf | logz: -32.672 +/- 0.384 | dlogz: 9.820 > 0.109
iter: 1553 | bound: 18 | nc: 34 | ncall: 44872 | eff(%): 3.461 | loglstar: -inf < -16.634 < inf | logz: -32.654 +/- 0.384 | dlogz: 9.792 > 0.109
iter: 1554 | bound: 18 | nc: 34 | ncall: 44906 | eff(%): 3.461 | loglstar: -inf < -16.610 < inf | logz: -32.637 +/- 0.384 | dlogz: 9.764 > 0.109
iter: 1555 | bound: 18 | nc: 34 | ncall: 44940 | eff(%): 3.460 | loglstar: -inf < -16.603 < inf | logz: -32.619 +/- 0.384 | dlogz: 9.737 > 0.109
iter: 1556 | bound: 18 | nc: 34 | ncall: 44974 | eff(%): 3.460 | loglstar: -inf < -16.597 < inf | logz: -32.602 +/- 0.384 | dlogz: 9.710 > 0.109
iter: 1557 | bound: 18 | nc: 34 | ncall: 45008 | eff(%): 3.459 | loglstar: -inf < -16.591 < inf | logz: -32.586 +/- 0.384 | dlogz: 9.683 > 0.109
iter: 1558 | bound: 19 | nc: 34 | ncall: 45042 | eff(%): 3.459 | loglstar: -inf < -16.587 < inf | logz: -32.570 +/- 0.384 | dlogz: 9.656 > 0.109
iter: 1559 | bound: 19 | nc: 34 | ncall: 45076 | eff(%): 3.459 | loglstar: -inf < -16.582 < inf | logz: -32.554 +/- 0.384 | dlogz: 9.630 > 0.109
iter: 1560 | bound: 19 | nc: 34 | ncall: 45110 | eff(%): 3.458 | loglstar: -inf < -16.525 < inf | logz: -32.538 +/- 0.384 | dlogz: 9.604 > 0.109
iter: 1561 | bound: 19 | nc: 34 | ncall: 45144 | eff(%): 3.458 | loglstar: -inf < -16.490 < inf | logz: -32.521 +/- 0.384 | dlogz: 9.578 > 0.109
iter: 1562 | bound: 19 | nc: 34 | ncall: 45178 | eff(%): 3.457 | loglstar: -inf < -16.475 < inf | logz: -32.505 +/- 0.384 | dlogz: 9.552 > 0.109
iter: 1563 | bound: 19 | nc: 34 | ncall: 45212 | eff(%): 3.457 | loglstar: -inf < -16.441 < inf | logz: -32.489 +/- 0.384 | dlogz: 9.526 > 0.109
iter: 1564 | bound: 19 | nc: 34 | ncall: 45246 | eff(%): 3.457 | loglstar: -inf < -16.424 < inf | logz: -32.473 +/- 0.384 | dlogz: 9.499 > 0.109
iter: 1565 | bound: 19 | nc: 34 | ncall: 45280 | eff(%): 3.456 | loglstar: -inf < -16.397 < inf | logz: -32.456 +/- 0.384 | dlogz: 9.473 > 0.109
iter: 1566 | bound: 19 | nc: 34 | ncall: 45314 | eff(%): 3.456 | loglstar: -inf < -16.384 < inf | logz: -32.440 +/- 0.384 | dlogz: 9.447 > 0.109
iter: 1567 | bound: 19 | nc: 34 | ncall: 45348 | eff(%): 3.455 | loglstar: -inf < -16.355 < inf | logz: -32.424 +/- 0.384 | dlogz: 9.421 > 0.109
iter: 1568 | bound: 19 | nc: 34 | ncall: 45382 | eff(%): 3.455 | loglstar: -inf < -16.278 < inf | logz: -32.408 +/- 0.384 | dlogz: 9.395 > 0.109
iter: 1569 | bound: 19 | nc: 34 | ncall: 45416 | eff(%): 3.455 | loglstar: -inf < -16.275 < inf | logz: -32.391 +/- 0.384 | dlogz: 9.369 > 0.109
iter: 1570 | bound: 19 | nc: 34 | ncall: 45450 | eff(%): 3.454 | loglstar: -inf < -16.274 < inf | logz: -32.375 +/- 0.384 | dlogz: 9.342 > 0.109
iter: 1571 | bound: 19 | nc: 34 | ncall: 45484 | eff(%): 3.454 | loglstar: -inf < -16.265 < inf | logz: -32.359 +/- 0.385 | dlogz: 9.316 > 0.109
iter: 1572 | bound: 19 | nc: 34 | ncall: 45518 | eff(%): 3.454 | loglstar: -inf < -16.254 < inf | logz: -32.343 +/- 0.385 | dlogz: 9.290 > 0.109
iter: 1573 | bound: 19 | nc: 34 | ncall: 45552 | eff(%): 3.453 | loglstar: -inf < -16.209 < inf | logz: -32.328 +/- 0.385 | dlogz: 9.264 > 0.109
iter: 1574 | bound: 19 | nc: 34 | ncall: 45586 | eff(%): 3.453 | loglstar: -inf < -16.202 < inf | logz: -32.312 +/- 0.385 | dlogz: 9.239 > 0.109
iter: 1575 | bound: 19 | nc: 34 | ncall: 45620 | eff(%): 3.452 | loglstar: -inf < -16.199 < inf | logz: -32.296 +/- 0.385 | dlogz: 9.213 > 0.109
iter: 1576 | bound: 19 | nc: 34 | ncall: 45654 | eff(%): 3.452 | loglstar: -inf < -16.148 < inf | logz: -32.281 +/- 0.385 | dlogz: 9.188 > 0.109
iter: 1577 | bound: 19 | nc: 34 | ncall: 45688 | eff(%): 3.452 | loglstar: -inf < -16.122 < inf | logz: -32.265 +/- 0.385 | dlogz: 9.162 > 0.109
iter: 1578 | bound: 19 | nc: 34 | ncall: 45722 | eff(%): 3.451 | loglstar: -inf < -16.118 < inf | logz: -32.250 +/- 0.385 | dlogz: 9.137 > 0.109
iter: 1579 | bound: 19 | nc: 34 | ncall: 45756 | eff(%): 3.451 | loglstar: -inf < -16.070 < inf | logz: -32.234 +/- 0.385 | dlogz: 9.111 > 0.109
iter: 1580 | bound: 19 | nc: 34 | ncall: 45790 | eff(%): 3.451 | loglstar: -inf < -16.022 < inf | logz: -32.219 +/- 0.385 | dlogz: 9.086 > 0.109
iter: 1581 | bound: 19 | nc: 34 | ncall: 45824 | eff(%): 3.450 | loglstar: -inf < -16.021 < inf | logz: -32.203 +/- 0.385 | dlogz: 9.060 > 0.109
iter: 1582 | bound: 19 | nc: 34 | ncall: 45858 | eff(%): 3.450 | loglstar: -inf < -15.997 < inf | logz: -32.187 +/- 0.385 | dlogz: 9.034 > 0.109
iter: 1583 | bound: 19 | nc: 34 | ncall: 45892 | eff(%): 3.449 | loglstar: -inf < -15.946 < inf | logz: -32.171 +/- 0.385 | dlogz: 9.009 > 0.109
iter: 1584 | bound: 19 | nc: 34 | ncall: 45926 | eff(%): 3.449 | loglstar: -inf < -15.916 < inf | logz: -32.155 +/- 0.385 | dlogz: 8.983 > 0.109
iter: 1585 | bound: 19 | nc: 34 | ncall: 45960 | eff(%): 3.449 | loglstar: -inf < -15.898 < inf | logz: -32.139 +/- 0.385 | dlogz: 8.957 > 0.109
iter: 1586 | bound: 19 | nc: 34 | ncall: 45994 | eff(%): 3.448 | loglstar: -inf < -15.898 < inf | logz: -32.124 +/- 0.385 | dlogz: 8.931 > 0.109
iter: 1587 | bound: 19 | nc: 34 | ncall: 46028 | eff(%): 3.448 | loglstar: -inf < -15.870 < inf | logz: -32.108 +/- 0.385 | dlogz: 8.906 > 0.109
iter: 1588 | bound: 19 | nc: 34 | ncall: 46062 | eff(%): 3.448 | loglstar: -inf < -15.856 < inf | logz: -32.093 +/- 0.385 | dlogz: 8.880 > 0.109
iter: 1589 | bound: 19 | nc: 34 | ncall: 46096 | eff(%): 3.447 | loglstar: -inf < -15.855 < inf | logz: -32.078 +/- 0.385 | dlogz: 8.855 > 0.109
iter: 1590 | bound: 19 | nc: 34 | ncall: 46130 | eff(%): 3.447 | loglstar: -inf < -15.798 < inf | logz: -32.062 +/- 0.385 | dlogz: 8.830 > 0.109
iter: 1591 | bound: 19 | nc: 34 | ncall: 46164 | eff(%): 3.446 | loglstar: -inf < -15.791 < inf | logz: -32.047 +/- 0.385 | dlogz: 8.804 > 0.109
iter: 1592 | bound: 19 | nc: 34 | ncall: 46198 | eff(%): 3.446 | loglstar: -inf < -15.791 < inf | logz: -32.032 +/- 0.386 | dlogz: 8.779 > 0.109
iter: 1593 | bound: 19 | nc: 34 | ncall: 46232 | eff(%): 3.446 | loglstar: -inf < -15.770 < inf | logz: -32.017 +/- 0.386 | dlogz: 9.785 > 0.109
iter: 1594 | bound: 19 | nc: 34 | ncall: 46266 | eff(%): 3.445 | loglstar: -inf < -15.767 < inf | logz: -32.003 +/- 0.386 | dlogz: 9.761 > 0.109
iter: 1595 | bound: 19 | nc: 34 | ncall: 46300 | eff(%): 3.445 | loglstar: -inf < -15.762 < inf | logz: -31.988 +/- 0.386 | dlogz: 9.736 > 0.109
iter: 1596 | bound: 19 | nc: 34 | ncall: 46334 | eff(%): 3.445 | loglstar: -inf < -15.758 < inf | logz: -31.974 +/- 0.386 | dlogz: 9.712 > 0.109
iter: 1597 | bound: 19 | nc: 34 | ncall: 46368 | eff(%): 3.444 | loglstar: -inf < -15.712 < inf | logz: -31.960 +/- 0.386 | dlogz: 9.688 > 0.109
iter: 1598 | bound: 19 | nc: 34 | ncall: 46402 | eff(%): 3.444 | loglstar: -inf < -15.695 < inf | logz: -31.946 +/- 0.386 | dlogz: 9.664 > 0.109
iter: 1599 | bound: 19 | nc: 34 | ncall: 46436 | eff(%): 3.443 | loglstar: -inf < -15.671 < inf | logz: -31.932 +/- 0.386 | dlogz: 9.640 > 0.109
iter: 1600 | bound: 19 | nc: 34 | ncall: 46470 | eff(%): 3.443 | loglstar: -inf < -15.613 < inf | logz: -31.917 +/- 0.386 | dlogz: 9.616 > 0.109
iter: 1601 | bound: 19 | nc: 34 | ncall: 46504 | eff(%): 3.443 | loglstar: -inf < -15.603 < inf | logz: -31.903 +/- 0.386 | dlogz: 9.591 > 0.109
iter: 1602 | bound: 19 | nc: 34 | ncall: 46538 | eff(%): 3.442 | loglstar: -inf < -15.582 < inf | logz: -31.889 +/- 0.386 | dlogz: 9.567 > 0.109
iter: 1603 | bound: 19 | nc: 34 | ncall: 46572 | eff(%): 3.442 | loglstar: -inf < -15.525 < inf | logz: -31.874 +/- 0.386 | dlogz: 9.543 > 0.109
iter: 1604 | bound: 19 | nc: 34 | ncall: 46606 | eff(%): 3.442 | loglstar: -inf < -15.450 < inf | logz: -31.859 +/- 0.386 | dlogz: 9.518 > 0.109
iter: 1605 | bound: 19 | nc: 34 | ncall: 46640 | eff(%): 3.441 | loglstar: -inf < -15.445 < inf | logz: -31.843 +/- 0.386 | dlogz: 9.493 > 0.109
iter: 1606 | bound: 19 | nc: 34 | ncall: 46674 | eff(%): 3.441 | loglstar: -inf < -15.443 < inf | logz: -31.828 +/- 0.386 | dlogz: 9.467 > 0.109
iter: 1607 | bound: 19 | nc: 34 | ncall: 46708 | eff(%): 3.441 | loglstar: -inf < -15.423 < inf | logz: -31.813 +/- 0.386 | dlogz: 9.442 > 0.109
iter: 1608 | bound: 19 | nc: 34 | ncall: 46742 | eff(%): 3.440 | loglstar: -inf < -15.361 < inf | logz: -31.798 +/- 0.386 | dlogz: 9.418 > 0.109
iter: 1609 | bound: 19 | nc: 34 | ncall: 46776 | eff(%): 3.440 | loglstar: -inf < -15.341 < inf | logz: -31.783 +/- 0.387 | dlogz: 9.393 > 0.109
iter: 1610 | bound: 19 | nc: 34 | ncall: 46810 | eff(%): 3.439 | loglstar: -inf < -15.302 < inf | logz: -31.767 +/- 0.387 | dlogz: 9.367 > 0.109
iter: 1611 | bound: 19 | nc: 34 | ncall: 46844 | eff(%): 3.439 | loglstar: -inf < -15.240 < inf | logz: -31.752 +/- 0.387 | dlogz: 9.342 > 0.109
iter: 1612 | bound: 19 | nc: 34 | ncall: 46878 | eff(%): 3.439 | loglstar: -inf < -15.183 < inf | logz: -31.735 +/- 0.387 | dlogz: 9.316 > 0.109
iter: 1613 | bound: 19 | nc: 34 | ncall: 46912 | eff(%): 3.438 | loglstar: -inf < -15.118 < inf | logz: -31.718 +/- 0.387 | dlogz: 9.290 > 0.109
iter: 1614 | bound: 19 | nc: 34 | ncall: 46946 | eff(%): 3.438 | loglstar: -inf < -15.114 < inf | logz: -31.701 +/- 0.387 | dlogz: 9.263 > 0.109
iter: 1615 | bound: 19 | nc: 34 | ncall: 46980 | eff(%): 3.438 | loglstar: -inf < -15.075 < inf | logz: -31.684 +/- 0.387 | dlogz: 9.236 > 0.109
iter: 1616 | bound: 19 | nc: 34 | ncall: 47014 | eff(%): 3.437 | loglstar: -inf < -15.035 < inf | logz: -31.667 +/- 0.387 | dlogz: 9.209 > 0.109
iter: 1617 | bound: 19 | nc: 34 | ncall: 47048 | eff(%): 3.437 | loglstar: -inf < -15.027 < inf | logz: -31.650 +/- 0.387 | dlogz: 9.182 > 0.109
iter: 1618 | bound: 19 | nc: 34 | ncall: 47082 | eff(%): 3.437 | loglstar: -inf < -15.006 < inf | logz: -31.633 +/- 0.387 | dlogz: 9.155 > 0.109
iter: 1619 | bound: 19 | nc: 34 | ncall: 47116 | eff(%): 3.436 | loglstar: -inf < -14.940 < inf | logz: -31.616 +/- 0.388 | dlogz: 9.128 > 0.109
iter: 1620 | bound: 19 | nc: 34 | ncall: 47150 | eff(%): 3.436 | loglstar: -inf < -14.886 < inf | logz: -31.598 +/- 0.388 | dlogz: 9.101 > 0.109
iter: 1621 | bound: 19 | nc: 34 | ncall: 47184 | eff(%): 3.435 | loglstar: -inf < -14.873 < inf | logz: -31.580 +/- 0.388 | dlogz: 9.073 > 0.109
iter: 1622 | bound: 19 | nc: 34 | ncall: 47218 | eff(%): 3.435 | loglstar: -inf < -14.845 < inf | logz: -31.563 +/- 0.388 | dlogz: 9.045 > 0.109
iter: 1623 | bound: 19 | nc: 34 | ncall: 47252 | eff(%): 3.435 | loglstar: -inf < -14.805 < inf | logz: -31.545 +/- 0.388 | dlogz: 9.018 > 0.109
iter: 1624 | bound: 19 | nc: 34 | ncall: 47286 | eff(%): 3.434 | loglstar: -inf < -14.753 < inf | logz: -31.527 +/- 0.388 | dlogz: 8.990 > 0.109
iter: 1625 | bound: 19 | nc: 34 | ncall: 47320 | eff(%): 3.434 | loglstar: -inf < -14.725 < inf | logz: -31.508 +/- 0.388 | dlogz: 8.962 > 0.109
iter: 1626 | bound: 19 | nc: 34 | ncall: 47354 | eff(%): 3.434 | loglstar: -inf < -14.696 < inf | logz: -31.490 +/- 0.388 | dlogz: 8.933 > 0.109
iter: 1627 | bound: 19 | nc: 34 | ncall: 47388 | eff(%): 3.433 | loglstar: -inf < -14.692 < inf | logz: -31.472 +/- 0.389 | dlogz: 8.905 > 0.109
iter: 1628 | bound: 19 | nc: 34 | ncall: 47422 | eff(%): 3.433 | loglstar: -inf < -14.685 < inf | logz: -31.454 +/- 0.389 | dlogz: 8.877 > 0.109
iter: 1629 | bound: 19 | nc: 34 | ncall: 47456 | eff(%): 3.433 | loglstar: -inf < -14.681 < inf | logz: -31.436 +/- 0.389 | dlogz: 8.849 > 0.109
iter: 1630 | bound: 19 | nc: 34 | ncall: 47490 | eff(%): 3.432 | loglstar: -inf < -14.679 < inf | logz: -31.420 +/- 0.389 | dlogz: 8.822 > 0.109
iter: 1631 | bound: 19 | nc: 34 | ncall: 47524 | eff(%): 3.432 | loglstar: -inf < -14.658 < inf | logz: -31.403 +/- 0.389 | dlogz: 8.795 > 0.109
iter: 1632 | bound: 19 | nc: 34 | ncall: 47558 | eff(%): 3.432 | loglstar: -inf < -14.649 < inf | logz: -31.386 +/- 0.389 | dlogz: 8.768 > 0.109
iter: 1633 | bound: 19 | nc: 34 | ncall: 47592 | eff(%): 3.431 | loglstar: -inf < -14.579 < inf | logz: -31.370 +/- 0.389 | dlogz: 8.742 > 0.109
iter: 1634 | bound: 19 | nc: 34 | ncall: 47626 | eff(%): 3.431 | loglstar: -inf < -14.578 < inf | logz: -31.353 +/- 0.389 | dlogz: 8.715 > 0.109
iter: 1635 | bound: 19 | nc: 34 | ncall: 47660 | eff(%): 3.431 | loglstar: -inf < -14.535 < inf | logz: -31.336 +/- 0.389 | dlogz: 8.688 > 0.109
iter: 1636 | bound: 19 | nc: 34 | ncall: 47694 | eff(%): 3.430 | loglstar: -inf < -14.513 < inf | logz: -31.319 +/- 0.390 | dlogz: 8.662 > 0.109
iter: 1637 | bound: 19 | nc: 34 | ncall: 47728 | eff(%): 3.430 | loglstar: -inf < -14.495 < inf | logz: -31.302 +/- 0.390 | dlogz: 8.635 > 0.109
iter: 1638 | bound: 19 | nc: 34 | ncall: 47762 | eff(%): 3.430 | loglstar: -inf < -14.466 < inf | logz: -31.286 +/- 0.390 | dlogz: 8.608 > 0.109
iter: 1639 | bound: 19 | nc: 34 | ncall: 47796 | eff(%): 3.429 | loglstar: -inf < -14.441 < inf | logz: -31.269 +/- 0.390 | dlogz: 8.581 > 0.109
iter: 1640 | bound: 19 | nc: 34 | ncall: 47830 | eff(%): 3.429 | loglstar: -inf < -14.398 < inf | logz: -31.252 +/- 0.390 | dlogz: 8.555 > 0.109
iter: 1641 | bound: 19 | nc: 34 | ncall: 47864 | eff(%): 3.428 | loglstar: -inf < -14.356 < inf | logz: -31.235 +/- 0.390 | dlogz: 8.528 > 0.109
iter: 1642 | bound: 19 | nc: 34 | ncall: 47898 | eff(%): 3.428 | loglstar: -inf < -14.334 < inf | logz: -31.218 +/- 0.390 | dlogz: 8.501 > 0.109
iter: 1643 | bound: 19 | nc: 34 | ncall: 47932 | eff(%): 3.428 | loglstar: -inf < -14.300 < inf | logz: -31.200 +/- 0.390 | dlogz: 8.474 > 0.109
iter: 1644 | bound: 19 | nc: 34 | ncall: 47966 | eff(%): 3.427 | loglstar: -inf < -14.265 < inf | logz: -31.183 +/- 0.390 | dlogz: 8.447 > 0.109
iter: 1645 | bound: 19 | nc: 34 | ncall: 48000 | eff(%): 3.427 | loglstar: -inf < -14.245 < inf | logz: -31.166 +/- 0.391 | dlogz: 8.419 > 0.109
iter: 1646 | bound: 19 | nc: 34 | ncall: 48034 | eff(%): 3.427 | loglstar: -inf < -14.211 < inf | logz: -31.148 +/- 0.391 | dlogz: 8.392 > 0.109
iter: 1647 | bound: 19 | nc: 34 | ncall: 48068 | eff(%): 3.426 | loglstar: -inf < -14.204 < inf | logz: -31.131 +/- 0.391 | dlogz: 8.365 > 0.109
iter: 1648 | bound: 19 | nc: 34 | ncall: 48102 | eff(%): 3.426 | loglstar: -inf < -14.199 < inf | logz: -31.114 +/- 0.391 | dlogz: 8.338 > 0.109
iter: 1649 | bound: 19 | nc: 34 | ncall: 48136 | eff(%): 3.426 | loglstar: -inf < -14.169 < inf | logz: -31.098 +/- 0.391 | dlogz: 8.311 > 0.109
iter: 1650 | bound: 19 | nc: 34 | ncall: 48170 | eff(%): 3.425 | loglstar: -inf < -14.156 < inf | logz: -31.081 +/- 0.391 | dlogz: 8.284 > 0.109
iter: 1651 | bound: 19 | nc: 34 | ncall: 48204 | eff(%): 3.425 | loglstar: -inf < -14.110 < inf | logz: -31.064 +/- 0.391 | dlogz: 8.258 > 0.109
iter: 1652 | bound: 19 | nc: 34 | ncall: 48238 | eff(%): 3.425 | loglstar: -inf < -14.103 < inf | logz: -31.048 +/- 0.391 | dlogz: 8.231 > 0.109
iter: 1653 | bound: 19 | nc: 34 | ncall: 48272 | eff(%): 3.424 | loglstar: -inf < -14.097 < inf | logz: -31.031 +/- 0.391 | dlogz: 8.204 > 0.109
iter: 1654 | bound: 19 | nc: 34 | ncall: 48306 | eff(%): 3.424 | loglstar: -inf < -14.062 < inf | logz: -31.015 +/- 0.392 | dlogz: 8.178 > 0.109
iter: 1655 | bound: 19 | nc: 34 | ncall: 48340 | eff(%): 3.424 | loglstar: -inf < -14.016 < inf | logz: -30.999 +/- 0.392 | dlogz: 8.152 > 0.109
iter: 1656 | bound: 19 | nc: 34 | ncall: 48374 | eff(%): 3.423 | loglstar: -inf < -14.010 < inf | logz: -30.982 +/- 0.392 | dlogz: 8.125 > 0.109
iter: 1657 | bound: 19 | nc: 34 | ncall: 48408 | eff(%): 3.423 | loglstar: -inf < -13.988 < inf | logz: -30.966 +/- 0.392 | dlogz: 8.099 > 0.109
iter: 1658 | bound: 20 | nc: 34 | ncall: 48442 | eff(%): 3.423 | loglstar: -inf < -13.974 < inf | logz: -30.950 +/- 0.392 | dlogz: 8.073 > 0.109
iter: 1659 | bound: 20 | nc: 34 | ncall: 48476 | eff(%): 3.422 | loglstar: -inf < -13.960 < inf | logz: -30.934 +/- 0.392 | dlogz: 8.047 > 0.109
iter: 1660 | bound: 20 | nc: 34 | ncall: 48510 | eff(%): 3.422 | loglstar: -inf < -13.928 < inf | logz: -30.918 +/- 0.392 | dlogz: 8.021 > 0.109
iter: 1661 | bound: 20 | nc: 34 | ncall: 48544 | eff(%): 3.422 | loglstar: -inf < -13.927 < inf | logz: -30.902 +/- 0.392 | dlogz: 7.995 > 0.109
iter: 1662 | bound: 20 | nc: 34 | ncall: 48578 | eff(%): 3.421 | loglstar: -inf < -13.926 < inf | logz: -30.887 +/- 0.392 | dlogz: 7.969 > 0.109
iter: 1663 | bound: 20 | nc: 34 | ncall: 48612 | eff(%): 3.421 | loglstar: -inf < -13.918 < inf | logz: -30.872 +/- 0.392 | dlogz: 7.944 > 0.109
iter: 1664 | bound: 20 | nc: 34 | ncall: 48646 | eff(%): 3.421 | loglstar: -inf < -13.907 < inf | logz: -30.857 +/- 0.393 | dlogz: 7.919 > 0.109
iter: 1665 | bound: 20 | nc: 34 | ncall: 48680 | eff(%): 3.420 | loglstar: -inf < -13.888 < inf | logz: -30.842 +/- 0.393 | dlogz: 7.894 > 0.109
iter: 1666 | bound: 20 | nc: 34 | ncall: 48714 | eff(%): 3.420 | loglstar: -inf < -13.850 < inf | logz: -30.827 +/- 0.393 | dlogz: 7.870 > 0.109
iter: 1667 | bound: 20 | nc: 34 | ncall: 48748 | eff(%): 3.420 | loglstar: -inf < -13.789 < inf | logz: -30.812 +/- 0.393 | dlogz: 7.845 > 0.109
iter: 1668 | bound: 20 | nc: 34 | ncall: 48782 | eff(%): 3.419 | loglstar: -inf < -13.741 < inf | logz: -30.797 +/- 0.393 | dlogz: 7.820 > 0.109
iter: 1669 | bound: 20 | nc: 34 | ncall: 48816 | eff(%): 3.419 | loglstar: -inf < -13.712 < inf | logz: -30.781 +/- 0.393 | dlogz: 7.794 > 0.109
iter: 1670 | bound: 20 | nc: 34 | ncall: 48850 | eff(%): 3.419 | loglstar: -inf < -13.697 < inf | logz: -30.765 +/- 0.393 | dlogz: 7.769 > 0.109
iter: 1671 | bound: 20 | nc: 34 | ncall: 48884 | eff(%): 3.418 | loglstar: -inf < -13.667 < inf | logz: -30.750 +/- 0.393 | dlogz: 7.743 > 0.109
iter: 1672 | bound: 20 | nc: 34 | ncall: 48918 | eff(%): 3.418 | loglstar: -inf < -13.644 < inf | logz: -30.734 +/- 0.393 | dlogz: 7.717 > 0.109
iter: 1673 | bound: 20 | nc: 34 | ncall: 48952 | eff(%): 3.418 | loglstar: -inf < -13.638 < inf | logz: -30.718 +/- 0.393 | dlogz: 7.692 > 0.109
iter: 1674 | bound: 20 | nc: 34 | ncall: 48986 | eff(%): 3.417 | loglstar: -inf < -13.626 < inf | logz: -30.703 +/- 0.393 | dlogz: 7.666 > 0.109
iter: 1675 | bound: 20 | nc: 34 | ncall: 49020 | eff(%): 3.417 | loglstar: -inf < -13.598 < inf | logz: -30.688 +/- 0.394 | dlogz: 7.641 > 0.109
iter: 1676 | bound: 20 | nc: 34 | ncall: 49054 | eff(%): 3.417 | loglstar: -inf < -13.568 < inf | logz: -30.673 +/- 0.394 | dlogz: 7.616 > 0.109
iter: 1677 | bound: 20 | nc: 34 | ncall: 49088 | eff(%): 3.416 | loglstar: -inf < -13.474 < inf | logz: -30.657 +/- 0.394 | dlogz: 7.591 > 0.109
iter: 1678 | bound: 20 | nc: 34 | ncall: 49122 | eff(%): 3.416 | loglstar: -inf < -13.368 < inf | logz: -30.640 +/- 0.394 | dlogz: 7.565 > 0.109
iter: 1679 | bound: 20 | nc: 34 | ncall: 49156 | eff(%): 3.416 | loglstar: -inf < -13.367 < inf | logz: -30.622 +/- 0.394 | dlogz: 7.538 > 0.109
iter: 1680 | bound: 20 | nc: 34 | ncall: 49190 | eff(%): 3.415 | loglstar: -inf < -13.361 < inf | logz: -30.605 +/- 0.394 | dlogz: 7.511 > 0.109
iter: 1681 | bound: 20 | nc: 34 | ncall: 49224 | eff(%): 3.415 | loglstar: -inf < -13.358 < inf | logz: -30.589 +/- 0.394 | dlogz: 7.484 > 0.109
iter: 1682 | bound: 20 | nc: 34 | ncall: 49258 | eff(%): 3.415 | loglstar: -inf < -13.318 < inf | logz: -30.572 +/- 0.394 | dlogz: 7.457 > 0.109
iter: 1683 | bound: 20 | nc: 34 | ncall: 49292 | eff(%): 3.414 | loglstar: -inf < -13.277 < inf | logz: -30.555 +/- 0.395 | dlogz: 7.431 > 0.109
iter: 1684 | bound: 20 | nc: 34 | ncall: 49326 | eff(%): 3.414 | loglstar: -inf < -13.268 < inf | logz: -30.539 +/- 0.395 | dlogz: 7.404 > 0.109
iter: 1685 | bound: 20 | nc: 34 | ncall: 49360 | eff(%): 3.414 | loglstar: -inf < -13.260 < inf | logz: -30.522 +/- 0.395 | dlogz: 7.377 > 0.109
iter: 1686 | bound: 20 | nc: 34 | ncall: 49394 | eff(%): 3.413 | loglstar: -inf < -13.247 < inf | logz: -30.506 +/- 0.395 | dlogz: 7.351 > 0.109
iter: 1687 | bound: 20 | nc: 34 | ncall: 49428 | eff(%): 3.413 | loglstar: -inf < -13.217 < inf | logz: -30.490 +/- 0.395 | dlogz: 7.325 > 0.109
iter: 1688 | bound: 20 | nc: 34 | ncall: 49462 | eff(%): 3.413 | loglstar: -inf < -13.190 < inf | logz: -30.474 +/- 0.395 | dlogz: 7.299 > 0.109
iter: 1689 | bound: 20 | nc: 34 | ncall: 49496 | eff(%): 3.412 | loglstar: -inf < -13.163 < inf | logz: -30.457 +/- 0.395 | dlogz: 7.272 > 0.109
iter: 1690 | bound: 20 | nc: 34 | ncall: 49530 | eff(%): 3.412 | loglstar: -inf < -13.139 < inf | logz: -30.441 +/- 0.395 | dlogz: 7.246 > 0.109
iter: 1691 | bound: 20 | nc: 34 | ncall: 49564 | eff(%): 3.412 | loglstar: -inf < -13.110 < inf | logz: -30.425 +/- 0.395 | dlogz: 7.220 > 0.109
iter: 1692 | bound: 20 | nc: 34 | ncall: 49598 | eff(%): 3.411 | loglstar: -inf < -13.105 < inf | logz: -30.409 +/- 0.396 | dlogz: 7.194 > 0.109
iter: 1693 | bound: 20 | nc: 34 | ncall: 49632 | eff(%): 3.411 | loglstar: -inf < -13.094 < inf | logz: -30.393 +/- 0.396 | dlogz: 7.168 > 0.109
iter: 1694 | bound: 20 | nc: 34 | ncall: 49666 | eff(%): 3.411 | loglstar: -inf < -13.075 < inf | logz: -30.378 +/- 0.396 | dlogz: 7.142 > 0.109
iter: 1695 | bound: 20 | nc: 34 | ncall: 49700 | eff(%): 3.410 | loglstar: -inf < -13.045 < inf | logz: -30.362 +/- 0.396 | dlogz: 7.117 > 0.109
iter: 1696 | bound: 20 | nc: 34 | ncall: 49734 | eff(%): 3.410 | loglstar: -inf < -13.020 < inf | logz: -30.346 +/- 0.396 | dlogz: 7.091 > 0.109
iter: 1697 | bound: 20 | nc: 34 | ncall: 49768 | eff(%): 3.410 | loglstar: -inf < -13.019 < inf | logz: -30.331 +/- 0.396 | dlogz: 7.066 > 0.109
iter: 1698 | bound: 20 | nc: 34 | ncall: 49802 | eff(%): 3.410 | loglstar: -inf < -12.933 < inf | logz: -30.315 +/- 0.396 | dlogz: 7.040 > 0.109
iter: 1699 | bound: 20 | nc: 34 | ncall: 49836 | eff(%): 3.409 | loglstar: -inf < -12.918 < inf | logz: -30.299 +/- 0.396 | dlogz: 7.015 > 0.109
iter: 1700 | bound: 20 | nc: 34 | ncall: 49870 | eff(%): 3.409 | loglstar: -inf < -12.854 < inf | logz: -30.283 +/- 0.396 | dlogz: 6.989 > 0.109
iter: 1701 | bound: 20 | nc: 34 | ncall: 49904 | eff(%): 3.409 | loglstar: -inf < -12.768 < inf | logz: -30.266 +/- 0.397 | dlogz: 6.963 > 0.109
iter: 1702 | bound: 20 | nc: 34 | ncall: 49938 | eff(%): 3.408 | loglstar: -inf < -12.756 < inf | logz: -30.248 +/- 0.397 | dlogz: 6.935 > 0.109
iter: 1703 | bound: 20 | nc: 34 | ncall: 49972 | eff(%): 3.408 | loglstar: -inf < -12.754 < inf | logz: -30.231 +/- 0.397 | dlogz: 6.908 > 0.109
iter: 1704 | bound: 20 | nc: 34 | ncall: 50006 | eff(%): 3.408 | loglstar: -inf < -12.745 < inf | logz: -30.214 +/- 0.397 | dlogz: 6.881 > 0.109
iter: 1705 | bound: 20 | nc: 34 | ncall: 50040 | eff(%): 3.407 | loglstar: -inf < -12.729 < inf | logz: -30.198 +/- 0.397 | dlogz: 6.854 > 0.109
iter: 1706 | bound: 20 | nc: 34 | ncall: 50074 | eff(%): 3.407 | loglstar: -inf < -12.696 < inf | logz: -30.181 +/- 0.397 | dlogz: 6.828 > 0.109
iter: 1707 | bound: 20 | nc: 34 | ncall: 50108 | eff(%): 3.407 | loglstar: -inf < -12.659 < inf | logz: -30.165 +/- 0.397 | dlogz: 6.801 > 0.109
iter: 1708 | bound: 20 | nc: 34 | ncall: 50142 | eff(%): 3.406 | loglstar: -inf < -12.657 < inf | logz: -30.148 +/- 0.397 | dlogz: 6.775 > 0.109
iter: 1709 | bound: 20 | nc: 34 | ncall: 50176 | eff(%): 3.406 | loglstar: -inf < -12.656 < inf | logz: -30.132 +/- 0.398 | dlogz: 6.748 > 0.109
iter: 1710 | bound: 20 | nc: 34 | ncall: 50210 | eff(%): 3.406 | loglstar: -inf < -12.641 < inf | logz: -30.116 +/- 0.398 | dlogz: 6.722 > 0.109
iter: 1711 | bound: 20 | nc: 34 | ncall: 50244 | eff(%): 3.405 | loglstar: -inf < -12.638 < inf | logz: -30.100 +/- 0.398 | dlogz: 6.697 > 0.109
iter: 1712 | bound: 20 | nc: 34 | ncall: 50278 | eff(%): 3.405 | loglstar: -inf < -12.632 < inf | logz: -30.085 +/- 0.398 | dlogz: 6.671 > 0.109
iter: 1713 | bound: 20 | nc: 34 | ncall: 50312 | eff(%): 3.405 | loglstar: -inf < -12.611 < inf | logz: -30.070 +/- 0.398 | dlogz: 6.646 > 0.109
iter: 1714 | bound: 20 | nc: 34 | ncall: 50346 | eff(%): 3.404 | loglstar: -inf < -12.596 < inf | logz: -30.055 +/- 0.398 | dlogz: 6.794 > 0.109
iter: 1715 | bound: 20 | nc: 34 | ncall: 50380 | eff(%): 3.404 | loglstar: -inf < -12.501 < inf | logz: -30.040 +/- 0.398 | dlogz: 6.769 > 0.109
iter: 1716 | bound: 20 | nc: 34 | ncall: 50414 | eff(%): 3.404 | loglstar: -inf < -12.498 < inf | logz: -30.024 +/- 0.398 | dlogz: 6.743 > 0.109
iter: 1717 | bound: 20 | nc: 34 | ncall: 50448 | eff(%): 3.404 | loglstar: -inf < -12.494 < inf | logz: -30.008 +/- 0.398 | dlogz: 6.718 > 0.109
iter: 1718 | bound: 20 | nc: 34 | ncall: 50482 | eff(%): 3.403 | loglstar: -inf < -12.484 < inf | logz: -29.993 +/- 0.398 | dlogz: 6.692 > 0.109
iter: 1719 | bound: 20 | nc: 34 | ncall: 50516 | eff(%): 3.403 | loglstar: -inf < -12.468 < inf | logz: -29.978 +/- 0.399 | dlogz: 6.667 > 0.109
iter: 1720 | bound: 20 | nc: 34 | ncall: 50550 | eff(%): 3.403 | loglstar: -inf < -12.456 < inf | logz: -29.964 +/- 0.399 | dlogz: 6.642 > 0.109
iter: 1721 | bound: 20 | nc: 34 | ncall: 50584 | eff(%): 3.402 | loglstar: -inf < -12.400 < inf | logz: -29.949 +/- 0.399 | dlogz: 6.617 > 0.109
iter: 1722 | bound: 20 | nc: 34 | ncall: 50618 | eff(%): 3.402 | loglstar: -inf < -12.344 < inf | logz: -29.933 +/- 0.399 | dlogz: 6.593 > 0.109
iter: 1723 | bound: 20 | nc: 34 | ncall: 50652 | eff(%): 3.402 | loglstar: -inf < -12.314 < inf | logz: -29.917 +/- 0.399 | dlogz: 6.567 > 0.109
iter: 1724 | bound: 20 | nc: 34 | ncall: 50686 | eff(%): 3.401 | loglstar: -inf < -12.308 < inf | logz: -29.902 +/- 0.399 | dlogz: 6.542 > 0.109
iter: 1725 | bound: 20 | nc: 34 | ncall: 50720 | eff(%): 3.401 | loglstar: -inf < -12.306 < inf | logz: -29.887 +/- 0.399 | dlogz: 6.516 > 0.109
iter: 1726 | bound: 20 | nc: 34 | ncall: 50754 | eff(%): 3.401 | loglstar: -inf < -12.296 < inf | logz: -29.872 +/- 0.399 | dlogz: 6.491 > 0.109
iter: 1727 | bound: 20 | nc: 34 | ncall: 50788 | eff(%): 3.400 | loglstar: -inf < -12.289 < inf | logz: -29.857 +/- 0.399 | dlogz: 6.466 > 0.109
iter: 1728 | bound: 20 | nc: 34 | ncall: 50822 | eff(%): 3.400 | loglstar: -inf < -12.272 < inf | logz: -29.842 +/- 0.399 | dlogz: 6.441 > 0.109
iter: 1729 | bound: 20 | nc: 34 | ncall: 50856 | eff(%): 3.400 | loglstar: -inf < -12.206 < inf | logz: -29.827 +/- 0.400 | dlogz: 6.417 > 0.109
iter: 1730 | bound: 20 | nc: 34 | ncall: 50890 | eff(%): 3.399 | loglstar: -inf < -12.204 < inf | logz: -29.813 +/- 0.400 | dlogz: 6.392 > 0.109
iter: 1731 | bound: 20 | nc: 34 | ncall: 50924 | eff(%): 3.399 | loglstar: -inf < -12.200 < inf | logz: -29.798 +/- 0.400 | dlogz: 6.367 > 0.109
iter: 1732 | bound: 20 | nc: 34 | ncall: 50958 | eff(%): 3.399 | loglstar: -inf < -12.193 < inf | logz: -29.784 +/- 0.400 | dlogz: 6.343 > 0.109
iter: 1733 | bound: 20 | nc: 34 | ncall: 50992 | eff(%): 3.399 | loglstar: -inf < -12.166 < inf | logz: -29.769 +/- 0.400 | dlogz: 6.319 > 0.109
iter: 1734 | bound: 20 | nc: 34 | ncall: 51026 | eff(%): 3.398 | loglstar: -inf < -12.143 < inf | logz: -29.755 +/- 0.400 | dlogz: 6.295 > 0.109
iter: 1735 | bound: 20 | nc: 34 | ncall: 51060 | eff(%): 3.398 | loglstar: -inf < -12.132 < inf | logz: -29.741 +/- 0.400 | dlogz: 6.270 > 0.109
iter: 1736 | bound: 20 | nc: 34 | ncall: 51094 | eff(%): 3.398 | loglstar: -inf < -12.126 < inf | logz: -29.727 +/- 0.400 | dlogz: 6.246 > 0.109
iter: 1737 | bound: 20 | nc: 34 | ncall: 51128 | eff(%): 3.397 | loglstar: -inf < -12.121 < inf | logz: -29.713 +/- 0.400 | dlogz: 6.222 > 0.109
iter: 1738 | bound: 20 | nc: 34 | ncall: 51162 | eff(%): 3.397 | loglstar: -inf < -12.118 < inf | logz: -29.700 +/- 0.400 | dlogz: 6.199 > 0.109
iter: 1739 | bound: 20 | nc: 34 | ncall: 51196 | eff(%): 3.397 | loglstar: -inf < -12.091 < inf | logz: -29.687 +/- 0.400 | dlogz: 6.176 > 0.109
iter: 1740 | bound: 20 | nc: 34 | ncall: 51230 | eff(%): 3.396 | loglstar: -inf < -12.090 < inf | logz: -29.674 +/- 0.400 | dlogz: 6.152 > 0.109
iter: 1741 | bound: 20 | nc: 34 | ncall: 51264 | eff(%): 3.396 | loglstar: -inf < -12.086 < inf | logz: -29.661 +/- 0.401 | dlogz: 6.129 > 0.109
iter: 1742 | bound: 20 | nc: 34 | ncall: 51298 | eff(%): 3.396 | loglstar: -inf < -12.067 < inf | logz: -29.648 +/- 0.401 | dlogz: 6.107 > 0.109
iter: 1743 | bound: 20 | nc: 34 | ncall: 51332 | eff(%): 3.396 | loglstar: -inf < -12.064 < inf | logz: -29.635 +/- 0.401 | dlogz: 6.084 > 0.109
iter: 1744 | bound: 20 | nc: 34 | ncall: 51366 | eff(%): 3.395 | loglstar: -inf < -12.040 < inf | logz: -29.623 +/- 0.401 | dlogz: 6.061 > 0.109
iter: 1745 | bound: 20 | nc: 34 | ncall: 51400 | eff(%): 3.395 | loglstar: -inf < -11.958 < inf | logz: -29.610 +/- 0.401 | dlogz: 6.039 > 0.109
iter: 1746 | bound: 20 | nc: 34 | ncall: 51434 | eff(%): 3.395 | loglstar: -inf < -11.945 < inf | logz: -29.597 +/- 0.401 | dlogz: 6.016 > 0.109
iter: 1747 | bound: 20 | nc: 34 | ncall: 51468 | eff(%): 3.394 | loglstar: -inf < -11.931 < inf | logz: -29.584 +/- 0.401 | dlogz: 5.993 > 0.109
iter: 1748 | bound: 20 | nc: 34 | ncall: 51502 | eff(%): 3.394 | loglstar: -inf < -11.929 < inf | logz: -29.571 +/- 0.401 | dlogz: 5.970 > 0.109
iter: 1749 | bound: 20 | nc: 34 | ncall: 51536 | eff(%): 3.394 | loglstar: -inf < -11.910 < inf | logz: -29.558 +/- 0.401 | dlogz: 5.947 > 0.109
iter: 1750 | bound: 20 | nc: 34 | ncall: 51570 | eff(%): 3.393 | loglstar: -inf < -11.905 < inf | logz: -29.545 +/- 0.401 | dlogz: 5.925 > 0.109
iter: 1751 | bound: 20 | nc: 34 | ncall: 51604 | eff(%): 3.393 | loglstar: -inf < -11.837 < inf | logz: -29.533 +/- 0.401 | dlogz: 5.902 > 0.109
iter: 1752 | bound: 20 | nc: 34 | ncall: 51638 | eff(%): 3.393 | loglstar: -inf < -11.828 < inf | logz: -29.520 +/- 0.401 | dlogz: 5.880 > 0.109
iter: 1753 | bound: 20 | nc: 34 | ncall: 51672 | eff(%): 3.393 | loglstar: -inf < -11.818 < inf | logz: -29.507 +/- 0.401 | dlogz: 5.857 > 0.109
iter: 1754 | bound: 20 | nc: 34 | ncall: 51706 | eff(%): 3.392 | loglstar: -inf < -11.812 < inf | logz: -29.494 +/- 0.401 | dlogz: 5.834 > 0.109
iter: 1755 | bound: 21 | nc: 34 | ncall: 51740 | eff(%): 3.392 | loglstar: -inf < -11.772 < inf | logz: -29.482 +/- 0.401 | dlogz: 5.811 > 0.109
iter: 1756 | bound: 21 | nc: 34 | ncall: 51774 | eff(%): 3.392 | loglstar: -inf < -11.761 < inf | logz: -29.469 +/- 0.402 | dlogz: 5.789 > 0.109
iter: 1757 | bound: 21 | nc: 34 | ncall: 51808 | eff(%): 3.391 | loglstar: -inf < -11.719 < inf | logz: -29.456 +/- 0.402 | dlogz: 5.766 > 0.109
iter: 1758 | bound: 21 | nc: 34 | ncall: 51842 | eff(%): 3.391 | loglstar: -inf < -11.712 < inf | logz: -29.443 +/- 0.402 | dlogz: 5.744 > 0.109
iter: 1759 | bound: 21 | nc: 34 | ncall: 51876 | eff(%): 3.391 | loglstar: -inf < -11.658 < inf | logz: -29.431 +/- 0.402 | dlogz: 5.721 > 0.109
iter: 1760 | bound: 21 | nc: 34 | ncall: 51910 | eff(%): 3.390 | loglstar: -inf < -11.635 < inf | logz: -29.418 +/- 0.402 | dlogz: 5.699 > 0.109
iter: 1761 | bound: 21 | nc: 34 | ncall: 51944 | eff(%): 3.390 | loglstar: -inf < -11.617 < inf | logz: -29.405 +/- 0.402 | dlogz: 5.676 > 0.109
iter: 1762 | bound: 21 | nc: 34 | ncall: 51978 | eff(%): 3.390 | loglstar: -inf < -11.614 < inf | logz: -29.392 +/- 0.402 | dlogz: 5.653 > 0.109
iter: 1763 | bound: 21 | nc: 34 | ncall: 52012 | eff(%): 3.390 | loglstar: -inf < -11.607 < inf | logz: -29.379 +/- 0.402 | dlogz: 5.630 > 0.109
iter: 1764 | bound: 21 | nc: 34 | ncall: 52046 | eff(%): 3.389 | loglstar: -inf < -11.600 < inf | logz: -29.367 +/- 0.402 | dlogz: 5.608 > 0.109
iter: 1765 | bound: 21 | nc: 34 | ncall: 52080 | eff(%): 3.389 | loglstar: -inf < -11.596 < inf | logz: -29.355 +/- 0.402 | dlogz: 5.585 > 0.109
iter: 1766 | bound: 21 | nc: 34 | ncall: 52114 | eff(%): 3.389 | loglstar: -inf < -11.584 < inf | logz: -29.342 +/- 0.402 | dlogz: 5.563 > 0.109
iter: 1767 | bound: 21 | nc: 34 | ncall: 52148 | eff(%): 3.388 | loglstar: -inf < -11.572 < inf | logz: -29.331 +/- 0.402 | dlogz: 5.541 > 0.109
iter: 1768 | bound: 21 | nc: 34 | ncall: 52182 | eff(%): 3.388 | loglstar: -inf < -11.564 < inf | logz: -29.319 +/- 0.402 | dlogz: 5.520 > 0.109
iter: 1769 | bound: 21 | nc: 34 | ncall: 52216 | eff(%): 3.388 | loglstar: -inf < -11.535 < inf | logz: -29.307 +/- 0.403 | dlogz: 5.498 > 0.109
iter: 1770 | bound: 21 | nc: 34 | ncall: 52250 | eff(%): 3.388 | loglstar: -inf < -11.535 < inf | logz: -29.295 +/- 0.403 | dlogz: 5.476 > 0.109
iter: 1771 | bound: 21 | nc: 34 | ncall: 52284 | eff(%): 3.387 | loglstar: -inf < -11.528 < inf | logz: -29.284 +/- 0.403 | dlogz: 5.455 > 0.109
iter: 1772 | bound: 21 | nc: 34 | ncall: 52318 | eff(%): 3.387 | loglstar: -inf < -11.527 < inf | logz: -29.273 +/- 0.403 | dlogz: 5.433 > 0.109
iter: 1773 | bound: 21 | nc: 34 | ncall: 52352 | eff(%): 3.387 | loglstar: -inf < -11.522 < inf | logz: -29.262 +/- 0.403 | dlogz: 5.412 > 0.109
iter: 1774 | bound: 21 | nc: 34 | ncall: 52386 | eff(%): 3.386 | loglstar: -inf < -11.477 < inf | logz: -29.251 +/- 0.403 | dlogz: 5.391 > 0.109
iter: 1775 | bound: 21 | nc: 34 | ncall: 52420 | eff(%): 3.386 | loglstar: -inf < -11.461 < inf | logz: -29.239 +/- 0.403 | dlogz: 5.370 > 0.109
iter: 1776 | bound: 21 | nc: 34 | ncall: 52454 | eff(%): 3.386 | loglstar: -inf < -11.458 < inf | logz: -29.228 +/- 0.403 | dlogz: 5.349 > 0.109
iter: 1777 | bound: 21 | nc: 34 | ncall: 52488 | eff(%): 3.386 | loglstar: -inf < -11.402 < inf | logz: -29.217 +/- 0.403 | dlogz: 5.328 > 0.109
iter: 1778 | bound: 21 | nc: 34 | ncall: 52522 | eff(%): 3.385 | loglstar: -inf < -11.397 < inf | logz: -29.206 +/- 0.403 | dlogz: 5.307 > 0.109
iter: 1779 | bound: 21 | nc: 34 | ncall: 52556 | eff(%): 3.385 | loglstar: -inf < -11.376 < inf | logz: -29.195 +/- 0.403 | dlogz: 5.286 > 0.109
iter: 1780 | bound: 21 | nc: 34 | ncall: 52590 | eff(%): 3.385 | loglstar: -inf < -11.366 < inf | logz: -29.183 +/- 0.403 | dlogz: 5.265 > 0.109
iter: 1781 | bound: 21 | nc: 34 | ncall: 52624 | eff(%): 3.384 | loglstar: -inf < -11.351 < inf | logz: -29.172 +/- 0.403 | dlogz: 5.244 > 0.109
iter: 1782 | bound: 21 | nc: 34 | ncall: 52658 | eff(%): 3.384 | loglstar: -inf < -11.304 < inf | logz: -29.161 +/- 0.403 | dlogz: 5.224 > 0.109
iter: 1783 | bound: 21 | nc: 34 | ncall: 52692 | eff(%): 3.384 | loglstar: -inf < -11.295 < inf | logz: -29.150 +/- 0.403 | dlogz: 5.203 > 0.109
iter: 1784 | bound: 21 | nc: 34 | ncall: 52726 | eff(%): 3.384 | loglstar: -inf < -11.276 < inf | logz: -29.139 +/- 0.403 | dlogz: 5.181 > 0.109
iter: 1785 | bound: 21 | nc: 34 | ncall: 52760 | eff(%): 3.383 | loglstar: -inf < -11.262 < inf | logz: -29.128 +/- 0.403 | dlogz: 5.161 > 0.109
iter: 1786 | bound: 21 | nc: 34 | ncall: 52794 | eff(%): 3.383 | loglstar: -inf < -11.245 < inf | logz: -29.117 +/- 0.404 | dlogz: 5.140 > 0.109
iter: 1787 | bound: 21 | nc: 34 | ncall: 52828 | eff(%): 3.383 | loglstar: -inf < -11.237 < inf | logz: -29.106 +/- 0.404 | dlogz: 5.119 > 0.109
iter: 1788 | bound: 21 | nc: 34 | ncall: 52862 | eff(%): 3.382 | loglstar: -inf < -11.232 < inf | logz: -29.095 +/- 0.404 | dlogz: 5.098 > 0.109
iter: 1789 | bound: 21 | nc: 34 | ncall: 52896 | eff(%): 3.382 | loglstar: -inf < -11.227 < inf | logz: -29.085 +/- 0.404 | dlogz: 5.077 > 0.109
iter: 1790 | bound: 21 | nc: 34 | ncall: 52930 | eff(%): 3.382 | loglstar: -inf < -11.224 < inf | logz: -29.074 +/- 0.404 | dlogz: 5.057 > 0.109
iter: 1791 | bound: 21 | nc: 34 | ncall: 52964 | eff(%): 3.382 | loglstar: -inf < -11.179 < inf | logz: -29.064 +/- 0.404 | dlogz: 5.037 > 0.109
iter: 1792 | bound: 21 | nc: 34 | ncall: 52998 | eff(%): 3.381 | loglstar: -inf < -11.173 < inf | logz: -29.053 +/- 0.404 | dlogz: 5.016 > 0.109
iter: 1793 | bound: 21 | nc: 34 | ncall: 53032 | eff(%): 3.381 | loglstar: -inf < -11.169 < inf | logz: -29.043 +/- 0.404 | dlogz: 4.996 > 0.109
iter: 1794 | bound: 21 | nc: 34 | ncall: 53066 | eff(%): 3.381 | loglstar: -inf < -11.151 < inf | logz: -29.033 +/- 0.404 | dlogz: 4.976 > 0.109
iter: 1795 | bound: 21 | nc: 34 | ncall: 53100 | eff(%): 3.380 | loglstar: -inf < -11.141 < inf | logz: -29.022 +/- 0.404 | dlogz: 4.956 > 0.109
iter: 1796 | bound: 21 | nc: 34 | ncall: 53134 | eff(%): 3.380 | loglstar: -inf < -11.101 < inf | logz: -29.012 +/- 0.404 | dlogz: 4.936 > 0.109
iter: 1797 | bound: 21 | nc: 34 | ncall: 53168 | eff(%): 3.380 | loglstar: -inf < -11.101 < inf | logz: -29.002 +/- 0.404 | dlogz: 4.916 > 0.109
iter: 1798 | bound: 21 | nc: 34 | ncall: 53202 | eff(%): 3.380 | loglstar: -inf < -11.083 < inf | logz: -28.992 +/- 0.404 | dlogz: 4.896 > 0.109
iter: 1799 | bound: 21 | nc: 34 | ncall: 53236 | eff(%): 3.379 | loglstar: -inf < -11.063 < inf | logz: -28.982 +/- 0.404 | dlogz: 4.876 > 0.109
iter: 1800 | bound: 21 | nc: 34 | ncall: 53270 | eff(%): 3.379 | loglstar: -inf < -11.059 < inf | logz: -28.971 +/- 0.404 | dlogz: 4.856 > 0.109
iter: 1801 | bound: 21 | nc: 34 | ncall: 53304 | eff(%): 3.379 | loglstar: -inf < -11.053 < inf | logz: -28.962 +/- 0.404 | dlogz: 4.836 > 0.109
iter: 1802 | bound: 21 | nc: 34 | ncall: 53338 | eff(%): 3.378 | loglstar: -inf < -11.050 < inf | logz: -28.952 +/- 0.404 | dlogz: 4.816 > 0.109
iter: 1803 | bound: 21 | nc: 34 | ncall: 53372 | eff(%): 3.378 | loglstar: -inf < -11.046 < inf | logz: -28.942 +/- 0.404 | dlogz: 4.797 > 0.109
iter: 1804 | bound: 21 | nc: 34 | ncall: 53406 | eff(%): 3.378 | loglstar: -inf < -11.015 < inf | logz: -28.933 +/- 0.405 | dlogz: 4.777 > 0.109
iter: 1805 | bound: 21 | nc: 34 | ncall: 53440 | eff(%): 3.378 | loglstar: -inf < -10.995 < inf | logz: -28.923 +/- 0.405 | dlogz: 4.758 > 0.109
iter: 1806 | bound: 21 | nc: 34 | ncall: 53474 | eff(%): 3.377 | loglstar: -inf < -10.988 < inf | logz: -28.913 +/- 0.405 | dlogz: 4.739 > 0.109
iter: 1807 | bound: 21 | nc: 34 | ncall: 53508 | eff(%): 3.377 | loglstar: -inf < -10.971 < inf | logz: -28.904 +/- 0.405 | dlogz: 4.719 > 0.109
iter: 1808 | bound: 21 | nc: 34 | ncall: 53542 | eff(%): 3.377 | loglstar: -inf < -10.949 < inf | logz: -28.894 +/- 0.405 | dlogz: 4.700 > 0.109
iter: 1809 | bound: 21 | nc: 34 | ncall: 53576 | eff(%): 3.377 | loglstar: -inf < -10.920 < inf | logz: -28.885 +/- 0.405 | dlogz: 4.681 > 0.109
iter: 1810 | bound: 21 | nc: 34 | ncall: 53610 | eff(%): 3.376 | loglstar: -inf < -10.918 < inf | logz: -28.875 +/- 0.405 | dlogz: 4.661 > 0.109
iter: 1811 | bound: 21 | nc: 34 | ncall: 53644 | eff(%): 3.376 | loglstar: -inf < -10.903 < inf | logz: -28.866 +/- 0.405 | dlogz: 4.642 > 0.109
iter: 1812 | bound: 21 | nc: 34 | ncall: 53678 | eff(%): 3.376 | loglstar: -inf < -10.891 < inf | logz: -28.857 +/- 0.405 | dlogz: 4.623 > 0.109
iter: 1813 | bound: 21 | nc: 34 | ncall: 53712 | eff(%): 3.375 | loglstar: -inf < -10.877 < inf | logz: -28.847 +/- 0.405 | dlogz: 4.604 > 0.109
iter: 1814 | bound: 21 | nc: 34 | ncall: 53746 | eff(%): 3.375 | loglstar: -inf < -10.842 < inf | logz: -28.838 +/- 0.405 | dlogz: 4.585 > 0.109
iter: 1815 | bound: 21 | nc: 34 | ncall: 53780 | eff(%): 3.375 | loglstar: -inf < -10.833 < inf | logz: -28.829 +/- 0.405 | dlogz: 4.566 > 0.109
iter: 1816 | bound: 21 | nc: 34 | ncall: 53814 | eff(%): 3.375 | loglstar: -inf < -10.825 < inf | logz: -28.819 +/- 0.405 | dlogz: 4.547 > 0.109
iter: 1817 | bound: 21 | nc: 34 | ncall: 53848 | eff(%): 3.374 | loglstar: -inf < -10.818 < inf | logz: -28.810 +/- 0.405 | dlogz: 4.528 > 0.109
iter: 1818 | bound: 21 | nc: 34 | ncall: 53882 | eff(%): 3.374 | loglstar: -inf < -10.809 < inf | logz: -28.801 +/- 0.405 | dlogz: 4.509 > 0.109
iter: 1819 | bound: 21 | nc: 34 | ncall: 53916 | eff(%): 3.374 | loglstar: -inf < -10.799 < inf | logz: -28.792 +/- 0.405 | dlogz: 4.490 > 0.109
iter: 1820 | bound: 21 | nc: 34 | ncall: 53950 | eff(%): 3.373 | loglstar: -inf < -10.791 < inf | logz: -28.783 +/- 0.405 | dlogz: 4.471 > 0.109
iter: 1821 | bound: 21 | nc: 34 | ncall: 53984 | eff(%): 3.373 | loglstar: -inf < -10.789 < inf | logz: -28.774 +/- 0.405 | dlogz: 4.453 > 0.109
iter: 1822 | bound: 21 | nc: 34 | ncall: 54018 | eff(%): 3.373 | loglstar: -inf < -10.777 < inf | logz: -28.766 +/- 0.405 | dlogz: 4.434 > 0.109
iter: 1823 | bound: 21 | nc: 34 | ncall: 54052 | eff(%): 3.373 | loglstar: -inf < -10.762 < inf | logz: -28.757 +/- 0.405 | dlogz: 4.416 > 0.109
iter: 1824 | bound: 21 | nc: 34 | ncall: 54086 | eff(%): 3.372 | loglstar: -inf < -10.753 < inf | logz: -28.749 +/- 0.406 | dlogz: 4.397 > 0.109
iter: 1825 | bound: 21 | nc: 34 | ncall: 54120 | eff(%): 3.372 | loglstar: -inf < -10.750 < inf | logz: -28.740 +/- 0.406 | dlogz: 4.379 > 0.109
iter: 1826 | bound: 21 | nc: 34 | ncall: 54154 | eff(%): 3.372 | loglstar: -inf < -10.738 < inf | logz: -28.732 +/- 0.406 | dlogz: 4.361 > 0.109
iter: 1827 | bound: 21 | nc: 34 | ncall: 54188 | eff(%): 3.372 | loglstar: -inf < -10.729 < inf | logz: -28.723 +/- 0.406 | dlogz: 4.343 > 0.109
iter: 1828 | bound: 21 | nc: 34 | ncall: 54222 | eff(%): 3.371 | loglstar: -inf < -10.694 < inf | logz: -28.715 +/- 0.406 | dlogz: 4.325 > 0.109
iter: 1829 | bound: 21 | nc: 34 | ncall: 54256 | eff(%): 3.371 | loglstar: -inf < -10.688 < inf | logz: -28.707 +/- 0.406 | dlogz: 4.307 > 0.109
iter: 1830 | bound: 21 | nc: 34 | ncall: 54290 | eff(%): 3.371 | loglstar: -inf < -10.663 < inf | logz: -28.698 +/- 0.406 | dlogz: 4.289 > 0.109
iter: 1831 | bound: 21 | nc: 34 | ncall: 54324 | eff(%): 3.371 | loglstar: -inf < -10.650 < inf | logz: -28.690 +/- 0.406 | dlogz: 4.271 > 0.109
iter: 1832 | bound: 21 | nc: 34 | ncall: 54358 | eff(%): 3.370 | loglstar: -inf < -10.634 < inf | logz: -28.682 +/- 0.406 | dlogz: 4.253 > 0.109
iter: 1833 | bound: 21 | nc: 34 | ncall: 54392 | eff(%): 3.370 | loglstar: -inf < -10.605 < inf | logz: -28.673 +/- 0.406 | dlogz: 4.235 > 0.109
iter: 1834 | bound: 21 | nc: 34 | ncall: 54426 | eff(%): 3.370 | loglstar: -inf < -10.601 < inf | logz: -28.665 +/- 0.406 | dlogz: 4.217 > 0.109
iter: 1835 | bound: 21 | nc: 34 | ncall: 54460 | eff(%): 3.369 | loglstar: -inf < -10.589 < inf | logz: -28.657 +/- 0.406 | dlogz: 4.199 > 0.109
iter: 1836 | bound: 21 | nc: 34 | ncall: 54494 | eff(%): 3.369 | loglstar: -inf < -10.570 < inf | logz: -28.649 +/- 0.406 | dlogz: 4.181 > 0.109
iter: 1837 | bound: 21 | nc: 34 | ncall: 54528 | eff(%): 3.369 | loglstar: -inf < -10.563 < inf | logz: -28.640 +/- 0.406 | dlogz: 4.163 > 0.109
iter: 1838 | bound: 21 | nc: 34 | ncall: 54562 | eff(%): 3.369 | loglstar: -inf < -10.553 < inf | logz: -28.632 +/- 0.406 | dlogz: 4.145 > 0.109
iter: 1839 | bound: 21 | nc: 34 | ncall: 54596 | eff(%): 3.368 | loglstar: -inf < -10.545 < inf | logz: -28.624 +/- 0.406 | dlogz: 4.127 > 0.109
iter: 1840 | bound: 21 | nc: 34 | ncall: 54630 | eff(%): 3.368 | loglstar: -inf < -10.529 < inf | logz: -28.616 +/- 0.406 | dlogz: 4.109 > 0.109
iter: 1841 | bound: 21 | nc: 34 | ncall: 54664 | eff(%): 3.368 | loglstar: -inf < -10.521 < inf | logz: -28.608 +/- 0.406 | dlogz: 4.092 > 0.109
iter: 1842 | bound: 21 | nc: 34 | ncall: 54698 | eff(%): 3.368 | loglstar: -inf < -10.511 < inf | logz: -28.601 +/- 0.406 | dlogz: 4.074 > 0.109
iter: 1843 | bound: 21 | nc: 34 | ncall: 54732 | eff(%): 3.367 | loglstar: -inf < -10.510 < inf | logz: -28.593 +/- 0.406 | dlogz: 4.057 > 0.109
iter: 1844 | bound: 21 | nc: 34 | ncall: 54766 | eff(%): 3.367 | loglstar: -inf < -10.491 < inf | logz: -28.585 +/- 0.406 | dlogz: 4.962 > 0.109
iter: 1845 | bound: 21 | nc: 34 | ncall: 54800 | eff(%): 3.367 | loglstar: -inf < -10.485 < inf | logz: -28.577 +/- 0.406 | dlogz: 4.944 > 0.109
iter: 1846 | bound: 21 | nc: 34 | ncall: 54834 | eff(%): 3.367 | loglstar: -inf < -10.481 < inf | logz: -28.570 +/- 0.406 | dlogz: 4.927 > 0.109
iter: 1847 | bound: 21 | nc: 34 | ncall: 54868 | eff(%): 3.366 | loglstar: -inf < -10.468 < inf | logz: -28.562 +/- 0.407 | dlogz: 4.909 > 0.109
iter: 1848 | bound: 21 | nc: 34 | ncall: 54902 | eff(%): 3.366 | loglstar: -inf < -10.467 < inf | logz: -28.555 +/- 0.407 | dlogz: 4.892 > 0.109
iter: 1849 | bound: 21 | nc: 34 | ncall: 54936 | eff(%): 3.366 | loglstar: -inf < -10.451 < inf | logz: -28.548 +/- 0.407 | dlogz: 4.875 > 0.109
iter: 1850 | bound: 21 | nc: 34 | ncall: 54970 | eff(%): 3.365 | loglstar: -inf < -10.419 < inf | logz: -28.540 +/- 0.407 | dlogz: 4.857 > 0.109
iter: 1851 | bound: 21 | nc: 34 | ncall: 55004 | eff(%): 3.365 | loglstar: -inf < -10.395 < inf | logz: -28.533 +/- 0.407 | dlogz: 4.840 > 0.109
iter: 1852 | bound: 21 | nc: 34 | ncall: 55038 | eff(%): 3.365 | loglstar: -inf < -10.394 < inf | logz: -28.525 +/- 0.407 | dlogz: 4.823 > 0.109
iter: 1853 | bound: 21 | nc: 34 | ncall: 55072 | eff(%): 3.365 | loglstar: -inf < -10.388 < inf | logz: -28.518 +/- 0.407 | dlogz: 4.806 > 0.109
iter: 1854 | bound: 22 | nc: 34 | ncall: 55106 | eff(%): 3.364 | loglstar: -inf < -10.385 < inf | logz: -28.511 +/- 0.407 | dlogz: 4.789 > 0.109
iter: 1855 | bound: 22 | nc: 34 | ncall: 55140 | eff(%): 3.364 | loglstar: -inf < -10.384 < inf | logz: -28.503 +/- 0.407 | dlogz: 4.771 > 0.109
iter: 1856 | bound: 22 | nc: 34 | ncall: 55174 | eff(%): 3.364 | loglstar: -inf < -10.367 < inf | logz: -28.496 +/- 0.407 | dlogz: 4.754 > 0.109
iter: 1857 | bound: 22 | nc: 34 | ncall: 55208 | eff(%): 3.364 | loglstar: -inf < -10.362 < inf | logz: -28.489 +/- 0.407 | dlogz: 4.738 > 0.109
iter: 1858 | bound: 22 | nc: 34 | ncall: 55242 | eff(%): 3.363 | loglstar: -inf < -10.346 < inf | logz: -28.482 +/- 0.407 | dlogz: 4.721 > 0.109
iter: 1859 | bound: 22 | nc: 34 | ncall: 55276 | eff(%): 3.363 | loglstar: -inf < -10.341 < inf | logz: -28.475 +/- 0.407 | dlogz: 4.704 > 0.109
iter: 1860 | bound: 22 | nc: 34 | ncall: 55310 | eff(%): 3.363 | loglstar: -inf < -10.322 < inf | logz: -28.468 +/- 0.407 | dlogz: 4.687 > 0.109
iter: 1861 | bound: 22 | nc: 34 | ncall: 55344 | eff(%): 3.363 | loglstar: -inf < -10.316 < inf | logz: -28.462 +/- 0.407 | dlogz: 4.670 > 0.109
iter: 1862 | bound: 22 | nc: 34 | ncall: 55378 | eff(%): 3.362 | loglstar: -inf < -10.309 < inf | logz: -28.455 +/- 0.407 | dlogz: 4.654 > 0.109
iter: 1863 | bound: 22 | nc: 34 | ncall: 55412 | eff(%): 3.362 | loglstar: -inf < -10.304 < inf | logz: -28.448 +/- 0.407 | dlogz: 4.637 > 0.109
iter: 1864 | bound: 22 | nc: 34 | ncall: 55446 | eff(%): 3.362 | loglstar: -inf < -10.271 < inf | logz: -28.441 +/- 0.407 | dlogz: 4.621 > 0.109
iter: 1865 | bound: 22 | nc: 34 | ncall: 55480 | eff(%): 3.362 | loglstar: -inf < -10.260 < inf | logz: -28.434 +/- 0.407 | dlogz: 4.604 > 0.109
iter: 1866 | bound: 22 | nc: 34 | ncall: 55514 | eff(%): 3.361 | loglstar: -inf < -10.258 < inf | logz: -28.428 +/- 0.407 | dlogz: 4.588 > 0.109
iter: 1867 | bound: 22 | nc: 34 | ncall: 55548 | eff(%): 3.361 | loglstar: -inf < -10.258 < inf | logz: -28.421 +/- 0.407 | dlogz: 4.571 > 0.109
iter: 1868 | bound: 22 | nc: 34 | ncall: 55582 | eff(%): 3.361 | loglstar: -inf < -10.255 < inf | logz: -28.415 +/- 0.407 | dlogz: 4.555 > 0.109
iter: 1869 | bound: 22 | nc: 34 | ncall: 55616 | eff(%): 3.361 | loglstar: -inf < -10.222 < inf | logz: -28.408 +/- 0.407 | dlogz: 4.538 > 0.109
iter: 1870 | bound: 22 | nc: 34 | ncall: 55650 | eff(%): 3.360 | loglstar: -inf < -10.216 < inf | logz: -28.401 +/- 0.407 | dlogz: 4.522 > 0.109
iter: 1871 | bound: 22 | nc: 34 | ncall: 55684 | eff(%): 3.360 | loglstar: -inf < -10.200 < inf | logz: -28.395 +/- 0.407 | dlogz: 4.506 > 0.109
iter: 1872 | bound: 22 | nc: 34 | ncall: 55718 | eff(%): 3.360 | loglstar: -inf < -10.091 < inf | logz: -28.388 +/- 0.408 | dlogz: 4.489 > 0.109
iter: 1873 | bound: 22 | nc: 34 | ncall: 55752 | eff(%): 3.360 | loglstar: -inf < -10.089 < inf | logz: -28.381 +/- 0.408 | dlogz: 4.473 > 0.109
iter: 1874 | bound: 22 | nc: 34 | ncall: 55786 | eff(%): 3.359 | loglstar: -inf < -10.088 < inf | logz: -28.374 +/- 0.408 | dlogz: 4.456 > 0.109
iter: 1875 | bound: 22 | nc: 34 | ncall: 55820 | eff(%): 3.359 | loglstar: -inf < -10.087 < inf | logz: -28.367 +/- 0.408 | dlogz: 4.439 > 0.109
iter: 1876 | bound: 22 | nc: 34 | ncall: 55854 | eff(%): 3.359 | loglstar: -inf < -10.051 < inf | logz: -28.360 +/- 0.408 | dlogz: 4.423 > 0.109
iter: 1877 | bound: 22 | nc: 34 | ncall: 55888 | eff(%): 3.359 | loglstar: -inf < -10.048 < inf | logz: -28.353 +/- 0.408 | dlogz: 4.406 > 0.109
iter: 1878 | bound: 22 | nc: 34 | ncall: 55922 | eff(%): 3.358 | loglstar: -inf < -10.039 < inf | logz: -28.346 +/- 0.408 | dlogz: 4.389 > 0.109
iter: 1879 | bound: 22 | nc: 34 | ncall: 55956 | eff(%): 3.358 | loglstar: -inf < -10.027 < inf | logz: -28.340 +/- 0.408 | dlogz: 4.373 > 0.109
iter: 1880 | bound: 22 | nc: 34 | ncall: 55990 | eff(%): 3.358 | loglstar: -inf < -10.012 < inf | logz: -28.333 +/- 0.408 | dlogz: 4.356 > 0.109
iter: 1881 | bound: 22 | nc: 34 | ncall: 56024 | eff(%): 3.357 | loglstar: -inf < -10.010 < inf | logz: -28.326 +/- 0.408 | dlogz: 4.340 > 0.109
iter: 1882 | bound: 22 | nc: 34 | ncall: 56058 | eff(%): 3.357 | loglstar: -inf < -9.987 < inf | logz: -28.319 +/- 0.408 | dlogz: 4.323 > 0.109
iter: 1883 | bound: 22 | nc: 34 | ncall: 56092 | eff(%): 3.357 | loglstar: -inf < -9.955 < inf | logz: -28.313 +/- 0.408 | dlogz: 4.307 > 0.109
iter: 1884 | bound: 22 | nc: 34 | ncall: 56126 | eff(%): 3.357 | loglstar: -inf < -9.925 < inf | logz: -28.306 +/- 0.408 | dlogz: 4.290 > 0.109
iter: 1885 | bound: 22 | nc: 34 | ncall: 56160 | eff(%): 3.356 | loglstar: -inf < -9.920 < inf | logz: -28.299 +/- 0.408 | dlogz: 4.274 > 0.109
iter: 1886 | bound: 22 | nc: 34 | ncall: 56194 | eff(%): 3.356 | loglstar: -inf < -9.915 < inf | logz: -28.292 +/- 0.408 | dlogz: 4.257 > 0.109
iter: 1887 | bound: 22 | nc: 34 | ncall: 56228 | eff(%): 3.356 | loglstar: -inf < -9.913 < inf | logz: -28.286 +/- 0.408 | dlogz: 4.241 > 0.109
iter: 1888 | bound: 22 | nc: 34 | ncall: 56262 | eff(%): 3.356 | loglstar: -inf < -9.904 < inf | logz: -28.279 +/- 0.408 | dlogz: 4.224 > 0.109
iter: 1889 | bound: 22 | nc: 34 | ncall: 56296 | eff(%): 3.355 | loglstar: -inf < -9.870 < inf | logz: -28.272 +/- 0.408 | dlogz: 4.208 > 0.109
iter: 1890 | bound: 22 | nc: 34 | ncall: 56330 | eff(%): 3.355 | loglstar: -inf < -9.865 < inf | logz: -28.266 +/- 0.408 | dlogz: 4.192 > 0.109
iter: 1891 | bound: 22 | nc: 34 | ncall: 56364 | eff(%): 3.355 | loglstar: -inf < -9.802 < inf | logz: -28.259 +/- 0.408 | dlogz: 4.175 > 0.109
iter: 1892 | bound: 22 | nc: 34 | ncall: 56398 | eff(%): 3.355 | loglstar: -inf < -9.802 < inf | logz: -28.252 +/- 0.408 | dlogz: 4.159 > 0.109
iter: 1893 | bound: 22 | nc: 34 | ncall: 56432 | eff(%): 3.354 | loglstar: -inf < -9.776 < inf | logz: -28.245 +/- 0.409 | dlogz: 4.142 > 0.109
iter: 1894 | bound: 22 | nc: 34 | ncall: 56466 | eff(%): 3.354 | loglstar: -inf < -9.770 < inf | logz: -28.238 +/- 0.409 | dlogz: 4.126 > 0.109
iter: 1895 | bound: 22 | nc: 34 | ncall: 56500 | eff(%): 3.354 | loglstar: -inf < -9.760 < inf | logz: -28.231 +/- 0.409 | dlogz: 4.109 > 0.109
iter: 1896 | bound: 22 | nc: 34 | ncall: 56534 | eff(%): 3.354 | loglstar: -inf < -9.729 < inf | logz: -28.225 +/- 0.409 | dlogz: 4.093 > 0.109
iter: 1897 | bound: 22 | nc: 34 | ncall: 56568 | eff(%): 3.353 | loglstar: -inf < -9.725 < inf | logz: -28.218 +/- 0.409 | dlogz: 4.076 > 0.109
iter: 1898 | bound: 22 | nc: 34 | ncall: 56602 | eff(%): 3.353 | loglstar: -inf < -9.717 < inf | logz: -28.211 +/- 0.409 | dlogz: 4.060 > 0.109
iter: 1899 | bound: 22 | nc: 34 | ncall: 56636 | eff(%): 3.353 | loglstar: -inf < -9.686 < inf | logz: -28.204 +/- 0.409 | dlogz: 4.043 > 0.109
iter: 1900 | bound: 22 | nc: 34 | ncall: 56670 | eff(%): 3.353 | loglstar: -inf < -9.668 < inf | logz: -28.197 +/- 0.409 | dlogz: 4.027 > 0.109
iter: 1901 | bound: 22 | nc: 34 | ncall: 56704 | eff(%): 3.352 | loglstar: -inf < -9.665 < inf | logz: -28.191 +/- 0.409 | dlogz: 4.010 > 0.109
iter: 1902 | bound: 22 | nc: 34 | ncall: 56738 | eff(%): 3.352 | loglstar: -inf < -9.637 < inf | logz: -28.184 +/- 0.409 | dlogz: 3.994 > 0.109
iter: 1903 | bound: 22 | nc: 34 | ncall: 56772 | eff(%): 3.352 | loglstar: -inf < -9.635 < inf | logz: -28.177 +/- 0.409 | dlogz: 3.978 > 0.109
iter: 1904 | bound: 22 | nc: 34 | ncall: 56806 | eff(%): 3.352 | loglstar: -inf < -9.622 < inf | logz: -28.170 +/- 0.409 | dlogz: 3.961 > 0.109
iter: 1905 | bound: 22 | nc: 34 | ncall: 56840 | eff(%): 3.352 | loglstar: -inf < -9.603 < inf | logz: -28.164 +/- 0.409 | dlogz: 3.945 > 0.109
iter: 1906 | bound: 22 | nc: 34 | ncall: 56874 | eff(%): 3.351 | loglstar: -inf < -9.590 < inf | logz: -28.157 +/- 0.409 | dlogz: 3.928 > 0.109
iter: 1907 | bound: 22 | nc: 34 | ncall: 56908 | eff(%): 3.351 | loglstar: -inf < -9.588 < inf | logz: -28.150 +/- 0.409 | dlogz: 3.912 > 0.109
iter: 1908 | bound: 22 | nc: 34 | ncall: 56942 | eff(%): 3.351 | loglstar: -inf < -9.561 < inf | logz: -28.144 +/- 0.409 | dlogz: 3.896 > 0.109
iter: 1909 | bound: 22 | nc: 34 | ncall: 56976 | eff(%): 3.351 | loglstar: -inf < -9.550 < inf | logz: -28.137 +/- 0.409 | dlogz: 3.880 > 0.109
iter: 1910 | bound: 22 | nc: 34 | ncall: 57010 | eff(%): 3.350 | loglstar: -inf < -9.545 < inf | logz: -28.131 +/- 0.409 | dlogz: 3.863 > 0.109
iter: 1911 | bound: 22 | nc: 34 | ncall: 57044 | eff(%): 3.350 | loglstar: -inf < -9.544 < inf | logz: -28.124 +/- 0.410 | dlogz: 3.847 > 0.109
iter: 1912 | bound: 22 | nc: 34 | ncall: 57078 | eff(%): 3.350 | loglstar: -inf < -9.516 < inf | logz: -28.118 +/- 0.410 | dlogz: 3.831 > 0.109
iter: 1913 | bound: 22 | nc: 34 | ncall: 57112 | eff(%): 3.350 | loglstar: -inf < -9.511 < inf | logz: -28.111 +/- 0.410 | dlogz: 3.815 > 0.109
iter: 1914 | bound: 22 | nc: 34 | ncall: 57146 | eff(%): 3.349 | loglstar: -inf < -9.455 < inf | logz: -28.105 +/- 0.410 | dlogz: 3.799 > 0.109
iter: 1915 | bound: 22 | nc: 34 | ncall: 57180 | eff(%): 3.349 | loglstar: -inf < -9.440 < inf | logz: -28.098 +/- 0.410 | dlogz: 3.783 > 0.109
iter: 1916 | bound: 22 | nc: 34 | ncall: 57214 | eff(%): 3.349 | loglstar: -inf < -9.440 < inf | logz: -28.091 +/- 0.410 | dlogz: 3.767 > 0.109
iter: 1917 | bound: 22 | nc: 34 | ncall: 57248 | eff(%): 3.349 | loglstar: -inf < -9.433 < inf | logz: -28.085 +/- 0.410 | dlogz: 3.750 > 0.109
iter: 1918 | bound: 22 | nc: 34 | ncall: 57282 | eff(%): 3.348 | loglstar: -inf < -9.419 < inf | logz: -28.078 +/- 0.410 | dlogz: 3.734 > 0.109
iter: 1919 | bound: 22 | nc: 34 | ncall: 57316 | eff(%): 3.348 | loglstar: -inf < -9.414 < inf | logz: -28.072 +/- 0.410 | dlogz: 3.718 > 0.109
iter: 1920 | bound: 22 | nc: 34 | ncall: 57350 | eff(%): 3.348 | loglstar: -inf < -9.414 < inf | logz: -28.065 +/- 0.410 | dlogz: 3.702 > 0.109
iter: 1921 | bound: 22 | nc: 34 | ncall: 57384 | eff(%): 3.348 | loglstar: -inf < -9.373 < inf | logz: -28.059 +/- 0.410 | dlogz: 3.686 > 0.109
iter: 1922 | bound: 22 | nc: 34 | ncall: 57418 | eff(%): 3.347 | loglstar: -inf < -9.361 < inf | logz: -28.052 +/- 0.410 | dlogz: 3.670 > 0.109
iter: 1923 | bound: 22 | nc: 34 | ncall: 57452 | eff(%): 3.347 | loglstar: -inf < -9.345 < inf | logz: -28.046 +/- 0.410 | dlogz: 3.654 > 0.109
iter: 1924 | bound: 22 | nc: 34 | ncall: 57486 | eff(%): 3.347 | loglstar: -inf < -9.344 < inf | logz: -28.040 +/- 0.410 | dlogz: 3.638 > 0.109
iter: 1925 | bound: 22 | nc: 34 | ncall: 57520 | eff(%): 3.347 | loglstar: -inf < -9.343 < inf | logz: -28.033 +/- 0.410 | dlogz: 3.623 > 0.109
iter: 1926 | bound: 22 | nc: 34 | ncall: 57554 | eff(%): 3.346 | loglstar: -inf < -9.337 < inf | logz: -28.027 +/- 0.410 | dlogz: 3.607 > 0.109
iter: 1927 | bound: 22 | nc: 34 | ncall: 57588 | eff(%): 3.346 | loglstar: -inf < -9.324 < inf | logz: -28.021 +/- 0.410 | dlogz: 3.591 > 0.109
iter: 1928 | bound: 22 | nc: 34 | ncall: 57622 | eff(%): 3.346 | loglstar: -inf < -9.307 < inf | logz: -28.015 +/- 0.410 | dlogz: 3.575 > 0.109
iter: 1929 | bound: 22 | nc: 34 | ncall: 57656 | eff(%): 3.346 | loglstar: -inf < -9.276 < inf | logz: -28.009 +/- 0.411 | dlogz: 3.560 > 0.109
iter: 1930 | bound: 22 | nc: 34 | ncall: 57690 | eff(%): 3.345 | loglstar: -inf < -9.229 < inf | logz: -28.002 +/- 0.411 | dlogz: 3.544 > 0.109
iter: 1931 | bound: 22 | nc: 34 | ncall: 57724 | eff(%): 3.345 | loglstar: -inf < -9.202 < inf | logz: -27.996 +/- 0.411 | dlogz: 3.528 > 0.109
iter: 1932 | bound: 22 | nc: 34 | ncall: 57758 | eff(%): 3.345 | loglstar: -inf < -9.200 < inf | logz: -27.989 +/- 0.411 | dlogz: 3.512 > 0.109
iter: 1933 | bound: 22 | nc: 34 | ncall: 57792 | eff(%): 3.345 | loglstar: -inf < -9.191 < inf | logz: -27.983 +/- 0.411 | dlogz: 3.496 > 0.109
iter: 1934 | bound: 22 | nc: 34 | ncall: 57826 | eff(%): 3.345 | loglstar: -inf < -9.189 < inf | logz: -27.976 +/- 0.411 | dlogz: 3.480 > 0.109
iter: 1935 | bound: 22 | nc: 34 | ncall: 57860 | eff(%): 3.344 | loglstar: -inf < -9.160 < inf | logz: -27.970 +/- 0.411 | dlogz: 3.465 > 0.109
iter: 1936 | bound: 22 | nc: 34 | ncall: 57894 | eff(%): 3.344 | loglstar: -inf < -9.149 < inf | logz: -27.964 +/- 0.411 | dlogz: 3.449 > 0.109
iter: 1937 | bound: 22 | nc: 34 | ncall: 57928 | eff(%): 3.344 | loglstar: -inf < -9.148 < inf | logz: -27.957 +/- 0.411 | dlogz: 3.433 > 0.109
iter: 1938 | bound: 22 | nc: 34 | ncall: 57962 | eff(%): 3.344 | loglstar: -inf < -9.136 < inf | logz: -27.951 +/- 0.411 | dlogz: 3.417 > 0.109
iter: 1939 | bound: 22 | nc: 34 | ncall: 57996 | eff(%): 3.343 | loglstar: -inf < -9.089 < inf | logz: -27.945 +/- 0.411 | dlogz: 3.402 > 0.109
iter: 1940 | bound: 22 | nc: 34 | ncall: 58030 | eff(%): 3.343 | loglstar: -inf < -9.088 < inf | logz: -27.939 +/- 0.411 | dlogz: 3.386 > 0.109
iter: 1941 | bound: 22 | nc: 34 | ncall: 58064 | eff(%): 3.343 | loglstar: -inf < -9.082 < inf | logz: -27.932 +/- 0.411 | dlogz: 3.370 > 0.109
iter: 1942 | bound: 22 | nc: 34 | ncall: 58098 | eff(%): 3.343 | loglstar: -inf < -9.072 < inf | logz: -27.926 +/- 0.411 | dlogz: 3.354 > 0.109
iter: 1943 | bound: 22 | nc: 34 | ncall: 58132 | eff(%): 3.342 | loglstar: -inf < -9.053 < inf | logz: -27.920 +/- 0.411 | dlogz: 3.339 > 0.109
iter: 1944 | bound: 22 | nc: 34 | ncall: 58166 | eff(%): 3.342 | loglstar: -inf < -9.040 < inf | logz: -27.914 +/- 0.411 | dlogz: 3.323 > 0.109
iter: 1945 | bound: 22 | nc: 34 | ncall: 58200 | eff(%): 3.342 | loglstar: -inf < -9.034 < inf | logz: -27.907 +/- 0.412 | dlogz: 3.308 > 0.109
iter: 1946 | bound: 22 | nc: 34 | ncall: 58234 | eff(%): 3.342 | loglstar: -inf < -9.010 < inf | logz: -27.901 +/- 0.412 | dlogz: 3.292 > 0.109
iter: 1947 | bound: 22 | nc: 34 | ncall: 58268 | eff(%): 3.341 | loglstar: -inf < -8.999 < inf | logz: -27.895 +/- 0.412 | dlogz: 3.277 > 0.109
iter: 1948 | bound: 22 | nc: 34 | ncall: 58302 | eff(%): 3.341 | loglstar: -inf < -8.980 < inf | logz: -27.889 +/- 0.412 | dlogz: 3.261 > 0.109
iter: 1949 | bound: 22 | nc: 34 | ncall: 58336 | eff(%): 3.341 | loglstar: -inf < -8.974 < inf | logz: -27.883 +/- 0.412 | dlogz: 3.246 > 0.109
iter: 1950 | bound: 22 | nc: 34 | ncall: 58370 | eff(%): 3.341 | loglstar: -inf < -8.959 < inf | logz: -27.877 +/- 0.412 | dlogz: 3.230 > 0.109
iter: 1951 | bound: 22 | nc: 34 | ncall: 58404 | eff(%): 3.341 | loglstar: -inf < -8.947 < inf | logz: -27.870 +/- 0.412 | dlogz: 3.662 > 0.109
iter: 1952 | bound: 22 | nc: 34 | ncall: 58438 | eff(%): 3.340 | loglstar: -inf < -8.947 < inf | logz: -27.864 +/- 0.412 | dlogz: 3.647 > 0.109
iter: 1953 | bound: 22 | nc: 34 | ncall: 58472 | eff(%): 3.340 | loglstar: -inf < -8.945 < inf | logz: -27.858 +/- 0.412 | dlogz: 3.631 > 0.109
iter: 1954 | bound: 23 | nc: 34 | ncall: 58506 | eff(%): 3.340 | loglstar: -inf < -8.944 < inf | logz: -27.853 +/- 0.412 | dlogz: 3.616 > 0.109
iter: 1955 | bound: 23 | nc: 34 | ncall: 58540 | eff(%): 3.340 | loglstar: -inf < -8.943 < inf | logz: -27.847 +/- 0.412 | dlogz: 3.600 > 0.109
iter: 1956 | bound: 23 | nc: 34 | ncall: 58574 | eff(%): 3.339 | loglstar: -inf < -8.929 < inf | logz: -27.841 +/- 0.412 | dlogz: 3.585 > 0.109
iter: 1957 | bound: 23 | nc: 34 | ncall: 58608 | eff(%): 3.339 | loglstar: -inf < -8.922 < inf | logz: -27.835 +/- 0.412 | dlogz: 3.570 > 0.109
iter: 1958 | bound: 23 | nc: 34 | ncall: 58642 | eff(%): 3.339 | loglstar: -inf < -8.920 < inf | logz: -27.830 +/- 0.412 | dlogz: 3.554 > 0.109
iter: 1959 | bound: 23 | nc: 34 | ncall: 58676 | eff(%): 3.339 | loglstar: -inf < -8.916 < inf | logz: -27.824 +/- 0.412 | dlogz: 3.539 > 0.109
iter: 1960 | bound: 23 | nc: 34 | ncall: 58710 | eff(%): 3.338 | loglstar: -inf < -8.886 < inf | logz: -27.819 +/- 0.412 | dlogz: 3.524 > 0.109
iter: 1961 | bound: 23 | nc: 34 | ncall: 58744 | eff(%): 3.338 | loglstar: -inf < -8.868 < inf | logz: -27.813 +/- 0.412 | dlogz: 3.509 > 0.109
iter: 1962 | bound: 23 | nc: 34 | ncall: 58778 | eff(%): 3.338 | loglstar: -inf < -8.863 < inf | logz: -27.807 +/- 0.412 | dlogz: 3.494 > 0.109
iter: 1963 | bound: 23 | nc: 34 | ncall: 58812 | eff(%): 3.338 | loglstar: -inf < -8.859 < inf | logz: -27.802 +/- 0.413 | dlogz: 3.479 > 0.109
iter: 1964 | bound: 23 | nc: 34 | ncall: 58846 | eff(%): 3.338 | loglstar: -inf < -8.850 < inf | logz: -27.796 +/- 0.413 | dlogz: 3.464 > 0.109
iter: 1965 | bound: 23 | nc: 34 | ncall: 58880 | eff(%): 3.337 | loglstar: -inf < -8.838 < inf | logz: -27.791 +/- 0.413 | dlogz: 3.449 > 0.109
iter: 1966 | bound: 23 | nc: 34 | ncall: 58914 | eff(%): 3.337 | loglstar: -inf < -8.836 < inf | logz: -27.785 +/- 0.413 | dlogz: 3.434 > 0.109
iter: 1967 | bound: 23 | nc: 34 | ncall: 58948 | eff(%): 3.337 | loglstar: -inf < -8.788 < inf | logz: -27.780 +/- 0.413 | dlogz: 3.419 > 0.109
iter: 1968 | bound: 23 | nc: 34 | ncall: 58982 | eff(%): 3.337 | loglstar: -inf < -8.785 < inf | logz: -27.774 +/- 0.413 | dlogz: 3.404 > 0.109
iter: 1969 | bound: 23 | nc: 34 | ncall: 59016 | eff(%): 3.336 | loglstar: -inf < -8.765 < inf | logz: -27.769 +/- 0.413 | dlogz: 3.389 > 0.109
iter: 1970 | bound: 23 | nc: 34 | ncall: 59050 | eff(%): 3.336 | loglstar: -inf < -8.753 < inf | logz: -27.763 +/- 0.413 | dlogz: 3.374 > 0.109
iter: 1971 | bound: 23 | nc: 34 | ncall: 59084 | eff(%): 3.336 | loglstar: -inf < -8.745 < inf | logz: -27.758 +/- 0.413 | dlogz: 3.359 > 0.109
iter: 1972 | bound: 23 | nc: 34 | ncall: 59118 | eff(%): 3.336 | loglstar: -inf < -8.743 < inf | logz: -27.752 +/- 0.413 | dlogz: 3.345 > 0.109
iter: 1973 | bound: 23 | nc: 34 | ncall: 59152 | eff(%): 3.335 | loglstar: -inf < -8.737 < inf | logz: -27.747 +/- 0.413 | dlogz: 3.330 > 0.109
iter: 1974 | bound: 23 | nc: 34 | ncall: 59186 | eff(%): 3.335 | loglstar: -inf < -8.724 < inf | logz: -27.742 +/- 0.413 | dlogz: 3.315 > 0.109
iter: 1975 | bound: 23 | nc: 34 | ncall: 59220 | eff(%): 3.335 | loglstar: -inf < -8.713 < inf | logz: -27.736 +/- 0.413 | dlogz: 3.300 > 0.109
iter: 1976 | bound: 23 | nc: 34 | ncall: 59254 | eff(%): 3.335 | loglstar: -inf < -8.713 < inf | logz: -27.731 +/- 0.413 | dlogz: 3.285 > 0.109
iter: 1977 | bound: 23 | nc: 34 | ncall: 59288 | eff(%): 3.335 | loglstar: -inf < -8.691 < inf | logz: -27.726 +/- 0.413 | dlogz: 3.271 > 0.109
iter: 1978 | bound: 23 | nc: 34 | ncall: 59322 | eff(%): 3.334 | loglstar: -inf < -8.665 < inf | logz: -27.721 +/- 0.413 | dlogz: 3.256 > 0.109
iter: 1979 | bound: 23 | nc: 34 | ncall: 59356 | eff(%): 3.334 | loglstar: -inf < -8.663 < inf | logz: -27.715 +/- 0.413 | dlogz: 3.242 > 0.109
iter: 1980 | bound: 23 | nc: 34 | ncall: 59390 | eff(%): 3.334 | loglstar: -inf < -8.643 < inf | logz: -27.710 +/- 0.413 | dlogz: 3.227 > 0.109
iter: 1981 | bound: 23 | nc: 34 | ncall: 59424 | eff(%): 3.334 | loglstar: -inf < -8.634 < inf | logz: -27.705 +/- 0.413 | dlogz: 3.212 > 0.109
iter: 1982 | bound: 23 | nc: 34 | ncall: 59458 | eff(%): 3.333 | loglstar: -inf < -8.610 < inf | logz: -27.700 +/- 0.414 | dlogz: 3.198 > 0.109
iter: 1983 | bound: 23 | nc: 34 | ncall: 59492 | eff(%): 3.333 | loglstar: -inf < -8.602 < inf | logz: -27.694 +/- 0.414 | dlogz: 3.183 > 0.109
iter: 1984 | bound: 23 | nc: 34 | ncall: 59526 | eff(%): 3.333 | loglstar: -inf < -8.598 < inf | logz: -27.689 +/- 0.414 | dlogz: 3.169 > 0.109
iter: 1985 | bound: 23 | nc: 34 | ncall: 59560 | eff(%): 3.333 | loglstar: -inf < -8.588 < inf | logz: -27.684 +/- 0.414 | dlogz: 3.154 > 0.109
iter: 1986 | bound: 23 | nc: 34 | ncall: 59594 | eff(%): 3.333 | loglstar: -inf < -8.587 < inf | logz: -27.679 +/- 0.414 | dlogz: 3.140 > 0.109
iter: 1987 | bound: 23 | nc: 34 | ncall: 59628 | eff(%): 3.332 | loglstar: -inf < -8.573 < inf | logz: -27.674 +/- 0.414 | dlogz: 3.125 > 0.109
iter: 1988 | bound: 23 | nc: 34 | ncall: 59662 | eff(%): 3.332 | loglstar: -inf < -8.564 < inf | logz: -27.669 +/- 0.414 | dlogz: 3.111 > 0.109
iter: 1989 | bound: 23 | nc: 34 | ncall: 59696 | eff(%): 3.332 | loglstar: -inf < -8.550 < inf | logz: -27.663 +/- 0.414 | dlogz: 3.096 > 0.109
iter: 1990 | bound: 23 | nc: 34 | ncall: 59730 | eff(%): 3.332 | loglstar: -inf < -8.512 < inf | logz: -27.658 +/- 0.414 | dlogz: 3.082 > 0.109
iter: 1991 | bound: 23 | nc: 34 | ncall: 59764 | eff(%): 3.331 | loglstar: -inf < -8.493 < inf | logz: -27.653 +/- 0.414 | dlogz: 3.068 > 0.109
iter: 1992 | bound: 23 | nc: 34 | ncall: 59798 | eff(%): 3.331 | loglstar: -inf < -8.482 < inf | logz: -27.648 +/- 0.414 | dlogz: 3.053 > 0.109
iter: 1993 | bound: 23 | nc: 34 | ncall: 59832 | eff(%): 3.331 | loglstar: -inf < -8.477 < inf | logz: -27.643 +/- 0.414 | dlogz: 3.039 > 0.109
iter: 1994 | bound: 23 | nc: 34 | ncall: 59866 | eff(%): 3.331 | loglstar: -inf < -8.433 < inf | logz: -27.638 +/- 0.414 | dlogz: 3.025 > 0.109
iter: 1995 | bound: 23 | nc: 34 | ncall: 59900 | eff(%): 3.331 | loglstar: -inf < -8.431 < inf | logz: -27.632 +/- 0.414 | dlogz: 3.010 > 0.109
iter: 1996 | bound: 23 | nc: 34 | ncall: 59934 | eff(%): 3.330 | loglstar: -inf < -8.389 < inf | logz: -27.627 +/- 0.414 | dlogz: 2.996 > 0.109
iter: 1997 | bound: 23 | nc: 34 | ncall: 59968 | eff(%): 3.330 | loglstar: -inf < -8.364 < inf | logz: -27.622 +/- 0.414 | dlogz: 2.981 > 0.109
iter: 1998 | bound: 23 | nc: 34 | ncall: 60002 | eff(%): 3.330 | loglstar: -inf < -8.363 < inf | logz: -27.617 +/- 0.414 | dlogz: 2.967 > 0.109
iter: 1999 | bound: 23 | nc: 34 | ncall: 60036 | eff(%): 3.330 | loglstar: -inf < -8.348 < inf | logz: -27.611 +/- 0.414 | dlogz: 2.952 > 0.109
iter: 2000 | bound: 23 | nc: 34 | ncall: 60070 | eff(%): 3.329 | loglstar: -inf < -8.334 < inf | logz: -27.606 +/- 0.415 | dlogz: 2.938 > 0.109
iter: 2001 | bound: 23 | nc: 34 | ncall: 60104 | eff(%): 3.329 | loglstar: -inf < -8.334 < inf | logz: -27.601 +/- 0.415 | dlogz: 2.923 > 0.109
iter: 2002 | bound: 23 | nc: 34 | ncall: 60138 | eff(%): 3.329 | loglstar: -inf < -8.263 < inf | logz: -27.595 +/- 0.415 | dlogz: 2.909 > 0.109
iter: 2003 | bound: 23 | nc: 34 | ncall: 60172 | eff(%): 3.329 | loglstar: -inf < -8.212 < inf | logz: -27.590 +/- 0.415 | dlogz: 2.894 > 0.109
iter: 2004 | bound: 23 | nc: 34 | ncall: 60206 | eff(%): 3.329 | loglstar: -inf < -8.211 < inf | logz: -27.584 +/- 0.415 | dlogz: 3.026 > 0.109
iter: 2005 | bound: 23 | nc: 34 | ncall: 60240 | eff(%): 3.328 | loglstar: -inf < -8.208 < inf | logz: -27.578 +/- 0.415 | dlogz: 3.011 > 0.109
iter: 2006 | bound: 23 | nc: 34 | ncall: 60274 | eff(%): 3.328 | loglstar: -inf < -8.190 < inf | logz: -27.573 +/- 0.415 | dlogz: 2.996 > 0.109
iter: 2007 | bound: 23 | nc: 34 | ncall: 60308 | eff(%): 3.328 | loglstar: -inf < -8.185 < inf | logz: -27.567 +/- 0.415 | dlogz: 2.981 > 0.109
iter: 2008 | bound: 23 | nc: 34 | ncall: 60342 | eff(%): 3.328 | loglstar: -inf < -8.182 < inf | logz: -27.562 +/- 0.415 | dlogz: 2.966 > 0.109
iter: 2009 | bound: 23 | nc: 34 | ncall: 60376 | eff(%): 3.327 | loglstar: -inf < -8.180 < inf | logz: -27.556 +/- 0.415 | dlogz: 2.952 > 0.109
iter: 2010 | bound: 23 | nc: 34 | ncall: 60410 | eff(%): 3.327 | loglstar: -inf < -8.176 < inf | logz: -27.551 +/- 0.415 | dlogz: 2.937 > 0.109
iter: 2011 | bound: 23 | nc: 34 | ncall: 60444 | eff(%): 3.327 | loglstar: -inf < -8.142 < inf | logz: -27.546 +/- 0.415 | dlogz: 2.923 > 0.109
iter: 2012 | bound: 23 | nc: 34 | ncall: 60478 | eff(%): 3.327 | loglstar: -inf < -8.125 < inf | logz: -27.540 +/- 0.415 | dlogz: 2.908 > 0.109
iter: 2013 | bound: 23 | nc: 34 | ncall: 60512 | eff(%): 3.327 | loglstar: -inf < -8.100 < inf | logz: -27.535 +/- 0.415 | dlogz: 2.894 > 0.109
iter: 2014 | bound: 23 | nc: 34 | ncall: 60546 | eff(%): 3.326 | loglstar: -inf < -8.072 < inf | logz: -27.529 +/- 0.415 | dlogz: 2.879 > 0.109
iter: 2015 | bound: 23 | nc: 34 | ncall: 60580 | eff(%): 3.326 | loglstar: -inf < -8.069 < inf | logz: -27.524 +/- 0.416 | dlogz: 2.865 > 0.109
iter: 2016 | bound: 23 | nc: 34 | ncall: 60614 | eff(%): 3.326 | loglstar: -inf < -8.053 < inf | logz: -27.518 +/- 0.416 | dlogz: 2.850 > 0.109
iter: 2017 | bound: 23 | nc: 34 | ncall: 60648 | eff(%): 3.326 | loglstar: -inf < -8.037 < inf | logz: -27.513 +/- 0.416 | dlogz: 2.835 > 0.109
iter: 2018 | bound: 23 | nc: 34 | ncall: 60682 | eff(%): 3.326 | loglstar: -inf < -8.032 < inf | logz: -27.507 +/- 0.416 | dlogz: 2.821 > 0.109
iter: 2019 | bound: 23 | nc: 34 | ncall: 60716 | eff(%): 3.325 | loglstar: -inf < -8.030 < inf | logz: -27.502 +/- 0.416 | dlogz: 2.806 > 0.109
iter: 2020 | bound: 23 | nc: 34 | ncall: 60750 | eff(%): 3.325 | loglstar: -inf < -8.028 < inf | logz: -27.496 +/- 0.416 | dlogz: 2.792 > 0.109
iter: 2021 | bound: 23 | nc: 34 | ncall: 60784 | eff(%): 3.325 | loglstar: -inf < -8.027 < inf | logz: -27.491 +/- 0.416 | dlogz: 2.778 > 0.109
iter: 2022 | bound: 23 | nc: 34 | ncall: 60818 | eff(%): 3.325 | loglstar: -inf < -8.022 < inf | logz: -27.486 +/- 0.416 | dlogz: 2.763 > 0.109
iter: 2023 | bound: 23 | nc: 34 | ncall: 60852 | eff(%): 3.324 | loglstar: -inf < -8.022 < inf | logz: -27.481 +/- 0.416 | dlogz: 2.749 > 0.109
iter: 2024 | bound: 23 | nc: 34 | ncall: 60886 | eff(%): 3.324 | loglstar: -inf < -8.019 < inf | logz: -27.476 +/- 0.416 | dlogz: 2.735 > 0.109
iter: 2025 | bound: 23 | nc: 34 | ncall: 60920 | eff(%): 3.324 | loglstar: -inf < -8.008 < inf | logz: -27.471 +/- 0.416 | dlogz: 2.721 > 0.109
iter: 2026 | bound: 23 | nc: 34 | ncall: 60954 | eff(%): 3.324 | loglstar: -inf < -7.991 < inf | logz: -27.466 +/- 0.416 | dlogz: 2.707 > 0.109
iter: 2027 | bound: 23 | nc: 34 | ncall: 60988 | eff(%): 3.324 | loglstar: -inf < -7.972 < inf | logz: -27.461 +/- 0.416 | dlogz: 2.693 > 0.109
iter: 2028 | bound: 23 | nc: 34 | ncall: 61022 | eff(%): 3.323 | loglstar: -inf < -7.967 < inf | logz: -27.456 +/- 0.416 | dlogz: 2.679 > 0.109
iter: 2029 | bound: 23 | nc: 34 | ncall: 61056 | eff(%): 3.323 | loglstar: -inf < -7.951 < inf | logz: -27.451 +/- 0.416 | dlogz: 2.665 > 0.109
iter: 2030 | bound: 23 | nc: 34 | ncall: 61090 | eff(%): 3.323 | loglstar: -inf < -7.949 < inf | logz: -27.446 +/- 0.417 | dlogz: 2.651 > 0.109
iter: 2031 | bound: 23 | nc: 34 | ncall: 61124 | eff(%): 3.323 | loglstar: -inf < -7.947 < inf | logz: -27.441 +/- 0.417 | dlogz: 2.638 > 0.109
iter: 2032 | bound: 23 | nc: 34 | ncall: 61158 | eff(%): 3.323 | loglstar: -inf < -7.944 < inf | logz: -27.436 +/- 0.417 | dlogz: 2.624 > 0.109
iter: 2033 | bound: 23 | nc: 34 | ncall: 61192 | eff(%): 3.322 | loglstar: -inf < -7.942 < inf | logz: -27.431 +/- 0.417 | dlogz: 2.610 > 0.109
iter: 2034 | bound: 23 | nc: 34 | ncall: 61226 | eff(%): 3.322 | loglstar: -inf < -7.906 < inf | logz: -27.427 +/- 0.417 | dlogz: 2.596 > 0.109
iter: 2035 | bound: 23 | nc: 34 | ncall: 61260 | eff(%): 3.322 | loglstar: -inf < -7.905 < inf | logz: -27.422 +/- 0.417 | dlogz: 2.583 > 0.109
iter: 2036 | bound: 23 | nc: 34 | ncall: 61294 | eff(%): 3.322 | loglstar: -inf < -7.889 < inf | logz: -27.417 +/- 0.417 | dlogz: 2.569 > 0.109
iter: 2037 | bound: 23 | nc: 34 | ncall: 61328 | eff(%): 3.321 | loglstar: -inf < -7.874 < inf | logz: -27.412 +/- 0.417 | dlogz: 2.556 > 0.109
iter: 2038 | bound: 23 | nc: 34 | ncall: 61362 | eff(%): 3.321 | loglstar: -inf < -7.872 < inf | logz: -27.407 +/- 0.417 | dlogz: 2.542 > 0.109
iter: 2039 | bound: 23 | nc: 34 | ncall: 61396 | eff(%): 3.321 | loglstar: -inf < -7.859 < inf | logz: -27.403 +/- 0.417 | dlogz: 2.528 > 0.109
iter: 2040 | bound: 23 | nc: 34 | ncall: 61430 | eff(%): 3.321 | loglstar: -inf < -7.840 < inf | logz: -27.398 +/- 0.417 | dlogz: 2.515 > 0.109
iter: 2041 | bound: 23 | nc: 34 | ncall: 61464 | eff(%): 3.321 | loglstar: -inf < -7.839 < inf | logz: -27.393 +/- 0.417 | dlogz: 2.501 > 0.109
iter: 2042 | bound: 23 | nc: 34 | ncall: 61498 | eff(%): 3.320 | loglstar: -inf < -7.828 < inf | logz: -27.389 +/- 0.417 | dlogz: 2.488 > 0.109
iter: 2043 | bound: 23 | nc: 34 | ncall: 61532 | eff(%): 3.320 | loglstar: -inf < -7.793 < inf | logz: -27.384 +/- 0.417 | dlogz: 2.475 > 0.109
iter: 2044 | bound: 23 | nc: 34 | ncall: 61566 | eff(%): 3.320 | loglstar: -inf < -7.778 < inf | logz: -27.379 +/- 0.417 | dlogz: 2.461 > 0.109
iter: 2045 | bound: 23 | nc: 34 | ncall: 61600 | eff(%): 3.320 | loglstar: -inf < -7.776 < inf | logz: -27.374 +/- 0.417 | dlogz: 2.448 > 0.109
iter: 2046 | bound: 23 | nc: 34 | ncall: 61634 | eff(%): 3.320 | loglstar: -inf < -7.773 < inf | logz: -27.370 +/- 0.417 | dlogz: 2.434 > 0.109
iter: 2047 | bound: 23 | nc: 34 | ncall: 61668 | eff(%): 3.319 | loglstar: -inf < -7.749 < inf | logz: -27.365 +/- 0.418 | dlogz: 2.421 > 0.109
iter: 2048 | bound: 23 | nc: 34 | ncall: 61702 | eff(%): 3.319 | loglstar: -inf < -7.736 < inf | logz: -27.360 +/- 0.418 | dlogz: 2.408 > 0.109
iter: 2049 | bound: 23 | nc: 34 | ncall: 61736 | eff(%): 3.319 | loglstar: -inf < -7.735 < inf | logz: -27.356 +/- 0.418 | dlogz: 2.394 > 0.109
iter: 2050 | bound: 23 | nc: 34 | ncall: 61770 | eff(%): 3.319 | loglstar: -inf < -7.726 < inf | logz: -27.351 +/- 0.418 | dlogz: 2.381 > 0.109
iter: 2051 | bound: 23 | nc: 34 | ncall: 61804 | eff(%): 3.319 | loglstar: -inf < -7.723 < inf | logz: -27.347 +/- 0.418 | dlogz: 2.368 > 0.109
iter: 2052 | bound: 23 | nc: 34 | ncall: 61838 | eff(%): 3.318 | loglstar: -inf < -7.718 < inf | logz: -27.342 +/- 0.418 | dlogz: 2.355 > 0.109
iter: 2053 | bound: 23 | nc: 34 | ncall: 61872 | eff(%): 3.318 | loglstar: -inf < -7.708 < inf | logz: -27.338 +/- 0.418 | dlogz: 2.342 > 0.109
iter: 2054 | bound: 24 | nc: 34 | ncall: 61906 | eff(%): 3.318 | loglstar: -inf < -7.706 < inf | logz: -27.333 +/- 0.418 | dlogz: 2.329 > 0.109
iter: 2055 | bound: 24 | nc: 34 | ncall: 61940 | eff(%): 3.318 | loglstar: -inf < -7.706 < inf | logz: -27.329 +/- 0.418 | dlogz: 2.316 > 0.109
iter: 2056 | bound: 24 | nc: 34 | ncall: 61974 | eff(%): 3.318 | loglstar: -inf < -7.704 < inf | logz: -27.324 +/- 0.418 | dlogz: 2.303 > 0.109
iter: 2057 | bound: 24 | nc: 34 | ncall: 62008 | eff(%): 3.317 | loglstar: -inf < -7.703 < inf | logz: -27.320 +/- 0.418 | dlogz: 2.290 > 0.109
iter: 2058 | bound: 24 | nc: 34 | ncall: 62042 | eff(%): 3.317 | loglstar: -inf < -7.699 < inf | logz: -27.316 +/- 0.418 | dlogz: 2.277 > 0.109
iter: 2059 | bound: 24 | nc: 34 | ncall: 62076 | eff(%): 3.317 | loglstar: -inf < -7.678 < inf | logz: -27.312 +/- 0.418 | dlogz: 2.264 > 0.109
iter: 2060 | bound: 24 | nc: 34 | ncall: 62110 | eff(%): 3.317 | loglstar: -inf < -7.656 < inf | logz: -27.307 +/- 0.418 | dlogz: 2.252 > 0.109
iter: 2061 | bound: 24 | nc: 34 | ncall: 62144 | eff(%): 3.316 | loglstar: -inf < -7.641 < inf | logz: -27.303 +/- 0.418 | dlogz: 2.239 > 0.109
iter: 2062 | bound: 24 | nc: 34 | ncall: 62178 | eff(%): 3.316 | loglstar: -inf < -7.633 < inf | logz: -27.299 +/- 0.418 | dlogz: 2.226 > 0.109
iter: 2063 | bound: 24 | nc: 34 | ncall: 62212 | eff(%): 3.316 | loglstar: -inf < -7.612 < inf | logz: -27.295 +/- 0.418 | dlogz: 2.214 > 0.109
iter: 2064 | bound: 24 | nc: 34 | ncall: 62246 | eff(%): 3.316 | loglstar: -inf < -7.605 < inf | logz: -27.290 +/- 0.418 | dlogz: 2.201 > 0.109
iter: 2065 | bound: 24 | nc: 34 | ncall: 62280 | eff(%): 3.316 | loglstar: -inf < -7.582 < inf | logz: -27.286 +/- 0.418 | dlogz: 2.188 > 0.109
iter: 2066 | bound: 24 | nc: 34 | ncall: 62314 | eff(%): 3.315 | loglstar: -inf < -7.574 < inf | logz: -27.282 +/- 0.419 | dlogz: 2.176 > 0.109
iter: 2067 | bound: 24 | nc: 34 | ncall: 62348 | eff(%): 3.315 | loglstar: -inf < -7.565 < inf | logz: -27.278 +/- 0.419 | dlogz: 2.163 > 0.109
iter: 2068 | bound: 24 | nc: 34 | ncall: 62382 | eff(%): 3.315 | loglstar: -inf < -7.558 < inf | logz: -27.273 +/- 0.419 | dlogz: 2.151 > 0.109
iter: 2069 | bound: 24 | nc: 34 | ncall: 62416 | eff(%): 3.315 | loglstar: -inf < -7.540 < inf | logz: -27.269 +/- 0.419 | dlogz: 2.138 > 0.109
iter: 2070 | bound: 24 | nc: 34 | ncall: 62450 | eff(%): 3.315 | loglstar: -inf < -7.534 < inf | logz: -27.265 +/- 0.419 | dlogz: 2.126 > 0.109
iter: 2071 | bound: 24 | nc: 34 | ncall: 62484 | eff(%): 3.314 | loglstar: -inf < -7.522 < inf | logz: -27.261 +/- 0.419 | dlogz: 2.113 > 0.109
iter: 2072 | bound: 24 | nc: 34 | ncall: 62518 | eff(%): 3.314 | loglstar: -inf < -7.484 < inf | logz: -27.257 +/- 0.419 | dlogz: 2.101 > 0.109
iter: 2073 | bound: 24 | nc: 34 | ncall: 62552 | eff(%): 3.314 | loglstar: -inf < -7.456 < inf | logz: -27.252 +/- 0.419 | dlogz: 2.088 > 0.109
iter: 2074 | bound: 24 | nc: 34 | ncall: 62586 | eff(%): 3.314 | loglstar: -inf < -7.437 < inf | logz: -27.248 +/- 0.419 | dlogz: 2.076 > 0.109
iter: 2075 | bound: 24 | nc: 34 | ncall: 62620 | eff(%): 3.314 | loglstar: -inf < -7.434 < inf | logz: -27.244 +/- 0.419 | dlogz: 2.063 > 0.109
iter: 2076 | bound: 24 | nc: 34 | ncall: 62654 | eff(%): 3.313 | loglstar: -inf < -7.424 < inf | logz: -27.239 +/- 0.419 | dlogz: 2.051 > 0.109
iter: 2077 | bound: 24 | nc: 34 | ncall: 62688 | eff(%): 3.313 | loglstar: -inf < -7.399 < inf | logz: -27.235 +/- 0.419 | dlogz: 2.039 > 0.109
iter: 2078 | bound: 24 | nc: 34 | ncall: 62722 | eff(%): 3.313 | loglstar: -inf < -7.381 < inf | logz: -27.231 +/- 0.419 | dlogz: 2.026 > 0.109
iter: 2079 | bound: 24 | nc: 34 | ncall: 62756 | eff(%): 3.313 | loglstar: -inf < -7.370 < inf | logz: -27.226 +/- 0.419 | dlogz: 2.014 > 0.109
iter: 2080 | bound: 24 | nc: 34 | ncall: 62790 | eff(%): 3.313 | loglstar: -inf < -7.366 < inf | logz: -27.222 +/- 0.419 | dlogz: 2.256 > 0.109
iter: 2081 | bound: 24 | nc: 34 | ncall: 62824 | eff(%): 3.312 | loglstar: -inf < -7.363 < inf | logz: -27.218 +/- 0.419 | dlogz: 2.243 > 0.109
iter: 2082 | bound: 24 | nc: 34 | ncall: 62858 | eff(%): 3.312 | loglstar: -inf < -7.354 < inf | logz: -27.213 +/- 0.419 | dlogz: 2.231 > 0.109
iter: 2083 | bound: 24 | nc: 34 | ncall: 62892 | eff(%): 3.312 | loglstar: -inf < -7.347 < inf | logz: -27.209 +/- 0.419 | dlogz: 2.218 > 0.109
iter: 2084 | bound: 24 | nc: 34 | ncall: 62926 | eff(%): 3.312 | loglstar: -inf < -7.344 < inf | logz: -27.205 +/- 0.420 | dlogz: 2.206 > 0.109
iter: 2085 | bound: 24 | nc: 34 | ncall: 62960 | eff(%): 3.312 | loglstar: -inf < -7.342 < inf | logz: -27.201 +/- 0.420 | dlogz: 2.193 > 0.109
iter: 2086 | bound: 24 | nc: 34 | ncall: 62994 | eff(%): 3.311 | loglstar: -inf < -7.311 < inf | logz: -27.197 +/- 0.420 | dlogz: 2.180 > 0.109
iter: 2087 | bound: 24 | nc: 34 | ncall: 63028 | eff(%): 3.311 | loglstar: -inf < -7.295 < inf | logz: -27.193 +/- 0.420 | dlogz: 2.168 > 0.109
iter: 2088 | bound: 24 | nc: 34 | ncall: 63062 | eff(%): 3.311 | loglstar: -inf < -7.288 < inf | logz: -27.189 +/- 0.420 | dlogz: 2.461 > 0.109
iter: 2089 | bound: 24 | nc: 34 | ncall: 63096 | eff(%): 3.311 | loglstar: -inf < -7.279 < inf | logz: -27.184 +/- 0.420 | dlogz: 2.448 > 0.109
iter: 2090 | bound: 24 | nc: 34 | ncall: 63130 | eff(%): 3.311 | loglstar: -inf < -7.276 < inf | logz: -27.180 +/- 0.420 | dlogz: 2.435 > 0.109
iter: 2091 | bound: 24 | nc: 34 | ncall: 63164 | eff(%): 3.310 | loglstar: -inf < -7.271 < inf | logz: -27.176 +/- 0.420 | dlogz: 2.422 > 0.109
iter: 2092 | bound: 24 | nc: 34 | ncall: 63198 | eff(%): 3.310 | loglstar: -inf < -7.269 < inf | logz: -27.172 +/- 0.420 | dlogz: 2.409 > 0.109
iter: 2093 | bound: 24 | nc: 34 | ncall: 63232 | eff(%): 3.310 | loglstar: -inf < -7.268 < inf | logz: -27.168 +/- 0.420 | dlogz: 2.397 > 0.109
iter: 2094 | bound: 24 | nc: 34 | ncall: 63266 | eff(%): 3.310 | loglstar: -inf < -7.262 < inf | logz: -27.164 +/- 0.420 | dlogz: 2.384 > 0.109
iter: 2095 | bound: 24 | nc: 34 | ncall: 63300 | eff(%): 3.310 | loglstar: -inf < -7.239 < inf | logz: -27.160 +/- 0.420 | dlogz: 2.371 > 0.109
iter: 2096 | bound: 24 | nc: 34 | ncall: 63334 | eff(%): 3.309 | loglstar: -inf < -7.237 < inf | logz: -27.156 +/- 0.420 | dlogz: 2.359 > 0.109
iter: 2097 | bound: 24 | nc: 34 | ncall: 63368 | eff(%): 3.309 | loglstar: -inf < -7.235 < inf | logz: -27.153 +/- 0.420 | dlogz: 2.346 > 0.109
iter: 2098 | bound: 24 | nc: 34 | ncall: 63402 | eff(%): 3.309 | loglstar: -inf < -7.228 < inf | logz: -27.149 +/- 0.420 | dlogz: 2.334 > 0.109
iter: 2099 | bound: 24 | nc: 34 | ncall: 63436 | eff(%): 3.309 | loglstar: -inf < -7.216 < inf | logz: -27.145 +/- 0.420 | dlogz: 2.321 > 0.109
iter: 2100 | bound: 24 | nc: 34 | ncall: 63470 | eff(%): 3.309 | loglstar: -inf < -7.210 < inf | logz: -27.141 +/- 0.420 | dlogz: 2.309 > 0.109
iter: 2101 | bound: 24 | nc: 34 | ncall: 63504 | eff(%): 3.308 | loglstar: -inf < -7.187 < inf | logz: -27.137 +/- 0.420 | dlogz: 2.297 > 0.109
iter: 2102 | bound: 24 | nc: 34 | ncall: 63538 | eff(%): 3.308 | loglstar: -inf < -7.187 < inf | logz: -27.133 +/- 0.421 | dlogz: 2.284 > 0.109
iter: 2103 | bound: 24 | nc: 34 | ncall: 63572 | eff(%): 3.308 | loglstar: -inf < -7.186 < inf | logz: -27.130 +/- 0.421 | dlogz: 2.272 > 0.109
iter: 2104 | bound: 24 | nc: 34 | ncall: 63606 | eff(%): 3.308 | loglstar: -inf < -7.178 < inf | logz: -27.126 +/- 0.421 | dlogz: 2.260 > 0.109
iter: 2105 | bound: 24 | nc: 34 | ncall: 63640 | eff(%): 3.308 | loglstar: -inf < -7.173 < inf | logz: -27.122 +/- 0.421 | dlogz: 2.247 > 0.109
iter: 2106 | bound: 24 | nc: 34 | ncall: 63674 | eff(%): 3.307 | loglstar: -inf < -7.172 < inf | logz: -27.119 +/- 0.421 | dlogz: 2.235 > 0.109
iter: 2107 | bound: 24 | nc: 34 | ncall: 63708 | eff(%): 3.307 | loglstar: -inf < -7.167 < inf | logz: -27.115 +/- 0.421 | dlogz: 2.223 > 0.109
iter: 2108 | bound: 24 | nc: 34 | ncall: 63742 | eff(%): 3.307 | loglstar: -inf < -7.166 < inf | logz: -27.112 +/- 0.421 | dlogz: 2.211 > 0.109
iter: 2109 | bound: 24 | nc: 34 | ncall: 63776 | eff(%): 3.307 | loglstar: -inf < -7.149 < inf | logz: -27.108 +/- 0.421 | dlogz: 2.199 > 0.109
iter: 2110 | bound: 24 | nc: 34 | ncall: 63810 | eff(%): 3.307 | loglstar: -inf < -7.144 < inf | logz: -27.104 +/- 0.421 | dlogz: 2.187 > 0.109
iter: 2111 | bound: 24 | nc: 34 | ncall: 63844 | eff(%): 3.306 | loglstar: -inf < -7.140 < inf | logz: -27.101 +/- 0.421 | dlogz: 2.175 > 0.109
iter: 2112 | bound: 24 | nc: 34 | ncall: 63878 | eff(%): 3.306 | loglstar: -inf < -7.134 < inf | logz: -27.097 +/- 0.421 | dlogz: 2.163 > 0.109
iter: 2113 | bound: 24 | nc: 34 | ncall: 63912 | eff(%): 3.306 | loglstar: -inf < -7.125 < inf | logz: -27.094 +/- 0.421 | dlogz: 2.151 > 0.109
iter: 2114 | bound: 24 | nc: 34 | ncall: 63946 | eff(%): 3.306 | loglstar: -inf < -7.121 < inf | logz: -27.090 +/- 0.421 | dlogz: 2.139 > 0.109
iter: 2115 | bound: 24 | nc: 34 | ncall: 63980 | eff(%): 3.306 | loglstar: -inf < -7.120 < inf | logz: -27.087 +/- 0.421 | dlogz: 2.127 > 0.109
iter: 2116 | bound: 24 | nc: 34 | ncall: 64014 | eff(%): 3.306 | loglstar: -inf < -7.111 < inf | logz: -27.084 +/- 0.421 | dlogz: 2.116 > 0.109
iter: 2117 | bound: 24 | nc: 34 | ncall: 64048 | eff(%): 3.305 | loglstar: -inf < -7.107 < inf | logz: -27.080 +/- 0.421 | dlogz: 2.104 > 0.109
iter: 2118 | bound: 24 | nc: 34 | ncall: 64082 | eff(%): 3.305 | loglstar: -inf < -7.086 < inf | logz: -27.077 +/- 0.421 | dlogz: 2.092 > 0.109
iter: 2119 | bound: 24 | nc: 34 | ncall: 64116 | eff(%): 3.305 | loglstar: -inf < -7.085 < inf | logz: -27.074 +/- 0.421 | dlogz: 2.081 > 0.109
iter: 2120 | bound: 24 | nc: 34 | ncall: 64150 | eff(%): 3.305 | loglstar: -inf < -7.079 < inf | logz: -27.070 +/- 0.421 | dlogz: 2.069 > 0.109
iter: 2121 | bound: 24 | nc: 34 | ncall: 64184 | eff(%): 3.305 | loglstar: -inf < -7.065 < inf | logz: -27.067 +/- 0.421 | dlogz: 2.057 > 0.109
iter: 2122 | bound: 24 | nc: 34 | ncall: 64218 | eff(%): 3.304 | loglstar: -inf < -7.056 < inf | logz: -27.064 +/- 0.421 | dlogz: 2.046 > 0.109
iter: 2123 | bound: 24 | nc: 34 | ncall: 64252 | eff(%): 3.304 | loglstar: -inf < -7.052 < inf | logz: -27.060 +/- 0.421 | dlogz: 2.034 > 0.109
iter: 2124 | bound: 24 | nc: 34 | ncall: 64286 | eff(%): 3.304 | loglstar: -inf < -7.031 < inf | logz: -27.057 +/- 0.422 | dlogz: 2.023 > 0.109
iter: 2125 | bound: 24 | nc: 34 | ncall: 64320 | eff(%): 3.304 | loglstar: -inf < -7.021 < inf | logz: -27.054 +/- 0.422 | dlogz: 2.011 > 0.109
iter: 2126 | bound: 24 | nc: 34 | ncall: 64354 | eff(%): 3.304 | loglstar: -inf < -7.017 < inf | logz: -27.051 +/- 0.422 | dlogz: 2.000 > 0.109
iter: 2127 | bound: 24 | nc: 34 | ncall: 64388 | eff(%): 3.303 | loglstar: -inf < -7.016 < inf | logz: -27.047 +/- 0.422 | dlogz: 1.989 > 0.109
iter: 2128 | bound: 24 | nc: 34 | ncall: 64422 | eff(%): 3.303 | loglstar: -inf < -6.988 < inf | logz: -27.044 +/- 0.422 | dlogz: 2.069 > 0.109
iter: 2129 | bound: 24 | nc: 34 | ncall: 64456 | eff(%): 3.303 | loglstar: -inf < -6.979 < inf | logz: -27.041 +/- 0.422 | dlogz: 2.058 > 0.109
iter: 2130 | bound: 24 | nc: 34 | ncall: 64490 | eff(%): 3.303 | loglstar: -inf < -6.972 < inf | logz: -27.038 +/- 0.422 | dlogz: 2.046 > 0.109
iter: 2131 | bound: 24 | nc: 34 | ncall: 64524 | eff(%): 3.303 | loglstar: -inf < -6.960 < inf | logz: -27.035 +/- 0.422 | dlogz: 2.466 > 0.109
iter: 2132 | bound: 24 | nc: 34 | ncall: 64558 | eff(%): 3.302 | loglstar: -inf < -6.953 < inf | logz: -27.031 +/- 0.422 | dlogz: 2.454 > 0.109
iter: 2133 | bound: 24 | nc: 34 | ncall: 64592 | eff(%): 3.302 | loglstar: -inf < -6.939 < inf | logz: -27.028 +/- 0.422 | dlogz: 2.442 > 0.109
iter: 2134 | bound: 24 | nc: 34 | ncall: 64626 | eff(%): 3.302 | loglstar: -inf < -6.923 < inf | logz: -27.025 +/- 0.422 | dlogz: 2.430 > 0.109
iter: 2135 | bound: 24 | nc: 34 | ncall: 64660 | eff(%): 3.302 | loglstar: -inf < -6.906 < inf | logz: -27.022 +/- 0.422 | dlogz: 2.418 > 0.109
iter: 2136 | bound: 24 | nc: 34 | ncall: 64694 | eff(%): 3.302 | loglstar: -inf < -6.885 < inf | logz: -27.018 +/- 0.422 | dlogz: 2.406 > 0.109
iter: 2137 | bound: 24 | nc: 34 | ncall: 64728 | eff(%): 3.302 | loglstar: -inf < -6.881 < inf | logz: -27.015 +/- 0.422 | dlogz: 2.394 > 0.109
iter: 2138 | bound: 24 | nc: 34 | ncall: 64762 | eff(%): 3.301 | loglstar: -inf < -6.879 < inf | logz: -27.012 +/- 0.422 | dlogz: 2.382 > 0.109
iter: 2139 | bound: 24 | nc: 34 | ncall: 64796 | eff(%): 3.301 | loglstar: -inf < -6.870 < inf | logz: -27.009 +/- 0.422 | dlogz: 2.370 > 0.109
iter: 2140 | bound: 24 | nc: 34 | ncall: 64830 | eff(%): 3.301 | loglstar: -inf < -6.857 < inf | logz: -27.006 +/- 0.422 | dlogz: 2.358 > 0.109
iter: 2141 | bound: 24 | nc: 34 | ncall: 64864 | eff(%): 3.301 | loglstar: -inf < -6.822 < inf | logz: -27.003 +/- 0.422 | dlogz: 2.346 > 0.109
iter: 2142 | bound: 24 | nc: 34 | ncall: 64898 | eff(%): 3.301 | loglstar: -inf < -6.795 < inf | logz: -26.999 +/- 0.422 | dlogz: 2.335 > 0.109
iter: 2143 | bound: 24 | nc: 34 | ncall: 64932 | eff(%): 3.300 | loglstar: -inf < -6.794 < inf | logz: -26.996 +/- 0.422 | dlogz: 2.323 > 0.109
iter: 2144 | bound: 24 | nc: 34 | ncall: 64966 | eff(%): 3.300 | loglstar: -inf < -6.777 < inf | logz: -26.993 +/- 0.422 | dlogz: 2.311 > 0.109
iter: 2145 | bound: 24 | nc: 34 | ncall: 65000 | eff(%): 3.300 | loglstar: -inf < -6.763 < inf | logz: -26.989 +/- 0.422 | dlogz: 2.299 > 0.109
iter: 2146 | bound: 24 | nc: 34 | ncall: 65034 | eff(%): 3.300 | loglstar: -inf < -6.761 < inf | logz: -26.986 +/- 0.422 | dlogz: 2.287 > 0.109
iter: 2147 | bound: 24 | nc: 34 | ncall: 65068 | eff(%): 3.300 | loglstar: -inf < -6.759 < inf | logz: -26.983 +/- 0.423 | dlogz: 2.275 > 0.109
iter: 2148 | bound: 24 | nc: 34 | ncall: 65102 | eff(%): 3.299 | loglstar: -inf < -6.743 < inf | logz: -26.980 +/- 0.423 | dlogz: 2.263 > 0.109
iter: 2149 | bound: 24 | nc: 34 | ncall: 65136 | eff(%): 3.299 | loglstar: -inf < -6.732 < inf | logz: -26.977 +/- 0.423 | dlogz: 2.252 > 0.109
iter: 2150 | bound: 24 | nc: 34 | ncall: 65170 | eff(%): 3.299 | loglstar: -inf < -6.719 < inf | logz: -26.973 +/- 0.423 | dlogz: 2.240 > 0.109
iter: 2151 | bound: 24 | nc: 34 | ncall: 65204 | eff(%): 3.299 | loglstar: -inf < -6.711 < inf | logz: -26.970 +/- 0.423 | dlogz: 2.228 > 0.109
iter: 2152 | bound: 24 | nc: 34 | ncall: 65238 | eff(%): 3.299 | loglstar: -inf < -6.698 < inf | logz: -26.967 +/- 0.423 | dlogz: 2.216 > 0.109
iter: 2153 | bound: 24 | nc: 34 | ncall: 65272 | eff(%): 3.299 | loglstar: -inf < -6.684 < inf | logz: -26.964 +/- 0.423 | dlogz: 2.205 > 0.109
iter: 2154 | bound: 25 | nc: 34 | ncall: 65306 | eff(%): 3.298 | loglstar: -inf < -6.684 < inf | logz: -26.961 +/- 0.423 | dlogz: 2.193 > 0.109
iter: 2155 | bound: 25 | nc: 34 | ncall: 65340 | eff(%): 3.298 | loglstar: -inf < -6.680 < inf | logz: -26.958 +/- 0.423 | dlogz: 2.181 > 0.109
iter: 2156 | bound: 25 | nc: 34 | ncall: 65374 | eff(%): 3.298 | loglstar: -inf < -6.679 < inf | logz: -26.955 +/- 0.423 | dlogz: 2.170 > 0.109
iter: 2157 | bound: 25 | nc: 34 | ncall: 65408 | eff(%): 3.298 | loglstar: -inf < -6.656 < inf | logz: -26.952 +/- 0.423 | dlogz: 2.158 > 0.109
iter: 2158 | bound: 25 | nc: 34 | ncall: 65442 | eff(%): 3.298 | loglstar: -inf < -6.652 < inf | logz: -26.948 +/- 0.423 | dlogz: 2.147 > 0.109
iter: 2159 | bound: 25 | nc: 34 | ncall: 65476 | eff(%): 3.297 | loglstar: -inf < -6.647 < inf | logz: -26.945 +/- 0.423 | dlogz: 2.135 > 0.109
iter: 2160 | bound: 25 | nc: 34 | ncall: 65510 | eff(%): 3.297 | loglstar: -inf < -6.636 < inf | logz: -26.942 +/- 0.423 | dlogz: 2.124 > 0.109
iter: 2161 | bound: 25 | nc: 34 | ncall: 65544 | eff(%): 3.297 | loglstar: -inf < -6.624 < inf | logz: -26.939 +/- 0.423 | dlogz: 2.112 > 0.109
iter: 2162 | bound: 25 | nc: 34 | ncall: 65578 | eff(%): 3.297 | loglstar: -inf < -6.620 < inf | logz: -26.936 +/- 0.423 | dlogz: 2.774 > 0.109
iter: 2163 | bound: 25 | nc: 34 | ncall: 65612 | eff(%): 3.297 | loglstar: -inf < -6.594 < inf | logz: -26.933 +/- 0.423 | dlogz: 2.762 > 0.109
iter: 2164 | bound: 25 | nc: 34 | ncall: 65646 | eff(%): 3.296 | loglstar: -inf < -6.587 < inf | logz: -26.930 +/- 0.423 | dlogz: 2.750 > 0.109
iter: 2165 | bound: 25 | nc: 34 | ncall: 65680 | eff(%): 3.296 | loglstar: -inf < -6.579 < inf | logz: -26.927 +/- 0.423 | dlogz: 2.738 > 0.109
iter: 2166 | bound: 25 | nc: 34 | ncall: 65714 | eff(%): 3.296 | loglstar: -inf < -6.556 < inf | logz: -26.924 +/- 0.423 | dlogz: 2.726 > 0.109
iter: 2167 | bound: 25 | nc: 34 | ncall: 65748 | eff(%): 3.296 | loglstar: -inf < -6.546 < inf | logz: -26.921 +/- 0.423 | dlogz: 2.713 > 0.109
iter: 2168 | bound: 25 | nc: 34 | ncall: 65782 | eff(%): 3.296 | loglstar: -inf < -6.545 < inf | logz: -26.918 +/- 0.424 | dlogz: 2.701 > 0.109
iter: 2169 | bound: 25 | nc: 34 | ncall: 65816 | eff(%): 3.296 | loglstar: -inf < -6.534 < inf | logz: -26.915 +/- 0.424 | dlogz: 2.689 > 0.109
iter: 2170 | bound: 25 | nc: 34 | ncall: 65850 | eff(%): 3.295 | loglstar: -inf < -6.530 < inf | logz: -26.912 +/- 0.424 | dlogz: 2.677 > 0.109
iter: 2171 | bound: 25 | nc: 34 | ncall: 65884 | eff(%): 3.295 | loglstar: -inf < -6.498 < inf | logz: -26.909 +/- 0.424 | dlogz: 2.665 > 0.109
iter: 2172 | bound: 25 | nc: 34 | ncall: 65918 | eff(%): 3.295 | loglstar: -inf < -6.480 < inf | logz: -26.906 +/- 0.424 | dlogz: 2.653 > 0.109
iter: 2173 | bound: 25 | nc: 34 | ncall: 65952 | eff(%): 3.295 | loglstar: -inf < -6.464 < inf | logz: -26.903 +/- 0.424 | dlogz: 2.641 > 0.109
iter: 2174 | bound: 25 | nc: 34 | ncall: 65986 | eff(%): 3.295 | loglstar: -inf < -6.462 < inf | logz: -26.900 +/- 0.424 | dlogz: 2.629 > 0.109
iter: 2175 | bound: 25 | nc: 34 | ncall: 66020 | eff(%): 3.294 | loglstar: -inf < -6.446 < inf | logz: -26.897 +/- 0.424 | dlogz: 2.617 > 0.109
iter: 2176 | bound: 25 | nc: 34 | ncall: 66054 | eff(%): 3.294 | loglstar: -inf < -6.436 < inf | logz: -26.894 +/- 0.424 | dlogz: 2.605 > 0.109
iter: 2177 | bound: 25 | nc: 34 | ncall: 66088 | eff(%): 3.294 | loglstar: -inf < -6.436 < inf | logz: -26.891 +/- 0.424 | dlogz: 2.593 > 0.109
iter: 2178 | bound: 25 | nc: 34 | ncall: 66122 | eff(%): 3.294 | loglstar: -inf < -6.426 < inf | logz: -26.888 +/- 0.424 | dlogz: 2.581 > 0.109
iter: 2179 | bound: 25 | nc: 34 | ncall: 66156 | eff(%): 3.294 | loglstar: -inf < -6.425 < inf | logz: -26.885 +/- 0.424 | dlogz: 2.569 > 0.109
iter: 2180 | bound: 25 | nc: 34 | ncall: 66190 | eff(%): 3.294 | loglstar: -inf < -6.422 < inf | logz: -26.882 +/- 0.424 | dlogz: 2.557 > 0.109
iter: 2181 | bound: 25 | nc: 34 | ncall: 66224 | eff(%): 3.293 | loglstar: -inf < -6.418 < inf | logz: -26.879 +/- 0.424 | dlogz: 2.545 > 0.109
iter: 2182 | bound: 25 | nc: 34 | ncall: 66258 | eff(%): 3.293 | loglstar: -inf < -6.405 < inf | logz: -26.876 +/- 0.424 | dlogz: 2.533 > 0.109
iter: 2183 | bound: 25 | nc: 34 | ncall: 66292 | eff(%): 3.293 | loglstar: -inf < -6.402 < inf | logz: -26.874 +/- 0.424 | dlogz: 2.522 > 0.109
iter: 2184 | bound: 25 | nc: 34 | ncall: 66326 | eff(%): 3.293 | loglstar: -inf < -6.389 < inf | logz: -26.871 +/- 0.424 | dlogz: 2.510 > 0.109
iter: 2185 | bound: 25 | nc: 34 | ncall: 66360 | eff(%): 3.293 | loglstar: -inf < -6.387 < inf | logz: -26.868 +/- 0.424 | dlogz: 2.498 > 0.109
iter: 2186 | bound: 25 | nc: 34 | ncall: 66394 | eff(%): 3.292 | loglstar: -inf < -6.373 < inf | logz: -26.865 +/- 0.424 | dlogz: 2.486 > 0.109
iter: 2187 | bound: 26 | nc: 34 | ncall: 66428 | eff(%): 3.292 | loglstar: -inf < -6.338 < inf | logz: -26.862 +/- 0.424 | dlogz: 2.475 > 0.109
iter: 2188 | bound: 26 | nc: 34 | ncall: 66462 | eff(%): 3.292 | loglstar: -inf < -6.325 < inf | logz: -26.859 +/- 0.424 | dlogz: 2.463 > 0.109
iter: 2189 | bound: 26 | nc: 34 | ncall: 66496 | eff(%): 3.292 | loglstar: -inf < -6.324 < inf | logz: -26.856 +/- 0.424 | dlogz: 2.451 > 0.109
iter: 2190 | bound: 26 | nc: 34 | ncall: 66530 | eff(%): 3.292 | loglstar: -inf < -6.321 < inf | logz: -26.854 +/- 0.425 | dlogz: 2.439 > 0.109
iter: 2191 | bound: 26 | nc: 34 | ncall: 66564 | eff(%): 3.292 | loglstar: -inf < -6.313 < inf | logz: -26.851 +/- 0.425 | dlogz: 2.428 > 0.109
iter: 2192 | bound: 26 | nc: 34 | ncall: 66598 | eff(%): 3.291 | loglstar: -inf < -6.307 < inf | logz: -26.848 +/- 0.425 | dlogz: 2.416 > 0.109
iter: 2193 | bound: 26 | nc: 34 | ncall: 66632 | eff(%): 3.291 | loglstar: -inf < -6.297 < inf | logz: -26.845 +/- 0.425 | dlogz: 2.404 > 0.109
iter: 2194 | bound: 26 | nc: 34 | ncall: 66666 | eff(%): 3.291 | loglstar: -inf < -6.296 < inf | logz: -26.842 +/- 0.425 | dlogz: 2.393 > 0.109
iter: 2195 | bound: 26 | nc: 34 | ncall: 66700 | eff(%): 3.291 | loglstar: -inf < -6.287 < inf | logz: -26.840 +/- 0.425 | dlogz: 2.381 > 0.109
iter: 2196 | bound: 26 | nc: 34 | ncall: 66734 | eff(%): 3.291 | loglstar: -inf < -6.270 < inf | logz: -26.837 +/- 0.425 | dlogz: 2.370 > 0.109
iter: 2197 | bound: 26 | nc: 34 | ncall: 66768 | eff(%): 3.290 | loglstar: -inf < -6.266 < inf | logz: -26.834 +/- 0.425 | dlogz: 2.358 > 0.109
iter: 2198 | bound: 26 | nc: 34 | ncall: 66802 | eff(%): 3.290 | loglstar: -inf < -6.262 < inf | logz: -26.831 +/- 0.425 | dlogz: 2.347 > 0.109
iter: 2199 | bound: 26 | nc: 34 | ncall: 66836 | eff(%): 3.290 | loglstar: -inf < -6.256 < inf | logz: -26.829 +/- 0.425 | dlogz: 2.335 > 0.109
iter: 2200 | bound: 26 | nc: 34 | ncall: 66870 | eff(%): 3.290 | loglstar: -inf < -6.251 < inf | logz: -26.826 +/- 0.425 | dlogz: 2.324 > 0.109
iter: 2201 | bound: 26 | nc: 34 | ncall: 66904 | eff(%): 3.290 | loglstar: -inf < -6.248 < inf | logz: -26.823 +/- 0.425 | dlogz: 2.313 > 0.109
iter: 2202 | bound: 26 | nc: 34 | ncall: 66938 | eff(%): 3.290 | loglstar: -inf < -6.248 < inf | logz: -26.821 +/- 0.425 | dlogz: 2.301 > 0.109
iter: 2203 | bound: 26 | nc: 34 | ncall: 66972 | eff(%): 3.289 | loglstar: -inf < -6.246 < inf | logz: -26.818 +/- 0.425 | dlogz: 2.290 > 0.109
iter: 2204 | bound: 26 | nc: 34 | ncall: 67006 | eff(%): 3.289 | loglstar: -inf < -6.243 < inf | logz: -26.816 +/- 0.425 | dlogz: 2.279 > 0.109
iter: 2205 | bound: 26 | nc: 34 | ncall: 67040 | eff(%): 3.289 | loglstar: -inf < -6.232 < inf | logz: -26.813 +/- 0.425 | dlogz: 2.267 > 0.109
iter: 2206 | bound: 26 | nc: 34 | ncall: 67074 | eff(%): 3.289 | loglstar: -inf < -6.224 < inf | logz: -26.811 +/- 0.425 | dlogz: 2.256 > 0.109
iter: 2207 | bound: 26 | nc: 34 | ncall: 67108 | eff(%): 3.289 | loglstar: -inf < -6.203 < inf | logz: -26.808 +/- 0.425 | dlogz: 2.245 > 0.109
iter: 2208 | bound: 26 | nc: 34 | ncall: 67142 | eff(%): 3.289 | loglstar: -inf < -6.191 < inf | logz: -26.805 +/- 0.425 | dlogz: 2.234 > 0.109
iter: 2209 | bound: 26 | nc: 34 | ncall: 67176 | eff(%): 3.288 | loglstar: -inf < -6.185 < inf | logz: -26.803 +/- 0.425 | dlogz: 2.223 > 0.109
iter: 2210 | bound: 26 | nc: 34 | ncall: 67210 | eff(%): 3.288 | loglstar: -inf < -6.182 < inf | logz: -26.800 +/- 0.425 | dlogz: 2.212 > 0.109
iter: 2211 | bound: 26 | nc: 34 | ncall: 67244 | eff(%): 3.288 | loglstar: -inf < -6.179 < inf | logz: -26.798 +/- 0.425 | dlogz: 2.200 > 0.109
iter: 2212 | bound: 26 | nc: 34 | ncall: 67278 | eff(%): 3.288 | loglstar: -inf < -6.167 < inf | logz: -26.795 +/- 0.425 | dlogz: 2.189 > 0.109
iter: 2213 | bound: 26 | nc: 34 | ncall: 67312 | eff(%): 3.288 | loglstar: -inf < -6.151 < inf | logz: -26.793 +/- 0.426 | dlogz: 2.178 > 0.109
iter: 2214 | bound: 26 | nc: 34 | ncall: 67346 | eff(%): 3.288 | loglstar: -inf < -6.151 < inf | logz: -26.790 +/- 0.426 | dlogz: 2.167 > 0.109
iter: 2215 | bound: 26 | nc: 34 | ncall: 67380 | eff(%): 3.287 | loglstar: -inf < -6.150 < inf | logz: -26.788 +/- 0.426 | dlogz: 2.156 > 0.109
iter: 2216 | bound: 26 | nc: 34 | ncall: 67414 | eff(%): 3.287 | loglstar: -inf < -6.143 < inf | logz: -26.785 +/- 0.426 | dlogz: 2.145 > 0.109
iter: 2217 | bound: 26 | nc: 34 | ncall: 67448 | eff(%): 3.287 | loglstar: -inf < -6.128 < inf | logz: -26.783 +/- 0.426 | dlogz: 2.134 > 0.109
iter: 2218 | bound: 26 | nc: 34 | ncall: 67482 | eff(%): 3.287 | loglstar: -inf < -6.123 < inf | logz: -26.781 +/- 0.426 | dlogz: 2.123 > 0.109
iter: 2219 | bound: 26 | nc: 34 | ncall: 67516 | eff(%): 3.287 | loglstar: -inf < -6.118 < inf | logz: -26.778 +/- 0.426 | dlogz: 2.113 > 0.109
iter: 2220 | bound: 26 | nc: 34 | ncall: 67550 | eff(%): 3.286 | loglstar: -inf < -6.110 < inf | logz: -26.776 +/- 0.426 | dlogz: 2.102 > 0.109
iter: 2221 | bound: 26 | nc: 34 | ncall: 67584 | eff(%): 3.286 | loglstar: -inf < -6.080 < inf | logz: -26.773 +/- 0.426 | dlogz: 2.091 > 0.109
iter: 2222 | bound: 26 | nc: 34 | ncall: 67618 | eff(%): 3.286 | loglstar: -inf < -6.069 < inf | logz: -26.771 +/- 0.426 | dlogz: 2.080 > 0.109
iter: 2223 | bound: 26 | nc: 34 | ncall: 67652 | eff(%): 3.286 | loglstar: -inf < -6.043 < inf | logz: -26.768 +/- 0.426 | dlogz: 2.069 > 0.109
iter: 2224 | bound: 26 | nc: 34 | ncall: 67686 | eff(%): 3.286 | loglstar: -inf < -6.017 < inf | logz: -26.766 +/- 0.426 | dlogz: 2.058 > 0.109
iter: 2225 | bound: 26 | nc: 34 | ncall: 67720 | eff(%): 3.286 | loglstar: -inf < -6.015 < inf | logz: -26.763 +/- 0.426 | dlogz: 2.048 > 0.109
iter: 2226 | bound: 26 | nc: 34 | ncall: 67754 | eff(%): 3.285 | loglstar: -inf < -6.015 < inf | logz: -26.761 +/- 0.426 | dlogz: 2.037 > 0.109
iter: 2227 | bound: 26 | nc: 34 | ncall: 67788 | eff(%): 3.285 | loglstar: -inf < -5.994 < inf | logz: -26.759 +/- 0.426 | dlogz: 2.026 > 0.109
iter: 2228 | bound: 26 | nc: 34 | ncall: 67822 | eff(%): 3.285 | loglstar: -inf < -5.969 < inf | logz: -26.756 +/- 0.426 | dlogz: 2.015 > 0.109
iter: 2229 | bound: 26 | nc: 34 | ncall: 67856 | eff(%): 3.285 | loglstar: -inf < -5.963 < inf | logz: -26.754 +/- 0.426 | dlogz: 2.004 > 0.109
iter: 2230 | bound: 26 | nc: 34 | ncall: 67890 | eff(%): 3.285 | loglstar: -inf < -5.960 < inf | logz: -26.751 +/- 0.426 | dlogz: 1.994 > 0.109
iter: 2231 | bound: 26 | nc: 34 | ncall: 67924 | eff(%): 3.285 | loglstar: -inf < -5.937 < inf | logz: -26.749 +/- 0.426 | dlogz: 1.983 > 0.109
iter: 2232 | bound: 26 | nc: 34 | ncall: 67958 | eff(%): 3.284 | loglstar: -inf < -5.936 < inf | logz: -26.746 +/- 0.426 | dlogz: 1.972 > 0.109
iter: 2233 | bound: 26 | nc: 34 | ncall: 67992 | eff(%): 3.284 | loglstar: -inf < -5.936 < inf | logz: -26.744 +/- 0.426 | dlogz: 1.962 > 0.109
iter: 2234 | bound: 26 | nc: 34 | ncall: 68026 | eff(%): 3.284 | loglstar: -inf < -5.932 < inf | logz: -26.741 +/- 0.426 | dlogz: 1.951 > 0.109
iter: 2235 | bound: 26 | nc: 34 | ncall: 68060 | eff(%): 3.284 | loglstar: -inf < -5.924 < inf | logz: -26.739 +/- 0.426 | dlogz: 1.940 > 0.109
iter: 2236 | bound: 26 | nc: 34 | ncall: 68094 | eff(%): 3.284 | loglstar: -inf < -5.915 < inf | logz: -26.737 +/- 0.426 | dlogz: 1.930 > 0.109
iter: 2237 | bound: 26 | nc: 34 | ncall: 68128 | eff(%): 3.284 | loglstar: -inf < -5.909 < inf | logz: -26.734 +/- 0.427 | dlogz: 1.919 > 0.109
iter: 2238 | bound: 26 | nc: 34 | ncall: 68162 | eff(%): 3.283 | loglstar: -inf < -5.893 < inf | logz: -26.732 +/- 0.427 | dlogz: 1.909 > 0.109
iter: 2239 | bound: 26 | nc: 34 | ncall: 68196 | eff(%): 3.283 | loglstar: -inf < -5.886 < inf | logz: -26.729 +/- 0.427 | dlogz: 1.898 > 0.109
iter: 2240 | bound: 26 | nc: 34 | ncall: 68230 | eff(%): 3.283 | loglstar: -inf < -5.879 < inf | logz: -26.727 +/- 0.427 | dlogz: 1.888 > 0.109
iter: 2241 | bound: 26 | nc: 34 | ncall: 68264 | eff(%): 3.283 | loglstar: -inf < -5.870 < inf | logz: -26.725 +/- 0.427 | dlogz: 1.877 > 0.109
iter: 2242 | bound: 26 | nc: 34 | ncall: 68298 | eff(%): 3.283 | loglstar: -inf < -5.869 < inf | logz: -26.722 +/- 0.427 | dlogz: 1.867 > 0.109
iter: 2243 | bound: 26 | nc: 34 | ncall: 68332 | eff(%): 3.283 | loglstar: -inf < -5.854 < inf | logz: -26.720 +/- 0.427 | dlogz: 1.857 > 0.109
iter: 2244 | bound: 26 | nc: 34 | ncall: 68366 | eff(%): 3.282 | loglstar: -inf < -5.854 < inf | logz: -26.718 +/- 0.427 | dlogz: 1.846 > 0.109
iter: 2245 | bound: 26 | nc: 34 | ncall: 68400 | eff(%): 3.282 | loglstar: -inf < -5.847 < inf | logz: -26.715 +/- 0.427 | dlogz: 1.836 > 0.109
iter: 2246 | bound: 26 | nc: 34 | ncall: 68434 | eff(%): 3.282 | loglstar: -inf < -5.843 < inf | logz: -26.713 +/- 0.427 | dlogz: 1.826 > 0.109
iter: 2247 | bound: 26 | nc: 34 | ncall: 68468 | eff(%): 3.282 | loglstar: -inf < -5.840 < inf | logz: -26.711 +/- 0.427 | dlogz: 1.815 > 0.109
iter: 2248 | bound: 26 | nc: 34 | ncall: 68502 | eff(%): 3.282 | loglstar: -inf < -5.838 < inf | logz: -26.709 +/- 0.427 | dlogz: 1.805 > 0.109
iter: 2249 | bound: 26 | nc: 34 | ncall: 68536 | eff(%): 3.281 | loglstar: -inf < -5.837 < inf | logz: -26.706 +/- 0.427 | dlogz: 1.795 > 0.109
iter: 2250 | bound: 26 | nc: 34 | ncall: 68570 | eff(%): 3.281 | loglstar: -inf < -5.833 < inf | logz: -26.704 +/- 0.427 | dlogz: 1.785 > 0.109
iter: 2251 | bound: 26 | nc: 34 | ncall: 68604 | eff(%): 3.281 | loglstar: -inf < -5.829 < inf | logz: -26.702 +/- 0.427 | dlogz: 1.775 > 0.109
iter: 2252 | bound: 26 | nc: 34 | ncall: 68638 | eff(%): 3.281 | loglstar: -inf < -5.829 < inf | logz: -26.700 +/- 0.427 | dlogz: 1.765 > 0.109
iter: 2253 | bound: 26 | nc: 34 | ncall: 68672 | eff(%): 3.281 | loglstar: -inf < -5.825 < inf | logz: -26.698 +/- 0.427 | dlogz: 1.755 > 0.109
iter: 2254 | bound: 26 | nc: 34 | ncall: 68706 | eff(%): 3.281 | loglstar: -inf < -5.823 < inf | logz: -26.696 +/- 0.427 | dlogz: 1.745 > 0.109
iter: 2255 | bound: 26 | nc: 34 | ncall: 68740 | eff(%): 3.280 | loglstar: -inf < -5.820 < inf | logz: -26.694 +/- 0.427 | dlogz: 1.735 > 0.109
iter: 2256 | bound: 26 | nc: 34 | ncall: 68774 | eff(%): 3.280 | loglstar: -inf < -5.819 < inf | logz: -26.692 +/- 0.427 | dlogz: 1.725 > 0.109
iter: 2257 | bound: 26 | nc: 34 | ncall: 68808 | eff(%): 3.280 | loglstar: -inf < -5.806 < inf | logz: -26.689 +/- 0.427 | dlogz: 1.715 > 0.109
iter: 2258 | bound: 26 | nc: 34 | ncall: 68842 | eff(%): 3.280 | loglstar: -inf < -5.805 < inf | logz: -26.687 +/- 0.427 | dlogz: 1.705 > 0.109
iter: 2259 | bound: 26 | nc: 34 | ncall: 68876 | eff(%): 3.280 | loglstar: -inf < -5.803 < inf | logz: -26.685 +/- 0.427 | dlogz: 1.695 > 0.109
iter: 2260 | bound: 26 | nc: 34 | ncall: 68910 | eff(%): 3.280 | loglstar: -inf < -5.803 < inf | logz: -26.683 +/- 0.427 | dlogz: 1.686 > 0.109
iter: 2261 | bound: 26 | nc: 34 | ncall: 68944 | eff(%): 3.279 | loglstar: -inf < -5.794 < inf | logz: -26.681 +/- 0.427 | dlogz: 1.676 > 0.109
iter: 2262 | bound: 26 | nc: 34 | ncall: 68978 | eff(%): 3.279 | loglstar: -inf < -5.768 < inf | logz: -26.679 +/- 0.427 | dlogz: 1.666 > 0.109
iter: 2263 | bound: 26 | nc: 34 | ncall: 69012 | eff(%): 3.279 | loglstar: -inf < -5.760 < inf | logz: -26.677 +/- 0.427 | dlogz: 1.656 > 0.109
iter: 2264 | bound: 26 | nc: 34 | ncall: 69046 | eff(%): 3.279 | loglstar: -inf < -5.760 < inf | logz: -26.675 +/- 0.428 | dlogz: 1.647 > 0.109
iter: 2265 | bound: 26 | nc: 34 | ncall: 69080 | eff(%): 3.279 | loglstar: -inf < -5.759 < inf | logz: -26.673 +/- 0.428 | dlogz: 1.637 > 0.109
iter: 2266 | bound: 26 | nc: 34 | ncall: 69114 | eff(%): 3.279 | loglstar: -inf < -5.757 < inf | logz: -26.671 +/- 0.428 | dlogz: 1.628 > 0.109
iter: 2267 | bound: 26 | nc: 34 | ncall: 69148 | eff(%): 3.278 | loglstar: -inf < -5.757 < inf | logz: -26.670 +/- 0.428 | dlogz: 1.618 > 0.109
iter: 2268 | bound: 26 | nc: 34 | ncall: 69182 | eff(%): 3.278 | loglstar: -inf < -5.745 < inf | logz: -26.668 +/- 0.428 | dlogz: 1.608 > 0.109
iter: 2269 | bound: 26 | nc: 34 | ncall: 69216 | eff(%): 3.278 | loglstar: -inf < -5.743 < inf | logz: -26.666 +/- 0.428 | dlogz: 1.599 > 0.109
iter: 2270 | bound: 26 | nc: 34 | ncall: 69250 | eff(%): 3.278 | loglstar: -inf < -5.734 < inf | logz: -26.664 +/- 0.428 | dlogz: 1.590 > 0.109
iter: 2271 | bound: 26 | nc: 34 | ncall: 69284 | eff(%): 3.278 | loglstar: -inf < -5.726 < inf | logz: -26.662 +/- 0.428 | dlogz: 1.580 > 0.109
iter: 2272 | bound: 26 | nc: 34 | ncall: 69318 | eff(%): 3.278 | loglstar: -inf < -5.715 < inf | logz: -26.660 +/- 0.428 | dlogz: 1.571 > 0.109
iter: 2273 | bound: 26 | nc: 34 | ncall: 69352 | eff(%): 3.277 | loglstar: -inf < -5.707 < inf | logz: -26.658 +/- 0.428 | dlogz: 1.561 > 0.109
iter: 2274 | bound: 26 | nc: 34 | ncall: 69386 | eff(%): 3.277 | loglstar: -inf < -5.700 < inf | logz: -26.656 +/- 0.428 | dlogz: 1.552 > 0.109
iter: 2275 | bound: 26 | nc: 34 | ncall: 69420 | eff(%): 3.277 | loglstar: -inf < -5.700 < inf | logz: -26.654 +/- 0.428 | dlogz: 1.543 > 0.109
iter: 2276 | bound: 26 | nc: 34 | ncall: 69454 | eff(%): 3.277 | loglstar: -inf < -5.700 < inf | logz: -26.653 +/- 0.428 | dlogz: 1.533 > 0.109
iter: 2277 | bound: 26 | nc: 34 | ncall: 69488 | eff(%): 3.277 | loglstar: -inf < -5.693 < inf | logz: -26.651 +/- 0.428 | dlogz: 1.524 > 0.109
iter: 2278 | bound: 26 | nc: 34 | ncall: 69522 | eff(%): 3.277 | loglstar: -inf < -5.681 < inf | logz: -26.649 +/- 0.428 | dlogz: 1.515 > 0.109
iter: 2279 | bound: 26 | nc: 34 | ncall: 69556 | eff(%): 3.276 | loglstar: -inf < -5.677 < inf | logz: -26.647 +/- 0.428 | dlogz: 1.506 > 0.109
iter: 2280 | bound: 26 | nc: 34 | ncall: 69590 | eff(%): 3.276 | loglstar: -inf < -5.664 < inf | logz: -26.645 +/- 0.428 | dlogz: 1.497 > 0.109
iter: 2281 | bound: 26 | nc: 34 | ncall: 69624 | eff(%): 3.276 | loglstar: -inf < -5.662 < inf | logz: -26.644 +/- 0.428 | dlogz: 1.488 > 0.109
iter: 2282 | bound: 26 | nc: 34 | ncall: 69658 | eff(%): 3.276 | loglstar: -inf < -5.657 < inf | logz: -26.642 +/- 0.428 | dlogz: 1.479 > 0.109
iter: 2283 | bound: 26 | nc: 34 | ncall: 69692 | eff(%): 3.276 | loglstar: -inf < -5.646 < inf | logz: -26.640 +/- 0.428 | dlogz: 1.469 > 0.109
iter: 2284 | bound: 26 | nc: 34 | ncall: 69726 | eff(%): 3.276 | loglstar: -inf < -5.645 < inf | logz: -26.638 +/- 0.428 | dlogz: 1.460 > 0.109
iter: 2285 | bound: 26 | nc: 34 | ncall: 69760 | eff(%): 3.276 | loglstar: -inf < -5.636 < inf | logz: -26.636 +/- 0.428 | dlogz: 1.451 > 0.109
iter: 2286 | bound: 27 | nc: 34 | ncall: 69794 | eff(%): 3.275 | loglstar: -inf < -5.635 < inf | logz: -26.635 +/- 0.428 | dlogz: 1.443 > 0.109
iter: 2287 | bound: 27 | nc: 34 | ncall: 69828 | eff(%): 3.275 | loglstar: -inf < -5.622 < inf | logz: -26.633 +/- 0.428 | dlogz: 1.434 > 0.109
iter: 2288 | bound: 27 | nc: 34 | ncall: 69862 | eff(%): 3.275 | loglstar: -inf < -5.620 < inf | logz: -26.631 +/- 0.428 | dlogz: 1.425 > 0.109
iter: 2289 | bound: 27 | nc: 34 | ncall: 69896 | eff(%): 3.275 | loglstar: -inf < -5.618 < inf | logz: -26.630 +/- 0.428 | dlogz: 1.416 > 0.109
iter: 2290 | bound: 27 | nc: 34 | ncall: 69930 | eff(%): 3.275 | loglstar: -inf < -5.607 < inf | logz: -26.628 +/- 0.428 | dlogz: 1.407 > 0.109
iter: 2291 | bound: 27 | nc: 34 | ncall: 69964 | eff(%): 3.275 | loglstar: -inf < -5.603 < inf | logz: -26.626 +/- 0.428 | dlogz: 1.398 > 0.109
iter: 2292 | bound: 27 | nc: 34 | ncall: 69998 | eff(%): 3.274 | loglstar: -inf < -5.601 < inf | logz: -26.624 +/- 0.428 | dlogz: 1.389 > 0.109
iter: 2293 | bound: 27 | nc: 34 | ncall: 70032 | eff(%): 3.274 | loglstar: -inf < -5.600 < inf | logz: -26.623 +/- 0.428 | dlogz: 1.381 > 0.109
iter: 2294 | bound: 27 | nc: 34 | ncall: 70066 | eff(%): 3.274 | loglstar: -inf < -5.589 < inf | logz: -26.621 +/- 0.428 | dlogz: 1.372 > 0.109
iter: 2295 | bound: 27 | nc: 34 | ncall: 70100 | eff(%): 3.274 | loglstar: -inf < -5.583 < inf | logz: -26.619 +/- 0.429 | dlogz: 1.363 > 0.109
iter: 2296 | bound: 27 | nc: 34 | ncall: 70134 | eff(%): 3.274 | loglstar: -inf < -5.582 < inf | logz: -26.618 +/- 0.429 | dlogz: 1.355 > 0.109
iter: 2297 | bound: 27 | nc: 34 | ncall: 70168 | eff(%): 3.274 | loglstar: -inf < -5.576 < inf | logz: -26.616 +/- 0.429 | dlogz: 1.346 > 0.109
iter: 2298 | bound: 27 | nc: 34 | ncall: 70202 | eff(%): 3.273 | loglstar: -inf < -5.575 < inf | logz: -26.615 +/- 0.429 | dlogz: 1.338 > 0.109
iter: 2299 | bound: 27 | nc: 34 | ncall: 70236 | eff(%): 3.273 | loglstar: -inf < -5.562 < inf | logz: -26.613 +/- 0.429 | dlogz: 1.329 > 0.109
iter: 2300 | bound: 27 | nc: 34 | ncall: 70270 | eff(%): 3.273 | loglstar: -inf < -5.561 < inf | logz: -26.611 +/- 0.429 | dlogz: 1.321 > 0.109
iter: 2301 | bound: 27 | nc: 34 | ncall: 70304 | eff(%): 3.273 | loglstar: -inf < -5.551 < inf | logz: -26.610 +/- 0.429 | dlogz: 1.312 > 0.109
iter: 2302 | bound: 27 | nc: 34 | ncall: 70338 | eff(%): 3.273 | loglstar: -inf < -5.549 < inf | logz: -26.608 +/- 0.429 | dlogz: 1.304 > 0.109
iter: 2303 | bound: 27 | nc: 34 | ncall: 70372 | eff(%): 3.273 | loglstar: -inf < -5.544 < inf | logz: -26.607 +/- 0.429 | dlogz: 1.295 > 0.109
iter: 2304 | bound: 27 | nc: 34 | ncall: 70406 | eff(%): 3.272 | loglstar: -inf < -5.536 < inf | logz: -26.605 +/- 0.429 | dlogz: 1.287 > 0.109
iter: 2305 | bound: 27 | nc: 34 | ncall: 70440 | eff(%): 3.272 | loglstar: -inf < -5.526 < inf | logz: -26.604 +/- 0.429 | dlogz: 1.279 > 0.109
iter: 2306 | bound: 27 | nc: 34 | ncall: 70474 | eff(%): 3.272 | loglstar: -inf < -5.512 < inf | logz: -26.602 +/- 0.429 | dlogz: 1.270 > 0.109
iter: 2307 | bound: 27 | nc: 34 | ncall: 70508 | eff(%): 3.272 | loglstar: -inf < -5.510 < inf | logz: -26.600 +/- 0.429 | dlogz: 1.262 > 0.109
iter: 2308 | bound: 27 | nc: 34 | ncall: 70542 | eff(%): 3.272 | loglstar: -inf < -5.498 < inf | logz: -26.599 +/- 0.429 | dlogz: 1.254 > 0.109
iter: 2309 | bound: 27 | nc: 34 | ncall: 70576 | eff(%): 3.272 | loglstar: -inf < -5.496 < inf | logz: -26.597 +/- 0.429 | dlogz: 1.246 > 0.109
iter: 2310 | bound: 27 | nc: 34 | ncall: 70610 | eff(%): 3.271 | loglstar: -inf < -5.489 < inf | logz: -26.596 +/- 0.429 | dlogz: 1.238 > 0.109
iter: 2311 | bound: 27 | nc: 34 | ncall: 70644 | eff(%): 3.271 | loglstar: -inf < -5.488 < inf | logz: -26.594 +/- 0.429 | dlogz: 1.230 > 0.109
iter: 2312 | bound: 27 | nc: 34 | ncall: 70678 | eff(%): 3.271 | loglstar: -inf < -5.484 < inf | logz: -26.593 +/- 0.429 | dlogz: 1.221 > 0.109
iter: 2313 | bound: 27 | nc: 34 | ncall: 70712 | eff(%): 3.271 | loglstar: -inf < -5.482 < inf | logz: -26.591 +/- 0.429 | dlogz: 1.213 > 0.109
iter: 2314 | bound: 27 | nc: 34 | ncall: 70746 | eff(%): 3.271 | loglstar: -inf < -5.477 < inf | logz: -26.590 +/- 0.429 | dlogz: 1.205 > 0.109
iter: 2315 | bound: 27 | nc: 34 | ncall: 70780 | eff(%): 3.271 | loglstar: -inf < -5.476 < inf | logz: -26.588 +/- 0.429 | dlogz: 1.197 > 0.109
iter: 2316 | bound: 27 | nc: 34 | ncall: 70814 | eff(%): 3.271 | loglstar: -inf < -5.475 < inf | logz: -26.587 +/- 0.429 | dlogz: 1.189 > 0.109
iter: 2317 | bound: 27 | nc: 34 | ncall: 70848 | eff(%): 3.270 | loglstar: -inf < -5.469 < inf | logz: -26.586 +/- 0.429 | dlogz: 1.181 > 0.109
iter: 2318 | bound: 27 | nc: 34 | ncall: 70882 | eff(%): 3.270 | loglstar: -inf < -5.462 < inf | logz: -26.584 +/- 0.429 | dlogz: 1.174 > 0.109
iter: 2319 | bound: 27 | nc: 34 | ncall: 70916 | eff(%): 3.270 | loglstar: -inf < -5.461 < inf | logz: -26.583 +/- 0.429 | dlogz: 1.166 > 0.109
iter: 2320 | bound: 27 | nc: 34 | ncall: 70950 | eff(%): 3.270 | loglstar: -inf < -5.431 < inf | logz: -26.581 +/- 0.429 | dlogz: 1.158 > 0.109
iter: 2321 | bound: 27 | nc: 34 | ncall: 70984 | eff(%): 3.270 | loglstar: -inf < -5.430 < inf | logz: -26.580 +/- 0.429 | dlogz: 1.150 > 0.109
iter: 2322 | bound: 27 | nc: 34 | ncall: 71018 | eff(%): 3.270 | loglstar: -inf < -5.403 < inf | logz: -26.578 +/- 0.429 | dlogz: 1.142 > 0.109
iter: 2323 | bound: 27 | nc: 34 | ncall: 71052 | eff(%): 3.269 | loglstar: -inf < -5.394 < inf | logz: -26.577 +/- 0.429 | dlogz: 1.135 > 0.109
iter: 2324 | bound: 27 | nc: 34 | ncall: 71086 | eff(%): 3.269 | loglstar: -inf < -5.375 < inf | logz: -26.576 +/- 0.429 | dlogz: 1.127 > 0.109
iter: 2325 | bound: 27 | nc: 34 | ncall: 71120 | eff(%): 3.269 | loglstar: -inf < -5.366 < inf | logz: -26.574 +/- 0.429 | dlogz: 1.119 > 0.109
iter: 2326 | bound: 27 | nc: 34 | ncall: 71154 | eff(%): 3.269 | loglstar: -inf < -5.364 < inf | logz: -26.573 +/- 0.429 | dlogz: 1.112 > 0.109
iter: 2327 | bound: 27 | nc: 34 | ncall: 71188 | eff(%): 3.269 | loglstar: -inf < -5.361 < inf | logz: -26.571 +/- 0.429 | dlogz: 1.104 > 0.109
iter: 2328 | bound: 27 | nc: 34 | ncall: 71222 | eff(%): 3.269 | loglstar: -inf < -5.361 < inf | logz: -26.570 +/- 0.429 | dlogz: 1.096 > 0.109
iter: 2329 | bound: 27 | nc: 34 | ncall: 71256 | eff(%): 3.268 | loglstar: -inf < -5.355 < inf | logz: -26.568 +/- 0.429 | dlogz: 1.089 > 0.109
iter: 2330 | bound: 27 | nc: 34 | ncall: 71290 | eff(%): 3.268 | loglstar: -inf < -5.348 < inf | logz: -26.567 +/- 0.429 | dlogz: 1.081 > 0.109
iter: 2331 | bound: 27 | nc: 34 | ncall: 71324 | eff(%): 3.268 | loglstar: -inf < -5.339 < inf | logz: -26.566 +/- 0.430 | dlogz: 1.074 > 0.109
iter: 2332 | bound: 27 | nc: 34 | ncall: 71358 | eff(%): 3.268 | loglstar: -inf < -5.323 < inf | logz: -26.564 +/- 0.430 | dlogz: 1.066 > 0.109
iter: 2333 | bound: 27 | nc: 34 | ncall: 71392 | eff(%): 3.268 | loglstar: -inf < -5.321 < inf | logz: -26.563 +/- 0.430 | dlogz: 1.059 > 0.109
iter: 2334 | bound: 27 | nc: 34 | ncall: 71426 | eff(%): 3.268 | loglstar: -inf < -5.321 < inf | logz: -26.561 +/- 0.430 | dlogz: 1.052 > 0.109
iter: 2335 | bound: 27 | nc: 34 | ncall: 71460 | eff(%): 3.268 | loglstar: -inf < -5.320 < inf | logz: -26.560 +/- 0.430 | dlogz: 1.044 > 0.109
iter: 2336 | bound: 27 | nc: 34 | ncall: 71494 | eff(%): 3.267 | loglstar: -inf < -5.317 < inf | logz: -26.559 +/- 0.430 | dlogz: 1.037 > 0.109
iter: 2337 | bound: 27 | nc: 34 | ncall: 71528 | eff(%): 3.267 | loglstar: -inf < -5.316 < inf | logz: -26.557 +/- 0.430 | dlogz: 1.030 > 0.109
iter: 2338 | bound: 27 | nc: 34 | ncall: 71562 | eff(%): 3.267 | loglstar: -inf < -5.316 < inf | logz: -26.556 +/- 0.430 | dlogz: 1.022 > 0.109
iter: 2339 | bound: 27 | nc: 34 | ncall: 71596 | eff(%): 3.267 | loglstar: -inf < -5.299 < inf | logz: -26.555 +/- 0.430 | dlogz: 1.015 > 0.109
iter: 2340 | bound: 27 | nc: 34 | ncall: 71630 | eff(%): 3.267 | loglstar: -inf < -5.285 < inf | logz: -26.553 +/- 0.430 | dlogz: 1.008 > 0.109
iter: 2341 | bound: 27 | nc: 34 | ncall: 71664 | eff(%): 3.267 | loglstar: -inf < -5.275 < inf | logz: -26.552 +/- 0.430 | dlogz: 1.001 > 0.109
iter: 2342 | bound: 27 | nc: 34 | ncall: 71698 | eff(%): 3.266 | loglstar: -inf < -5.267 < inf | logz: -26.551 +/- 0.430 | dlogz: 0.994 > 0.109
iter: 2343 | bound: 27 | nc: 34 | ncall: 71732 | eff(%): 3.266 | loglstar: -inf < -5.264 < inf | logz: -26.549 +/- 0.430 | dlogz: 0.987 > 0.109
iter: 2344 | bound: 27 | nc: 34 | ncall: 71766 | eff(%): 3.266 | loglstar: -inf < -5.260 < inf | logz: -26.548 +/- 0.430 | dlogz: 0.980 > 0.109
iter: 2345 | bound: 27 | nc: 34 | ncall: 71800 | eff(%): 3.266 | loglstar: -inf < -5.206 < inf | logz: -26.547 +/- 0.430 | dlogz: 0.973 > 0.109
iter: 2346 | bound: 27 | nc: 34 | ncall: 71834 | eff(%): 3.266 | loglstar: -inf < -5.177 < inf | logz: -26.545 +/- 0.430 | dlogz: 0.966 > 0.109
iter: 2347 | bound: 27 | nc: 34 | ncall: 71868 | eff(%): 3.266 | loglstar: -inf < -5.170 < inf | logz: -26.544 +/- 0.430 | dlogz: 0.959 > 0.109
iter: 2348 | bound: 27 | nc: 34 | ncall: 71902 | eff(%): 3.266 | loglstar: -inf < -5.163 < inf | logz: -26.543 +/- 0.430 | dlogz: 0.952 > 0.109
iter: 2349 | bound: 27 | nc: 34 | ncall: 71936 | eff(%): 3.265 | loglstar: -inf < -5.159 < inf | logz: -26.541 +/- 0.430 | dlogz: 0.945 > 0.109
iter: 2350 | bound: 27 | nc: 34 | ncall: 71970 | eff(%): 3.265 | loglstar: -inf < -5.156 < inf | logz: -26.540 +/- 0.430 | dlogz: 0.938 > 0.109
iter: 2351 | bound: 27 | nc: 34 | ncall: 72004 | eff(%): 3.265 | loglstar: -inf < -5.153 < inf | logz: -26.539 +/- 0.430 | dlogz: 0.931 > 0.109
iter: 2352 | bound: 27 | nc: 34 | ncall: 72038 | eff(%): 3.265 | loglstar: -inf < -5.108 < inf | logz: -26.537 +/- 0.430 | dlogz: 0.924 > 0.109
iter: 2353 | bound: 27 | nc: 34 | ncall: 72072 | eff(%): 3.265 | loglstar: -inf < -5.108 < inf | logz: -26.536 +/- 0.430 | dlogz: 0.917 > 0.109
iter: 2354 | bound: 27 | nc: 34 | ncall: 72106 | eff(%): 3.265 | loglstar: -inf < -5.107 < inf | logz: -26.535 +/- 0.430 | dlogz: 0.910 > 0.109
iter: 2355 | bound: 27 | nc: 34 | ncall: 72140 | eff(%): 3.264 | loglstar: -inf < -5.101 < inf | logz: -26.533 +/- 0.430 | dlogz: 0.904 > 0.109
iter: 2356 | bound: 27 | nc: 34 | ncall: 72174 | eff(%): 3.264 | loglstar: -inf < -5.099 < inf | logz: -26.532 +/- 0.430 | dlogz: 0.897 > 0.109
iter: 2357 | bound: 27 | nc: 34 | ncall: 72208 | eff(%): 3.264 | loglstar: -inf < -5.096 < inf | logz: -26.531 +/- 0.430 | dlogz: 0.890 > 0.109
iter: 2358 | bound: 27 | nc: 34 | ncall: 72242 | eff(%): 3.264 | loglstar: -inf < -5.087 < inf | logz: -26.529 +/- 0.430 | dlogz: 0.884 > 0.109
iter: 2359 | bound: 27 | nc: 34 | ncall: 72276 | eff(%): 3.264 | loglstar: -inf < -5.080 < inf | logz: -26.528 +/- 0.430 | dlogz: 0.877 > 0.109
iter: 2360 | bound: 27 | nc: 34 | ncall: 72310 | eff(%): 3.264 | loglstar: -inf < -5.076 < inf | logz: -26.527 +/- 0.430 | dlogz: 0.871 > 0.109
iter: 2361 | bound: 27 | nc: 34 | ncall: 72344 | eff(%): 3.264 | loglstar: -inf < -5.074 < inf | logz: -26.525 +/- 0.430 | dlogz: 0.864 > 0.109
iter: 2362 | bound: 27 | nc: 34 | ncall: 72378 | eff(%): 3.263 | loglstar: -inf < -5.065 < inf | logz: -26.524 +/- 0.430 | dlogz: 0.858 > 0.109
iter: 2363 | bound: 27 | nc: 34 | ncall: 72412 | eff(%): 3.263 | loglstar: -inf < -5.064 < inf | logz: -26.523 +/- 0.430 | dlogz: 0.851 > 0.109
iter: 2364 | bound: 27 | nc: 34 | ncall: 72446 | eff(%): 3.263 | loglstar: -inf < -5.059 < inf | logz: -26.521 +/- 0.430 | dlogz: 0.845 > 0.109
iter: 2365 | bound: 27 | nc: 34 | ncall: 72480 | eff(%): 3.263 | loglstar: -inf < -5.058 < inf | logz: -26.520 +/- 0.430 | dlogz: 0.838 > 0.109
iter: 2366 | bound: 27 | nc: 34 | ncall: 72514 | eff(%): 3.263 | loglstar: -inf < -5.047 < inf | logz: -26.519 +/- 0.430 | dlogz: 0.832 > 0.109
iter: 2367 | bound: 27 | nc: 34 | ncall: 72548 | eff(%): 3.263 | loglstar: -inf < -5.043 < inf | logz: -26.518 +/- 0.430 | dlogz: 0.826 > 0.109
iter: 2368 | bound: 27 | nc: 34 | ncall: 72582 | eff(%): 3.263 | loglstar: -inf < -5.033 < inf | logz: -26.516 +/- 0.430 | dlogz: 0.819 > 0.109
iter: 2369 | bound: 27 | nc: 34 | ncall: 72616 | eff(%): 3.262 | loglstar: -inf < -5.023 < inf | logz: -26.515 +/- 0.431 | dlogz: 0.813 > 0.109
iter: 2370 | bound: 27 | nc: 34 | ncall: 72650 | eff(%): 3.262 | loglstar: -inf < -5.022 < inf | logz: -26.514 +/- 0.431 | dlogz: 0.807 > 0.109
iter: 2371 | bound: 27 | nc: 34 | ncall: 72684 | eff(%): 3.262 | loglstar: -inf < -5.019 < inf | logz: -26.513 +/- 0.431 | dlogz: 0.801 > 0.109
iter: 2372 | bound: 27 | nc: 34 | ncall: 72718 | eff(%): 3.262 | loglstar: -inf < -5.014 < inf | logz: -26.512 +/- 0.431 | dlogz: 0.795 > 0.109
iter: 2373 | bound: 27 | nc: 34 | ncall: 72752 | eff(%): 3.262 | loglstar: -inf < -4.994 < inf | logz: -26.510 +/- 0.431 | dlogz: 0.788 > 0.109
iter: 2374 | bound: 27 | nc: 34 | ncall: 72786 | eff(%): 3.262 | loglstar: -inf < -4.956 < inf | logz: -26.509 +/- 0.431 | dlogz: 0.782 > 0.109
iter: 2375 | bound: 27 | nc: 34 | ncall: 72820 | eff(%): 3.261 | loglstar: -inf < -4.923 < inf | logz: -26.508 +/- 0.431 | dlogz: 0.776 > 0.109
iter: 2376 | bound: 27 | nc: 34 | ncall: 72854 | eff(%): 3.261 | loglstar: -inf < -4.892 < inf | logz: -26.507 +/- 0.431 | dlogz: 0.770 > 0.109
iter: 2377 | bound: 27 | nc: 34 | ncall: 72888 | eff(%): 3.261 | loglstar: -inf < -4.890 < inf | logz: -26.505 +/- 0.431 | dlogz: 0.764 > 0.109
iter: 2378 | bound: 27 | nc: 34 | ncall: 72922 | eff(%): 3.261 | loglstar: -inf < -4.884 < inf | logz: -26.504 +/- 0.431 | dlogz: 0.758 > 0.109
iter: 2379 | bound: 27 | nc: 34 | ncall: 72956 | eff(%): 3.261 | loglstar: -inf < -4.882 < inf | logz: -26.503 +/- 0.431 | dlogz: 0.752 > 0.109
iter: 2380 | bound: 27 | nc: 34 | ncall: 72990 | eff(%): 3.261 | loglstar: -inf < -4.869 < inf | logz: -26.501 +/- 0.431 | dlogz: 0.746 > 0.109
iter: 2381 | bound: 27 | nc: 34 | ncall: 73024 | eff(%): 3.261 | loglstar: -inf < -4.864 < inf | logz: -26.500 +/- 0.431 | dlogz: 0.740 > 0.109
iter: 2382 | bound: 27 | nc: 34 | ncall: 73058 | eff(%): 3.260 | loglstar: -inf < -4.846 < inf | logz: -26.499 +/- 0.431 | dlogz: 0.735 > 0.109
iter: 2383 | bound: 27 | nc: 34 | ncall: 73092 | eff(%): 3.260 | loglstar: -inf < -4.837 < inf | logz: -26.498 +/- 0.431 | dlogz: 0.729 > 0.109
iter: 2384 | bound: 27 | nc: 34 | ncall: 73126 | eff(%): 3.260 | loglstar: -inf < -4.831 < inf | logz: -26.496 +/- 0.431 | dlogz: 0.723 > 0.109
iter: 2385 | bound: 27 | nc: 34 | ncall: 73160 | eff(%): 3.260 | loglstar: -inf < -4.826 < inf | logz: -26.495 +/- 0.431 | dlogz: 0.717 > 0.109
iter: 2386 | bound: 28 | nc: 34 | ncall: 73194 | eff(%): 3.260 | loglstar: -inf < -4.822 < inf | logz: -26.494 +/- 0.431 | dlogz: 0.712 > 0.109
iter: 2387 | bound: 28 | nc: 34 | ncall: 73228 | eff(%): 3.260 | loglstar: -inf < -4.816 < inf | logz: -26.492 +/- 0.431 | dlogz: 0.706 > 0.109
iter: 2388 | bound: 28 | nc: 34 | ncall: 73262 | eff(%): 3.260 | loglstar: -inf < -4.809 < inf | logz: -26.491 +/- 0.431 | dlogz: 0.700 > 0.109
iter: 2389 | bound: 28 | nc: 34 | ncall: 73296 | eff(%): 3.259 | loglstar: -inf < -4.807 < inf | logz: -26.490 +/- 0.431 | dlogz: 0.695 > 0.109
iter: 2390 | bound: 28 | nc: 34 | ncall: 73330 | eff(%): 3.259 | loglstar: -inf < -4.806 < inf | logz: -26.489 +/- 0.431 | dlogz: 0.689 > 0.109
iter: 2391 | bound: 28 | nc: 34 | ncall: 73364 | eff(%): 3.259 | loglstar: -inf < -4.800 < inf | logz: -26.488 +/- 0.431 | dlogz: 0.683 > 0.109
iter: 2392 | bound: 28 | nc: 34 | ncall: 73398 | eff(%): 3.259 | loglstar: -inf < -4.796 < inf | logz: -26.486 +/- 0.431 | dlogz: 0.678 > 0.109
iter: 2393 | bound: 28 | nc: 34 | ncall: 73432 | eff(%): 3.259 | loglstar: -inf < -4.792 < inf | logz: -26.485 +/- 0.431 | dlogz: 0.672 > 0.109
iter: 2394 | bound: 28 | nc: 34 | ncall: 73466 | eff(%): 3.259 | loglstar: -inf < -4.785 < inf | logz: -26.484 +/- 0.431 | dlogz: 0.667 > 0.109
iter: 2395 | bound: 28 | nc: 34 | ncall: 73500 | eff(%): 3.259 | loglstar: -inf < -4.774 < inf | logz: -26.483 +/- 0.431 | dlogz: 0.662 > 0.109
iter: 2396 | bound: 28 | nc: 34 | ncall: 73534 | eff(%): 3.258 | loglstar: -inf < -4.771 < inf | logz: -26.482 +/- 0.431 | dlogz: 0.656 > 0.109
iter: 2397 | bound: 28 | nc: 34 | ncall: 73568 | eff(%): 3.258 | loglstar: -inf < -4.763 < inf | logz: -26.480 +/- 0.431 | dlogz: 0.651 > 0.109
iter: 2398 | bound: 28 | nc: 34 | ncall: 73602 | eff(%): 3.258 | loglstar: -inf < -4.762 < inf | logz: -26.479 +/- 0.431 | dlogz: 0.646 > 0.109
iter: 2399 | bound: 28 | nc: 34 | ncall: 73636 | eff(%): 3.258 | loglstar: -inf < -4.757 < inf | logz: -26.478 +/- 0.431 | dlogz: 0.640 > 0.109
iter: 2400 | bound: 28 | nc: 34 | ncall: 73670 | eff(%): 3.258 | loglstar: -inf < -4.755 < inf | logz: -26.477 +/- 0.431 | dlogz: 0.635 > 0.109
iter: 2401 | bound: 28 | nc: 34 | ncall: 73704 | eff(%): 3.258 | loglstar: -inf < -4.755 < inf | logz: -26.476 +/- 0.431 | dlogz: 0.630 > 0.109
iter: 2402 | bound: 28 | nc: 34 | ncall: 73738 | eff(%): 3.257 | loglstar: -inf < -4.753 < inf | logz: -26.475 +/- 0.431 | dlogz: 0.625 > 0.109
iter: 2403 | bound: 28 | nc: 34 | ncall: 73772 | eff(%): 3.257 | loglstar: -inf < -4.752 < inf | logz: -26.473 +/- 0.431 | dlogz: 0.620 > 0.109
iter: 2404 | bound: 28 | nc: 34 | ncall: 73806 | eff(%): 3.257 | loglstar: -inf < -4.750 < inf | logz: -26.472 +/- 0.431 | dlogz: 0.614 > 0.109
iter: 2405 | bound: 28 | nc: 34 | ncall: 73840 | eff(%): 3.257 | loglstar: -inf < -4.749 < inf | logz: -26.471 +/- 0.432 | dlogz: 0.609 > 0.109
iter: 2406 | bound: 28 | nc: 34 | ncall: 73874 | eff(%): 3.257 | loglstar: -inf < -4.740 < inf | logz: -26.470 +/- 0.432 | dlogz: 0.604 > 0.109
iter: 2407 | bound: 28 | nc: 34 | ncall: 73908 | eff(%): 3.257 | loglstar: -inf < -4.738 < inf | logz: -26.469 +/- 0.432 | dlogz: 0.599 > 0.109
iter: 2408 | bound: 28 | nc: 34 | ncall: 73942 | eff(%): 3.257 | loglstar: -inf < -4.731 < inf | logz: -26.468 +/- 0.432 | dlogz: 0.594 > 0.109
iter: 2409 | bound: 28 | nc: 34 | ncall: 73976 | eff(%): 3.256 | loglstar: -inf < -4.730 < inf | logz: -26.467 +/- 0.432 | dlogz: 0.589 > 0.109
iter: 2410 | bound: 28 | nc: 34 | ncall: 74010 | eff(%): 3.256 | loglstar: -inf < -4.722 < inf | logz: -26.466 +/- 0.432 | dlogz: 0.585 > 0.109
iter: 2411 | bound: 28 | nc: 34 | ncall: 74044 | eff(%): 3.256 | loglstar: -inf < -4.717 < inf | logz: -26.465 +/- 0.432 | dlogz: 0.580 > 0.109
iter: 2412 | bound: 28 | nc: 34 | ncall: 74078 | eff(%): 3.256 | loglstar: -inf < -4.711 < inf | logz: -26.464 +/- 0.432 | dlogz: 0.575 > 0.109
iter: 2413 | bound: 28 | nc: 34 | ncall: 74112 | eff(%): 3.256 | loglstar: -inf < -4.708 < inf | logz: -26.463 +/- 0.432 | dlogz: 0.570 > 0.109
iter: 2414 | bound: 28 | nc: 34 | ncall: 74146 | eff(%): 3.256 | loglstar: -inf < -4.702 < inf | logz: -26.462 +/- 0.432 | dlogz: 0.565 > 0.109
iter: 2415 | bound: 28 | nc: 34 | ncall: 74180 | eff(%): 3.256 | loglstar: -inf < -4.698 < inf | logz: -26.461 +/- 0.432 | dlogz: 0.561 > 0.109
iter: 2416 | bound: 28 | nc: 34 | ncall: 74214 | eff(%): 3.255 | loglstar: -inf < -4.690 < inf | logz: -26.460 +/- 0.432 | dlogz: 0.556 > 0.109
iter: 2417 | bound: 28 | nc: 34 | ncall: 74248 | eff(%): 3.255 | loglstar: -inf < -4.683 < inf | logz: -26.459 +/- 0.432 | dlogz: 0.551 > 0.109
iter: 2418 | bound: 28 | nc: 34 | ncall: 74282 | eff(%): 3.255 | loglstar: -inf < -4.683 < inf | logz: -26.458 +/- 0.432 | dlogz: 0.547 > 0.109
iter: 2419 | bound: 28 | nc: 34 | ncall: 74316 | eff(%): 3.255 | loglstar: -inf < -4.675 < inf | logz: -26.457 +/- 0.432 | dlogz: 0.542 > 0.109
iter: 2420 | bound: 28 | nc: 34 | ncall: 74350 | eff(%): 3.255 | loglstar: -inf < -4.667 < inf | logz: -26.456 +/- 0.432 | dlogz: 0.537 > 0.109
iter: 2421 | bound: 28 | nc: 34 | ncall: 74384 | eff(%): 3.255 | loglstar: -inf < -4.657 < inf | logz: -26.455 +/- 0.432 | dlogz: 0.533 > 0.109
iter: 2422 | bound: 28 | nc: 34 | ncall: 74418 | eff(%): 3.255 | loglstar: -inf < -4.647 < inf | logz: -26.454 +/- 0.432 | dlogz: 0.528 > 0.109
iter: 2423 | bound: 28 | nc: 34 | ncall: 74452 | eff(%): 3.254 | loglstar: -inf < -4.645 < inf | logz: -26.453 +/- 0.432 | dlogz: 0.524 > 0.109
iter: 2424 | bound: 28 | nc: 34 | ncall: 74486 | eff(%): 3.254 | loglstar: -inf < -4.644 < inf | logz: -26.452 +/- 0.432 | dlogz: 0.519 > 0.109
iter: 2425 | bound: 28 | nc: 34 | ncall: 74520 | eff(%): 3.254 | loglstar: -inf < -4.640 < inf | logz: -26.451 +/- 0.432 | dlogz: 0.515 > 0.109
iter: 2426 | bound: 28 | nc: 34 | ncall: 74554 | eff(%): 3.254 | loglstar: -inf < -4.639 < inf | logz: -26.450 +/- 0.432 | dlogz: 0.511 > 0.109
iter: 2427 | bound: 28 | nc: 34 | ncall: 74588 | eff(%): 3.254 | loglstar: -inf < -4.628 < inf | logz: -26.449 +/- 0.432 | dlogz: 0.506 > 0.109
iter: 2428 | bound: 28 | nc: 34 | ncall: 74622 | eff(%): 3.254 | loglstar: -inf < -4.618 < inf | logz: -26.448 +/- 0.432 | dlogz: 0.502 > 0.109
iter: 2429 | bound: 28 | nc: 34 | ncall: 74656 | eff(%): 3.254 | loglstar: -inf < -4.611 < inf | logz: -26.447 +/- 0.432 | dlogz: 0.498 > 0.109
iter: 2430 | bound: 28 | nc: 34 | ncall: 74690 | eff(%): 3.253 | loglstar: -inf < -4.609 < inf | logz: -26.446 +/- 0.432 | dlogz: 0.493 > 0.109
iter: 2431 | bound: 28 | nc: 34 | ncall: 74724 | eff(%): 3.253 | loglstar: -inf < -4.608 < inf | logz: -26.445 +/- 0.432 | dlogz: 0.489 > 0.109
iter: 2432 | bound: 29 | nc: 34 | ncall: 74758 | eff(%): 3.253 | loglstar: -inf < -4.605 < inf | logz: -26.444 +/- 0.432 | dlogz: 0.485 > 0.109
iter: 2433 | bound: 29 | nc: 34 | ncall: 74792 | eff(%): 3.253 | loglstar: -inf < -4.603 < inf | logz: -26.443 +/- 0.432 | dlogz: 0.481 > 0.109
iter: 2434 | bound: 29 | nc: 34 | ncall: 74826 | eff(%): 3.253 | loglstar: -inf < -4.603 < inf | logz: -26.442 +/- 0.432 | dlogz: 0.477 > 0.109
iter: 2435 | bound: 29 | nc: 34 | ncall: 74860 | eff(%): 3.253 | loglstar: -inf < -4.586 < inf | logz: -26.441 +/- 0.432 | dlogz: 0.473 > 0.109
iter: 2436 | bound: 29 | nc: 34 | ncall: 74894 | eff(%): 3.253 | loglstar: -inf < -4.583 < inf | logz: -26.440 +/- 0.432 | dlogz: 0.468 > 0.109
iter: 2437 | bound: 29 | nc: 34 | ncall: 74928 | eff(%): 3.252 | loglstar: -inf < -4.575 < inf | logz: -26.439 +/- 0.432 | dlogz: 0.464 > 0.109
iter: 2438 | bound: 29 | nc: 34 | ncall: 74962 | eff(%): 3.252 | loglstar: -inf < -4.572 < inf | logz: -26.438 +/- 0.432 | dlogz: 0.460 > 0.109
iter: 2439 | bound: 29 | nc: 34 | ncall: 74996 | eff(%): 3.252 | loglstar: -inf < -4.568 < inf | logz: -26.437 +/- 0.432 | dlogz: 0.456 > 0.109
iter: 2440 | bound: 29 | nc: 34 | ncall: 75030 | eff(%): 3.252 | loglstar: -inf < -4.563 < inf | logz: -26.437 +/- 0.432 | dlogz: 0.452 > 0.109
iter: 2441 | bound: 29 | nc: 34 | ncall: 75064 | eff(%): 3.252 | loglstar: -inf < -4.545 < inf | logz: -26.436 +/- 0.432 | dlogz: 0.448 > 0.109
iter: 2442 | bound: 29 | nc: 34 | ncall: 75098 | eff(%): 3.252 | loglstar: -inf < -4.542 < inf | logz: -26.435 +/- 0.432 | dlogz: 0.445 > 0.109
iter: 2443 | bound: 29 | nc: 34 | ncall: 75132 | eff(%): 3.252 | loglstar: -inf < -4.541 < inf | logz: -26.434 +/- 0.432 | dlogz: 0.441 > 0.109
iter: 2444 | bound: 29 | nc: 34 | ncall: 75166 | eff(%): 3.251 | loglstar: -inf < -4.531 < inf | logz: -26.433 +/- 0.432 | dlogz: 0.437 > 0.109
iter: 2445 | bound: 29 | nc: 34 | ncall: 75200 | eff(%): 3.251 | loglstar: -inf < -4.526 < inf | logz: -26.432 +/- 0.432 | dlogz: 0.433 > 0.109
iter: 2446 | bound: 29 | nc: 34 | ncall: 75234 | eff(%): 3.251 | loglstar: -inf < -4.524 < inf | logz: -26.431 +/- 0.432 | dlogz: 0.429 > 0.109
iter: 2447 | bound: 29 | nc: 34 | ncall: 75268 | eff(%): 3.251 | loglstar: -inf < -4.519 < inf | logz: -26.430 +/- 0.432 | dlogz: 0.425 > 0.109
iter: 2448 | bound: 29 | nc: 34 | ncall: 75302 | eff(%): 3.251 | loglstar: -inf < -4.519 < inf | logz: -26.429 +/- 0.432 | dlogz: 0.422 > 0.109
iter: 2449 | bound: 29 | nc: 34 | ncall: 75336 | eff(%): 3.251 | loglstar: -inf < -4.509 < inf | logz: -26.429 +/- 0.432 | dlogz: 0.418 > 0.109
iter: 2450 | bound: 29 | nc: 34 | ncall: 75370 | eff(%): 3.251 | loglstar: -inf < -4.501 < inf | logz: -26.428 +/- 0.433 | dlogz: 0.414 > 0.109
iter: 2451 | bound: 29 | nc: 34 | ncall: 75404 | eff(%): 3.250 | loglstar: -inf < -4.496 < inf | logz: -26.427 +/- 0.433 | dlogz: 0.411 > 0.109
iter: 2452 | bound: 29 | nc: 34 | ncall: 75438 | eff(%): 3.250 | loglstar: -inf < -4.488 < inf | logz: -26.426 +/- 0.433 | dlogz: 0.407 > 0.109
iter: 2453 | bound: 29 | nc: 34 | ncall: 75472 | eff(%): 3.250 | loglstar: -inf < -4.485 < inf | logz: -26.425 +/- 0.433 | dlogz: 0.403 > 0.109
iter: 2454 | bound: 29 | nc: 34 | ncall: 75506 | eff(%): 3.250 | loglstar: -inf < -4.481 < inf | logz: -26.424 +/- 0.433 | dlogz: 0.400 > 0.109
iter: 2455 | bound: 29 | nc: 34 | ncall: 75540 | eff(%): 3.250 | loglstar: -inf < -4.461 < inf | logz: -26.423 +/- 0.433 | dlogz: 0.396 > 0.109
iter: 2456 | bound: 29 | nc: 34 | ncall: 75574 | eff(%): 3.250 | loglstar: -inf < -4.458 < inf | logz: -26.423 +/- 0.433 | dlogz: 0.393 > 0.109
iter: 2457 | bound: 29 | nc: 34 | ncall: 75608 | eff(%): 3.250 | loglstar: -inf < -4.447 < inf | logz: -26.422 +/- 0.433 | dlogz: 0.389 > 0.109
iter: 2458 | bound: 29 | nc: 34 | ncall: 75642 | eff(%): 3.250 | loglstar: -inf < -4.443 < inf | logz: -26.421 +/- 0.433 | dlogz: 0.386 > 0.109
iter: 2459 | bound: 29 | nc: 34 | ncall: 75676 | eff(%): 3.249 | loglstar: -inf < -4.430 < inf | logz: -26.420 +/- 0.433 | dlogz: 0.382 > 0.109
iter: 2460 | bound: 29 | nc: 34 | ncall: 75710 | eff(%): 3.249 | loglstar: -inf < -4.423 < inf | logz: -26.419 +/- 0.433 | dlogz: 0.379 > 0.109
iter: 2461 | bound: 29 | nc: 34 | ncall: 75744 | eff(%): 3.249 | loglstar: -inf < -4.421 < inf | logz: -26.418 +/- 0.433 | dlogz: 0.376 > 0.109
iter: 2462 | bound: 29 | nc: 34 | ncall: 75778 | eff(%): 3.249 | loglstar: -inf < -4.416 < inf | logz: -26.418 +/- 0.433 | dlogz: 0.372 > 0.109
iter: 2463 | bound: 29 | nc: 34 | ncall: 75812 | eff(%): 3.249 | loglstar: -inf < -4.414 < inf | logz: -26.417 +/- 0.433 | dlogz: 0.369 > 0.109
iter: 2464 | bound: 29 | nc: 34 | ncall: 75846 | eff(%): 3.249 | loglstar: -inf < -4.408 < inf | logz: -26.416 +/- 0.433 | dlogz: 0.366 > 0.109
iter: 2465 | bound: 29 | nc: 34 | ncall: 75880 | eff(%): 3.249 | loglstar: -inf < -4.402 < inf | logz: -26.415 +/- 0.433 | dlogz: 0.362 > 0.109
iter: 2466 | bound: 29 | nc: 34 | ncall: 75914 | eff(%): 3.248 | loglstar: -inf < -4.396 < inf | logz: -26.414 +/- 0.433 | dlogz: 0.359 > 0.109
iter: 2467 | bound: 29 | nc: 34 | ncall: 75948 | eff(%): 3.248 | loglstar: -inf < -4.394 < inf | logz: -26.414 +/- 0.433 | dlogz: 0.527 > 0.109
iter: 2468 | bound: 29 | nc: 34 | ncall: 75982 | eff(%): 3.248 | loglstar: -inf < -4.394 < inf | logz: -26.413 +/- 0.433 | dlogz: 0.523 > 0.109
iter: 2469 | bound: 29 | nc: 34 | ncall: 76016 | eff(%): 3.248 | loglstar: -inf < -4.391 < inf | logz: -26.412 +/- 0.433 | dlogz: 0.518 > 0.109
iter: 2470 | bound: 29 | nc: 34 | ncall: 76050 | eff(%): 3.248 | loglstar: -inf < -4.389 < inf | logz: -26.411 +/- 0.433 | dlogz: 0.514 > 0.109
iter: 2471 | bound: 29 | nc: 34 | ncall: 76084 | eff(%): 3.248 | loglstar: -inf < -4.383 < inf | logz: -26.410 +/- 0.433 | dlogz: 0.510 > 0.109
iter: 2472 | bound: 29 | nc: 34 | ncall: 76118 | eff(%): 3.248 | loglstar: -inf < -4.383 < inf | logz: -26.410 +/- 0.433 | dlogz: 0.506 > 0.109
iter: 2473 | bound: 29 | nc: 34 | ncall: 76152 | eff(%): 3.247 | loglstar: -inf < -4.380 < inf | logz: -26.409 +/- 0.433 | dlogz: 0.501 > 0.109
iter: 2474 | bound: 29 | nc: 34 | ncall: 76186 | eff(%): 3.247 | loglstar: -inf < -4.355 < inf | logz: -26.408 +/- 0.433 | dlogz: 0.497 > 0.109
iter: 2475 | bound: 29 | nc: 34 | ncall: 76220 | eff(%): 3.247 | loglstar: -inf < -4.351 < inf | logz: -26.407 +/- 0.433 | dlogz: 0.493 > 0.109
iter: 2476 | bound: 29 | nc: 34 | ncall: 76254 | eff(%): 3.247 | loglstar: -inf < -4.345 < inf | logz: -26.407 +/- 0.433 | dlogz: 0.489 > 0.109
iter: 2477 | bound: 29 | nc: 34 | ncall: 76288 | eff(%): 3.247 | loglstar: -inf < -4.345 < inf | logz: -26.406 +/- 0.433 | dlogz: 0.485 > 0.109
iter: 2478 | bound: 29 | nc: 34 | ncall: 76322 | eff(%): 3.247 | loglstar: -inf < -4.338 < inf | logz: -26.405 +/- 0.433 | dlogz: 0.481 > 0.109
iter: 2479 | bound: 29 | nc: 34 | ncall: 76356 | eff(%): 3.247 | loglstar: -inf < -4.330 < inf | logz: -26.404 +/- 0.433 | dlogz: 0.476 > 0.109
iter: 2480 | bound: 29 | nc: 34 | ncall: 76390 | eff(%): 3.246 | loglstar: -inf < -4.327 < inf | logz: -26.404 +/- 0.433 | dlogz: 0.472 > 0.109
iter: 2481 | bound: 29 | nc: 34 | ncall: 76424 | eff(%): 3.246 | loglstar: -inf < -4.315 < inf | logz: -26.403 +/- 0.433 | dlogz: 0.468 > 0.109
iter: 2482 | bound: 29 | nc: 34 | ncall: 76458 | eff(%): 3.246 | loglstar: -inf < -4.310 < inf | logz: -26.402 +/- 0.433 | dlogz: 0.464 > 0.109
iter: 2483 | bound: 29 | nc: 34 | ncall: 76492 | eff(%): 3.246 | loglstar: -inf < -4.305 < inf | logz: -26.401 +/- 0.433 | dlogz: 0.460 > 0.109
iter: 2484 | bound: 29 | nc: 34 | ncall: 76526 | eff(%): 3.246 | loglstar: -inf < -4.304 < inf | logz: -26.401 +/- 0.433 | dlogz: 0.457 > 0.109
iter: 2485 | bound: 29 | nc: 34 | ncall: 76560 | eff(%): 3.246 | loglstar: -inf < -4.303 < inf | logz: -26.400 +/- 0.433 | dlogz: 0.453 > 0.109
iter: 2486 | bound: 29 | nc: 34 | ncall: 76594 | eff(%): 3.246 | loglstar: -inf < -4.302 < inf | logz: -26.399 +/- 0.433 | dlogz: 0.449 > 0.109
iter: 2487 | bound: 29 | nc: 34 | ncall: 76628 | eff(%): 3.246 | loglstar: -inf < -4.295 < inf | logz: -26.399 +/- 0.433 | dlogz: 0.445 > 0.109
iter: 2488 | bound: 29 | nc: 34 | ncall: 76662 | eff(%): 3.245 | loglstar: -inf < -4.294 < inf | logz: -26.398 +/- 0.433 | dlogz: 0.441 > 0.109
iter: 2489 | bound: 29 | nc: 34 | ncall: 76696 | eff(%): 3.245 | loglstar: -inf < -4.283 < inf | logz: -26.397 +/- 0.433 | dlogz: 0.437 > 0.109
iter: 2490 | bound: 29 | nc: 34 | ncall: 76730 | eff(%): 3.245 | loglstar: -inf < -4.274 < inf | logz: -26.397 +/- 0.433 | dlogz: 0.434 > 0.109
iter: 2491 | bound: 29 | nc: 34 | ncall: 76764 | eff(%): 3.245 | loglstar: -inf < -4.264 < inf | logz: -26.396 +/- 0.433 | dlogz: 0.430 > 0.109
iter: 2492 | bound: 29 | nc: 34 | ncall: 76798 | eff(%): 3.245 | loglstar: -inf < -4.251 < inf | logz: -26.395 +/- 0.433 | dlogz: 0.426 > 0.109
iter: 2493 | bound: 29 | nc: 34 | ncall: 76832 | eff(%): 3.245 | loglstar: -inf < -4.247 < inf | logz: -26.394 +/- 0.433 | dlogz: 0.422 > 0.109
iter: 2494 | bound: 29 | nc: 34 | ncall: 76866 | eff(%): 3.245 | loglstar: -inf < -4.243 < inf | logz: -26.394 +/- 0.433 | dlogz: 0.419 > 0.109
iter: 2495 | bound: 29 | nc: 34 | ncall: 76900 | eff(%): 3.244 | loglstar: -inf < -4.243 < inf | logz: -26.393 +/- 0.433 | dlogz: 0.415 > 0.109
iter: 2496 | bound: 29 | nc: 34 | ncall: 76934 | eff(%): 3.244 | loglstar: -inf < -4.234 < inf | logz: -26.392 +/- 0.433 | dlogz: 0.412 > 0.109
iter: 2497 | bound: 29 | nc: 34 | ncall: 76968 | eff(%): 3.244 | loglstar: -inf < -4.233 < inf | logz: -26.392 +/- 0.433 | dlogz: 0.408 > 0.109
iter: 2498 | bound: 29 | nc: 34 | ncall: 77002 | eff(%): 3.244 | loglstar: -inf < -4.227 < inf | logz: -26.391 +/- 0.433 | dlogz: 0.404 > 0.109
iter: 2499 | bound: 29 | nc: 34 | ncall: 77036 | eff(%): 3.244 | loglstar: -inf < -4.222 < inf | logz: -26.390 +/- 0.433 | dlogz: 0.401 > 0.109
iter: 2500 | bound: 29 | nc: 34 | ncall: 77070 | eff(%): 3.244 | loglstar: -inf < -4.212 < inf | logz: -26.390 +/- 0.433 | dlogz: 0.397 > 0.109
iter: 2501 | bound: 29 | nc: 34 | ncall: 77104 | eff(%): 3.244 | loglstar: -inf < -4.209 < inf | logz: -26.389 +/- 0.433 | dlogz: 0.394 > 0.109
iter: 2502 | bound: 29 | nc: 34 | ncall: 77138 | eff(%): 3.244 | loglstar: -inf < -4.206 < inf | logz: -26.388 +/- 0.433 | dlogz: 0.390 > 0.109
iter: 2503 | bound: 29 | nc: 34 | ncall: 77172 | eff(%): 3.243 | loglstar: -inf < -4.204 < inf | logz: -26.388 +/- 0.434 | dlogz: 0.387 > 0.109
iter: 2504 | bound: 29 | nc: 34 | ncall: 77206 | eff(%): 3.243 | loglstar: -inf < -4.201 < inf | logz: -26.387 +/- 0.434 | dlogz: 0.384 > 0.109
iter: 2505 | bound: 29 | nc: 34 | ncall: 77240 | eff(%): 3.243 | loglstar: -inf < -4.199 < inf | logz: -26.386 +/- 0.434 | dlogz: 0.380 > 0.109
iter: 2506 | bound: 29 | nc: 34 | ncall: 77274 | eff(%): 3.243 | loglstar: -inf < -4.197 < inf | logz: -26.386 +/- 0.434 | dlogz: 0.377 > 0.109
iter: 2507 | bound: 29 | nc: 34 | ncall: 77308 | eff(%): 3.243 | loglstar: -inf < -4.195 < inf | logz: -26.385 +/- 0.434 | dlogz: 0.374 > 0.109
iter: 2508 | bound: 29 | nc: 34 | ncall: 77342 | eff(%): 3.243 | loglstar: -inf < -4.195 < inf | logz: -26.384 +/- 0.434 | dlogz: 0.370 > 0.109
iter: 2509 | bound: 29 | nc: 34 | ncall: 77376 | eff(%): 3.243 | loglstar: -inf < -4.191 < inf | logz: -26.384 +/- 0.434 | dlogz: 0.367 > 0.109
iter: 2510 | bound: 29 | nc: 34 | ncall: 77410 | eff(%): 3.242 | loglstar: -inf < -4.179 < inf | logz: -26.383 +/- 0.434 | dlogz: 0.364 > 0.109
iter: 2511 | bound: 29 | nc: 34 | ncall: 77444 | eff(%): 3.242 | loglstar: -inf < -4.158 < inf | logz: -26.383 +/- 0.434 | dlogz: 0.361 > 0.109
iter: 2512 | bound: 29 | nc: 34 | ncall: 77478 | eff(%): 3.242 | loglstar: -inf < -4.153 < inf | logz: -26.382 +/- 0.434 | dlogz: 0.357 > 0.109
iter: 2513 | bound: 29 | nc: 34 | ncall: 77512 | eff(%): 3.242 | loglstar: -inf < -4.151 < inf | logz: -26.381 +/- 0.434 | dlogz: 0.354 > 0.109
iter: 2514 | bound: 29 | nc: 34 | ncall: 77546 | eff(%): 3.242 | loglstar: -inf < -4.137 < inf | logz: -26.381 +/- 0.434 | dlogz: 0.351 > 0.109
iter: 2515 | bound: 29 | nc: 34 | ncall: 77580 | eff(%): 3.242 | loglstar: -inf < -4.134 < inf | logz: -26.380 +/- 0.434 | dlogz: 0.348 > 0.109
iter: 2516 | bound: 29 | nc: 34 | ncall: 77614 | eff(%): 3.242 | loglstar: -inf < -4.133 < inf | logz: -26.379 +/- 0.434 | dlogz: 0.345 > 0.109
iter: 2517 | bound: 29 | nc: 34 | ncall: 77648 | eff(%): 3.242 | loglstar: -inf < -4.122 < inf | logz: -26.379 +/- 0.434 | dlogz: 0.342 > 0.109
iter: 2518 | bound: 29 | nc: 34 | ncall: 77682 | eff(%): 3.241 | loglstar: -inf < -4.121 < inf | logz: -26.378 +/- 0.434 | dlogz: 0.339 > 0.109
iter: 2519 | bound: 29 | nc: 34 | ncall: 77716 | eff(%): 3.241 | loglstar: -inf < -4.107 < inf | logz: -26.378 +/- 0.434 | dlogz: 0.336 > 0.109
iter: 2520 | bound: 29 | nc: 34 | ncall: 77750 | eff(%): 3.241 | loglstar: -inf < -4.093 < inf | logz: -26.377 +/- 0.434 | dlogz: 0.333 > 0.109
iter: 2521 | bound: 29 | nc: 34 | ncall: 77784 | eff(%): 3.241 | loglstar: -inf < -4.087 < inf | logz: -26.376 +/- 0.434 | dlogz: 0.330 > 0.109
iter: 2522 | bound: 29 | nc: 34 | ncall: 77818 | eff(%): 3.241 | loglstar: -inf < -4.087 < inf | logz: -26.376 +/- 0.434 | dlogz: 0.327 > 0.109
iter: 2523 | bound: 29 | nc: 34 | ncall: 77852 | eff(%): 3.241 | loglstar: -inf < -4.086 < inf | logz: -26.375 +/- 0.434 | dlogz: 0.324 > 0.109
iter: 2524 | bound: 29 | nc: 34 | ncall: 77886 | eff(%): 3.241 | loglstar: -inf < -4.084 < inf | logz: -26.375 +/- 0.434 | dlogz: 0.321 > 0.109
iter: 2525 | bound: 29 | nc: 34 | ncall: 77920 | eff(%): 3.241 | loglstar: -inf < -4.080 < inf | logz: -26.374 +/- 0.434 | dlogz: 0.318 > 0.109
iter: 2526 | bound: 29 | nc: 34 | ncall: 77954 | eff(%): 3.240 | loglstar: -inf < -4.072 < inf | logz: -26.373 +/- 0.434 | dlogz: 0.315 > 0.109
iter: 2527 | bound: 29 | nc: 34 | ncall: 77988 | eff(%): 3.240 | loglstar: -inf < -4.071 < inf | logz: -26.373 +/- 0.434 | dlogz: 0.312 > 0.109
iter: 2528 | bound: 29 | nc: 34 | ncall: 78022 | eff(%): 3.240 | loglstar: -inf < -4.063 < inf | logz: -26.372 +/- 0.434 | dlogz: 0.310 > 0.109
iter: 2529 | bound: 29 | nc: 34 | ncall: 78056 | eff(%): 3.240 | loglstar: -inf < -4.061 < inf | logz: -26.372 +/- 0.434 | dlogz: 0.307 > 0.109
iter: 2530 | bound: 29 | nc: 34 | ncall: 78090 | eff(%): 3.240 | loglstar: -inf < -4.061 < inf | logz: -26.371 +/- 0.434 | dlogz: 0.304 > 0.109
iter: 2531 | bound: 30 | nc: 34 | ncall: 78124 | eff(%): 3.240 | loglstar: -inf < -4.059 < inf | logz: -26.371 +/- 0.434 | dlogz: 0.301 > 0.109
iter: 2532 | bound: 30 | nc: 34 | ncall: 78158 | eff(%): 3.240 | loglstar: -inf < -4.056 < inf | logz: -26.370 +/- 0.434 | dlogz: 0.299 > 0.109
iter: 2533 | bound: 30 | nc: 34 | ncall: 78192 | eff(%): 3.239 | loglstar: -inf < -4.054 < inf | logz: -26.369 +/- 0.434 | dlogz: 0.296 > 0.109
iter: 2534 | bound: 30 | nc: 34 | ncall: 78226 | eff(%): 3.239 | loglstar: -inf < -4.049 < inf | logz: -26.369 +/- 0.434 | dlogz: 0.293 > 0.109
iter: 2535 | bound: 30 | nc: 34 | ncall: 78260 | eff(%): 3.239 | loglstar: -inf < -4.036 < inf | logz: -26.368 +/- 0.434 | dlogz: 0.291 > 0.109
iter: 2536 | bound: 30 | nc: 34 | ncall: 78294 | eff(%): 3.239 | loglstar: -inf < -4.033 < inf | logz: -26.368 +/- 0.434 | dlogz: 0.288 > 0.109
iter: 2537 | bound: 30 | nc: 34 | ncall: 78328 | eff(%): 3.239 | loglstar: -inf < -4.033 < inf | logz: -26.367 +/- 0.434 | dlogz: 0.285 > 0.109
iter: 2538 | bound: 30 | nc: 34 | ncall: 78362 | eff(%): 3.239 | loglstar: -inf < -4.023 < inf | logz: -26.367 +/- 0.434 | dlogz: 0.283 > 0.109
iter: 2539 | bound: 30 | nc: 34 | ncall: 78396 | eff(%): 3.239 | loglstar: -inf < -4.017 < inf | logz: -26.366 +/- 0.434 | dlogz: 0.280 > 0.109
iter: 2540 | bound: 30 | nc: 34 | ncall: 78430 | eff(%): 3.239 | loglstar: -inf < -4.013 < inf | logz: -26.366 +/- 0.434 | dlogz: 0.278 > 0.109
iter: 2541 | bound: 30 | nc: 34 | ncall: 78464 | eff(%): 3.238 | loglstar: -inf < -4.004 < inf | logz: -26.365 +/- 0.434 | dlogz: 0.275 > 0.109
iter: 2542 | bound: 30 | nc: 34 | ncall: 78498 | eff(%): 3.238 | loglstar: -inf < -3.985 < inf | logz: -26.365 +/- 0.434 | dlogz: 0.273 > 0.109
iter: 2543 | bound: 30 | nc: 34 | ncall: 78532 | eff(%): 3.238 | loglstar: -inf < -3.973 < inf | logz: -26.364 +/- 0.434 | dlogz: 0.270 > 0.109
iter: 2544 | bound: 30 | nc: 34 | ncall: 78566 | eff(%): 3.238 | loglstar: -inf < -3.967 < inf | logz: -26.364 +/- 0.434 | dlogz: 0.268 > 0.109
iter: 2545 | bound: 30 | nc: 34 | ncall: 78600 | eff(%): 3.238 | loglstar: -inf < -3.966 < inf | logz: -26.363 +/- 0.434 | dlogz: 0.265 > 0.109
iter: 2546 | bound: 30 | nc: 34 | ncall: 78634 | eff(%): 3.238 | loglstar: -inf < -3.962 < inf | logz: -26.362 +/- 0.434 | dlogz: 0.263 > 0.109
iter: 2547 | bound: 30 | nc: 34 | ncall: 78668 | eff(%): 3.238 | loglstar: -inf < -3.962 < inf | logz: -26.362 +/- 0.434 | dlogz: 0.260 > 0.109
iter: 2548 | bound: 30 | nc: 34 | ncall: 78702 | eff(%): 3.238 | loglstar: -inf < -3.958 < inf | logz: -26.361 +/- 0.434 | dlogz: 0.258 > 0.109
iter: 2549 | bound: 30 | nc: 34 | ncall: 78736 | eff(%): 3.237 | loglstar: -inf < -3.954 < inf | logz: -26.361 +/- 0.434 | dlogz: 0.255 > 0.109
iter: 2550 | bound: 30 | nc: 34 | ncall: 78770 | eff(%): 3.237 | loglstar: -inf < -3.951 < inf | logz: -26.360 +/- 0.434 | dlogz: 0.253 > 0.109
iter: 2551 | bound: 30 | nc: 34 | ncall: 78804 | eff(%): 3.237 | loglstar: -inf < -3.949 < inf | logz: -26.360 +/- 0.434 | dlogz: 0.251 > 0.109
iter: 2552 | bound: 30 | nc: 34 | ncall: 78838 | eff(%): 3.237 | loglstar: -inf < -3.948 < inf | logz: -26.359 +/- 0.434 | dlogz: 0.249 > 0.109
iter: 2553 | bound: 30 | nc: 34 | ncall: 78872 | eff(%): 3.237 | loglstar: -inf < -3.946 < inf | logz: -26.359 +/- 0.434 | dlogz: 0.246 > 0.109
iter: 2554 | bound: 30 | nc: 34 | ncall: 78906 | eff(%): 3.237 | loglstar: -inf < -3.934 < inf | logz: -26.358 +/- 0.434 | dlogz: 0.244 > 0.109
iter: 2555 | bound: 30 | nc: 34 | ncall: 78940 | eff(%): 3.237 | loglstar: -inf < -3.915 < inf | logz: -26.358 +/- 0.434 | dlogz: 0.242 > 0.109
iter: 2556 | bound: 30 | nc: 34 | ncall: 78974 | eff(%): 3.237 | loglstar: -inf < -3.914 < inf | logz: -26.357 +/- 0.434 | dlogz: 0.239 > 0.109
iter: 2557 | bound: 30 | nc: 34 | ncall: 79008 | eff(%): 3.236 | loglstar: -inf < -3.908 < inf | logz: -26.357 +/- 0.434 | dlogz: 0.237 > 0.109
iter: 2558 | bound: 30 | nc: 34 | ncall: 79042 | eff(%): 3.236 | loglstar: -inf < -3.907 < inf | logz: -26.356 +/- 0.434 | dlogz: 0.235 > 0.109
iter: 2559 | bound: 30 | nc: 34 | ncall: 79076 | eff(%): 3.236 | loglstar: -inf < -3.905 < inf | logz: -26.356 +/- 0.434 | dlogz: 0.233 > 0.109
iter: 2560 | bound: 30 | nc: 34 | ncall: 79110 | eff(%): 3.236 | loglstar: -inf < -3.884 < inf | logz: -26.355 +/- 0.434 | dlogz: 0.231 > 0.109
iter: 2561 | bound: 30 | nc: 34 | ncall: 79144 | eff(%): 3.236 | loglstar: -inf < -3.882 < inf | logz: -26.355 +/- 0.434 | dlogz: 0.229 > 0.109
iter: 2562 | bound: 30 | nc: 34 | ncall: 79178 | eff(%): 3.236 | loglstar: -inf < -3.874 < inf | logz: -26.354 +/- 0.434 | dlogz: 0.226 > 0.109
iter: 2563 | bound: 30 | nc: 34 | ncall: 79212 | eff(%): 3.236 | loglstar: -inf < -3.872 < inf | logz: -26.354 +/- 0.434 | dlogz: 0.224 > 0.109
iter: 2564 | bound: 30 | nc: 34 | ncall: 79246 | eff(%): 3.235 | loglstar: -inf < -3.871 < inf | logz: -26.353 +/- 0.434 | dlogz: 0.222 > 0.109
iter: 2565 | bound: 30 | nc: 34 | ncall: 79280 | eff(%): 3.235 | loglstar: -inf < -3.870 < inf | logz: -26.353 +/- 0.434 | dlogz: 0.220 > 0.109
iter: 2566 | bound: 30 | nc: 34 | ncall: 79314 | eff(%): 3.235 | loglstar: -inf < -3.867 < inf | logz: -26.352 +/- 0.434 | dlogz: 0.218 > 0.109
iter: 2567 | bound: 30 | nc: 34 | ncall: 79348 | eff(%): 3.235 | loglstar: -inf < -3.864 < inf | logz: -26.352 +/- 0.434 | dlogz: 0.216 > 0.109
iter: 2568 | bound: 30 | nc: 34 | ncall: 79382 | eff(%): 3.235 | loglstar: -inf < -3.862 < inf | logz: -26.352 +/- 0.434 | dlogz: 0.214 > 0.109
iter: 2569 | bound: 30 | nc: 34 | ncall: 79416 | eff(%): 3.235 | loglstar: -inf < -3.857 < inf | logz: -26.351 +/- 0.435 | dlogz: 0.212 > 0.109
iter: 2570 | bound: 30 | nc: 34 | ncall: 79450 | eff(%): 3.235 | loglstar: -inf < -3.856 < inf | logz: -26.351 +/- 0.435 | dlogz: 0.210 > 0.109
iter: 2571 | bound: 30 | nc: 34 | ncall: 79484 | eff(%): 3.235 | loglstar: -inf < -3.851 < inf | logz: -26.350 +/- 0.435 | dlogz: 0.208 > 0.109
iter: 2572 | bound: 30 | nc: 34 | ncall: 79518 | eff(%): 3.234 | loglstar: -inf < -3.851 < inf | logz: -26.350 +/- 0.435 | dlogz: 0.206 > 0.109
iter: 2573 | bound: 30 | nc: 34 | ncall: 79552 | eff(%): 3.234 | loglstar: -inf < -3.844 < inf | logz: -26.349 +/- 0.435 | dlogz: 0.204 > 0.109
iter: 2574 | bound: 30 | nc: 34 | ncall: 79586 | eff(%): 3.234 | loglstar: -inf < -3.840 < inf | logz: -26.349 +/- 0.435 | dlogz: 0.202 > 0.109
iter: 2575 | bound: 30 | nc: 34 | ncall: 79620 | eff(%): 3.234 | loglstar: -inf < -3.837 < inf | logz: -26.348 +/- 0.435 | dlogz: 0.200 > 0.109
iter: 2576 | bound: 30 | nc: 34 | ncall: 79654 | eff(%): 3.234 | loglstar: -inf < -3.835 < inf | logz: -26.348 +/- 0.435 | dlogz: 0.199 > 0.109
iter: 2577 | bound: 30 | nc: 34 | ncall: 79688 | eff(%): 3.234 | loglstar: -inf < -3.832 < inf | logz: -26.347 +/- 0.435 | dlogz: 0.197 > 0.109
iter: 2578 | bound: 30 | nc: 34 | ncall: 79722 | eff(%): 3.234 | loglstar: -inf < -3.830 < inf | logz: -26.347 +/- 0.435 | dlogz: 0.195 > 0.109
iter: 2579 | bound: 30 | nc: 34 | ncall: 79756 | eff(%): 3.234 | loglstar: -inf < -3.828 < inf | logz: -26.347 +/- 0.435 | dlogz: 0.193 > 0.109
iter: 2580 | bound: 30 | nc: 34 | ncall: 79790 | eff(%): 3.233 | loglstar: -inf < -3.828 < inf | logz: -26.346 +/- 0.435 | dlogz: 0.191 > 0.109
iter: 2581 | bound: 30 | nc: 34 | ncall: 79824 | eff(%): 3.233 | loglstar: -inf < -3.818 < inf | logz: -26.346 +/- 0.435 | dlogz: 0.189 > 0.109
iter: 2582 | bound: 30 | nc: 34 | ncall: 79858 | eff(%): 3.233 | loglstar: -inf < -3.815 < inf | logz: -26.345 +/- 0.435 | dlogz: 0.188 > 0.109
iter: 2583 | bound: 30 | nc: 34 | ncall: 79892 | eff(%): 3.233 | loglstar: -inf < -3.811 < inf | logz: -26.345 +/- 0.435 | dlogz: 0.186 > 0.109
iter: 2584 | bound: 30 | nc: 34 | ncall: 79926 | eff(%): 3.233 | loglstar: -inf < -3.806 < inf | logz: -26.344 +/- 0.435 | dlogz: 0.184 > 0.109
iter: 2585 | bound: 30 | nc: 34 | ncall: 79960 | eff(%): 3.233 | loglstar: -inf < -3.802 < inf | logz: -26.344 +/- 0.435 | dlogz: 0.182 > 0.109
iter: 2586 | bound: 30 | nc: 34 | ncall: 79994 | eff(%): 3.233 | loglstar: -inf < -3.798 < inf | logz: -26.344 +/- 0.435 | dlogz: 0.181 > 0.109
iter: 2587 | bound: 30 | nc: 34 | ncall: 80028 | eff(%): 3.233 | loglstar: -inf < -3.795 < inf | logz: -26.343 +/- 0.435 | dlogz: 0.179 > 0.109
iter: 2588 | bound: 30 | nc: 34 | ncall: 80062 | eff(%): 3.232 | loglstar: -inf < -3.794 < inf | logz: -26.343 +/- 0.435 | dlogz: 0.177 > 0.109
iter: 2589 | bound: 30 | nc: 34 | ncall: 80096 | eff(%): 3.232 | loglstar: -inf < -3.793 < inf | logz: -26.342 +/- 0.435 | dlogz: 0.176 > 0.109
iter: 2590 | bound: 30 | nc: 34 | ncall: 80130 | eff(%): 3.232 | loglstar: -inf < -3.789 < inf | logz: -26.342 +/- 0.435 | dlogz: 0.174 > 0.109
iter: 2591 | bound: 30 | nc: 34 | ncall: 80164 | eff(%): 3.232 | loglstar: -inf < -3.776 < inf | logz: -26.342 +/- 0.435 | dlogz: 0.172 > 0.109
iter: 2592 | bound: 30 | nc: 34 | ncall: 80198 | eff(%): 3.232 | loglstar: -inf < -3.775 < inf | logz: -26.341 +/- 0.435 | dlogz: 0.171 > 0.109
iter: 2593 | bound: 30 | nc: 34 | ncall: 80232 | eff(%): 3.232 | loglstar: -inf < -3.774 < inf | logz: -26.341 +/- 0.435 | dlogz: 0.169 > 0.109
iter: 2594 | bound: 30 | nc: 34 | ncall: 80266 | eff(%): 3.232 | loglstar: -inf < -3.772 < inf | logz: -26.340 +/- 0.435 | dlogz: 0.167 > 0.109
iter: 2595 | bound: 30 | nc: 34 | ncall: 80300 | eff(%): 3.232 | loglstar: -inf < -3.769 < inf | logz: -26.340 +/- 0.435 | dlogz: 0.166 > 0.109
iter: 2596 | bound: 30 | nc: 34 | ncall: 80334 | eff(%): 3.232 | loglstar: -inf < -3.766 < inf | logz: -26.340 +/- 0.435 | dlogz: 0.164 > 0.109
iter: 2597 | bound: 30 | nc: 34 | ncall: 80368 | eff(%): 3.231 | loglstar: -inf < -3.758 < inf | logz: -26.339 +/- 0.435 | dlogz: 0.163 > 0.109
iter: 2598 | bound: 30 | nc: 34 | ncall: 80402 | eff(%): 3.231 | loglstar: -inf < -3.756 < inf | logz: -26.339 +/- 0.435 | dlogz: 0.161 > 0.109
iter: 2599 | bound: 30 | nc: 34 | ncall: 80436 | eff(%): 3.231 | loglstar: -inf < -3.753 < inf | logz: -26.339 +/- 0.435 | dlogz: 0.160 > 0.109
iter: 2600 | bound: 30 | nc: 34 | ncall: 80470 | eff(%): 3.231 | loglstar: -inf < -3.744 < inf | logz: -26.338 +/- 0.435 | dlogz: 0.158 > 0.109
iter: 2601 | bound: 30 | nc: 34 | ncall: 80504 | eff(%): 3.231 | loglstar: -inf < -3.743 < inf | logz: -26.338 +/- 0.435 | dlogz: 0.157 > 0.109
iter: 2602 | bound: 30 | nc: 34 | ncall: 80538 | eff(%): 3.231 | loglstar: -inf < -3.738 < inf | logz: -26.337 +/- 0.435 | dlogz: 0.155 > 0.109
iter: 2603 | bound: 30 | nc: 34 | ncall: 80572 | eff(%): 3.231 | loglstar: -inf < -3.734 < inf | logz: -26.337 +/- 0.435 | dlogz: 0.154 > 0.109
iter: 2604 | bound: 30 | nc: 34 | ncall: 80606 | eff(%): 3.231 | loglstar: -inf < -3.730 < inf | logz: -26.337 +/- 0.435 | dlogz: 0.152 > 0.109
iter: 2605 | bound: 30 | nc: 34 | ncall: 80640 | eff(%): 3.230 | loglstar: -inf < -3.727 < inf | logz: -26.336 +/- 0.435 | dlogz: 0.151 > 0.109
iter: 2606 | bound: 30 | nc: 34 | ncall: 80674 | eff(%): 3.230 | loglstar: -inf < -3.727 < inf | logz: -26.336 +/- 0.435 | dlogz: 0.149 > 0.109
iter: 2607 | bound: 30 | nc: 34 | ncall: 80708 | eff(%): 3.230 | loglstar: -inf < -3.723 < inf | logz: -26.336 +/- 0.435 | dlogz: 0.148 > 0.109
iter: 2608 | bound: 30 | nc: 34 | ncall: 80742 | eff(%): 3.230 | loglstar: -inf < -3.720 < inf | logz: -26.335 +/- 0.435 | dlogz: 0.146 > 0.109
iter: 2609 | bound: 30 | nc: 34 | ncall: 80776 | eff(%): 3.230 | loglstar: -inf < -3.720 < inf | logz: -26.335 +/- 0.435 | dlogz: 0.145 > 0.109
iter: 2610 | bound: 30 | nc: 34 | ncall: 80810 | eff(%): 3.230 | loglstar: -inf < -3.715 < inf | logz: -26.335 +/- 0.435 | dlogz: 0.144 > 0.109
iter: 2611 | bound: 30 | nc: 34 | ncall: 80844 | eff(%): 3.230 | loglstar: -inf < -3.712 < inf | logz: -26.334 +/- 0.435 | dlogz: 0.142 > 0.109
iter: 2612 | bound: 30 | nc: 34 | ncall: 80878 | eff(%): 3.230 | loglstar: -inf < -3.711 < inf | logz: -26.334 +/- 0.435 | dlogz: 0.141 > 0.109
iter: 2613 | bound: 30 | nc: 34 | ncall: 80912 | eff(%): 3.229 | loglstar: -inf < -3.704 < inf | logz: -26.334 +/- 0.435 | dlogz: 0.140 > 0.109
iter: 2614 | bound: 30 | nc: 34 | ncall: 80946 | eff(%): 3.229 | loglstar: -inf < -3.703 < inf | logz: -26.333 +/- 0.435 | dlogz: 0.138 > 0.109
iter: 2615 | bound: 30 | nc: 34 | ncall: 80980 | eff(%): 3.229 | loglstar: -inf < -3.702 < inf | logz: -26.333 +/- 0.435 | dlogz: 0.137 > 0.109
iter: 2616 | bound: 30 | nc: 34 | ncall: 81014 | eff(%): 3.229 | loglstar: -inf < -3.696 < inf | logz: -26.332 +/- 0.435 | dlogz: 0.136 > 0.109
iter: 2617 | bound: 30 | nc: 34 | ncall: 81048 | eff(%): 3.229 | loglstar: -inf < -3.687 < inf | logz: -26.332 +/- 0.435 | dlogz: 0.134 > 0.109
iter: 2618 | bound: 30 | nc: 34 | ncall: 81082 | eff(%): 3.229 | loglstar: -inf < -3.682 < inf | logz: -26.332 +/- 0.435 | dlogz: 0.133 > 0.109
iter: 2619 | bound: 30 | nc: 34 | ncall: 81116 | eff(%): 3.229 | loglstar: -inf < -3.681 < inf | logz: -26.331 +/- 0.435 | dlogz: 0.132 > 0.109
iter: 2620 | bound: 30 | nc: 34 | ncall: 81150 | eff(%): 3.229 | loglstar: -inf < -3.676 < inf | logz: -26.331 +/- 0.435 | dlogz: 0.130 > 0.109
iter: 2621 | bound: 30 | nc: 34 | ncall: 81184 | eff(%): 3.228 | loglstar: -inf < -3.672 < inf | logz: -26.331 +/- 0.435 | dlogz: 0.129 > 0.109
iter: 2622 | bound: 30 | nc: 34 | ncall: 81218 | eff(%): 3.228 | loglstar: -inf < -3.672 < inf | logz: -26.331 +/- 0.435 | dlogz: 0.128 > 0.109
iter: 2623 | bound: 30 | nc: 34 | ncall: 81252 | eff(%): 3.228 | loglstar: -inf < -3.671 < inf | logz: -26.330 +/- 0.435 | dlogz: 0.127 > 0.109
iter: 2624 | bound: 30 | nc: 34 | ncall: 81286 | eff(%): 3.228 | loglstar: -inf < -3.666 < inf | logz: -26.330 +/- 0.435 | dlogz: 0.126 > 0.109
iter: 2625 | bound: 30 | nc: 34 | ncall: 81320 | eff(%): 3.228 | loglstar: -inf < -3.664 < inf | logz: -26.330 +/- 0.435 | dlogz: 0.124 > 0.109
iter: 2626 | bound: 30 | nc: 34 | ncall: 81354 | eff(%): 3.228 | loglstar: -inf < -3.663 < inf | logz: -26.329 +/- 0.435 | dlogz: 0.123 > 0.109
iter: 2627 | bound: 30 | nc: 34 | ncall: 81388 | eff(%): 3.228 | loglstar: -inf < -3.658 < inf | logz: -26.329 +/- 0.435 | dlogz: 0.122 > 0.109
iter: 2628 | bound: 30 | nc: 34 | ncall: 81422 | eff(%): 3.228 | loglstar: -inf < -3.651 < inf | logz: -26.329 +/- 0.435 | dlogz: 0.121 > 0.109
iter: 2629 | bound: 30 | nc: 34 | ncall: 81456 | eff(%): 3.228 | loglstar: -inf < -3.642 < inf | logz: -26.328 +/- 0.435 | dlogz: 0.120 > 0.109
iter: 2630 | bound: 30 | nc: 34 | ncall: 81490 | eff(%): 3.227 | loglstar: -inf < -3.639 < inf | logz: -26.328 +/- 0.435 | dlogz: 0.118 > 0.109
iter: 2631 | bound: 31 | nc: 34 | ncall: 81524 | eff(%): 3.227 | loglstar: -inf < -3.635 < inf | logz: -26.328 +/- 0.435 | dlogz: 0.117 > 0.109
iter: 2632 | bound: 31 | nc: 34 | ncall: 81558 | eff(%): 3.227 | loglstar: -inf < -3.632 < inf | logz: -26.327 +/- 0.435 | dlogz: 0.116 > 0.109
iter: 2633 | bound: 31 | nc: 34 | ncall: 81592 | eff(%): 3.227 | loglstar: -inf < -3.630 < inf | logz: -26.327 +/- 0.435 | dlogz: 0.115 > 0.109
iter: 2634 | bound: 31 | nc: 34 | ncall: 81626 | eff(%): 3.227 | loglstar: -inf < -3.628 < inf | logz: -26.327 +/- 0.435 | dlogz: 0.114 > 0.109
iter: 2635 | bound: 31 | nc: 34 | ncall: 81660 | eff(%): 3.227 | loglstar: -inf < -3.628 < inf | logz: -26.327 +/- 0.435 | dlogz: 0.113 > 0.109
iter: 2636 | bound: 31 | nc: 34 | ncall: 81694 | eff(%): 3.227 | loglstar: -inf < -3.627 < inf | logz: -26.326 +/- 0.435 | dlogz: 0.112 > 0.109
iter: 2637 | bound: 31 | nc: 34 | ncall: 81728 | eff(%): 3.227 | loglstar: -inf < -3.623 < inf | logz: -26.326 +/- 0.435 | dlogz: 0.111 > 0.109
iter: 2638 | bound: 31 | nc: 34 | ncall: 81762 | eff(%): 3.226 | loglstar: -inf < -3.618 < inf | logz: -26.326 +/- 0.435 | dlogz: 0.110 > 0.109
iter: 2638 | +1 | bound: 31 | nc: 1 | ncall: 81763 | eff(%): 3.228 | loglstar: -inf < -3.614 < inf | logz: -26.325 +/- 0.435 | dlogz: 0.108 > 0.109
iter: 2638 | +2 | bound: 31 | nc: 1 | ncall: 81764 | eff(%): 3.229 | loglstar: -inf < -3.611 < inf | logz: -26.325 +/- 0.435 | dlogz: 0.106 > 0.109
iter: 2638 | +3 | bound: 31 | nc: 1 | ncall: 81765 | eff(%): 3.230 | loglstar: -inf < -3.609 < inf | logz: -26.325 +/- 0.435 | dlogz: 0.105 > 0.109
iter: 2638 | +4 | bound: 31 | nc: 1 | ncall: 81766 | eff(%): 3.231 | loglstar: -inf < -3.606 < inf | logz: -26.324 +/- 0.435 | dlogz: 0.104 > 0.109
iter: 2638 | +5 | bound: 31 | nc: 1 | ncall: 81767 | eff(%): 3.233 | loglstar: -inf < -3.598 < inf | logz: -26.324 +/- 0.435 | dlogz: 0.103 > 0.109
iter: 2638 | +6 | bound: 31 | nc: 1 | ncall: 81768 | eff(%): 3.234 | loglstar: -inf < -3.595 < inf | logz: -26.324 +/- 0.435 | dlogz: 0.102 > 0.109
iter: 2638 | +7 | bound: 31 | nc: 1 | ncall: 81769 | eff(%): 3.235 | loglstar: -inf < -3.594 < inf | logz: -26.324 +/- 0.435 | dlogz: 0.101 > 0.109
iter: 2638 | +8 | bound: 31 | nc: 1 | ncall: 81770 | eff(%): 3.236 | loglstar: -inf < -3.591 < inf | logz: -26.323 +/- 0.435 | dlogz: 0.100 > 0.109
iter: 2638 | +9 | bound: 31 | nc: 1 | ncall: 81771 | eff(%): 3.237 | loglstar: -inf < -3.586 < inf | logz: -26.323 +/- 0.435 | dlogz: 0.099 > 0.109
iter: 2638 | +10 | bound: 31 | nc: 1 | ncall: 81772 | eff(%): 3.239 | loglstar: -inf < -3.585 < inf | logz: -26.323 +/- 0.435 | dlogz: 0.098 > 0.109
iter: 2638 | +11 | bound: 31 | nc: 1 | ncall: 81773 | eff(%): 3.240 | loglstar: -inf < -3.584 < inf | logz: -26.322 +/- 0.435 | dlogz: 0.097 > 0.109
iter: 2638 | +12 | bound: 31 | nc: 1 | ncall: 81774 | eff(%): 3.241 | loglstar: -inf < -3.564 < inf | logz: -26.322 +/- 0.435 | dlogz: 0.096 > 0.109
iter: 2638 | +13 | bound: 31 | nc: 1 | ncall: 81775 | eff(%): 3.242 | loglstar: -inf < -3.562 < inf | logz: -26.322 +/- 0.435 | dlogz: 0.095 > 0.109
iter: 2638 | +14 | bound: 31 | nc: 1 | ncall: 81776 | eff(%): 3.244 | loglstar: -inf < -3.549 < inf | logz: -26.322 +/- 0.435 | dlogz: 0.094 > 0.109
iter: 2638 | +15 | bound: 31 | nc: 1 | ncall: 81777 | eff(%): 3.245 | loglstar: -inf < -3.549 < inf | logz: -26.321 +/- 0.435 | dlogz: 0.093 > 0.109
iter: 2638 | +16 | bound: 31 | nc: 1 | ncall: 81778 | eff(%): 3.246 | loglstar: -inf < -3.545 < inf | logz: -26.321 +/- 0.435 | dlogz: 0.092 > 0.109
iter: 2638 | +17 | bound: 31 | nc: 1 | ncall: 81779 | eff(%): 3.247 | loglstar: -inf < -3.528 < inf | logz: -26.321 +/- 0.435 | dlogz: 0.091 > 0.109
iter: 2638 | +18 | bound: 31 | nc: 1 | ncall: 81780 | eff(%): 3.248 | loglstar: -inf < -3.524 < inf | logz: -26.320 +/- 0.435 | dlogz: 0.090 > 0.109
iter: 2638 | +19 | bound: 31 | nc: 1 | ncall: 81781 | eff(%): 3.250 | loglstar: -inf < -3.524 < inf | logz: -26.320 +/- 0.435 | dlogz: 0.089 > 0.109
iter: 2638 | +20 | bound: 31 | nc: 1 | ncall: 81782 | eff(%): 3.251 | loglstar: -inf < -3.514 < inf | logz: -26.320 +/- 0.435 | dlogz: 0.088 > 0.109
iter: 2638 | +21 | bound: 31 | nc: 1 | ncall: 81783 | eff(%): 3.252 | loglstar: -inf < -3.506 < inf | logz: -26.319 +/- 0.435 | dlogz: 0.086 > 0.109
iter: 2638 | +22 | bound: 31 | nc: 1 | ncall: 81784 | eff(%): 3.253 | loglstar: -inf < -3.504 < inf | logz: -26.319 +/- 0.435 | dlogz: 0.085 > 0.109
iter: 2638 | +23 | bound: 31 | nc: 1 | ncall: 81785 | eff(%): 3.255 | loglstar: -inf < -3.493 < inf | logz: -26.319 +/- 0.435 | dlogz: 0.084 > 0.109
iter: 2638 | +24 | bound: 31 | nc: 1 | ncall: 81786 | eff(%): 3.256 | loglstar: -inf < -3.483 < inf | logz: -26.318 +/- 0.435 | dlogz: 0.083 > 0.109
iter: 2638 | +25 | bound: 31 | nc: 1 | ncall: 81787 | eff(%): 3.257 | loglstar: -inf < -3.482 < inf | logz: -26.318 +/- 0.436 | dlogz: 0.082 > 0.109
iter: 2638 | +26 | bound: 31 | nc: 1 | ncall: 81788 | eff(%): 3.258 | loglstar: -inf < -3.474 < inf | logz: -26.318 +/- 0.436 | dlogz: 0.081 > 0.109
iter: 2638 | +27 | bound: 31 | nc: 1 | ncall: 81789 | eff(%): 3.259 | loglstar: -inf < -3.466 < inf | logz: -26.317 +/- 0.436 | dlogz: 0.080 > 0.109
iter: 2638 | +28 | bound: 31 | nc: 1 | ncall: 81790 | eff(%): 3.261 | loglstar: -inf < -3.455 < inf | logz: -26.317 +/- 0.436 | dlogz: 0.079 > 0.109
iter: 2638 | +29 | bound: 31 | nc: 1 | ncall: 81791 | eff(%): 3.262 | loglstar: -inf < -3.444 < inf | logz: -26.317 +/- 0.436 | dlogz: 0.078 > 0.109
iter: 2638 | +30 | bound: 31 | nc: 1 | ncall: 81792 | eff(%): 3.263 | loglstar: -inf < -3.423 < inf | logz: -26.316 +/- 0.436 | dlogz: 0.077 > 0.109
iter: 2638 | +31 | bound: 31 | nc: 1 | ncall: 81793 | eff(%): 3.264 | loglstar: -inf < -3.420 < inf | logz: -26.316 +/- 0.436 | dlogz: 0.076 > 0.109
iter: 2638 | +32 | bound: 31 | nc: 1 | ncall: 81794 | eff(%): 3.266 | loglstar: -inf < -3.415 < inf | logz: -26.316 +/- 0.436 | dlogz: 0.075 > 0.109
iter: 2638 | +33 | bound: 31 | nc: 1 | ncall: 81795 | eff(%): 3.267 | loglstar: -inf < -3.414 < inf | logz: -26.315 +/- 0.436 | dlogz: 0.074 > 0.109
iter: 2638 | +34 | bound: 31 | nc: 1 | ncall: 81796 | eff(%): 3.268 | loglstar: -inf < -3.406 < inf | logz: -26.315 +/- 0.436 | dlogz: 0.073 > 0.109
iter: 2638 | +35 | bound: 31 | nc: 1 | ncall: 81797 | eff(%): 3.269 | loglstar: -inf < -3.403 < inf | logz: -26.315 +/- 0.436 | dlogz: 0.072 > 0.109
iter: 2638 | +36 | bound: 31 | nc: 1 | ncall: 81798 | eff(%): 3.270 | loglstar: -inf < -3.387 < inf | logz: -26.314 +/- 0.436 | dlogz: 0.070 > 0.109
iter: 2638 | +37 | bound: 31 | nc: 1 | ncall: 81799 | eff(%): 3.272 | loglstar: -inf < -3.372 < inf | logz: -26.314 +/- 0.436 | dlogz: 0.069 > 0.109
iter: 2638 | +38 | bound: 31 | nc: 1 | ncall: 81800 | eff(%): 3.273 | loglstar: -inf < -3.359 < inf | logz: -26.314 +/- 0.436 | dlogz: 0.068 > 0.109
iter: 2638 | +39 | bound: 31 | nc: 1 | ncall: 81801 | eff(%): 3.274 | loglstar: -inf < -3.359 < inf | logz: -26.313 +/- 0.436 | dlogz: 0.067 > 0.109
iter: 2638 | +40 | bound: 31 | nc: 1 | ncall: 81802 | eff(%): 3.275 | loglstar: -inf < -3.333 < inf | logz: -26.313 +/- 0.436 | dlogz: 0.066 > 0.109
iter: 2638 | +41 | bound: 31 | nc: 1 | ncall: 81803 | eff(%): 3.277 | loglstar: -inf < -3.319 < inf | logz: -26.312 +/- 0.436 | dlogz: 0.065 > 0.109
iter: 2638 | +42 | bound: 31 | nc: 1 | ncall: 81804 | eff(%): 3.278 | loglstar: -inf < -3.307 < inf | logz: -26.312 +/- 0.436 | dlogz: 0.064 > 0.109
iter: 2638 | +43 | bound: 31 | nc: 1 | ncall: 81805 | eff(%): 3.279 | loglstar: -inf < -3.302 < inf | logz: -26.312 +/- 0.436 | dlogz: 0.063 > 0.109
iter: 2638 | +44 | bound: 31 | nc: 1 | ncall: 81806 | eff(%): 3.280 | loglstar: -inf < -3.298 < inf | logz: -26.311 +/- 0.436 | dlogz: 0.062 > 0.109
iter: 2638 | +45 | bound: 31 | nc: 1 | ncall: 81807 | eff(%): 3.281 | loglstar: -inf < -3.295 < inf | logz: -26.311 +/- 0.436 | dlogz: 0.061 > 0.109
iter: 2638 | +46 | bound: 31 | nc: 1 | ncall: 81808 | eff(%): 3.283 | loglstar: -inf < -3.281 < inf | logz: -26.311 +/- 0.436 | dlogz: 0.060 > 0.109
iter: 2638 | +47 | bound: 31 | nc: 1 | ncall: 81809 | eff(%): 3.284 | loglstar: -inf < -3.280 < inf | logz: -26.310 +/- 0.436 | dlogz: 0.059 > 0.109
iter: 2638 | +48 | bound: 31 | nc: 1 | ncall: 81810 | eff(%): 3.285 | loglstar: -inf < -3.262 < inf | logz: -26.310 +/- 0.436 | dlogz: 0.058 > 0.109
iter: 2638 | +49 | bound: 31 | nc: 1 | ncall: 81811 | eff(%): 3.286 | loglstar: -inf < -3.257 < inf | logz: -26.309 +/- 0.436 | dlogz: 0.056 > 0.109
iter: 2638 | +50 | bound: 31 | nc: 1 | ncall: 81812 | eff(%): 3.288 | loglstar: -inf < -3.250 < inf | logz: -26.309 +/- 0.436 | dlogz: 0.055 > 0.109
iter: 2638 | +51 | bound: 31 | nc: 1 | ncall: 81813 | eff(%): 3.289 | loglstar: -inf < -3.242 < inf | logz: -26.308 +/- 0.436 | dlogz: 0.054 > 0.109
iter: 2638 | +52 | bound: 31 | nc: 1 | ncall: 81814 | eff(%): 3.290 | loglstar: -inf < -3.241 < inf | logz: -26.308 +/- 0.436 | dlogz: 0.053 > 0.109
iter: 2638 | +53 | bound: 31 | nc: 1 | ncall: 81815 | eff(%): 3.291 | loglstar: -inf < -3.221 < inf | logz: -26.308 +/- 0.436 | dlogz: 0.052 > 0.109
iter: 2638 | +54 | bound: 31 | nc: 1 | ncall: 81816 | eff(%): 3.292 | loglstar: -inf < -3.209 < inf | logz: -26.307 +/- 0.436 | dlogz: 0.051 > 0.109
iter: 2638 | +55 | bound: 31 | nc: 1 | ncall: 81817 | eff(%): 3.294 | loglstar: -inf < -3.202 < inf | logz: -26.307 +/- 0.436 | dlogz: 0.050 > 0.109
iter: 2638 | +56 | bound: 31 | nc: 1 | ncall: 81818 | eff(%): 3.295 | loglstar: -inf < -3.199 < inf | logz: -26.306 +/- 0.436 | dlogz: 0.049 > 0.109
iter: 2638 | +57 | bound: 31 | nc: 1 | ncall: 81819 | eff(%): 3.296 | loglstar: -inf < -3.195 < inf | logz: -26.306 +/- 0.436 | dlogz: 0.048 > 0.109
iter: 2638 | +58 | bound: 31 | nc: 1 | ncall: 81820 | eff(%): 3.297 | loglstar: -inf < -3.186 < inf | logz: -26.306 +/- 0.436 | dlogz: 0.047 > 0.109
iter: 2638 | +59 | bound: 31 | nc: 1 | ncall: 81821 | eff(%): 3.299 | loglstar: -inf < -3.146 < inf | logz: -26.305 +/- 0.436 | dlogz: 0.046 > 0.109
iter: 2638 | +60 | bound: 31 | nc: 1 | ncall: 81822 | eff(%): 3.300 | loglstar: -inf < -3.114 < inf | logz: -26.305 +/- 0.436 | dlogz: 0.045 > 0.109
iter: 2638 | +61 | bound: 31 | nc: 1 | ncall: 81823 | eff(%): 3.301 | loglstar: -inf < -3.086 < inf | logz: -26.304 +/- 0.436 | dlogz: 0.044 > 0.109
iter: 2638 | +62 | bound: 31 | nc: 1 | ncall: 81824 | eff(%): 3.302 | loglstar: -inf < -3.083 < inf | logz: -26.304 +/- 0.436 | dlogz: 0.042 > 0.109
iter: 2638 | +63 | bound: 31 | nc: 1 | ncall: 81825 | eff(%): 3.303 | loglstar: -inf < -3.081 < inf | logz: -26.303 +/- 0.436 | dlogz: 0.041 > 0.109
iter: 2638 | +64 | bound: 31 | nc: 1 | ncall: 81826 | eff(%): 3.305 | loglstar: -inf < -3.074 < inf | logz: -26.303 +/- 0.436 | dlogz: 0.040 > 0.109
iter: 2638 | +65 | bound: 31 | nc: 1 | ncall: 81827 | eff(%): 3.306 | loglstar: -inf < -3.071 < inf | logz: -26.302 +/- 0.437 | dlogz: 0.039 > 0.109
iter: 2638 | +66 | bound: 31 | nc: 1 | ncall: 81828 | eff(%): 3.307 | loglstar: -inf < -3.067 < inf | logz: -26.302 +/- 0.437 | dlogz: 0.038 > 0.109
iter: 2638 | +67 | bound: 31 | nc: 1 | ncall: 81829 | eff(%): 3.308 | loglstar: -inf < -3.065 < inf | logz: -26.301 +/- 0.437 | dlogz: 0.037 > 0.109
iter: 2638 | +68 | bound: 31 | nc: 1 | ncall: 81830 | eff(%): 3.310 | loglstar: -inf < -3.060 < inf | logz: -26.301 +/- 0.437 | dlogz: 0.036 > 0.109
iter: 2638 | +69 | bound: 31 | nc: 1 | ncall: 81831 | eff(%): 3.311 | loglstar: -inf < -3.052 < inf | logz: -26.300 +/- 0.437 | dlogz: 0.035 > 0.109
iter: 2638 | +70 | bound: 31 | nc: 1 | ncall: 81832 | eff(%): 3.312 | loglstar: -inf < -3.042 < inf | logz: -26.300 +/- 0.437 | dlogz: 0.034 > 0.109
iter: 2638 | +71 | bound: 31 | nc: 1 | ncall: 81833 | eff(%): 3.313 | loglstar: -inf < -3.035 < inf | logz: -26.299 +/- 0.437 | dlogz: 0.033 > 0.109
iter: 2638 | +72 | bound: 31 | nc: 1 | ncall: 81834 | eff(%): 3.314 | loglstar: -inf < -3.034 < inf | logz: -26.299 +/- 0.437 | dlogz: 0.032 > 0.109
iter: 2638 | +73 | bound: 31 | nc: 1 | ncall: 81835 | eff(%): 3.316 | loglstar: -inf < -3.025 < inf | logz: -26.298 +/- 0.437 | dlogz: 0.030 > 0.109
iter: 2638 | +74 | bound: 31 | nc: 1 | ncall: 81836 | eff(%): 3.317 | loglstar: -inf < -3.006 < inf | logz: -26.298 +/- 0.437 | dlogz: 0.029 > 0.109
iter: 2638 | +75 | bound: 31 | nc: 1 | ncall: 81837 | eff(%): 3.318 | loglstar: -inf < -2.988 < inf | logz: -26.297 +/- 0.437 | dlogz: 0.028 > 0.109
iter: 2638 | +76 | bound: 31 | nc: 1 | ncall: 81838 | eff(%): 3.319 | loglstar: -inf < -2.930 < inf | logz: -26.297 +/- 0.437 | dlogz: 0.027 > 0.109
iter: 2638 | +77 | bound: 31 | nc: 1 | ncall: 81839 | eff(%): 3.321 | loglstar: -inf < -2.822 < inf | logz: -26.296 +/- 0.437 | dlogz: 0.026 > 0.109
iter: 2638 | +78 | bound: 31 | nc: 1 | ncall: 81840 | eff(%): 3.322 | loglstar: -inf < -2.811 < inf | logz: -26.296 +/- 0.437 | dlogz: 0.025 > 0.109
iter: 2638 | +79 | bound: 31 | nc: 1 | ncall: 81841 | eff(%): 3.323 | loglstar: -inf < -2.811 < inf | logz: -26.295 +/- 0.437 | dlogz: 0.024 > 0.109
iter: 2638 | +80 | bound: 31 | nc: 1 | ncall: 81842 | eff(%): 3.324 | loglstar: -inf < -2.802 < inf | logz: -26.294 +/- 0.438 | dlogz: 0.023 > 0.109
iter: 2638 | +81 | bound: 31 | nc: 1 | ncall: 81843 | eff(%): 3.326 | loglstar: -inf < -2.782 < inf | logz: -26.294 +/- 0.438 | dlogz: 0.022 > 0.109
iter: 2638 | +82 | bound: 31 | nc: 1 | ncall: 81844 | eff(%): 3.327 | loglstar: -inf < -2.776 < inf | logz: -26.293 +/- 0.438 | dlogz: 0.021 > 0.109
iter: 2638 | +83 | bound: 31 | nc: 1 | ncall: 81845 | eff(%): 3.328 | loglstar: -inf < -2.770 < inf | logz: -26.292 +/- 0.438 | dlogz: 0.020 > 0.109
iter: 2638 | +84 | bound: 31 | nc: 1 | ncall: 81846 | eff(%): 3.329 | loglstar: -inf < -2.769 < inf | logz: -26.292 +/- 0.438 | dlogz: 0.018 > 0.109
iter: 2638 | +85 | bound: 31 | nc: 1 | ncall: 81847 | eff(%): 3.330 | loglstar: -inf < -2.727 < inf | logz: -26.291 +/- 0.438 | dlogz: 0.017 > 0.109
iter: 2638 | +86 | bound: 31 | nc: 1 | ncall: 81848 | eff(%): 3.332 | loglstar: -inf < -2.697 < inf | logz: -26.290 +/- 0.438 | dlogz: 0.016 > 0.109
iter: 2638 | +87 | bound: 31 | nc: 1 | ncall: 81849 | eff(%): 3.333 | loglstar: -inf < -2.684 < inf | logz: -26.290 +/- 0.439 | dlogz: 0.015 > 0.109
iter: 2638 | +88 | bound: 31 | nc: 1 | ncall: 81850 | eff(%): 3.334 | loglstar: -inf < -2.660 < inf | logz: -26.289 +/- 0.439 | dlogz: 0.014 > 0.109
iter: 2638 | +89 | bound: 31 | nc: 1 | ncall: 81851 | eff(%): 3.335 | loglstar: -inf < -2.646 < inf | logz: -26.288 +/- 0.439 | dlogz: 0.013 > 0.109
iter: 2638 | +90 | bound: 31 | nc: 1 | ncall: 81852 | eff(%): 3.337 | loglstar: -inf < -2.592 < inf | logz: -26.287 +/- 0.439 | dlogz: 0.012 > 0.109
iter: 2638 | +91 | bound: 31 | nc: 1 | ncall: 81853 | eff(%): 3.338 | loglstar: -inf < -2.575 < inf | logz: -26.287 +/- 0.440 | dlogz: 0.011 > 0.109
iter: 2638 | +92 | bound: 31 | nc: 1 | ncall: 81854 | eff(%): 3.339 | loglstar: -inf < -2.570 < inf | logz: -26.286 +/- 0.440 | dlogz: 0.010 > 0.109
iter: 2638 | +93 | bound: 31 | nc: 1 | ncall: 81855 | eff(%): 3.340 | loglstar: -inf < -2.544 < inf | logz: -26.285 +/- 0.440 | dlogz: 0.009 > 0.109
iter: 2638 | +94 | bound: 31 | nc: 1 | ncall: 81856 | eff(%): 3.341 | loglstar: -inf < -2.539 < inf | logz: -26.284 +/- 0.441 | dlogz: 0.008 > 0.109
iter: 2638 | +95 | bound: 31 | nc: 1 | ncall: 81857 | eff(%): 3.343 | loglstar: -inf < -2.416 < inf | logz: -26.283 +/- 0.441 | dlogz: 0.007 > 0.109
iter: 2638 | +96 | bound: 31 | nc: 1 | ncall: 81858 | eff(%): 3.344 | loglstar: -inf < -2.378 < inf | logz: -26.283 +/- 0.442 | dlogz: 0.005 > 0.109
iter: 2638 | +97 | bound: 31 | nc: 1 | ncall: 81859 | eff(%): 3.345 | loglstar: -inf < -2.330 < inf | logz: -26.282 +/- 0.443 | dlogz: 0.004 > 0.109
iter: 2638 | +98 | bound: 31 | nc: 1 | ncall: 81860 | eff(%): 3.346 | loglstar: -inf < -2.252 < inf | logz: -26.280 +/- 0.444 | dlogz: 0.003 > 0.109
iter: 2638 | +99 | bound: 31 | nc: 1 | ncall: 81861 | eff(%): 3.348 | loglstar: -inf < -2.250 < inf | logz: -26.279 +/- 0.446 | dlogz: 0.002 > 0.109
iter: 2638 | +100 | bound: 31 | nc: 1 | ncall: 81862 | eff(%): 3.349 | loglstar: -inf < -2.242 < inf | logz: -26.278 +/- 0.449 | dlogz: 0.001 > 0.109 Finished PSF psf_photometry with median residuals of -0.31%
HST calibrated PSF photometry:
ra ... exp
------------------ ... --------------------------------------------
322.4175422143207 ... hst_16264_12_wfc3_ir_f110w_iebc12q3_flt.fits
322.41754063579793 ... hst_16264_12_wfc3_ir_f110w_iebc12q5_flt.fits
322.41753809273035 ... hst_16264_12_wfc3_ir_f110w_iebc12q7_flt.fits
322.4175443162676 ... iebc12q3q_flt.fits
322.4175416385063 ... iebc12q5q_flt.fits
322.4175406884735 ... iebc12q7q_flt.fits
JWST: locate files
jwst_obs_id = "jw02767-o002_t001_nircam_clear-f150w"
sn_jwst = SkyCoord("21:29:40.2103", "+0:05:24.158", unit=(u.hourangle, u.deg))
if RUN_NETWORK:
from astroquery.mast import Observations
obs_table = Observations.query_criteria(obs_id=jwst_obs_id)
prods = Observations.get_product_list(obs_table)
prods3 = prods[prods["calib_level"] == 3]
prods3 = prods3[prods3["productSubGroupDescription"] == "I2D"]
prods = prods[prods["calib_level"] == 2]
prods = prods[prods["productSubGroupDescription"] == "CAL"]
Observations.download_products(prods, extension="fits")
Observations.download_products(prods3, extension="fits")
jwst_files = sorted(space_phot.util.filter_dict_from_list(glob.glob("mastDownload/JWST/*/*cal.fits"),
sn_jwst)['F150W'])
else:
jwst_files = sorted(space_phot.util.filter_dict_from_list(glob.glob("mastDownload/JWST/*/*cal.fits"),
sn_jwst)['F150W'])
if len(jwst_files) == 0:
raise RuntimeError(
"No JWST files found. Either pre-download into mastDownload/ "
"or set SPACE_PHOT_DOCS_NETWORK=1 for docs builds."
)
print(f"JWST files: {len(jwst_files)}")
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00007_nrcb1/jw02767002001_02103_00007_nrcb1_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00004_nrcb2/jw02767002001_02103_00004_nrcb2_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00007_nrcb2/jw02767002001_02103_00007_nrcb2_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00004_nrcb1/jw02767002001_02103_00004_nrcb1_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00005_nrcb1/jw02767002001_02103_00005_nrcb1_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00006_nrcb1/jw02767002001_02103_00006_nrcb1_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00008_nrcb1/jw02767002001_02103_00008_nrcb1_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00002_nrcb2/jw02767002001_02103_00002_nrcb2_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00002_nrcb1/jw02767002001_02103_00002_nrcb1_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00001_nrcb1/jw02767002001_02103_00001_nrcb1_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00005_nrcb2/jw02767002001_02103_00005_nrcb2_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00006_nrcb2/jw02767002001_02103_00006_nrcb2_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00006_nrcb3/jw02767002001_02103_00006_nrcb3_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00008_nrcb3/jw02767002001_02103_00008_nrcb3_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00003_nrcb3/jw02767002001_02103_00003_nrcb3_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00001_nrcb4/jw02767002001_02103_00001_nrcb4_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00007_nrcb3/jw02767002001_02103_00007_nrcb3_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00001_nrcb2/jw02767002001_02103_00001_nrcb2_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00004_nrcb3/jw02767002001_02103_00004_nrcb3_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00005_nrcb3/jw02767002001_02103_00005_nrcb3_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00004_nrcb4/jw02767002001_02103_00004_nrcb4_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00008_nrcb2/jw02767002001_02103_00008_nrcb2_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00007_nrcb4/jw02767002001_02103_00007_nrcb4_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00008_nrcb4/jw02767002001_02103_00008_nrcb4_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00003_nrcb2/jw02767002001_02103_00003_nrcb2_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00006_nrcb4/jw02767002001_02103_00006_nrcb4_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00002_nrcb3/jw02767002001_02103_00002_nrcb3_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00003_nrcb4/jw02767002001_02103_00003_nrcb4_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00001_nrcb3/jw02767002001_02103_00001_nrcb3_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00003_nrcb1/jw02767002001_02103_00003_nrcb1_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00005_nrcb4/jw02767002001_02103_00005_nrcb4_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767002001_02103_00002_nrcb4/jw02767002001_02103_00002_nrcb4_cal.fits with expected size 117573120. [astroquery.query]
INFO: Found cached file ./mastDownload/JWST/jw02767-o002_t001_nircam_clear-f150w/jw02767-o002_t001_nircam_clear-f150w_i2d.fits with expected size 574928640. [astroquery.query]
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T10:53:00.495' from MJD-BEG.
Set DATE-AVG to '2022-10-06T10:58:17.229' from MJD-AVG.
Set DATE-END to '2022-10-06T11:03:33.964' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 4.990631 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.569078 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233365857.162 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T11:39:32.108' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:44:48.843' from MJD-AVG.
Set DATE-END to '2022-10-06T11:50:05.577' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 5.062252 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.601319 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233383698.910 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T11:39:32.044' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:44:48.778' from MJD-AVG.
Set DATE-END to '2022-10-06T11:50:05.513' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 5.062250 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.601318 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233383698.495 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T11:04:59.855' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:10:16.589' from MJD-AVG.
Set DATE-END to '2022-10-06T11:15:33.324' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 5.009083 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.577389 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233370405.449 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T11:28:15.693' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:33:32.428' from MJD-AVG.
Set DATE-END to '2022-10-06T11:38:49.162' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 5.044894 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.593510 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233379328.493 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T11:28:15.629' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:33:32.363' from MJD-AVG.
Set DATE-END to '2022-10-06T11:38:49.098' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 5.044893 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.593510 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233379328.081 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T10:41:44.080' from MJD-BEG.
Set DATE-AVG to '2022-10-06T10:47:00.814' from MJD-AVG.
Set DATE-END to '2022-10-06T10:52:17.549' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 4.973283 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.561260 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233361611.708 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T10:29:44.720' from MJD-BEG.
Set DATE-AVG to '2022-10-06T10:35:01.454' from MJD-AVG.
Set DATE-END to '2022-10-06T10:40:18.189' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 4.954836 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.552944 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233357129.869 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T11:16:16.270' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:21:33.004' from MJD-AVG.
Set DATE-END to '2022-10-06T11:26:49.739' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 5.026435 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.585203 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233374713.411 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T10:18:28.305' from MJD-BEG.
Set DATE-AVG to '2022-10-06T10:23:45.039' from MJD-AVG.
Set DATE-END to '2022-10-06T10:29:01.774' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 4.937494 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.545121 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233352946.798 from OBSGEO-[XYZ]'.
warnings.warn(
JWST files: 8
Run JWST PSF photometry
obs_jwst = space_phot.observation2(jwst_files)
psfs_jwst = space_phot.get_jwst_psf(obs_jwst, sn_jwst)
plt.figure()
plt.imshow(psfs_jwst[0].data, origin="lower")
plt.title("Example JWST PSF model")
plt.colorbar()
plt.tight_layout()
obs_jwst.psf_photometry(
psfs_jwst,
sn_jwst,
bounds={"flux": [-3000, 1000], "centroid": [-1.0, 1.0], "bkg": [0, 50]},
fit_width=5,
fit_bkg=True,
fit_flux="single",
)
obs_jwst.plot_psf_fit()
plt.close()
obs_jwst.plot_psf_posterior(minweight=0.0005)
plt.close()
print("JWST calibrated PSF photometry:")
print(obs_jwst.psf_result.phot_cal_table)
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.229 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.226 | dlogz: inf > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 5 | bound: 0 | nc: 2 | ncall: 106 | eff(%): 4.717 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 5.607 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.231 | dlogz: inf > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 6.481 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.229 | dlogz: inf > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 7.339 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.228 | dlogz: inf > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 8.182 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.009 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 9.821 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 10.619 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.231 | dlogz: inf > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 11.404 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.230 | dlogz: inf > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 12.174 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 15 | bound: 0 | nc: 3 | ncall: 118 | eff(%): 12.712 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 13.445 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 14.167 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 121 | eff(%): 14.876 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 122 | eff(%): 15.574 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 16.260 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 16.935 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 17.600 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 23 | bound: 0 | nc: 2 | ncall: 127 | eff(%): 18.110 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 24 | bound: 0 | nc: 2 | ncall: 129 | eff(%): 18.605 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 130 | eff(%): 19.231 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 131 | eff(%): 19.847 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 132 | eff(%): 20.455 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 133 | eff(%): 21.053 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 29 | bound: 0 | nc: 2 | ncall: 135 | eff(%): 21.481 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 22.059 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 22.628 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 138 | eff(%): 23.188 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 139 | eff(%): 23.741 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 24.286 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 24.823 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 36 | bound: 0 | nc: 2 | ncall: 143 | eff(%): 25.175 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 37 | bound: 0 | nc: 2 | ncall: 145 | eff(%): 25.517 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 146 | eff(%): 26.027 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 147 | eff(%): 26.531 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 148 | eff(%): 27.027 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 149 | eff(%): 27.517 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 150 | eff(%): 28.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 28.477 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 28.947 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 45 | bound: 0 | nc: 2 | ncall: 154 | eff(%): 29.221 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 46 | bound: 0 | nc: 1 | ncall: 155 | eff(%): 29.677 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 47 | bound: 0 | nc: 1 | ncall: 156 | eff(%): 30.128 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 48 | bound: 0 | nc: 2 | ncall: 158 | eff(%): 30.380 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 159 | eff(%): 30.818 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 160 | eff(%): 31.250 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 51 | bound: 0 | nc: 1 | ncall: 161 | eff(%): 31.677 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 52 | bound: 0 | nc: 1 | ncall: 162 | eff(%): 32.099 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 163 | eff(%): 32.515 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 54 | bound: 0 | nc: 1 | ncall: 164 | eff(%): 32.927 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 165 | eff(%): 33.333 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 166 | eff(%): 33.735 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 167 | eff(%): 34.132 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 58 | bound: 0 | nc: 3 | ncall: 170 | eff(%): 34.118 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 59 | bound: 0 | nc: 2 | ncall: 172 | eff(%): 34.302 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 173 | eff(%): 34.682 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 61 | bound: 0 | nc: 3 | ncall: 176 | eff(%): 34.659 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 177 | eff(%): 35.028 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 63 | bound: 0 | nc: 1 | ncall: 178 | eff(%): 35.393 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 64 | bound: 0 | nc: 2 | ncall: 180 | eff(%): 35.556 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 65 | bound: 0 | nc: 1 | ncall: 181 | eff(%): 35.912 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 66 | bound: 0 | nc: 2 | ncall: 183 | eff(%): 36.066 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 184 | eff(%): 36.413 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 68 | bound: 0 | nc: 3 | ncall: 187 | eff(%): 36.364 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 188 | eff(%): 36.702 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 70 | bound: 0 | nc: 1 | ncall: 189 | eff(%): 37.037 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 71 | bound: 0 | nc: 2 | ncall: 191 | eff(%): 37.173 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
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iter: 74 | bound: 0 | nc: 1 | ncall: 195 | eff(%): 37.949 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 75 | bound: 0 | nc: 1 | ncall: 196 | eff(%): 38.265 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 76 | bound: 0 | nc: 1 | ncall: 197 | eff(%): 38.579 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 77 | bound: 0 | nc: 1 | ncall: 198 | eff(%): 38.889 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 78 | bound: 0 | nc: 2 | ncall: 200 | eff(%): 39.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 79 | bound: 0 | nc: 4 | ncall: 204 | eff(%): 38.725 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
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iter: 81 | bound: 0 | nc: 1 | ncall: 206 | eff(%): 39.320 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 82 | bound: 0 | nc: 1 | ncall: 207 | eff(%): 39.614 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 83 | bound: 0 | nc: 3 | ncall: 210 | eff(%): 39.524 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 84 | bound: 0 | nc: 8 | ncall: 218 | eff(%): 38.532 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 85 | bound: 0 | nc: 3 | ncall: 221 | eff(%): 38.462 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 86 | bound: 0 | nc: 1 | ncall: 222 | eff(%): 38.739 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 87 | bound: 0 | nc: 2 | ncall: 224 | eff(%): 38.839 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 88 | bound: 0 | nc: 5 | ncall: 229 | eff(%): 38.428 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 89 | bound: 0 | nc: 4 | ncall: 233 | eff(%): 38.197 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 90 | bound: 0 | nc: 2 | ncall: 235 | eff(%): 38.298 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
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iter: 92 | bound: 0 | nc: 2 | ncall: 241 | eff(%): 38.174 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
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iter: 95 | bound: 0 | nc: 2 | ncall: 245 | eff(%): 38.776 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
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iter: 97 | bound: 0 | nc: 1 | ncall: 249 | eff(%): 38.956 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 98 | bound: 0 | nc: 2 | ncall: 251 | eff(%): 39.044 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 99 | bound: 0 | nc: 1 | ncall: 252 | eff(%): 39.286 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 100 | bound: 0 | nc: 3 | ncall: 255 | eff(%): 39.216 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 101 | bound: 0 | nc: 1 | ncall: 256 | eff(%): 39.453 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
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iter: 104 | bound: 0 | nc: 1 | ncall: 260 | eff(%): 40.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
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iter: 112 | bound: 0 | nc: 4 | ncall: 281 | eff(%): 39.858 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 113 | bound: 0 | nc: 4 | ncall: 285 | eff(%): 39.649 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
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iter: 123 | bound: 0 | nc: 1 | ncall: 308 | eff(%): 39.935 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
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iter: 180 | bound: 0 | nc: 2 | ncall: 568 | eff(%): 31.690 | loglstar: -inf < -998291.407 < inf | logz: -998298.497 +/- 0.266 | dlogz: inf > 0.109
iter: 181 | bound: 0 | nc: 9 | ncall: 577 | eff(%): 31.369 | loglstar: -inf < -965760.714 < inf | logz: -965767.814 +/- 0.266 | dlogz: 980529.541 > 0.109
iter: 182 | bound: 0 | nc: 5 | ncall: 582 | eff(%): 31.271 | loglstar: -inf < -953875.587 < inf | logz: -953882.696 +/- 0.266 | dlogz: 947998.848 > 0.109
iter: 183 | bound: 0 | nc: 2 | ncall: 584 | eff(%): 31.336 | loglstar: -inf < -948746.261 < inf | logz: -948753.380 +/- 0.266 | dlogz: 936113.720 > 0.109
iter: 184 | bound: 0 | nc: 1 | ncall: 585 | eff(%): 31.453 | loglstar: -inf < -937654.602 < inf | logz: -937661.731 +/- 0.266 | dlogz: 930984.395 > 0.109
iter: 185 | bound: 0 | nc: 10 | ncall: 595 | eff(%): 31.092 | loglstar: -inf < -916727.354 < inf | logz: -916734.493 +/- 0.267 | dlogz: 919892.735 > 0.109
iter: 186 | bound: 0 | nc: 8 | ncall: 603 | eff(%): 30.846 | loglstar: -inf < -886795.845 < inf | logz: -886802.994 +/- 0.267 | dlogz: 898965.487 > 0.109
iter: 187 | bound: 0 | nc: 3 | ncall: 606 | eff(%): 30.858 | loglstar: -inf < -877799.541 < inf | logz: -877806.700 +/- 0.267 | dlogz: 869033.979 > 0.109
iter: 188 | bound: 0 | nc: 1 | ncall: 607 | eff(%): 30.972 | loglstar: -inf < -852350.980 < inf | logz: -852358.149 +/- 0.267 | dlogz: 860037.675 > 0.109
iter: 189 | bound: 0 | nc: 3 | ncall: 610 | eff(%): 30.984 | loglstar: -inf < -846491.170 < inf | logz: -846498.349 +/- 0.267 | dlogz: 834589.113 > 0.109
iter: 190 | bound: 0 | nc: 5 | ncall: 615 | eff(%): 30.894 | loglstar: -inf < -844328.645 < inf | logz: -844335.834 +/- 0.267 | dlogz: 828729.303 > 0.109
iter: 191 | bound: 0 | nc: 5 | ncall: 620 | eff(%): 30.806 | loglstar: -inf < -843417.632 < inf | logz: -843424.831 +/- 0.268 | dlogz: 826566.778 > 0.109
iter: 192 | bound: 0 | nc: 2 | ncall: 622 | eff(%): 30.868 | loglstar: -inf < -835952.118 < inf | logz: -835959.327 +/- 0.268 | dlogz: 825655.766 > 0.109
iter: 193 | bound: 0 | nc: 8 | ncall: 630 | eff(%): 30.635 | loglstar: -inf < -831708.359 < inf | logz: -831715.578 +/- 0.268 | dlogz: 818190.252 > 0.109
iter: 194 | bound: 0 | nc: 2 | ncall: 632 | eff(%): 30.696 | loglstar: -inf < -818369.198 < inf | logz: -818376.427 +/- 0.268 | dlogz: 813946.493 > 0.109
iter: 195 | bound: 0 | nc: 5 | ncall: 637 | eff(%): 30.612 | loglstar: -inf < -772722.253 < inf | logz: -772729.492 +/- 0.268 | dlogz: 800607.332 > 0.109
iter: 196 | bound: 0 | nc: 17 | ncall: 654 | eff(%): 29.969 | loglstar: -inf < -766925.259 < inf | logz: -766932.508 +/- 0.269 | dlogz: 754960.386 > 0.109
iter: 197 | bound: 0 | nc: 11 | ncall: 665 | eff(%): 29.624 | loglstar: -inf < -752043.251 < inf | logz: -752050.510 +/- 0.269 | dlogz: 749163.392 > 0.109
iter: 198 | bound: 0 | nc: 9 | ncall: 674 | eff(%): 29.377 | loglstar: -inf < -750278.174 < inf | logz: -750285.442 +/- 0.269 | dlogz: 734281.385 > 0.109
iter: 199 | bound: 0 | nc: 12 | ncall: 686 | eff(%): 29.009 | loglstar: -inf < -747384.223 < inf | logz: -747391.501 +/- 0.269 | dlogz: 732516.307 > 0.109
iter: 200 | bound: 0 | nc: 23 | ncall: 709 | eff(%): 28.209 | loglstar: -inf < -728152.749 < inf | logz: -728160.037 +/- 0.269 | dlogz: 729622.356 > 0.109
iter: 201 | bound: 0 | nc: 23 | ncall: 732 | eff(%): 27.459 | loglstar: -inf < -725432.312 < inf | logz: -725439.611 +/- 0.269 | dlogz: 710390.882 > 0.109
iter: 202 | bound: 0 | nc: 10 | ncall: 742 | eff(%): 27.224 | loglstar: -inf < -712022.182 < inf | logz: -712029.490 +/- 0.270 | dlogz: 707670.446 > 0.109
iter: 203 | bound: 0 | nc: 4 | ncall: 746 | eff(%): 27.212 | loglstar: -inf < -690795.166 < inf | logz: -690802.484 +/- 0.270 | dlogz: 694260.315 > 0.109
iter: 204 | bound: 0 | nc: 1 | ncall: 747 | eff(%): 27.309 | loglstar: -inf < -664766.359 < inf | logz: -664773.687 +/- 0.270 | dlogz: 673033.299 > 0.109
iter: 205 | bound: 0 | nc: 5 | ncall: 752 | eff(%): 27.261 | loglstar: -inf < -663998.963 < inf | logz: -664006.301 +/- 0.270 | dlogz: 647004.492 > 0.109
iter: 206 | bound: 0 | nc: 1 | ncall: 753 | eff(%): 27.357 | loglstar: -inf < -634141.373 < inf | logz: -634148.721 +/- 0.270 | dlogz: 646237.096 > 0.109
iter: 207 | bound: 0 | nc: 10 | ncall: 763 | eff(%): 27.130 | loglstar: -inf < -634085.602 < inf | logz: -634092.960 +/- 0.271 | dlogz: 616379.506 > 0.109
iter: 208 | bound: 0 | nc: 3 | ncall: 766 | eff(%): 27.154 | loglstar: -inf < -615494.340 < inf | logz: -615501.708 +/- 0.271 | dlogz: 616323.735 > 0.109
iter: 209 | bound: 0 | nc: 1 | ncall: 767 | eff(%): 27.249 | loglstar: -inf < -613980.596 < inf | logz: -613987.973 +/- 0.271 | dlogz: 597732.473 > 0.109
iter: 210 | bound: 0 | nc: 2 | ncall: 769 | eff(%): 27.308 | loglstar: -inf < -607099.015 < inf | logz: -607106.403 +/- 0.271 | dlogz: 596218.729 > 0.109
iter: 211 | bound: 0 | nc: 9 | ncall: 778 | eff(%): 27.121 | loglstar: -inf < -601491.687 < inf | logz: -601499.085 +/- 0.271 | dlogz: 589337.148 > 0.109
iter: 212 | bound: 0 | nc: 10 | ncall: 788 | eff(%): 26.904 | loglstar: -inf < -600739.953 < inf | logz: -600747.361 +/- 0.271 | dlogz: 583729.820 > 0.109
iter: 213 | bound: 0 | nc: 1 | ncall: 789 | eff(%): 26.996 | loglstar: -inf < -595644.515 < inf | logz: -595651.933 +/- 0.272 | dlogz: 582978.087 > 0.109
iter: 214 | bound: 0 | nc: 10 | ncall: 799 | eff(%): 26.783 | loglstar: -inf < -584636.940 < inf | logz: -584644.367 +/- 0.272 | dlogz: 577882.649 > 0.109
iter: 215 | bound: 0 | nc: 2 | ncall: 801 | eff(%): 26.841 | loglstar: -inf < -578738.412 < inf | logz: -578745.849 +/- 0.272 | dlogz: 566875.073 > 0.109
iter: 216 | bound: 0 | nc: 2 | ncall: 803 | eff(%): 26.899 | loglstar: -inf < -576342.553 < inf | logz: -576350.001 +/- 0.272 | dlogz: 560976.545 > 0.109
iter: 217 | bound: 0 | nc: 4 | ncall: 807 | eff(%): 26.890 | loglstar: -inf < -561900.194 < inf | logz: -561907.652 +/- 0.272 | dlogz: 558580.686 > 0.109
iter: 218 | bound: 0 | nc: 6 | ncall: 813 | eff(%): 26.814 | loglstar: -inf < -560865.087 < inf | logz: -560872.554 +/- 0.273 | dlogz: 544138.327 > 0.109
iter: 219 | bound: 0 | nc: 12 | ncall: 825 | eff(%): 26.545 | loglstar: -inf < -560431.654 < inf | logz: -560439.131 +/- 0.273 | dlogz: 543103.220 > 0.109
iter: 220 | bound: 0 | nc: 3 | ncall: 828 | eff(%): 26.570 | loglstar: -inf < -558794.195 < inf | logz: -558801.683 +/- 0.273 | dlogz: 542669.787 > 0.109
iter: 221 | bound: 0 | nc: 10 | ncall: 838 | eff(%): 26.372 | loglstar: -inf < -552070.027 < inf | logz: -552077.525 +/- 0.273 | dlogz: 541032.329 > 0.109
iter: 222 | bound: 0 | nc: 6 | ncall: 844 | eff(%): 26.303 | loglstar: -inf < -549006.878 < inf | logz: -549014.386 +/- 0.273 | dlogz: 534308.161 > 0.109
iter: 223 | bound: 0 | nc: 8 | ncall: 852 | eff(%): 26.174 | loglstar: -inf < -545488.723 < inf | logz: -545496.240 +/- 0.273 | dlogz: 531245.012 > 0.109
iter: 224 | bound: 0 | nc: 18 | ncall: 870 | eff(%): 25.747 | loglstar: -inf < -532948.432 < inf | logz: -532955.959 +/- 0.274 | dlogz: 544386.806 > 0.109
iter: 225 | bound: 0 | nc: 15 | ncall: 885 | eff(%): 25.424 | loglstar: -inf < -524861.723 < inf | logz: -524869.261 +/- 0.274 | dlogz: 531846.515 > 0.109
iter: 226 | bound: 0 | nc: 2 | ncall: 887 | eff(%): 25.479 | loglstar: -inf < -521418.990 < inf | logz: -521426.537 +/- 0.274 | dlogz: 523759.807 > 0.109
iter: 227 | bound: 0 | nc: 14 | ncall: 901 | eff(%): 25.194 | loglstar: -inf < -507183.525 < inf | logz: -507191.082 +/- 0.274 | dlogz: 520317.073 > 0.109
iter: 228 | bound: 0 | nc: 6 | ncall: 907 | eff(%): 25.138 | loglstar: -inf < -505521.885 < inf | logz: -505529.452 +/- 0.274 | dlogz: 506081.608 > 0.109
iter: 229 | bound: 0 | nc: 2 | ncall: 909 | eff(%): 25.193 | loglstar: -inf < -504196.624 < inf | logz: -504204.201 +/- 0.275 | dlogz: 504419.968 > 0.109
iter: 230 | bound: 0 | nc: 4 | ncall: 913 | eff(%): 25.192 | loglstar: -inf < -503835.399 < inf | logz: -503842.986 +/- 0.275 | dlogz: 503094.707 > 0.109
iter: 231 | bound: 0 | nc: 16 | ncall: 929 | eff(%): 24.865 | loglstar: -inf < -503298.538 < inf | logz: -503306.135 +/- 0.275 | dlogz: 502733.482 > 0.109
iter: 232 | bound: 0 | nc: 17 | ncall: 946 | eff(%): 24.524 | loglstar: -inf < -500025.937 < inf | logz: -500033.543 +/- 0.275 | dlogz: 502196.622 > 0.109
iter: 233 | bound: 0 | nc: 22 | ncall: 968 | eff(%): 24.070 | loglstar: -inf < -498642.241 < inf | logz: -498649.858 +/- 0.275 | dlogz: 498924.020 > 0.109
iter: 234 | bound: 0 | nc: 7 | ncall: 975 | eff(%): 24.000 | loglstar: -inf < -492743.098 < inf | logz: -492750.725 +/- 0.275 | dlogz: 497540.325 > 0.109
iter: 235 | bound: 0 | nc: 4 | ncall: 979 | eff(%): 24.004 | loglstar: -inf < -476984.668 < inf | logz: -476992.305 +/- 0.276 | dlogz: 491641.181 > 0.109
iter: 236 | bound: 0 | nc: 7 | ncall: 986 | eff(%): 23.935 | loglstar: -inf < -462053.556 < inf | logz: -462061.202 +/- 0.276 | dlogz: 475882.751 > 0.109
iter: 237 | bound: 0 | nc: 3 | ncall: 989 | eff(%): 23.964 | loglstar: -inf < -461505.555 < inf | logz: -461513.211 +/- 0.276 | dlogz: 460951.639 > 0.109
iter: 238 | bound: 0 | nc: 19 | ncall: 1008 | eff(%): 23.611 | loglstar: -inf < -459613.057 < inf | logz: -459620.723 +/- 0.276 | dlogz: 460403.638 > 0.109
iter: 239 | bound: 0 | nc: 4 | ncall: 1012 | eff(%): 23.617 | loglstar: -inf < -459293.323 < inf | logz: -459300.999 +/- 0.276 | dlogz: 458511.140 > 0.109
iter: 240 | bound: 0 | nc: 6 | ncall: 1018 | eff(%): 23.576 | loglstar: -inf < -455182.143 < inf | logz: -455189.829 +/- 0.277 | dlogz: 458191.406 > 0.109
iter: 241 | bound: 0 | nc: 58 | ncall: 1076 | eff(%): 22.398 | loglstar: -inf < -454777.603 < inf | logz: -454785.299 +/- 0.277 | dlogz: 454080.226 > 0.109
iter: 242 | bound: 0 | nc: 31 | ncall: 1107 | eff(%): 21.861 | loglstar: -inf < -440810.743 < inf | logz: -440818.449 +/- 0.277 | dlogz: 453675.686 > 0.109
iter: 243 | bound: 0 | nc: 9 | ncall: 1116 | eff(%): 21.774 | loglstar: -inf < -440598.945 < inf | logz: -440606.661 +/- 0.277 | dlogz: 439708.826 > 0.109
iter: 244 | bound: 0 | nc: 4 | ncall: 1120 | eff(%): 21.786 | loglstar: -inf < -439699.106 < inf | logz: -439706.832 +/- 0.277 | dlogz: 439497.028 > 0.109
iter: 245 | bound: 0 | nc: 30 | ncall: 1150 | eff(%): 21.304 | loglstar: -inf < -438898.415 < inf | logz: -438906.151 +/- 0.277 | dlogz: 438597.189 > 0.109
iter: 246 | bound: 0 | nc: 6 | ncall: 1156 | eff(%): 21.280 | loglstar: -inf < -432834.142 < inf | logz: -432841.888 +/- 0.278 | dlogz: 437796.498 > 0.109
iter: 247 | bound: 0 | nc: 40 | ncall: 1196 | eff(%): 20.652 | loglstar: -inf < -432599.254 < inf | logz: -432607.010 +/- 0.278 | dlogz: 431732.225 > 0.109
iter: 248 | bound: 0 | nc: 6 | ncall: 1202 | eff(%): 20.632 | loglstar: -inf < -429611.458 < inf | logz: -429619.224 +/- 0.278 | dlogz: 431497.337 > 0.109
iter: 249 | bound: 0 | nc: 23 | ncall: 1225 | eff(%): 20.327 | loglstar: -inf < -427798.120 < inf | logz: -427805.896 +/- 0.278 | dlogz: 428509.541 > 0.109
iter: 250 | bound: 0 | nc: 12 | ncall: 1237 | eff(%): 20.210 | loglstar: -inf < -427172.923 < inf | logz: -427180.709 +/- 0.278 | dlogz: 426696.203 > 0.109
iter: 251 | bound: 0 | nc: 4 | ncall: 1241 | eff(%): 20.226 | loglstar: -inf < -426915.598 < inf | logz: -426923.394 +/- 0.279 | dlogz: 426071.006 > 0.109
iter: 252 | bound: 0 | nc: 13 | ncall: 1254 | eff(%): 20.096 | loglstar: -inf < -402257.327 < inf | logz: -402265.133 +/- 0.279 | dlogz: 425813.681 > 0.109
iter: 253 | bound: 0 | nc: 3 | ncall: 1257 | eff(%): 20.127 | loglstar: -inf < -396274.607 < inf | logz: -396282.423 +/- 0.279 | dlogz: 401155.410 > 0.109
iter: 254 | bound: 0 | nc: 5 | ncall: 1262 | eff(%): 20.127 | loglstar: -inf < -385392.120 < inf | logz: -385399.946 +/- 0.279 | dlogz: 395172.690 > 0.109
iter: 255 | bound: 0 | nc: 8 | ncall: 1270 | eff(%): 20.079 | loglstar: -inf < -381695.492 < inf | logz: -381703.328 +/- 0.279 | dlogz: 384290.204 > 0.109
iter: 256 | bound: 0 | nc: 27 | ncall: 1297 | eff(%): 19.738 | loglstar: -inf < -380519.092 < inf | logz: -380526.938 +/- 0.279 | dlogz: 380593.576 > 0.109
iter: 257 | bound: 0 | nc: 6 | ncall: 1303 | eff(%): 19.724 | loglstar: -inf < -373148.890 < inf | logz: -373156.745 +/- 0.280 | dlogz: 379417.175 > 0.109
iter: 258 | bound: 0 | nc: 20 | ncall: 1323 | eff(%): 19.501 | loglstar: -inf < -369228.109 < inf | logz: -369235.974 +/- 0.280 | dlogz: 372046.973 > 0.109
iter: 259 | bound: 0 | nc: 2 | ncall: 1325 | eff(%): 19.547 | loglstar: -inf < -364786.582 < inf | logz: -364794.457 +/- 0.280 | dlogz: 368126.192 > 0.109
iter: 260 | bound: 0 | nc: 52 | ncall: 1377 | eff(%): 18.882 | loglstar: -inf < -352222.651 < inf | logz: -352230.537 +/- 0.280 | dlogz: 363684.665 > 0.109
iter: 261 | bound: 0 | nc: 13 | ncall: 1390 | eff(%): 18.777 | loglstar: -inf < -350958.918 < inf | logz: -350966.814 +/- 0.280 | dlogz: 351120.734 > 0.109
iter: 262 | bound: 0 | nc: 9 | ncall: 1399 | eff(%): 18.728 | loglstar: -inf < -349063.788 < inf | logz: -349071.693 +/- 0.280 | dlogz: 349857.002 > 0.109
iter: 263 | bound: 0 | nc: 4 | ncall: 1403 | eff(%): 18.746 | loglstar: -inf < -340306.911 < inf | logz: -340314.826 +/- 0.281 | dlogz: 347961.871 > 0.109
iter: 264 | bound: 0 | nc: 16 | ncall: 1419 | eff(%): 18.605 | loglstar: -inf < -334843.865 < inf | logz: -334851.791 +/- 0.281 | dlogz: 339204.994 > 0.109
iter: 265 | bound: 0 | nc: 4 | ncall: 1423 | eff(%): 18.623 | loglstar: -inf < -329078.989 < inf | logz: -329086.924 +/- 0.281 | dlogz: 333741.949 > 0.109
iter: 266 | bound: 0 | nc: 4 | ncall: 1427 | eff(%): 18.641 | loglstar: -inf < -325361.579 < inf | logz: -325369.524 +/- 0.281 | dlogz: 327977.073 > 0.109
iter: 267 | bound: 0 | nc: 15 | ncall: 1442 | eff(%): 18.516 | loglstar: -inf < -319501.590 < inf | logz: -319509.545 +/- 0.281 | dlogz: 324259.662 > 0.109
iter: 268 | bound: 0 | nc: 10 | ncall: 1452 | eff(%): 18.457 | loglstar: -inf < -318313.094 < inf | logz: -318321.059 +/- 0.282 | dlogz: 318399.673 > 0.109
iter: 269 | bound: 0 | nc: 20 | ncall: 1472 | eff(%): 18.274 | loglstar: -inf < -315613.742 < inf | logz: -315621.717 +/- 0.282 | dlogz: 317211.177 > 0.109
iter: 270 | bound: 0 | nc: 1 | ncall: 1473 | eff(%): 18.330 | loglstar: -inf < -313257.847 < inf | logz: -313265.832 +/- 0.282 | dlogz: 314511.825 > 0.109
iter: 271 | bound: 0 | nc: 26 | ncall: 1499 | eff(%): 18.079 | loglstar: -inf < -308069.536 < inf | logz: -308077.531 +/- 0.282 | dlogz: 312155.931 > 0.109
iter: 272 | bound: 0 | nc: 17 | ncall: 1516 | eff(%): 17.942 | loglstar: -inf < -305267.001 < inf | logz: -305275.006 +/- 0.282 | dlogz: 306967.619 > 0.109
iter: 273 | bound: 0 | nc: 3 | ncall: 1519 | eff(%): 17.972 | loglstar: -inf < -301928.047 < inf | logz: -301936.061 +/- 0.282 | dlogz: 304165.084 > 0.109
iter: 274 | bound: 0 | nc: 39 | ncall: 1558 | eff(%): 17.587 | loglstar: -inf < -300618.271 < inf | logz: -300626.296 +/- 0.283 | dlogz: 300826.130 > 0.109
iter: 275 | bound: 0 | nc: 29 | ncall: 1587 | eff(%): 17.328 | loglstar: -inf < -287741.428 < inf | logz: -287749.463 +/- 0.283 | dlogz: 299516.355 > 0.109
iter: 276 | bound: 0 | nc: 4 | ncall: 1591 | eff(%): 17.348 | loglstar: -inf < -287670.470 < inf | logz: -287678.515 +/- 0.283 | dlogz: 286639.512 > 0.109
iter: 277 | bound: 0 | nc: 10 | ncall: 1601 | eff(%): 17.302 | loglstar: -inf < -286917.551 < inf | logz: -286925.606 +/- 0.283 | dlogz: 286568.554 > 0.109
iter: 278 | bound: 0 | nc: 15 | ncall: 1616 | eff(%): 17.203 | loglstar: -inf < -281956.424 < inf | logz: -281964.489 +/- 0.283 | dlogz: 285815.634 > 0.109
iter: 279 | bound: 0 | nc: 20 | ncall: 1636 | eff(%): 17.054 | loglstar: -inf < -281423.784 < inf | logz: -281431.858 +/- 0.283 | dlogz: 280854.508 > 0.109
iter: 280 | bound: 0 | nc: 2 | ncall: 1638 | eff(%): 17.094 | loglstar: -inf < -277904.364 < inf | logz: -277912.448 +/- 0.284 | dlogz: 280321.867 > 0.109
iter: 281 | bound: 0 | nc: 5 | ncall: 1643 | eff(%): 17.103 | loglstar: -inf < -276710.488 < inf | logz: -276718.582 +/- 0.284 | dlogz: 276802.447 > 0.109
iter: 282 | bound: 0 | nc: 2 | ncall: 1645 | eff(%): 17.143 | loglstar: -inf < -275346.698 < inf | logz: -275354.802 +/- 0.284 | dlogz: 275608.571 > 0.109
iter: 283 | bound: 0 | nc: 2 | ncall: 1647 | eff(%): 17.183 | loglstar: -inf < -274000.088 < inf | logz: -274008.203 +/- 0.284 | dlogz: 274244.781 > 0.109
iter: 284 | bound: 0 | nc: 14 | ncall: 1661 | eff(%): 17.098 | loglstar: -inf < -268951.593 < inf | logz: -268959.717 +/- 0.284 | dlogz: 272898.172 > 0.109
iter: 285 | bound: 0 | nc: 29 | ncall: 1690 | eff(%): 16.864 | loglstar: -inf < -268702.729 < inf | logz: -268710.863 +/- 0.284 | dlogz: 267849.676 > 0.109
iter: 286 | bound: 0 | nc: 48 | ncall: 1738 | eff(%): 16.456 | loglstar: -inf < -268618.198 < inf | logz: -268626.342 +/- 0.285 | dlogz: 267600.812 > 0.109
iter: 287 | bound: 0 | nc: 7 | ncall: 1745 | eff(%): 16.447 | loglstar: -inf < -262714.897 < inf | logz: -262723.051 +/- 0.285 | dlogz: 267516.281 > 0.109
iter: 288 | bound: 0 | nc: 26 | ncall: 1771 | eff(%): 16.262 | loglstar: -inf < -261270.756 < inf | logz: -261278.920 +/- 0.285 | dlogz: 261612.980 > 0.109
iter: 289 | bound: 0 | nc: 27 | ncall: 1798 | eff(%): 16.073 | loglstar: -inf < -261042.073 < inf | logz: -261050.247 +/- 0.285 | dlogz: 260168.839 > 0.109
iter: 290 | bound: 0 | nc: 14 | ncall: 1812 | eff(%): 16.004 | loglstar: -inf < -257026.300 < inf | logz: -257034.484 +/- 0.285 | dlogz: 259940.156 > 0.109
iter: 291 | bound: 0 | nc: 14 | ncall: 1826 | eff(%): 15.936 | loglstar: -inf < -248632.425 < inf | logz: -248640.619 +/- 0.286 | dlogz: 255924.384 > 0.109
iter: 292 | bound: 0 | nc: 20 | ncall: 1846 | eff(%): 15.818 | loglstar: -inf < -247561.485 < inf | logz: -247569.689 +/- 0.286 | dlogz: 247530.508 > 0.109
iter: 293 | bound: 0 | nc: 6 | ncall: 1852 | eff(%): 15.821 | loglstar: -inf < -246947.666 < inf | logz: -246955.880 +/- 0.286 | dlogz: 246459.568 > 0.109
iter: 294 | bound: 0 | nc: 2 | ncall: 1854 | eff(%): 15.858 | loglstar: -inf < -244711.683 < inf | logz: -244719.907 +/- 0.286 | dlogz: 245845.749 > 0.109
iter: 295 | bound: 0 | nc: 38 | ncall: 1892 | eff(%): 15.592 | loglstar: -inf < -240415.774 < inf | logz: -240424.008 +/- 0.286 | dlogz: 243609.766 > 0.109
iter: 296 | bound: 0 | nc: 7 | ncall: 1899 | eff(%): 15.587 | loglstar: -inf < -239661.525 < inf | logz: -239669.768 +/- 0.286 | dlogz: 239313.858 > 0.109
iter: 297 | bound: 0 | nc: 5 | ncall: 1904 | eff(%): 15.599 | loglstar: -inf < -237947.294 < inf | logz: -237955.548 +/- 0.287 | dlogz: 238559.608 > 0.109
iter: 298 | bound: 0 | nc: 12 | ncall: 1916 | eff(%): 15.553 | loglstar: -inf < -237557.730 < inf | logz: -237565.993 +/- 0.287 | dlogz: 236845.377 > 0.109
iter: 299 | bound: 0 | nc: 21 | ncall: 1937 | eff(%): 15.436 | loglstar: -inf < -236793.600 < inf | logz: -236801.874 +/- 0.287 | dlogz: 236455.813 > 0.109
iter: 300 | bound: 0 | nc: 26 | ncall: 1963 | eff(%): 15.283 | loglstar: -inf < -236405.446 < inf | logz: -236413.729 +/- 0.287 | dlogz: 235691.684 > 0.109
iter: 301 | bound: 0 | nc: 6 | ncall: 1969 | eff(%): 15.287 | loglstar: -inf < -234645.348 < inf | logz: -234653.642 +/- 0.287 | dlogz: 235303.529 > 0.109
iter: 302 | bound: 0 | nc: 9 | ncall: 1978 | eff(%): 15.268 | loglstar: -inf < -234380.584 < inf | logz: -234388.887 +/- 0.287 | dlogz: 233543.432 > 0.109
iter: 303 | bound: 0 | nc: 5 | ncall: 1983 | eff(%): 15.280 | loglstar: -inf < -232465.300 < inf | logz: -232473.614 +/- 0.288 | dlogz: 233278.667 > 0.109
iter: 304 | bound: 0 | nc: 33 | ncall: 2016 | eff(%): 15.079 | loglstar: -inf < -229144.038 < inf | logz: -229152.361 +/- 0.288 | dlogz: 231363.384 > 0.109
iter: 305 | bound: 0 | nc: 9 | ncall: 2025 | eff(%): 15.062 | loglstar: -inf < -227747.766 < inf | logz: -227756.099 +/- 0.288 | dlogz: 228042.121 > 0.109
iter: 306 | bound: 0 | nc: 76 | ncall: 2101 | eff(%): 14.564 | loglstar: -inf < -223499.217 < inf | logz: -223507.560 +/- 0.288 | dlogz: 226645.849 > 0.109
iter: 307 | bound: 0 | nc: 3 | ncall: 2104 | eff(%): 14.591 | loglstar: -inf < -219451.875 < inf | logz: -219460.228 +/- 0.288 | dlogz: 222397.301 > 0.109
iter: 308 | bound: 0 | nc: 4 | ncall: 2108 | eff(%): 14.611 | loglstar: -inf < -213960.848 < inf | logz: -213969.211 +/- 0.288 | dlogz: 218349.958 > 0.109
iter: 309 | bound: 0 | nc: 2 | ncall: 2110 | eff(%): 14.645 | loglstar: -inf < -211925.253 < inf | logz: -211933.626 +/- 0.289 | dlogz: 212858.931 > 0.109
iter: 310 | bound: 0 | nc: 49 | ncall: 2159 | eff(%): 14.358 | loglstar: -inf < -210363.814 < inf | logz: -210372.197 +/- 0.289 | dlogz: 210823.336 > 0.109
iter: 311 | bound: 0 | nc: 59 | ncall: 2218 | eff(%): 14.022 | loglstar: -inf < -207449.873 < inf | logz: -207458.266 +/- 0.289 | dlogz: 209261.897 > 0.109
iter: 312 | bound: 0 | nc: 4 | ncall: 2222 | eff(%): 14.041 | loglstar: -inf < -207349.210 < inf | logz: -207357.613 +/- 0.289 | dlogz: 206347.956 > 0.109
iter: 313 | bound: 0 | nc: 48 | ncall: 2270 | eff(%): 13.789 | loglstar: -inf < -207295.256 < inf | logz: -207303.669 +/- 0.289 | dlogz: 206247.294 > 0.109
iter: 314 | bound: 0 | nc: 12 | ncall: 2282 | eff(%): 13.760 | loglstar: -inf < -200800.784 < inf | logz: -200809.206 +/- 0.289 | dlogz: 206193.340 > 0.109
iter: 315 | bound: 0 | nc: 60 | ncall: 2342 | eff(%): 13.450 | loglstar: -inf < -200183.905 < inf | logz: -200192.338 +/- 0.290 | dlogz: 199698.867 > 0.109
iter: 316 | bound: 0 | nc: 14 | ncall: 2356 | eff(%): 13.413 | loglstar: -inf < -199167.680 < inf | logz: -199176.123 +/- 0.290 | dlogz: 199081.988 > 0.109
iter: 317 | bound: 0 | nc: 10 | ncall: 2366 | eff(%): 13.398 | loglstar: -inf < -197535.236 < inf | logz: -197543.689 +/- 0.290 | dlogz: 198065.763 > 0.109
iter: 318 | bound: 0 | nc: 12 | ncall: 2378 | eff(%): 13.373 | loglstar: -inf < -196651.528 < inf | logz: -196659.990 +/- 0.290 | dlogz: 196433.320 > 0.109
iter: 319 | bound: 0 | nc: 12 | ncall: 2390 | eff(%): 13.347 | loglstar: -inf < -195723.906 < inf | logz: -195732.378 +/- 0.290 | dlogz: 195549.611 > 0.109
iter: 320 | bound: 0 | nc: 19 | ncall: 2409 | eff(%): 13.284 | loglstar: -inf < -191778.620 < inf | logz: -191787.102 +/- 0.291 | dlogz: 194621.989 > 0.109
iter: 321 | bound: 0 | nc: 6 | ncall: 2415 | eff(%): 13.292 | loglstar: -inf < -186353.794 < inf | logz: -186362.286 +/- 0.291 | dlogz: 190676.703 > 0.109
iter: 322 | bound: 0 | nc: 56 | ncall: 2471 | eff(%): 13.031 | loglstar: -inf < -186161.985 < inf | logz: -186170.487 +/- 0.291 | dlogz: 185251.877 > 0.109
iter: 323 | bound: 0 | nc: 11 | ncall: 2482 | eff(%): 13.014 | loglstar: -inf < -185424.519 < inf | logz: -185433.031 +/- 0.291 | dlogz: 185060.068 > 0.109
iter: 324 | bound: 0 | nc: 1 | ncall: 2483 | eff(%): 13.049 | loglstar: -inf < -185316.825 < inf | logz: -185325.348 +/- 0.291 | dlogz: 184322.602 > 0.109
iter: 325 | bound: 0 | nc: 2 | ncall: 2485 | eff(%): 13.078 | loglstar: -inf < -182910.224 < inf | logz: -182918.757 +/- 0.291 | dlogz: 184214.909 > 0.109
iter: 326 | bound: 0 | nc: 26 | ncall: 2511 | eff(%): 12.983 | loglstar: -inf < -181325.225 < inf | logz: -181333.767 +/- 0.292 | dlogz: 181808.308 > 0.109
iter: 327 | bound: 0 | nc: 3 | ncall: 2514 | eff(%): 13.007 | loglstar: -inf < -179681.796 < inf | logz: -179690.348 +/- 0.292 | dlogz: 180223.308 > 0.109
iter: 328 | bound: 0 | nc: 21 | ncall: 2535 | eff(%): 12.939 | loglstar: -inf < -176507.663 < inf | logz: -176516.225 +/- 0.292 | dlogz: 178579.879 > 0.109
iter: 329 | bound: 0 | nc: 23 | ncall: 2558 | eff(%): 12.862 | loglstar: -inf < -173469.757 < inf | logz: -173478.329 +/- 0.292 | dlogz: 175405.746 > 0.109
iter: 330 | bound: 0 | nc: 28 | ncall: 2586 | eff(%): 12.761 | loglstar: -inf < -170043.692 < inf | logz: -170052.274 +/- 0.292 | dlogz: 172367.841 > 0.109
iter: 331 | bound: 0 | nc: 39 | ncall: 2625 | eff(%): 12.610 | loglstar: -inf < -167920.685 < inf | logz: -167929.277 +/- 0.292 | dlogz: 168941.775 > 0.109
iter: 332 | bound: 0 | nc: 150 | ncall: 2775 | eff(%): 11.964 | loglstar: -inf < -166528.621 < inf | logz: -166537.223 +/- 0.293 | dlogz: 166818.768 > 0.109
iter: 333 | bound: 0 | nc: 23 | ncall: 2798 | eff(%): 11.901 | loglstar: -inf < -164273.348 < inf | logz: -164281.960 +/- 0.293 | dlogz: 165426.704 > 0.109
iter: 334 | bound: 0 | nc: 58 | ncall: 2856 | eff(%): 11.695 | loglstar: -inf < -160362.122 < inf | logz: -160370.744 +/- 0.293 | dlogz: 163171.431 > 0.109
iter: 335 | bound: 0 | nc: 4 | ncall: 2860 | eff(%): 11.713 | loglstar: -inf < -154689.299 < inf | logz: -154697.931 +/- 0.293 | dlogz: 159260.205 > 0.109
iter: 336 | bound: 0 | nc: 9 | ncall: 2869 | eff(%): 11.711 | loglstar: -inf < -151072.873 < inf | logz: -151081.514 +/- 0.293 | dlogz: 153587.382 > 0.109
iter: 337 | bound: 0 | nc: 27 | ncall: 2896 | eff(%): 11.637 | loglstar: -inf < -150095.994 < inf | logz: -150104.645 +/- 0.293 | dlogz: 149970.956 > 0.109
iter: 338 | bound: 0 | nc: 60 | ncall: 2956 | eff(%): 11.434 | loglstar: -inf < -148786.318 < inf | logz: -148794.979 +/- 0.294 | dlogz: 148994.077 > 0.109
iter: 339 | bound: 0 | nc: 18 | ncall: 2974 | eff(%): 11.399 | loglstar: -inf < -147362.849 < inf | logz: -147371.520 +/- 0.294 | dlogz: 147684.401 > 0.109
iter: 340 | bound: 0 | nc: 4 | ncall: 2978 | eff(%): 11.417 | loglstar: -inf < -147074.591 < inf | logz: -147083.272 +/- 0.294 | dlogz: 146260.932 > 0.109
iter: 341 | bound: 0 | nc: 3 | ncall: 2981 | eff(%): 11.439 | loglstar: -inf < -146581.593 < inf | logz: -146590.285 +/- 0.294 | dlogz: 145972.674 > 0.109
iter: 342 | bound: 0 | nc: 5 | ncall: 2986 | eff(%): 11.453 | loglstar: -inf < -141155.590 < inf | logz: -141164.292 +/- 0.294 | dlogz: 145479.677 > 0.109
iter: 343 | bound: 0 | nc: 17 | ncall: 3003 | eff(%): 11.422 | loglstar: -inf < -137502.762 < inf | logz: -137511.473 +/- 0.294 | dlogz: 140053.674 > 0.109
iter: 344 | bound: 0 | nc: 79 | ncall: 3082 | eff(%): 11.162 | loglstar: -inf < -136083.954 < inf | logz: -136092.675 +/- 0.295 | dlogz: 136400.845 > 0.109
iter: 345 | bound: 0 | nc: 49 | ncall: 3131 | eff(%): 11.019 | loglstar: -inf < -134873.275 < inf | logz: -134882.006 +/- 0.295 | dlogz: 134982.037 > 0.109
iter: 346 | bound: 0 | nc: 1 | ncall: 3132 | eff(%): 11.047 | loglstar: -inf < -133750.189 < inf | logz: -133758.930 +/- 0.295 | dlogz: 133771.358 > 0.109
iter: 347 | bound: 0 | nc: 95 | ncall: 3227 | eff(%): 10.753 | loglstar: -inf < -133185.574 < inf | logz: -133194.325 +/- 0.295 | dlogz: 132648.272 > 0.109
iter: 348 | bound: 0 | nc: 8 | ncall: 3235 | eff(%): 10.757 | loglstar: -inf < -131073.958 < inf | logz: -131082.719 +/- 0.295 | dlogz: 132083.658 > 0.109
iter: 349 | bound: 0 | nc: 52 | ncall: 3287 | eff(%): 10.618 | loglstar: -inf < -130544.598 < inf | logz: -130553.369 +/- 0.295 | dlogz: 129972.041 > 0.109
iter: 350 | bound: 0 | nc: 28 | ncall: 3315 | eff(%): 10.558 | loglstar: -inf < -129562.295 < inf | logz: -129571.076 +/- 0.296 | dlogz: 129442.682 > 0.109
iter: 351 | bound: 0 | nc: 13 | ncall: 3328 | eff(%): 10.547 | loglstar: -inf < -128820.682 < inf | logz: -128829.472 +/- 0.296 | dlogz: 128460.378 > 0.109
iter: 352 | bound: 0 | nc: 54 | ncall: 3382 | eff(%): 10.408 | loglstar: -inf < -128652.650 < inf | logz: -128661.451 +/- 0.296 | dlogz: 127718.765 > 0.109
iter: 353 | bound: 0 | nc: 58 | ncall: 3440 | eff(%): 10.262 | loglstar: -inf < -126908.457 < inf | logz: -126917.268 +/- 0.296 | dlogz: 127550.733 > 0.109
iter: 354 | bound: 0 | nc: 31 | ncall: 3471 | eff(%): 10.199 | loglstar: -inf < -126591.584 < inf | logz: -126600.405 +/- 0.296 | dlogz: 125806.540 > 0.109
iter: 355 | bound: 0 | nc: 10 | ncall: 3481 | eff(%): 10.198 | loglstar: -inf < -125098.611 < inf | logz: -125107.442 +/- 0.296 | dlogz: 125489.668 > 0.109
iter: 356 | bound: 0 | nc: 35 | ncall: 3516 | eff(%): 10.125 | loglstar: -inf < -124417.660 < inf | logz: -124426.500 +/- 0.297 | dlogz: 123996.694 > 0.109
iter: 357 | bound: 0 | nc: 61 | ncall: 3577 | eff(%): 9.980 | loglstar: -inf < -121648.162 < inf | logz: -121657.013 +/- 0.297 | dlogz: 123315.743 > 0.109
iter: 358 | bound: 1 | nc: 21 | ncall: 3598 | eff(%): 9.950 | loglstar: -inf < -121307.469 < inf | logz: -121316.330 +/- 0.297 | dlogz: 120546.245 > 0.109
iter: 359 | bound: 1 | nc: 38 | ncall: 3636 | eff(%): 9.873 | loglstar: -inf < -121056.324 < inf | logz: -121065.194 +/- 0.297 | dlogz: 120205.552 > 0.109
iter: 360 | bound: 1 | nc: 38 | ncall: 3674 | eff(%): 9.799 | loglstar: -inf < -120433.597 < inf | logz: -120442.478 +/- 0.297 | dlogz: 119954.407 > 0.109
iter: 361 | bound: 1 | nc: 38 | ncall: 3712 | eff(%): 9.725 | loglstar: -inf < -120075.900 < inf | logz: -120084.790 +/- 0.297 | dlogz: 119331.681 > 0.109
iter: 362 | bound: 1 | nc: 38 | ncall: 3750 | eff(%): 9.653 | loglstar: -inf < -117665.849 < inf | logz: -117674.750 +/- 0.298 | dlogz: 118973.983 > 0.109
iter: 363 | bound: 1 | nc: 38 | ncall: 3788 | eff(%): 9.583 | loglstar: -inf < -114243.779 < inf | logz: -114252.689 +/- 0.298 | dlogz: 116563.933 > 0.109
iter: 364 | bound: 1 | nc: 38 | ncall: 3826 | eff(%): 9.514 | loglstar: -inf < -114170.927 < inf | logz: -114179.847 +/- 0.298 | dlogz: 113141.862 > 0.109
iter: 365 | bound: 1 | nc: 38 | ncall: 3864 | eff(%): 9.446 | loglstar: -inf < -113425.173 < inf | logz: -113434.103 +/- 0.298 | dlogz: 113069.010 > 0.109
iter: 366 | bound: 1 | nc: 38 | ncall: 3902 | eff(%): 9.380 | loglstar: -inf < -113383.447 < inf | logz: -113392.387 +/- 0.298 | dlogz: 112323.256 > 0.109
iter: 367 | bound: 1 | nc: 38 | ncall: 3940 | eff(%): 9.315 | loglstar: -inf < -112529.469 < inf | logz: -112538.419 +/- 0.298 | dlogz: 112281.530 > 0.109
iter: 368 | bound: 1 | nc: 38 | ncall: 3978 | eff(%): 9.251 | loglstar: -inf < -111433.134 < inf | logz: -111442.094 +/- 0.299 | dlogz: 111427.552 > 0.109
iter: 369 | bound: 1 | nc: 38 | ncall: 4016 | eff(%): 9.188 | loglstar: -inf < -110784.475 < inf | logz: -110793.445 +/- 0.299 | dlogz: 110331.217 > 0.109
iter: 370 | bound: 1 | nc: 38 | ncall: 4054 | eff(%): 9.127 | loglstar: -inf < -106850.526 < inf | logz: -106859.506 +/- 0.299 | dlogz: 109682.558 > 0.109
iter: 371 | bound: 1 | nc: 38 | ncall: 4092 | eff(%): 9.066 | loglstar: -inf < -106711.216 < inf | logz: -106720.206 +/- 0.299 | dlogz: 105748.609 > 0.109
iter: 372 | bound: 1 | nc: 38 | ncall: 4130 | eff(%): 9.007 | loglstar: -inf < -106053.919 < inf | logz: -106062.919 +/- 0.299 | dlogz: 105609.299 > 0.109
iter: 373 | bound: 1 | nc: 38 | ncall: 4168 | eff(%): 8.949 | loglstar: -inf < -104653.915 < inf | logz: -104662.925 +/- 0.299 | dlogz: 104952.002 > 0.109
iter: 374 | bound: 1 | nc: 38 | ncall: 4206 | eff(%): 8.892 | loglstar: -inf < -104600.144 < inf | logz: -104609.164 +/- 0.300 | dlogz: 103551.998 > 0.109
iter: 375 | bound: 1 | nc: 38 | ncall: 4244 | eff(%): 8.836 | loglstar: -inf < -103977.997 < inf | logz: -103987.027 +/- 0.300 | dlogz: 103498.228 > 0.109
iter: 376 | bound: 1 | nc: 38 | ncall: 4282 | eff(%): 8.781 | loglstar: -inf < -103550.239 < inf | logz: -103559.278 +/- 0.300 | dlogz: 102876.080 > 0.109
iter: 377 | bound: 1 | nc: 38 | ncall: 4320 | eff(%): 8.727 | loglstar: -inf < -102723.055 < inf | logz: -102732.105 +/- 0.300 | dlogz: 102448.322 > 0.109
iter: 378 | bound: 1 | nc: 38 | ncall: 4358 | eff(%): 8.674 | loglstar: -inf < -102154.558 < inf | logz: -102163.617 +/- 0.300 | dlogz: 101621.139 > 0.109
iter: 379 | bound: 1 | nc: 38 | ncall: 4396 | eff(%): 8.621 | loglstar: -inf < -98908.290 < inf | logz: -98917.360 +/- 0.300 | dlogz: 101052.641 > 0.109
iter: 380 | bound: 1 | nc: 38 | ncall: 4434 | eff(%): 8.570 | loglstar: -inf < -97017.788 < inf | logz: -97026.867 +/- 0.301 | dlogz: 97806.374 > 0.109
iter: 381 | bound: 1 | nc: 38 | ncall: 4472 | eff(%): 8.520 | loglstar: -inf < -95232.219 < inf | logz: -95241.308 +/- 0.301 | dlogz: 95915.871 > 0.109
iter: 382 | bound: 1 | nc: 38 | ncall: 4510 | eff(%): 8.470 | loglstar: -inf < -90994.820 < inf | logz: -91003.919 +/- 0.301 | dlogz: 94130.302 > 0.109
iter: 383 | bound: 1 | nc: 38 | ncall: 4548 | eff(%): 8.421 | loglstar: -inf < -90977.291 < inf | logz: -90986.400 +/- 0.301 | dlogz: 89892.903 > 0.109
iter: 384 | bound: 1 | nc: 38 | ncall: 4586 | eff(%): 8.373 | loglstar: -inf < -90937.904 < inf | logz: -90947.023 +/- 0.301 | dlogz: 89875.374 > 0.109
iter: 385 | bound: 1 | nc: 38 | ncall: 4624 | eff(%): 8.326 | loglstar: -inf < -90734.330 < inf | logz: -90743.459 +/- 0.301 | dlogz: 89835.987 > 0.109
iter: 386 | bound: 1 | nc: 38 | ncall: 4662 | eff(%): 8.280 | loglstar: -inf < -90734.330 < inf | logz: -90742.360 +/- 0.282 | dlogz: 89632.413 > 0.109
iter: 387 | bound: 1 | nc: 38 | ncall: 4700 | eff(%): 8.234 | loglstar: -inf < -90631.809 < inf | logz: -90640.958 +/- 0.302 | dlogz: 89631.304 > 0.109
iter: 388 | bound: 1 | nc: 38 | ncall: 4738 | eff(%): 8.189 | loglstar: -inf < -90056.569 < inf | logz: -90065.728 +/- 0.302 | dlogz: 89529.892 > 0.109
iter: 389 | bound: 1 | nc: 38 | ncall: 4776 | eff(%): 8.145 | loglstar: -inf < -89004.077 < inf | logz: -89013.246 +/- 0.302 | dlogz: 88954.652 > 0.109
iter: 390 | bound: 1 | nc: 38 | ncall: 4814 | eff(%): 8.101 | loglstar: -inf < -86713.531 < inf | logz: -86722.710 +/- 0.302 | dlogz: 87902.160 > 0.109
iter: 391 | bound: 1 | nc: 38 | ncall: 4852 | eff(%): 8.059 | loglstar: -inf < -84492.271 < inf | logz: -84501.460 +/- 0.302 | dlogz: 85611.614 > 0.109
iter: 392 | bound: 1 | nc: 38 | ncall: 4890 | eff(%): 8.016 | loglstar: -inf < -83250.690 < inf | logz: -83259.889 +/- 0.302 | dlogz: 83390.355 > 0.109
iter: 393 | bound: 1 | nc: 38 | ncall: 4928 | eff(%): 7.975 | loglstar: -inf < -83250.690 < inf | logz: -83258.790 +/- 0.284 | dlogz: 82148.773 > 0.109
iter: 394 | bound: 1 | nc: 38 | ncall: 4966 | eff(%): 7.934 | loglstar: -inf < -82712.295 < inf | logz: -82721.514 +/- 0.303 | dlogz: 82147.665 > 0.109
iter: 395 | bound: 1 | nc: 38 | ncall: 5004 | eff(%): 7.894 | loglstar: -inf < -82557.103 < inf | logz: -82566.332 +/- 0.303 | dlogz: 81610.378 > 0.109
iter: 396 | bound: 1 | nc: 38 | ncall: 5042 | eff(%): 7.854 | loglstar: -inf < -82123.755 < inf | logz: -82132.994 +/- 0.303 | dlogz: 81455.186 > 0.109
iter: 397 | bound: 1 | nc: 38 | ncall: 5080 | eff(%): 7.815 | loglstar: -inf < -81910.150 < inf | logz: -81919.399 +/- 0.303 | dlogz: 81021.839 > 0.109
iter: 398 | bound: 1 | nc: 38 | ncall: 5118 | eff(%): 7.776 | loglstar: -inf < -81778.821 < inf | logz: -81788.080 +/- 0.303 | dlogz: 80808.233 > 0.109
iter: 399 | bound: 1 | nc: 38 | ncall: 5156 | eff(%): 7.739 | loglstar: -inf < -81324.944 < inf | logz: -81334.213 +/- 0.303 | dlogz: 80676.905 > 0.109
iter: 400 | bound: 1 | nc: 38 | ncall: 5194 | eff(%): 7.701 | loglstar: -inf < -80322.766 < inf | logz: -80332.044 +/- 0.303 | dlogz: 80223.027 > 0.109
iter: 401 | bound: 1 | nc: 38 | ncall: 5232 | eff(%): 7.664 | loglstar: -inf < -79712.140 < inf | logz: -79721.429 +/- 0.304 | dlogz: 79220.849 > 0.109
iter: 402 | bound: 1 | nc: 38 | ncall: 5270 | eff(%): 7.628 | loglstar: -inf < -79288.279 < inf | logz: -79297.577 +/- 0.304 | dlogz: 78610.224 > 0.109
iter: 403 | bound: 1 | nc: 38 | ncall: 5308 | eff(%): 7.592 | loglstar: -inf < -79014.573 < inf | logz: -79023.882 +/- 0.304 | dlogz: 78186.362 > 0.109
iter: 404 | bound: 1 | nc: 38 | ncall: 5346 | eff(%): 7.557 | loglstar: -inf < -77701.158 < inf | logz: -77710.476 +/- 0.304 | dlogz: 77912.657 > 0.109
iter: 405 | bound: 1 | nc: 38 | ncall: 5384 | eff(%): 7.522 | loglstar: -inf < -76247.298 < inf | logz: -76256.626 +/- 0.304 | dlogz: 76599.241 > 0.109
iter: 406 | bound: 1 | nc: 38 | ncall: 5422 | eff(%): 7.488 | loglstar: -inf < -75868.727 < inf | logz: -75878.065 +/- 0.304 | dlogz: 75145.381 > 0.109
iter: 407 | bound: 1 | nc: 38 | ncall: 5460 | eff(%): 7.454 | loglstar: -inf < -75675.906 < inf | logz: -75685.254 +/- 0.305 | dlogz: 74766.810 > 0.109
iter: 408 | bound: 1 | nc: 38 | ncall: 5498 | eff(%): 7.421 | loglstar: -inf < -74515.017 < inf | logz: -74524.375 +/- 0.305 | dlogz: 74573.989 > 0.109
iter: 409 | bound: 1 | nc: 38 | ncall: 5536 | eff(%): 7.388 | loglstar: -inf < -73933.136 < inf | logz: -73942.505 +/- 0.305 | dlogz: 74039.777 > 0.109
iter: 410 | bound: 1 | nc: 38 | ncall: 5574 | eff(%): 7.356 | loglstar: -inf < -72832.970 < inf | logz: -72842.348 +/- 0.305 | dlogz: 73457.896 > 0.109
iter: 411 | bound: 1 | nc: 38 | ncall: 5612 | eff(%): 7.324 | loglstar: -inf < -72817.847 < inf | logz: -72827.235 +/- 0.305 | dlogz: 72357.729 > 0.109
iter: 412 | bound: 1 | nc: 38 | ncall: 5650 | eff(%): 7.292 | loglstar: -inf < -72817.847 < inf | logz: -72826.137 +/- 0.287 | dlogz: 72342.607 > 0.109
iter: 413 | bound: 1 | nc: 38 | ncall: 5688 | eff(%): 7.261 | loglstar: -inf < -72365.682 < inf | logz: -72375.090 +/- 0.305 | dlogz: 72341.498 > 0.109
iter: 414 | bound: 1 | nc: 38 | ncall: 5726 | eff(%): 7.230 | loglstar: -inf < -72260.658 < inf | logz: -72270.076 +/- 0.306 | dlogz: 71890.442 > 0.109
iter: 415 | bound: 1 | nc: 38 | ncall: 5764 | eff(%): 7.200 | loglstar: -inf < -72192.340 < inf | logz: -72201.768 +/- 0.306 | dlogz: 71785.418 > 0.109
iter: 416 | bound: 1 | nc: 38 | ncall: 5802 | eff(%): 7.170 | loglstar: -inf < -72004.369 < inf | logz: -72013.807 +/- 0.306 | dlogz: 71717.100 > 0.109
iter: 417 | bound: 1 | nc: 38 | ncall: 5840 | eff(%): 7.140 | loglstar: -inf < -70320.243 < inf | logz: -70329.690 +/- 0.306 | dlogz: 71529.129 > 0.109
iter: 418 | bound: 1 | nc: 38 | ncall: 5878 | eff(%): 7.111 | loglstar: -inf < -69922.061 < inf | logz: -69931.519 +/- 0.306 | dlogz: 69845.002 > 0.109
iter: 419 | bound: 1 | nc: 38 | ncall: 5916 | eff(%): 7.082 | loglstar: -inf < -69776.710 < inf | logz: -69786.178 +/- 0.306 | dlogz: 69446.821 > 0.109
iter: 420 | bound: 2 | nc: 38 | ncall: 5954 | eff(%): 7.054 | loglstar: -inf < -68644.886 < inf | logz: -68654.364 +/- 0.307 | dlogz: 69301.470 > 0.109
iter: 421 | bound: 2 | nc: 38 | ncall: 5992 | eff(%): 7.026 | loglstar: -inf < -68432.862 < inf | logz: -68442.350 +/- 0.307 | dlogz: 68169.646 > 0.109
iter: 422 | bound: 2 | nc: 38 | ncall: 6030 | eff(%): 6.998 | loglstar: -inf < -68299.594 < inf | logz: -68309.091 +/- 0.307 | dlogz: 67957.622 > 0.109
iter: 423 | bound: 2 | nc: 38 | ncall: 6068 | eff(%): 6.971 | loglstar: -inf < -65469.026 < inf | logz: -65478.534 +/- 0.307 | dlogz: 67824.353 > 0.109
iter: 424 | bound: 2 | nc: 38 | ncall: 6106 | eff(%): 6.944 | loglstar: -inf < -65223.612 < inf | logz: -65233.129 +/- 0.307 | dlogz: 64993.786 > 0.109
iter: 425 | bound: 2 | nc: 38 | ncall: 6144 | eff(%): 6.917 | loglstar: -inf < -65183.705 < inf | logz: -65193.233 +/- 0.307 | dlogz: 64748.371 > 0.109
iter: 426 | bound: 2 | nc: 38 | ncall: 6182 | eff(%): 6.891 | loglstar: -inf < -64341.989 < inf | logz: -64351.527 +/- 0.308 | dlogz: 64708.465 > 0.109
iter: 427 | bound: 2 | nc: 38 | ncall: 6220 | eff(%): 6.865 | loglstar: -inf < -64069.496 < inf | logz: -64079.043 +/- 0.308 | dlogz: 63866.749 > 0.109
iter: 428 | bound: 2 | nc: 38 | ncall: 6258 | eff(%): 6.839 | loglstar: -inf < -63632.795 < inf | logz: -63642.352 +/- 0.308 | dlogz: 63594.256 > 0.109
iter: 429 | bound: 2 | nc: 38 | ncall: 6296 | eff(%): 6.814 | loglstar: -inf < -63371.445 < inf | logz: -63381.012 +/- 0.308 | dlogz: 63157.555 > 0.109
iter: 430 | bound: 2 | nc: 38 | ncall: 6334 | eff(%): 6.789 | loglstar: -inf < -63197.292 < inf | logz: -63206.870 +/- 0.308 | dlogz: 62896.205 > 0.109
iter: 431 | bound: 2 | nc: 38 | ncall: 6372 | eff(%): 6.764 | loglstar: -inf < -62823.836 < inf | logz: -62833.423 +/- 0.308 | dlogz: 62722.052 > 0.109
iter: 432 | bound: 2 | nc: 38 | ncall: 6410 | eff(%): 6.739 | loglstar: -inf < -62736.691 < inf | logz: -62746.288 +/- 0.308 | dlogz: 62348.596 > 0.109
iter: 433 | bound: 2 | nc: 38 | ncall: 6448 | eff(%): 6.715 | loglstar: -inf < -62734.364 < inf | logz: -62743.792 +/- 0.299 | dlogz: 62261.450 > 0.109
iter: 434 | bound: 2 | nc: 38 | ncall: 6486 | eff(%): 6.691 | loglstar: -inf < -62021.562 < inf | logz: -62031.179 +/- 0.309 | dlogz: 62258.944 > 0.109
iter: 435 | bound: 2 | nc: 38 | ncall: 6524 | eff(%): 6.668 | loglstar: -inf < -61531.083 < inf | logz: -61540.710 +/- 0.309 | dlogz: 61546.322 > 0.109
iter: 436 | bound: 2 | nc: 38 | ncall: 6562 | eff(%): 6.644 | loglstar: -inf < -60890.418 < inf | logz: -60900.055 +/- 0.309 | dlogz: 61055.843 > 0.109
iter: 437 | bound: 2 | nc: 38 | ncall: 6600 | eff(%): 6.621 | loglstar: -inf < -60611.042 < inf | logz: -60620.689 +/- 0.309 | dlogz: 60415.178 > 0.109
iter: 438 | bound: 2 | nc: 38 | ncall: 6638 | eff(%): 6.598 | loglstar: -inf < -60165.727 < inf | logz: -60175.384 +/- 0.309 | dlogz: 60135.802 > 0.109
iter: 439 | bound: 2 | nc: 38 | ncall: 6676 | eff(%): 6.576 | loglstar: -inf < -60070.799 < inf | logz: -60080.466 +/- 0.310 | dlogz: 59690.487 > 0.109
iter: 440 | bound: 2 | nc: 38 | ncall: 6714 | eff(%): 6.553 | loglstar: -inf < -59987.545 < inf | logz: -59997.222 +/- 0.310 | dlogz: 59595.559 > 0.109
iter: 441 | bound: 2 | nc: 38 | ncall: 6752 | eff(%): 6.531 | loglstar: -inf < -59704.885 < inf | logz: -59714.572 +/- 0.310 | dlogz: 59512.305 > 0.109
iter: 442 | bound: 2 | nc: 38 | ncall: 6790 | eff(%): 6.510 | loglstar: -inf < -59388.002 < inf | logz: -59397.698 +/- 0.310 | dlogz: 59229.645 > 0.109
iter: 443 | bound: 2 | nc: 38 | ncall: 6828 | eff(%): 6.488 | loglstar: -inf < -59249.871 < inf | logz: -59259.578 +/- 0.310 | dlogz: 58912.762 > 0.109
iter: 444 | bound: 2 | nc: 38 | ncall: 6866 | eff(%): 6.467 | loglstar: -inf < -58049.521 < inf | logz: -58059.238 +/- 0.310 | dlogz: 58774.631 > 0.109
iter: 445 | bound: 2 | nc: 38 | ncall: 6904 | eff(%): 6.446 | loglstar: -inf < -57853.631 < inf | logz: -57863.358 +/- 0.311 | dlogz: 57574.281 > 0.109
iter: 446 | bound: 2 | nc: 38 | ncall: 6942 | eff(%): 6.425 | loglstar: -inf < -57283.780 < inf | logz: -57293.517 +/- 0.311 | dlogz: 57378.391 > 0.109
iter: 447 | bound: 2 | nc: 38 | ncall: 6980 | eff(%): 6.404 | loglstar: -inf < -56809.485 < inf | logz: -56819.231 +/- 0.311 | dlogz: 56808.540 > 0.109
iter: 448 | bound: 2 | nc: 38 | ncall: 7018 | eff(%): 6.384 | loglstar: -inf < -56260.910 < inf | logz: -56270.666 +/- 0.311 | dlogz: 56334.244 > 0.109
iter: 449 | bound: 2 | nc: 38 | ncall: 7056 | eff(%): 6.363 | loglstar: -inf < -54734.188 < inf | logz: -54743.954 +/- 0.311 | dlogz: 55785.670 > 0.109
iter: 450 | bound: 2 | nc: 38 | ncall: 7094 | eff(%): 6.343 | loglstar: -inf < -54592.209 < inf | logz: -54601.985 +/- 0.311 | dlogz: 54258.947 > 0.109
iter: 451 | bound: 2 | nc: 38 | ncall: 7132 | eff(%): 6.324 | loglstar: -inf < -53771.227 < inf | logz: -53781.013 +/- 0.312 | dlogz: 54116.968 > 0.109
iter: 452 | bound: 2 | nc: 38 | ncall: 7170 | eff(%): 6.304 | loglstar: -inf < -52356.861 < inf | logz: -52366.657 +/- 0.312 | dlogz: 53295.987 > 0.109
iter: 453 | bound: 2 | nc: 38 | ncall: 7208 | eff(%): 6.285 | loglstar: -inf < -52172.759 < inf | logz: -52182.565 +/- 0.312 | dlogz: 51881.621 > 0.109
iter: 454 | bound: 2 | nc: 38 | ncall: 7246 | eff(%): 6.266 | loglstar: -inf < -50404.697 < inf | logz: -50414.513 +/- 0.312 | dlogz: 51697.519 > 0.109
iter: 455 | bound: 2 | nc: 38 | ncall: 7284 | eff(%): 6.247 | loglstar: -inf < -50329.262 < inf | logz: -50339.088 +/- 0.312 | dlogz: 49929.457 > 0.109
iter: 456 | bound: 2 | nc: 38 | ncall: 7322 | eff(%): 6.228 | loglstar: -inf < -50157.586 < inf | logz: -50167.422 +/- 0.312 | dlogz: 49854.022 > 0.109
iter: 457 | bound: 2 | nc: 38 | ncall: 7360 | eff(%): 6.209 | loglstar: -inf < -50099.081 < inf | logz: -50108.927 +/- 0.312 | dlogz: 49682.346 > 0.109
iter: 458 | bound: 2 | nc: 38 | ncall: 7398 | eff(%): 6.191 | loglstar: -inf < -49440.058 < inf | logz: -49449.914 +/- 0.313 | dlogz: 49623.841 > 0.109
iter: 459 | bound: 2 | nc: 38 | ncall: 7436 | eff(%): 6.173 | loglstar: -inf < -49042.624 < inf | logz: -49052.490 +/- 0.313 | dlogz: 48964.818 > 0.109
iter: 460 | bound: 2 | nc: 38 | ncall: 7474 | eff(%): 6.155 | loglstar: -inf < -49036.652 < inf | logz: -49046.523 +/- 0.312 | dlogz: 48567.384 > 0.109
iter: 461 | bound: 2 | nc: 38 | ncall: 7512 | eff(%): 6.137 | loglstar: -inf < -49003.550 < inf | logz: -49013.436 +/- 0.313 | dlogz: 48561.407 > 0.109
iter: 462 | bound: 2 | nc: 38 | ncall: 7550 | eff(%): 6.119 | loglstar: -inf < -48742.117 < inf | logz: -48752.012 +/- 0.313 | dlogz: 48528.310 > 0.109
iter: 463 | bound: 2 | nc: 38 | ncall: 7588 | eff(%): 6.102 | loglstar: -inf < -48460.588 < inf | logz: -48470.494 +/- 0.313 | dlogz: 48266.876 > 0.109
iter: 464 | bound: 2 | nc: 38 | ncall: 7626 | eff(%): 6.084 | loglstar: -inf < -48233.609 < inf | logz: -48243.525 +/- 0.314 | dlogz: 47985.348 > 0.109
iter: 465 | bound: 2 | nc: 38 | ncall: 7664 | eff(%): 6.067 | loglstar: -inf < -48086.900 < inf | logz: -48096.825 +/- 0.314 | dlogz: 47758.369 > 0.109
iter: 466 | bound: 2 | nc: 38 | ncall: 7702 | eff(%): 6.050 | loglstar: -inf < -48086.900 < inf | logz: -48095.727 +/- 0.296 | dlogz: 47611.660 > 0.109
iter: 467 | bound: 2 | nc: 38 | ncall: 7740 | eff(%): 6.034 | loglstar: -inf < -48086.900 < inf | logz: -48095.216 +/- 0.287 | dlogz: 47610.551 > 0.109
iter: 468 | bound: 2 | nc: 38 | ncall: 7778 | eff(%): 6.017 | loglstar: -inf < -46960.580 < inf | logz: -46970.536 +/- 0.314 | dlogz: 47610.030 > 0.109
iter: 469 | bound: 2 | nc: 38 | ncall: 7816 | eff(%): 6.001 | loglstar: -inf < -46786.944 < inf | logz: -46796.910 +/- 0.314 | dlogz: 46485.340 > 0.109
iter: 470 | bound: 2 | nc: 38 | ncall: 7854 | eff(%): 5.984 | loglstar: -inf < -46237.462 < inf | logz: -46247.437 +/- 0.314 | dlogz: 46311.704 > 0.109
iter: 471 | bound: 2 | nc: 38 | ncall: 7892 | eff(%): 5.968 | loglstar: -inf < -46122.696 < inf | logz: -46132.681 +/- 0.314 | dlogz: 45762.221 > 0.109
iter: 472 | bound: 2 | nc: 38 | ncall: 7930 | eff(%): 5.952 | loglstar: -inf < -45628.956 < inf | logz: -45638.951 +/- 0.315 | dlogz: 45647.456 > 0.109
iter: 473 | bound: 2 | nc: 38 | ncall: 7968 | eff(%): 5.936 | loglstar: -inf < -45541.743 < inf | logz: -45551.748 +/- 0.315 | dlogz: 45153.715 > 0.109
iter: 474 | bound: 2 | nc: 38 | ncall: 8006 | eff(%): 5.921 | loglstar: -inf < -44962.429 < inf | logz: -44972.444 +/- 0.315 | dlogz: 45066.502 > 0.109
iter: 475 | bound: 2 | nc: 38 | ncall: 8044 | eff(%): 5.905 | loglstar: -inf < -44813.075 < inf | logz: -44823.101 +/- 0.315 | dlogz: 44487.188 > 0.109
iter: 476 | bound: 3 | nc: 38 | ncall: 8082 | eff(%): 5.890 | loglstar: -inf < -44437.643 < inf | logz: -44447.678 +/- 0.315 | dlogz: 44337.835 > 0.109
iter: 477 | bound: 3 | nc: 38 | ncall: 8120 | eff(%): 5.874 | loglstar: -inf < -43385.405 < inf | logz: -43395.450 +/- 0.315 | dlogz: 43962.403 > 0.109
iter: 478 | bound: 3 | nc: 38 | ncall: 8158 | eff(%): 5.859 | loglstar: -inf < -42639.745 < inf | logz: -42649.800 +/- 0.315 | dlogz: 42910.165 > 0.109
iter: 479 | bound: 3 | nc: 38 | ncall: 8196 | eff(%): 5.844 | loglstar: -inf < -42356.554 < inf | logz: -42366.619 +/- 0.316 | dlogz: 42164.505 > 0.109
iter: 480 | bound: 3 | nc: 38 | ncall: 8234 | eff(%): 5.829 | loglstar: -inf < -42293.636 < inf | logz: -42303.711 +/- 0.316 | dlogz: 41881.314 > 0.109
iter: 481 | bound: 3 | nc: 38 | ncall: 8272 | eff(%): 5.815 | loglstar: -inf < -41978.453 < inf | logz: -41988.538 +/- 0.316 | dlogz: 41818.396 > 0.109
iter: 482 | bound: 3 | nc: 38 | ncall: 8310 | eff(%): 5.800 | loglstar: -inf < -40671.189 < inf | logz: -40681.284 +/- 0.316 | dlogz: 41503.212 > 0.109
iter: 483 | bound: 3 | nc: 38 | ncall: 8348 | eff(%): 5.786 | loglstar: -inf < -39800.122 < inf | logz: -39810.227 +/- 0.316 | dlogz: 40195.949 > 0.109
iter: 484 | bound: 3 | nc: 38 | ncall: 8386 | eff(%): 5.772 | loglstar: -inf < -38861.815 < inf | logz: -38871.930 +/- 0.316 | dlogz: 39324.882 > 0.109
iter: 485 | bound: 3 | nc: 38 | ncall: 8424 | eff(%): 5.757 | loglstar: -inf < -38794.051 < inf | logz: -38804.176 +/- 0.317 | dlogz: 38386.575 > 0.109
iter: 486 | bound: 3 | nc: 38 | ncall: 8462 | eff(%): 5.743 | loglstar: -inf < -38263.280 < inf | logz: -38273.414 +/- 0.317 | dlogz: 38318.811 > 0.109
iter: 487 | bound: 3 | nc: 38 | ncall: 8500 | eff(%): 5.729 | loglstar: -inf < -38141.215 < inf | logz: -38151.359 +/- 0.317 | dlogz: 37788.039 > 0.109
iter: 488 | bound: 3 | nc: 38 | ncall: 8538 | eff(%): 5.716 | loglstar: -inf < -38128.691 < inf | logz: -38138.845 +/- 0.317 | dlogz: 37665.974 > 0.109
iter: 489 | bound: 3 | nc: 38 | ncall: 8576 | eff(%): 5.702 | loglstar: -inf < -38002.115 < inf | logz: -38012.279 +/- 0.317 | dlogz: 37653.450 > 0.109
iter: 490 | bound: 3 | nc: 38 | ncall: 8614 | eff(%): 5.688 | loglstar: -inf < -37841.714 < inf | logz: -37851.888 +/- 0.317 | dlogz: 37526.874 > 0.109
iter: 491 | bound: 3 | nc: 38 | ncall: 8652 | eff(%): 5.675 | loglstar: -inf < -37737.118 < inf | logz: -37747.303 +/- 0.317 | dlogz: 37366.473 > 0.109
iter: 492 | bound: 3 | nc: 38 | ncall: 8690 | eff(%): 5.662 | loglstar: -inf < -37630.880 < inf | logz: -37641.074 +/- 0.318 | dlogz: 37261.878 > 0.109
iter: 493 | bound: 3 | nc: 38 | ncall: 8728 | eff(%): 5.648 | loglstar: -inf < -37274.851 < inf | logz: -37285.055 +/- 0.318 | dlogz: 37155.640 > 0.109
iter: 494 | bound: 3 | nc: 38 | ncall: 8766 | eff(%): 5.635 | loglstar: -inf < -37167.483 < inf | logz: -37177.698 +/- 0.318 | dlogz: 36799.610 > 0.109
iter: 495 | bound: 3 | nc: 38 | ncall: 8804 | eff(%): 5.622 | loglstar: -inf < -36555.035 < inf | logz: -36565.259 +/- 0.318 | dlogz: 36692.243 > 0.109
iter: 496 | bound: 3 | nc: 38 | ncall: 8842 | eff(%): 5.610 | loglstar: -inf < -36117.382 < inf | logz: -36127.616 +/- 0.318 | dlogz: 36079.795 > 0.109
iter: 497 | bound: 3 | nc: 38 | ncall: 8880 | eff(%): 5.597 | loglstar: -inf < -35360.115 < inf | logz: -35370.360 +/- 0.318 | dlogz: 35642.141 > 0.109
iter: 498 | bound: 3 | nc: 38 | ncall: 8918 | eff(%): 5.584 | loglstar: -inf < -35202.831 < inf | logz: -35213.085 +/- 0.319 | dlogz: 34884.875 > 0.109
iter: 499 | bound: 3 | nc: 38 | ncall: 8956 | eff(%): 5.572 | loglstar: -inf < -35146.976 < inf | logz: -35157.240 +/- 0.319 | dlogz: 34727.591 > 0.109
iter: 500 | bound: 3 | nc: 38 | ncall: 8994 | eff(%): 5.559 | loglstar: -inf < -35026.828 < inf | logz: -35037.102 +/- 0.319 | dlogz: 34671.736 > 0.109
iter: 501 | bound: 3 | nc: 38 | ncall: 9032 | eff(%): 5.547 | loglstar: -inf < -33729.407 < inf | logz: -33739.691 +/- 0.319 | dlogz: 34551.588 > 0.109
iter: 502 | bound: 3 | nc: 38 | ncall: 9070 | eff(%): 5.535 | loglstar: -inf < -33698.650 < inf | logz: -33708.944 +/- 0.319 | dlogz: 33254.167 > 0.109
iter: 503 | bound: 3 | nc: 38 | ncall: 9108 | eff(%): 5.523 | loglstar: -inf < -33278.648 < inf | logz: -33288.952 +/- 0.319 | dlogz: 33223.410 > 0.109
iter: 504 | bound: 3 | nc: 38 | ncall: 9146 | eff(%): 5.511 | loglstar: -inf < -31565.384 < inf | logz: -31575.698 +/- 0.320 | dlogz: 32803.408 > 0.109
iter: 505 | bound: 3 | nc: 38 | ncall: 9184 | eff(%): 5.499 | loglstar: -inf < -31487.967 < inf | logz: -31498.290 +/- 0.320 | dlogz: 31090.144 > 0.109
iter: 506 | bound: 3 | nc: 38 | ncall: 9222 | eff(%): 5.487 | loglstar: -inf < -31294.367 < inf | logz: -31304.701 +/- 0.320 | dlogz: 31012.726 > 0.109
iter: 507 | bound: 3 | nc: 38 | ncall: 9260 | eff(%): 5.475 | loglstar: -inf < -31174.772 < inf | logz: -31185.116 +/- 0.320 | dlogz: 30819.127 > 0.109
iter: 508 | bound: 3 | nc: 38 | ncall: 9298 | eff(%): 5.464 | loglstar: -inf < -31092.027 < inf | logz: -31102.381 +/- 0.320 | dlogz: 30699.532 > 0.109
iter: 509 | bound: 3 | nc: 38 | ncall: 9336 | eff(%): 5.452 | loglstar: -inf < -30968.158 < inf | logz: -30978.522 +/- 0.320 | dlogz: 30616.787 > 0.109
iter: 510 | bound: 3 | nc: 38 | ncall: 9374 | eff(%): 5.441 | loglstar: -inf < -30841.033 < inf | logz: -30851.406 +/- 0.320 | dlogz: 30492.918 > 0.109
iter: 511 | bound: 3 | nc: 38 | ncall: 9412 | eff(%): 5.429 | loglstar: -inf < -30832.445 < inf | logz: -30842.828 +/- 0.321 | dlogz: 30365.792 > 0.109
iter: 512 | bound: 3 | nc: 38 | ncall: 9450 | eff(%): 5.418 | loglstar: -inf < -30412.829 < inf | logz: -30423.223 +/- 0.321 | dlogz: 30357.204 > 0.109
iter: 513 | bound: 3 | nc: 38 | ncall: 9488 | eff(%): 5.407 | loglstar: -inf < -30393.019 < inf | logz: -30403.422 +/- 0.321 | dlogz: 29937.589 > 0.109
iter: 514 | bound: 3 | nc: 38 | ncall: 9526 | eff(%): 5.396 | loglstar: -inf < -30079.423 < inf | logz: -30089.836 +/- 0.321 | dlogz: 29917.778 > 0.109
iter: 515 | bound: 3 | nc: 38 | ncall: 9564 | eff(%): 5.385 | loglstar: -inf < -29829.211 < inf | logz: -29839.635 +/- 0.321 | dlogz: 29604.183 > 0.109
iter: 516 | bound: 3 | nc: 38 | ncall: 9602 | eff(%): 5.374 | loglstar: -inf < -29383.314 < inf | logz: -29393.747 +/- 0.321 | dlogz: 29353.971 > 0.109
iter: 517 | bound: 3 | nc: 38 | ncall: 9640 | eff(%): 5.363 | loglstar: -inf < -29282.982 < inf | logz: -29293.425 +/- 0.322 | dlogz: 28908.074 > 0.109
iter: 518 | bound: 3 | nc: 38 | ncall: 9678 | eff(%): 5.352 | loglstar: -inf < -29137.022 < inf | logz: -29147.475 +/- 0.322 | dlogz: 28807.742 > 0.109
iter: 519 | bound: 3 | nc: 38 | ncall: 9716 | eff(%): 5.342 | loglstar: -inf < -28883.296 < inf | logz: -28893.759 +/- 0.322 | dlogz: 28661.782 > 0.109
iter: 520 | bound: 3 | nc: 38 | ncall: 9754 | eff(%): 5.331 | loglstar: -inf < -28319.363 < inf | logz: -28329.836 +/- 0.322 | dlogz: 28408.056 > 0.109
iter: 521 | bound: 3 | nc: 38 | ncall: 9792 | eff(%): 5.321 | loglstar: -inf < -28142.156 < inf | logz: -28152.639 +/- 0.322 | dlogz: 27844.123 > 0.109
iter: 522 | bound: 3 | nc: 38 | ncall: 9830 | eff(%): 5.310 | loglstar: -inf < -27890.014 < inf | logz: -27900.507 +/- 0.322 | dlogz: 27666.915 > 0.109
iter: 523 | bound: 3 | nc: 38 | ncall: 9868 | eff(%): 5.300 | loglstar: -inf < -26836.714 < inf | logz: -26847.216 +/- 0.322 | dlogz: 27414.773 > 0.109
iter: 524 | bound: 3 | nc: 38 | ncall: 9906 | eff(%): 5.290 | loglstar: -inf < -26112.038 < inf | logz: -26122.551 +/- 0.323 | dlogz: 26361.473 > 0.109
iter: 525 | bound: 3 | nc: 38 | ncall: 9944 | eff(%): 5.280 | loglstar: -inf < -26055.787 < inf | logz: -26066.310 +/- 0.323 | dlogz: 25636.798 > 0.109
iter: 526 | bound: 3 | nc: 38 | ncall: 9982 | eff(%): 5.269 | loglstar: -inf < -25886.069 < inf | logz: -25896.602 +/- 0.323 | dlogz: 25580.547 > 0.109
iter: 527 | bound: 3 | nc: 38 | ncall: 10020 | eff(%): 5.259 | loglstar: -inf < -25722.264 < inf | logz: -25732.807 +/- 0.323 | dlogz: 25410.829 > 0.109
iter: 528 | bound: 3 | nc: 38 | ncall: 10058 | eff(%): 5.250 | loglstar: -inf < -25625.309 < inf | logz: -25635.862 +/- 0.323 | dlogz: 25247.024 > 0.109
iter: 529 | bound: 3 | nc: 38 | ncall: 10096 | eff(%): 5.240 | loglstar: -inf < -25206.766 < inf | logz: -25217.329 +/- 0.323 | dlogz: 25150.069 > 0.109
iter: 530 | bound: 3 | nc: 38 | ncall: 10134 | eff(%): 5.230 | loglstar: -inf < -24541.017 < inf | logz: -24551.589 +/- 0.324 | dlogz: 24731.526 > 0.109
iter: 531 | bound: 3 | nc: 38 | ncall: 10172 | eff(%): 5.220 | loglstar: -inf < -24373.542 < inf | logz: -24384.124 +/- 0.324 | dlogz: 24065.777 > 0.109
iter: 532 | bound: 3 | nc: 38 | ncall: 10210 | eff(%): 5.211 | loglstar: -inf < -23962.710 < inf | logz: -23973.302 +/- 0.324 | dlogz: 23898.301 > 0.109
iter: 533 | bound: 3 | nc: 38 | ncall: 10248 | eff(%): 5.201 | loglstar: -inf < -23809.742 < inf | logz: -23820.344 +/- 0.324 | dlogz: 23487.470 > 0.109
iter: 534 | bound: 3 | nc: 38 | ncall: 10286 | eff(%): 5.192 | loglstar: -inf < -23805.818 < inf | logz: -23816.391 +/- 0.321 | dlogz: 23334.501 > 0.109
iter: 535 | bound: 3 | nc: 38 | ncall: 10324 | eff(%): 5.182 | loglstar: -inf < -23672.758 < inf | logz: -23683.380 +/- 0.324 | dlogz: 23330.538 > 0.109
iter: 536 | bound: 3 | nc: 38 | ncall: 10362 | eff(%): 5.173 | loglstar: -inf < -23646.742 < inf | logz: -23657.375 +/- 0.324 | dlogz: 23197.518 > 0.109
iter: 537 | bound: 3 | nc: 38 | ncall: 10400 | eff(%): 5.163 | loglstar: -inf < -23447.949 < inf | logz: -23458.591 +/- 0.325 | dlogz: 23171.502 > 0.109
iter: 538 | bound: 3 | nc: 38 | ncall: 10438 | eff(%): 5.154 | loglstar: -inf < -23367.702 < inf | logz: -23378.354 +/- 0.325 | dlogz: 22972.708 > 0.109
iter: 539 | bound: 3 | nc: 38 | ncall: 10476 | eff(%): 5.145 | loglstar: -inf < -22381.671 < inf | logz: -22392.333 +/- 0.325 | dlogz: 22892.462 > 0.109
iter: 540 | bound: 3 | nc: 38 | ncall: 10514 | eff(%): 5.136 | loglstar: -inf < -22201.301 < inf | logz: -22211.973 +/- 0.325 | dlogz: 21906.430 > 0.109
iter: 541 | bound: 3 | nc: 38 | ncall: 10552 | eff(%): 5.127 | loglstar: -inf < -22122.489 < inf | logz: -22133.171 +/- 0.325 | dlogz: 21726.061 > 0.109
iter: 542 | bound: 3 | nc: 38 | ncall: 10590 | eff(%): 5.118 | loglstar: -inf < -22117.741 < inf | logz: -22128.416 +/- 0.324 | dlogz: 21647.248 > 0.109
iter: 543 | bound: 3 | nc: 38 | ncall: 10628 | eff(%): 5.109 | loglstar: -inf < -22094.709 < inf | logz: -22105.411 +/- 0.325 | dlogz: 21642.483 > 0.109
iter: 544 | bound: 3 | nc: 38 | ncall: 10666 | eff(%): 5.100 | loglstar: -inf < -22002.234 < inf | logz: -22012.946 +/- 0.326 | dlogz: 21619.469 > 0.109
iter: 545 | bound: 3 | nc: 38 | ncall: 10704 | eff(%): 5.092 | loglstar: -inf < -21322.068 < inf | logz: -21332.790 +/- 0.326 | dlogz: 21526.994 > 0.109
iter: 546 | bound: 3 | nc: 38 | ncall: 10742 | eff(%): 5.083 | loglstar: -inf < -21225.164 < inf | logz: -21235.895 +/- 0.326 | dlogz: 20846.828 > 0.109
iter: 547 | bound: 3 | nc: 38 | ncall: 10780 | eff(%): 5.074 | loglstar: -inf < -21163.354 < inf | logz: -21174.096 +/- 0.326 | dlogz: 20749.923 > 0.109
iter: 548 | bound: 3 | nc: 38 | ncall: 10818 | eff(%): 5.066 | loglstar: -inf < -20958.425 < inf | logz: -20969.177 +/- 0.326 | dlogz: 20688.114 > 0.109
iter: 549 | bound: 3 | nc: 38 | ncall: 10856 | eff(%): 5.057 | loglstar: -inf < -20825.971 < inf | logz: -20836.733 +/- 0.326 | dlogz: 20483.185 > 0.109
iter: 550 | bound: 3 | nc: 38 | ncall: 10894 | eff(%): 5.049 | loglstar: -inf < -20695.065 < inf | logz: -20705.837 +/- 0.327 | dlogz: 20350.731 > 0.109
iter: 551 | bound: 3 | nc: 38 | ncall: 10932 | eff(%): 5.040 | loglstar: -inf < -20526.609 < inf | logz: -20537.391 +/- 0.327 | dlogz: 20219.825 > 0.109
iter: 552 | bound: 3 | nc: 38 | ncall: 10970 | eff(%): 5.032 | loglstar: -inf < -19567.715 < inf | logz: -19578.507 +/- 0.327 | dlogz: 20051.369 > 0.109
iter: 553 | bound: 3 | nc: 38 | ncall: 11008 | eff(%): 5.024 | loglstar: -inf < -19236.404 < inf | logz: -19247.205 +/- 0.327 | dlogz: 19092.475 > 0.109
iter: 554 | bound: 3 | nc: 38 | ncall: 11046 | eff(%): 5.015 | loglstar: -inf < -19203.747 < inf | logz: -19214.559 +/- 0.327 | dlogz: 18761.164 > 0.109
iter: 555 | bound: 3 | nc: 38 | ncall: 11084 | eff(%): 5.007 | loglstar: -inf < -19059.199 < inf | logz: -19070.020 +/- 0.327 | dlogz: 18728.507 > 0.109
iter: 556 | bound: 3 | nc: 38 | ncall: 11122 | eff(%): 4.999 | loglstar: -inf < -17767.165 < inf | logz: -17777.996 +/- 0.327 | dlogz: 18583.959 > 0.109
iter: 557 | bound: 3 | nc: 38 | ncall: 11160 | eff(%): 4.991 | loglstar: -inf < -17096.572 < inf | logz: -17107.413 +/- 0.328 | dlogz: 17291.925 > 0.109
iter: 558 | bound: 3 | nc: 38 | ncall: 11198 | eff(%): 4.983 | loglstar: -inf < -16922.925 < inf | logz: -16933.776 +/- 0.328 | dlogz: 16621.332 > 0.109
iter: 559 | bound: 3 | nc: 38 | ncall: 11236 | eff(%): 4.975 | loglstar: -inf < -16890.923 < inf | logz: -16901.784 +/- 0.328 | dlogz: 16447.685 > 0.109
iter: 560 | bound: 3 | nc: 38 | ncall: 11274 | eff(%): 4.967 | loglstar: -inf < -16692.726 < inf | logz: -16703.597 +/- 0.328 | dlogz: 16415.682 > 0.109
iter: 561 | bound: 3 | nc: 38 | ncall: 11312 | eff(%): 4.959 | loglstar: -inf < -16106.602 < inf | logz: -16117.483 +/- 0.328 | dlogz: 16217.485 > 0.109
iter: 562 | bound: 3 | nc: 38 | ncall: 11350 | eff(%): 4.952 | loglstar: -inf < -16023.456 < inf | logz: -16034.347 +/- 0.328 | dlogz: 15631.362 > 0.109
iter: 563 | bound: 3 | nc: 38 | ncall: 11388 | eff(%): 4.944 | loglstar: -inf < -15400.339 < inf | logz: -15411.240 +/- 0.329 | dlogz: 15548.216 > 0.109
iter: 564 | bound: 3 | nc: 38 | ncall: 11426 | eff(%): 4.936 | loglstar: -inf < -15191.300 < inf | logz: -15202.211 +/- 0.329 | dlogz: 14925.099 > 0.109
iter: 565 | bound: 3 | nc: 38 | ncall: 11464 | eff(%): 4.928 | loglstar: -inf < -15156.388 < inf | logz: -15167.309 +/- 0.329 | dlogz: 14716.060 > 0.109
iter: 566 | bound: 3 | nc: 38 | ncall: 11502 | eff(%): 4.921 | loglstar: -inf < -14941.098 < inf | logz: -14952.029 +/- 0.329 | dlogz: 14681.148 > 0.109
iter: 567 | bound: 3 | nc: 38 | ncall: 11540 | eff(%): 4.913 | loglstar: -inf < -14570.602 < inf | logz: -14581.543 +/- 0.329 | dlogz: 14465.858 > 0.109
iter: 568 | bound: 3 | nc: 38 | ncall: 11578 | eff(%): 4.906 | loglstar: -inf < -14442.124 < inf | logz: -14453.075 +/- 0.329 | dlogz: 14095.362 > 0.109
iter: 569 | bound: 3 | nc: 38 | ncall: 11616 | eff(%): 4.898 | loglstar: -inf < -14228.173 < inf | logz: -14239.134 +/- 0.329 | dlogz: 13966.884 > 0.109
iter: 570 | bound: 3 | nc: 38 | ncall: 11654 | eff(%): 4.891 | loglstar: -inf < -13865.684 < inf | logz: -13876.655 +/- 0.330 | dlogz: 13752.933 > 0.109
iter: 571 | bound: 3 | nc: 38 | ncall: 11692 | eff(%): 4.884 | loglstar: -inf < -13860.428 < inf | logz: -13871.398 +/- 0.329 | dlogz: 13390.444 > 0.109
iter: 572 | bound: 3 | nc: 38 | ncall: 11730 | eff(%): 4.876 | loglstar: -inf < -13831.218 < inf | logz: -13842.208 +/- 0.330 | dlogz: 13385.178 > 0.109
iter: 573 | bound: 3 | nc: 38 | ncall: 11768 | eff(%): 4.869 | loglstar: -inf < -13803.395 < inf | logz: -13814.395 +/- 0.330 | dlogz: 13355.977 > 0.109
iter: 574 | bound: 3 | nc: 38 | ncall: 11806 | eff(%): 4.862 | loglstar: -inf < -13778.645 < inf | logz: -13789.655 +/- 0.330 | dlogz: 13328.154 > 0.109
iter: 575 | bound: 4 | nc: 38 | ncall: 11844 | eff(%): 4.855 | loglstar: -inf < -13504.912 < inf | logz: -13515.932 +/- 0.330 | dlogz: 13303.405 > 0.109
iter: 576 | bound: 4 | nc: 38 | ncall: 11882 | eff(%): 4.848 | loglstar: -inf < -13503.345 < inf | logz: -13514.025 +/- 0.318 | dlogz: 13029.672 > 0.109
iter: 577 | bound: 4 | nc: 38 | ncall: 11920 | eff(%): 4.841 | loglstar: -inf < -13372.235 < inf | logz: -13383.276 +/- 0.331 | dlogz: 13027.755 > 0.109
iter: 578 | bound: 4 | nc: 38 | ncall: 11958 | eff(%): 4.834 | loglstar: -inf < -13356.980 < inf | logz: -13368.030 +/- 0.331 | dlogz: 12896.995 > 0.109
iter: 579 | bound: 4 | nc: 38 | ncall: 11996 | eff(%): 4.827 | loglstar: -inf < -13344.117 < inf | logz: -13355.177 +/- 0.331 | dlogz: 12881.739 > 0.109
iter: 580 | bound: 4 | nc: 38 | ncall: 12034 | eff(%): 4.820 | loglstar: -inf < -13173.535 < inf | logz: -13184.605 +/- 0.331 | dlogz: 12868.877 > 0.109
iter: 581 | bound: 4 | nc: 38 | ncall: 12072 | eff(%): 4.813 | loglstar: -inf < -13081.136 < inf | logz: -13092.216 +/- 0.331 | dlogz: 12698.295 > 0.109
iter: 582 | bound: 4 | nc: 38 | ncall: 12110 | eff(%): 4.806 | loglstar: -inf < -12998.226 < inf | logz: -13009.316 +/- 0.331 | dlogz: 12605.896 > 0.109
iter: 583 | bound: 4 | nc: 38 | ncall: 12148 | eff(%): 4.799 | loglstar: -inf < -12990.901 < inf | logz: -13001.999 +/- 0.331 | dlogz: 12522.986 > 0.109
iter: 584 | bound: 4 | nc: 38 | ncall: 12186 | eff(%): 4.792 | loglstar: -inf < -12549.511 < inf | logz: -12560.620 +/- 0.332 | dlogz: 12515.659 > 0.109
iter: 585 | bound: 4 | nc: 38 | ncall: 12224 | eff(%): 4.786 | loglstar: -inf < -12463.325 < inf | logz: -12474.445 +/- 0.332 | dlogz: 12074.270 > 0.109
iter: 586 | bound: 4 | nc: 38 | ncall: 12262 | eff(%): 4.779 | loglstar: -inf < -12402.079 < inf | logz: -12413.209 +/- 0.332 | dlogz: 11988.085 > 0.109
iter: 587 | bound: 4 | nc: 38 | ncall: 12300 | eff(%): 4.772 | loglstar: -inf < -12393.357 < inf | logz: -12404.496 +/- 0.332 | dlogz: 11926.839 > 0.109
iter: 588 | bound: 4 | nc: 38 | ncall: 12338 | eff(%): 4.766 | loglstar: -inf < -12230.516 < inf | logz: -12241.665 +/- 0.332 | dlogz: 11918.116 > 0.109
iter: 589 | bound: 4 | nc: 38 | ncall: 12376 | eff(%): 4.759 | loglstar: -inf < -12212.393 < inf | logz: -12223.553 +/- 0.332 | dlogz: 11755.276 > 0.109
iter: 590 | bound: 4 | nc: 38 | ncall: 12414 | eff(%): 4.753 | loglstar: -inf < -11961.417 < inf | logz: -11972.587 +/- 0.333 | dlogz: 11737.153 > 0.109
iter: 591 | bound: 4 | nc: 38 | ncall: 12452 | eff(%): 4.746 | loglstar: -inf < -11803.033 < inf | logz: -11814.213 +/- 0.333 | dlogz: 11486.177 > 0.109
iter: 592 | bound: 4 | nc: 38 | ncall: 12490 | eff(%): 4.740 | loglstar: -inf < -11753.025 < inf | logz: -11764.215 +/- 0.333 | dlogz: 11327.793 > 0.109
iter: 593 | bound: 4 | nc: 38 | ncall: 12528 | eff(%): 4.733 | loglstar: -inf < -11717.469 < inf | logz: -11728.669 +/- 0.333 | dlogz: 11277.785 > 0.109
iter: 594 | bound: 4 | nc: 38 | ncall: 12566 | eff(%): 4.727 | loglstar: -inf < -11652.796 < inf | logz: -11664.005 +/- 0.333 | dlogz: 11242.229 > 0.109
iter: 595 | bound: 4 | nc: 38 | ncall: 12604 | eff(%): 4.721 | loglstar: -inf < -11549.710 < inf | logz: -11560.929 +/- 0.333 | dlogz: 11177.556 > 0.109
iter: 596 | bound: 4 | nc: 38 | ncall: 12642 | eff(%): 4.714 | loglstar: -inf < -11542.830 < inf | logz: -11554.057 +/- 0.333 | dlogz: 11074.469 > 0.109
iter: 597 | bound: 4 | nc: 38 | ncall: 12680 | eff(%): 4.708 | loglstar: -inf < -11471.724 < inf | logz: -11482.963 +/- 0.334 | dlogz: 11067.588 > 0.109
iter: 598 | bound: 4 | nc: 38 | ncall: 12718 | eff(%): 4.702 | loglstar: -inf < -11319.011 < inf | logz: -11330.260 +/- 0.334 | dlogz: 10996.483 > 0.109
iter: 599 | bound: 4 | nc: 38 | ncall: 12756 | eff(%): 4.696 | loglstar: -inf < -11120.976 < inf | logz: -11132.235 +/- 0.334 | dlogz: 10843.770 > 0.109
iter: 600 | bound: 4 | nc: 38 | ncall: 12794 | eff(%): 4.690 | loglstar: -inf < -10988.249 < inf | logz: -10999.518 +/- 0.334 | dlogz: 10645.736 > 0.109
iter: 601 | bound: 4 | nc: 38 | ncall: 12832 | eff(%): 4.684 | loglstar: -inf < -10948.809 < inf | logz: -10960.088 +/- 0.334 | dlogz: 10513.008 > 0.109
iter: 602 | bound: 4 | nc: 38 | ncall: 12870 | eff(%): 4.678 | loglstar: -inf < -10653.327 < inf | logz: -10664.616 +/- 0.334 | dlogz: 10473.569 > 0.109
iter: 603 | bound: 4 | nc: 38 | ncall: 12908 | eff(%): 4.672 | loglstar: -inf < -10639.152 < inf | logz: -10650.451 +/- 0.334 | dlogz: 10178.087 > 0.109
iter: 604 | bound: 4 | nc: 38 | ncall: 12946 | eff(%): 4.666 | loglstar: -inf < -10622.578 < inf | logz: -10633.887 +/- 0.335 | dlogz: 10163.911 > 0.109
iter: 605 | bound: 4 | nc: 38 | ncall: 12984 | eff(%): 4.660 | loglstar: -inf < -10476.319 < inf | logz: -10487.638 +/- 0.335 | dlogz: 10147.337 > 0.109
iter: 606 | bound: 4 | nc: 38 | ncall: 13022 | eff(%): 4.654 | loglstar: -inf < -10415.452 < inf | logz: -10426.781 +/- 0.335 | dlogz: 10001.079 > 0.109
iter: 607 | bound: 4 | nc: 38 | ncall: 13060 | eff(%): 4.648 | loglstar: -inf < -10288.965 < inf | logz: -10300.303 +/- 0.335 | dlogz: 9940.212 > 0.109
iter: 608 | bound: 4 | nc: 38 | ncall: 13098 | eff(%): 4.642 | loglstar: -inf < -10152.171 < inf | logz: -10163.520 +/- 0.335 | dlogz: 9813.724 > 0.109
iter: 609 | bound: 4 | nc: 38 | ncall: 13136 | eff(%): 4.636 | loglstar: -inf < -10070.141 < inf | logz: -10081.500 +/- 0.335 | dlogz: 9676.931 > 0.109
iter: 610 | bound: 4 | nc: 38 | ncall: 13174 | eff(%): 4.630 | loglstar: -inf < -9916.032 < inf | logz: -9927.401 +/- 0.336 | dlogz: 9594.901 > 0.109
iter: 611 | bound: 4 | nc: 38 | ncall: 13212 | eff(%): 4.625 | loglstar: -inf < -9864.305 < inf | logz: -9875.683 +/- 0.336 | dlogz: 9440.792 > 0.109
iter: 612 | bound: 4 | nc: 38 | ncall: 13250 | eff(%): 4.619 | loglstar: -inf < -9818.115 < inf | logz: -9829.503 +/- 0.336 | dlogz: 9389.065 > 0.109
iter: 613 | bound: 4 | nc: 38 | ncall: 13288 | eff(%): 4.613 | loglstar: -inf < -9778.137 < inf | logz: -9789.535 +/- 0.336 | dlogz: 9342.875 > 0.109
iter: 614 | bound: 4 | nc: 38 | ncall: 13326 | eff(%): 4.608 | loglstar: -inf < -9639.748 < inf | logz: -9651.157 +/- 0.336 | dlogz: 9302.897 > 0.109
iter: 615 | bound: 4 | nc: 38 | ncall: 13364 | eff(%): 4.602 | loglstar: -inf < -9639.748 < inf | logz: -9650.058 +/- 0.319 | dlogz: 9164.508 > 0.109
iter: 616 | bound: 4 | nc: 38 | ncall: 13402 | eff(%): 4.596 | loglstar: -inf < -9338.252 < inf | logz: -9349.680 +/- 0.336 | dlogz: 9163.400 > 0.109
iter: 617 | bound: 4 | nc: 38 | ncall: 13440 | eff(%): 4.591 | loglstar: -inf < -9324.926 < inf | logz: -9336.364 +/- 0.336 | dlogz: 8863.012 > 0.109
iter: 618 | bound: 4 | nc: 38 | ncall: 13478 | eff(%): 4.585 | loglstar: -inf < -9206.769 < inf | logz: -9218.217 +/- 0.337 | dlogz: 8849.686 > 0.109
iter: 619 | bound: 4 | nc: 38 | ncall: 13516 | eff(%): 4.580 | loglstar: -inf < -9091.146 < inf | logz: -9102.605 +/- 0.337 | dlogz: 8731.529 > 0.109
iter: 620 | bound: 4 | nc: 38 | ncall: 13554 | eff(%): 4.574 | loglstar: -inf < -8823.393 < inf | logz: -8834.861 +/- 0.337 | dlogz: 8615.906 > 0.109
iter: 621 | bound: 4 | nc: 38 | ncall: 13592 | eff(%): 4.569 | loglstar: -inf < -8629.038 < inf | logz: -8640.516 +/- 0.337 | dlogz: 8348.153 > 0.109
iter: 622 | bound: 4 | nc: 38 | ncall: 13630 | eff(%): 4.563 | loglstar: -inf < -8618.955 < inf | logz: -8630.443 +/- 0.337 | dlogz: 8153.798 > 0.109
iter: 623 | bound: 4 | nc: 38 | ncall: 13668 | eff(%): 4.558 | loglstar: -inf < -8446.595 < inf | logz: -8458.093 +/- 0.337 | dlogz: 8143.715 > 0.109
iter: 624 | bound: 4 | nc: 38 | ncall: 13706 | eff(%): 4.553 | loglstar: -inf < -8359.958 < inf | logz: -8371.466 +/- 0.337 | dlogz: 7971.354 > 0.109
iter: 625 | bound: 4 | nc: 38 | ncall: 13744 | eff(%): 4.547 | loglstar: -inf < -8261.275 < inf | logz: -8272.793 +/- 0.338 | dlogz: 7884.718 > 0.109
iter: 626 | bound: 4 | nc: 38 | ncall: 13782 | eff(%): 4.542 | loglstar: -inf < -8232.361 < inf | logz: -8243.889 +/- 0.338 | dlogz: 7786.035 > 0.109
iter: 627 | bound: 4 | nc: 38 | ncall: 13820 | eff(%): 4.537 | loglstar: -inf < -8082.100 < inf | logz: -8093.637 +/- 0.338 | dlogz: 7757.121 > 0.109
iter: 628 | bound: 4 | nc: 38 | ncall: 13858 | eff(%): 4.532 | loglstar: -inf < -8040.833 < inf | logz: -8052.381 +/- 0.338 | dlogz: 7606.859 > 0.109
iter: 629 | bound: 4 | nc: 38 | ncall: 13896 | eff(%): 4.526 | loglstar: -inf < -8026.701 < inf | logz: -8038.259 +/- 0.338 | dlogz: 7565.593 > 0.109
iter: 630 | bound: 4 | nc: 38 | ncall: 13934 | eff(%): 4.521 | loglstar: -inf < -7974.873 < inf | logz: -7986.440 +/- 0.338 | dlogz: 7551.461 > 0.109
iter: 631 | bound: 4 | nc: 38 | ncall: 13972 | eff(%): 4.516 | loglstar: -inf < -7848.967 < inf | logz: -7860.545 +/- 0.338 | dlogz: 7499.633 > 0.109
iter: 632 | bound: 4 | nc: 38 | ncall: 14010 | eff(%): 4.511 | loglstar: -inf < -7689.500 < inf | logz: -7701.088 +/- 0.339 | dlogz: 7373.727 > 0.109
iter: 633 | bound: 4 | nc: 38 | ncall: 14048 | eff(%): 4.506 | loglstar: -inf < -7654.146 < inf | logz: -7665.743 +/- 0.339 | dlogz: 7214.260 > 0.109
iter: 634 | bound: 4 | nc: 38 | ncall: 14086 | eff(%): 4.501 | loglstar: -inf < -7654.146 < inf | logz: -7664.645 +/- 0.322 | dlogz: 7178.905 > 0.109
iter: 635 | bound: 4 | nc: 38 | ncall: 14124 | eff(%): 4.496 | loglstar: -inf < -7579.620 < inf | logz: -7591.238 +/- 0.339 | dlogz: 7177.797 > 0.109
iter: 636 | bound: 4 | nc: 38 | ncall: 14162 | eff(%): 4.491 | loglstar: -inf < -7534.231 < inf | logz: -7545.859 +/- 0.339 | dlogz: 7104.380 > 0.109
iter: 637 | bound: 4 | nc: 38 | ncall: 14200 | eff(%): 4.486 | loglstar: -inf < -7531.834 < inf | logz: -7543.304 +/- 0.331 | dlogz: 7058.991 > 0.109
iter: 638 | bound: 4 | nc: 38 | ncall: 14238 | eff(%): 4.481 | loglstar: -inf < -7195.429 < inf | logz: -7207.077 +/- 0.339 | dlogz: 7056.426 > 0.109
iter: 639 | bound: 4 | nc: 38 | ncall: 14276 | eff(%): 4.476 | loglstar: -inf < -7191.375 < inf | logz: -7202.998 +/- 0.337 | dlogz: 6720.189 > 0.109
iter: 640 | bound: 4 | nc: 38 | ncall: 14314 | eff(%): 4.471 | loglstar: -inf < -7154.923 < inf | logz: -7166.591 +/- 0.340 | dlogz: 6716.101 > 0.109
iter: 641 | bound: 4 | nc: 38 | ncall: 14352 | eff(%): 4.466 | loglstar: -inf < -7072.910 < inf | logz: -7084.587 +/- 0.340 | dlogz: 6679.683 > 0.109
iter: 642 | bound: 4 | nc: 38 | ncall: 14390 | eff(%): 4.461 | loglstar: -inf < -7047.709 < inf | logz: -7059.396 +/- 0.340 | dlogz: 6597.670 > 0.109
iter: 643 | bound: 4 | nc: 38 | ncall: 14428 | eff(%): 4.457 | loglstar: -inf < -6893.836 < inf | logz: -6905.533 +/- 0.340 | dlogz: 6572.469 > 0.109
iter: 644 | bound: 4 | nc: 38 | ncall: 14466 | eff(%): 4.452 | loglstar: -inf < -6885.771 < inf | logz: -6897.478 +/- 0.340 | dlogz: 6418.596 > 0.109
iter: 645 | bound: 4 | nc: 38 | ncall: 14504 | eff(%): 4.447 | loglstar: -inf < -6821.252 < inf | logz: -6832.969 +/- 0.340 | dlogz: 6410.530 > 0.109
iter: 646 | bound: 4 | nc: 38 | ncall: 14542 | eff(%): 4.442 | loglstar: -inf < -6692.911 < inf | logz: -6704.638 +/- 0.340 | dlogz: 6346.012 > 0.109
iter: 647 | bound: 4 | nc: 38 | ncall: 14580 | eff(%): 4.438 | loglstar: -inf < -6578.955 < inf | logz: -6590.692 +/- 0.341 | dlogz: 6217.671 > 0.109
iter: 648 | bound: 4 | nc: 38 | ncall: 14618 | eff(%): 4.433 | loglstar: -inf < -6382.121 < inf | logz: -6393.868 +/- 0.341 | dlogz: 6103.715 > 0.109
iter: 649 | bound: 4 | nc: 38 | ncall: 14656 | eff(%): 4.428 | loglstar: -inf < -6256.942 < inf | logz: -6268.699 +/- 0.341 | dlogz: 5906.881 > 0.109
iter: 650 | bound: 4 | nc: 38 | ncall: 14694 | eff(%): 4.424 | loglstar: -inf < -6108.204 < inf | logz: -6119.971 +/- 0.341 | dlogz: 5781.702 > 0.109
iter: 651 | bound: 4 | nc: 38 | ncall: 14732 | eff(%): 4.419 | loglstar: -inf < -6031.723 < inf | logz: -6043.499 +/- 0.341 | dlogz: 5632.964 > 0.109
iter: 652 | bound: 4 | nc: 38 | ncall: 14770 | eff(%): 4.414 | loglstar: -inf < -5959.545 < inf | logz: -5971.332 +/- 0.341 | dlogz: 5556.482 > 0.109
iter: 653 | bound: 4 | nc: 38 | ncall: 14808 | eff(%): 4.410 | loglstar: -inf < -5855.528 < inf | logz: -5867.325 +/- 0.341 | dlogz: 5484.305 > 0.109
iter: 654 | bound: 4 | nc: 38 | ncall: 14846 | eff(%): 4.405 | loglstar: -inf < -5854.868 < inf | logz: -5865.962 +/- 0.326 | dlogz: 5380.288 > 0.109
iter: 655 | bound: 4 | nc: 38 | ncall: 14884 | eff(%): 4.401 | loglstar: -inf < -5828.897 < inf | logz: -5840.713 +/- 0.342 | dlogz: 5378.915 > 0.109
iter: 656 | bound: 4 | nc: 38 | ncall: 14922 | eff(%): 4.396 | loglstar: -inf < -5776.884 < inf | logz: -5788.710 +/- 0.342 | dlogz: 5353.656 > 0.109
iter: 657 | bound: 4 | nc: 38 | ncall: 14960 | eff(%): 4.392 | loglstar: -inf < -5755.095 < inf | logz: -5766.932 +/- 0.342 | dlogz: 5301.644 > 0.109
iter: 658 | bound: 4 | nc: 38 | ncall: 14998 | eff(%): 4.387 | loglstar: -inf < -5638.309 < inf | logz: -5650.155 +/- 0.342 | dlogz: 5279.855 > 0.109
iter: 659 | bound: 4 | nc: 38 | ncall: 15036 | eff(%): 4.383 | loglstar: -inf < -5594.855 < inf | logz: -5606.712 +/- 0.342 | dlogz: 5163.068 > 0.109
iter: 660 | bound: 4 | nc: 38 | ncall: 15074 | eff(%): 4.378 | loglstar: -inf < -5590.558 < inf | logz: -5602.398 +/- 0.340 | dlogz: 5119.615 > 0.109
iter: 661 | bound: 4 | nc: 38 | ncall: 15112 | eff(%): 4.374 | loglstar: -inf < -5421.598 < inf | logz: -5433.475 +/- 0.343 | dlogz: 5115.291 > 0.109
iter: 662 | bound: 4 | nc: 38 | ncall: 15150 | eff(%): 4.370 | loglstar: -inf < -5339.209 < inf | logz: -5351.095 +/- 0.343 | dlogz: 4946.358 > 0.109
iter: 663 | bound: 4 | nc: 38 | ncall: 15188 | eff(%): 4.365 | loglstar: -inf < -5198.626 < inf | logz: -5210.522 +/- 0.343 | dlogz: 4863.969 > 0.109
iter: 664 | bound: 4 | nc: 38 | ncall: 15226 | eff(%): 4.361 | loglstar: -inf < -5128.778 < inf | logz: -5140.684 +/- 0.343 | dlogz: 4723.386 > 0.109
iter: 665 | bound: 4 | nc: 38 | ncall: 15264 | eff(%): 4.357 | loglstar: -inf < -5118.109 < inf | logz: -5130.025 +/- 0.343 | dlogz: 4653.538 > 0.109
iter: 666 | bound: 4 | nc: 38 | ncall: 15302 | eff(%): 4.352 | loglstar: -inf < -5112.486 < inf | logz: -5124.405 +/- 0.343 | dlogz: 4642.869 > 0.109
iter: 667 | bound: 4 | nc: 38 | ncall: 15340 | eff(%): 4.348 | loglstar: -inf < -5079.724 < inf | logz: -5091.660 +/- 0.344 | dlogz: 4637.238 > 0.109
iter: 668 | bound: 4 | nc: 38 | ncall: 15378 | eff(%): 4.344 | loglstar: -inf < -5057.169 < inf | logz: -5069.115 +/- 0.344 | dlogz: 4604.484 > 0.109
iter: 669 | bound: 4 | nc: 38 | ncall: 15416 | eff(%): 4.340 | loglstar: -inf < -4936.287 < inf | logz: -4948.242 +/- 0.344 | dlogz: 4581.929 > 0.109
iter: 670 | bound: 4 | nc: 38 | ncall: 15454 | eff(%): 4.335 | loglstar: -inf < -4905.507 < inf | logz: -4917.473 +/- 0.344 | dlogz: 4461.046 > 0.109
iter: 671 | bound: 4 | nc: 38 | ncall: 15492 | eff(%): 4.331 | loglstar: -inf < -4853.275 < inf | logz: -4865.251 +/- 0.344 | dlogz: 4430.267 > 0.109
iter: 672 | bound: 4 | nc: 38 | ncall: 15530 | eff(%): 4.327 | loglstar: -inf < -4828.602 < inf | logz: -4840.587 +/- 0.344 | dlogz: 4378.035 > 0.109
iter: 673 | bound: 5 | nc: 38 | ncall: 15568 | eff(%): 4.323 | loglstar: -inf < -4749.154 < inf | logz: -4761.150 +/- 0.344 | dlogz: 4353.361 > 0.109
iter: 674 | bound: 5 | nc: 38 | ncall: 15606 | eff(%): 4.319 | loglstar: -inf < -4746.556 < inf | logz: -4758.422 +/- 0.338 | dlogz: 4273.914 > 0.109
iter: 675 | bound: 5 | nc: 38 | ncall: 15644 | eff(%): 4.315 | loglstar: -inf < -4563.247 < inf | logz: -4575.263 +/- 0.345 | dlogz: 4271.176 > 0.109
iter: 676 | bound: 5 | nc: 38 | ncall: 15682 | eff(%): 4.311 | loglstar: -inf < -4522.097 < inf | logz: -4534.122 +/- 0.345 | dlogz: 4088.007 > 0.109
iter: 677 | bound: 5 | nc: 38 | ncall: 15720 | eff(%): 4.307 | loglstar: -inf < -4514.182 < inf | logz: -4526.217 +/- 0.345 | dlogz: 4046.857 > 0.109
iter: 678 | bound: 5 | nc: 38 | ncall: 15758 | eff(%): 4.303 | loglstar: -inf < -4506.851 < inf | logz: -4518.895 +/- 0.345 | dlogz: 4038.941 > 0.109
iter: 679 | bound: 5 | nc: 38 | ncall: 15796 | eff(%): 4.299 | loglstar: -inf < -4469.776 < inf | logz: -4481.831 +/- 0.345 | dlogz: 4031.609 > 0.109
iter: 680 | bound: 5 | nc: 38 | ncall: 15834 | eff(%): 4.295 | loglstar: -inf < -4461.065 < inf | logz: -4473.130 +/- 0.345 | dlogz: 3994.536 > 0.109
iter: 681 | bound: 5 | nc: 38 | ncall: 15872 | eff(%): 4.291 | loglstar: -inf < -4451.519 < inf | logz: -4463.595 +/- 0.346 | dlogz: 3985.825 > 0.109
iter: 682 | bound: 5 | nc: 38 | ncall: 15910 | eff(%): 4.287 | loglstar: -inf < -4336.885 < inf | logz: -4348.970 +/- 0.346 | dlogz: 3976.279 > 0.109
iter: 683 | bound: 5 | nc: 38 | ncall: 15948 | eff(%): 4.283 | loglstar: -inf < -4319.936 < inf | logz: -4332.032 +/- 0.346 | dlogz: 3861.645 > 0.109
iter: 684 | bound: 5 | nc: 38 | ncall: 15986 | eff(%): 4.279 | loglstar: -inf < -4310.659 < inf | logz: -4322.764 +/- 0.346 | dlogz: 3844.696 > 0.109
iter: 685 | bound: 5 | nc: 38 | ncall: 16024 | eff(%): 4.275 | loglstar: -inf < -4303.644 < inf | logz: -4315.757 +/- 0.346 | dlogz: 3835.418 > 0.109
iter: 686 | bound: 5 | nc: 38 | ncall: 16062 | eff(%): 4.271 | loglstar: -inf < -4269.999 < inf | logz: -4282.124 +/- 0.346 | dlogz: 3828.402 > 0.109
iter: 687 | bound: 5 | nc: 38 | ncall: 16100 | eff(%): 4.267 | loglstar: -inf < -4235.249 < inf | logz: -4247.384 +/- 0.346 | dlogz: 3794.759 > 0.109
iter: 688 | bound: 5 | nc: 38 | ncall: 16138 | eff(%): 4.263 | loglstar: -inf < -4033.793 < inf | logz: -4045.938 +/- 0.347 | dlogz: 3760.009 > 0.109
iter: 689 | bound: 5 | nc: 38 | ncall: 16176 | eff(%): 4.259 | loglstar: -inf < -4003.597 < inf | logz: -4015.752 +/- 0.347 | dlogz: 3558.553 > 0.109
iter: 690 | bound: 5 | nc: 38 | ncall: 16214 | eff(%): 4.256 | loglstar: -inf < -3864.638 < inf | logz: -3876.803 +/- 0.347 | dlogz: 3528.356 > 0.109
iter: 691 | bound: 5 | nc: 38 | ncall: 16252 | eff(%): 4.252 | loglstar: -inf < -3864.502 < inf | logz: -3875.664 +/- 0.331 | dlogz: 3389.398 > 0.109
iter: 692 | bound: 5 | nc: 38 | ncall: 16290 | eff(%): 4.248 | loglstar: -inf < -3861.422 < inf | logz: -3873.447 +/- 0.338 | dlogz: 3388.249 > 0.109
iter: 693 | bound: 5 | nc: 38 | ncall: 16328 | eff(%): 4.244 | loglstar: -inf < -3833.140 < inf | logz: -3845.334 +/- 0.347 | dlogz: 3386.022 > 0.109
iter: 694 | bound: 5 | nc: 38 | ncall: 16366 | eff(%): 4.240 | loglstar: -inf < -3592.447 < inf | logz: -3604.652 +/- 0.347 | dlogz: 3357.900 > 0.109
iter: 695 | bound: 5 | nc: 38 | ncall: 16404 | eff(%): 4.237 | loglstar: -inf < -3526.209 < inf | logz: -3538.424 +/- 0.348 | dlogz: 3117.207 > 0.109
iter: 696 | bound: 5 | nc: 38 | ncall: 16442 | eff(%): 4.233 | loglstar: -inf < -3511.438 < inf | logz: -3523.663 +/- 0.348 | dlogz: 3050.969 > 0.109
iter: 697 | bound: 5 | nc: 38 | ncall: 16480 | eff(%): 4.229 | loglstar: -inf < -3484.835 < inf | logz: -3497.069 +/- 0.348 | dlogz: 3036.198 > 0.109
iter: 698 | bound: 5 | nc: 38 | ncall: 16518 | eff(%): 4.226 | loglstar: -inf < -3403.649 < inf | logz: -3415.893 +/- 0.348 | dlogz: 3009.595 > 0.109
iter: 699 | bound: 5 | nc: 38 | ncall: 16556 | eff(%): 4.222 | loglstar: -inf < -3380.521 < inf | logz: -3392.775 +/- 0.348 | dlogz: 2928.409 > 0.109
iter: 700 | bound: 5 | nc: 38 | ncall: 16594 | eff(%): 4.218 | loglstar: -inf < -3326.658 < inf | logz: -3338.922 +/- 0.348 | dlogz: 2905.280 > 0.109
iter: 701 | bound: 5 | nc: 38 | ncall: 16632 | eff(%): 4.215 | loglstar: -inf < -3315.454 < inf | logz: -3327.729 +/- 0.348 | dlogz: 2851.417 > 0.109
iter: 702 | bound: 5 | nc: 38 | ncall: 16670 | eff(%): 4.211 | loglstar: -inf < -3307.539 < inf | logz: -3319.822 +/- 0.348 | dlogz: 2840.214 > 0.109
iter: 703 | bound: 5 | nc: 38 | ncall: 16708 | eff(%): 4.208 | loglstar: -inf < -3307.093 < inf | logz: -3318.560 +/- 0.333 | dlogz: 2832.298 > 0.109
iter: 704 | bound: 5 | nc: 38 | ncall: 16746 | eff(%): 4.204 | loglstar: -inf < -3241.843 < inf | logz: -3254.147 +/- 0.349 | dlogz: 2831.025 > 0.109
iter: 705 | bound: 5 | nc: 38 | ncall: 16784 | eff(%): 4.200 | loglstar: -inf < -3217.194 < inf | logz: -3229.508 +/- 0.349 | dlogz: 2766.603 > 0.109
iter: 706 | bound: 5 | nc: 38 | ncall: 16822 | eff(%): 4.197 | loglstar: -inf < -3207.928 < inf | logz: -3220.252 +/- 0.349 | dlogz: 2741.954 > 0.109
iter: 707 | bound: 5 | nc: 38 | ncall: 16860 | eff(%): 4.193 | loglstar: -inf < -3207.616 < inf | logz: -3219.045 +/- 0.333 | dlogz: 2732.688 > 0.109
iter: 708 | bound: 5 | nc: 38 | ncall: 16898 | eff(%): 4.190 | loglstar: -inf < -3176.211 < inf | logz: -3188.554 +/- 0.349 | dlogz: 2731.471 > 0.109
iter: 709 | bound: 5 | nc: 38 | ncall: 16936 | eff(%): 4.186 | loglstar: -inf < -3159.766 < inf | logz: -3172.120 +/- 0.350 | dlogz: 2700.970 > 0.109
iter: 710 | bound: 5 | nc: 38 | ncall: 16974 | eff(%): 4.183 | loglstar: -inf < -3096.189 < inf | logz: -3108.553 +/- 0.350 | dlogz: 2684.526 > 0.109
iter: 711 | bound: 5 | nc: 38 | ncall: 17012 | eff(%): 4.179 | loglstar: -inf < -3063.398 < inf | logz: -3075.772 +/- 0.350 | dlogz: 2620.949 > 0.109
iter: 712 | bound: 5 | nc: 38 | ncall: 17050 | eff(%): 4.176 | loglstar: -inf < -3036.851 < inf | logz: -3049.235 +/- 0.350 | dlogz: 2588.158 > 0.109
iter: 713 | bound: 5 | nc: 38 | ncall: 17088 | eff(%): 4.173 | loglstar: -inf < -3036.851 < inf | logz: -3048.136 +/- 0.334 | dlogz: 2561.611 > 0.109
iter: 714 | bound: 5 | nc: 38 | ncall: 17126 | eff(%): 4.169 | loglstar: -inf < -3024.977 < inf | logz: -3037.381 +/- 0.350 | dlogz: 2560.502 > 0.109
iter: 715 | bound: 5 | nc: 38 | ncall: 17164 | eff(%): 4.166 | loglstar: -inf < -3022.987 < inf | logz: -3035.158 +/- 0.341 | dlogz: 2549.737 > 0.109
iter: 716 | bound: 5 | nc: 38 | ncall: 17202 | eff(%): 4.162 | loglstar: -inf < -3019.778 < inf | logz: -3032.113 +/- 0.345 | dlogz: 2547.504 > 0.109
iter: 717 | bound: 5 | nc: 38 | ncall: 17240 | eff(%): 4.159 | loglstar: -inf < -3004.570 < inf | logz: -3017.004 +/- 0.350 | dlogz: 2544.449 > 0.109
iter: 718 | bound: 5 | nc: 38 | ncall: 17278 | eff(%): 4.156 | loglstar: -inf < -2994.026 < inf | logz: -3006.470 +/- 0.351 | dlogz: 2529.330 > 0.109
iter: 719 | bound: 5 | nc: 38 | ncall: 17316 | eff(%): 4.152 | loglstar: -inf < -2987.937 < inf | logz: -3000.386 +/- 0.350 | dlogz: 2518.786 > 0.109
iter: 720 | bound: 5 | nc: 38 | ncall: 17354 | eff(%): 4.149 | loglstar: -inf < -2944.472 < inf | logz: -2956.935 +/- 0.351 | dlogz: 2512.692 > 0.109
iter: 721 | bound: 5 | nc: 38 | ncall: 17392 | eff(%): 4.146 | loglstar: -inf < -2931.597 < inf | logz: -2944.071 +/- 0.351 | dlogz: 2469.232 > 0.109
iter: 722 | bound: 5 | nc: 38 | ncall: 17430 | eff(%): 4.142 | loglstar: -inf < -2919.942 < inf | logz: -2932.425 +/- 0.351 | dlogz: 2456.357 > 0.109
iter: 723 | bound: 5 | nc: 38 | ncall: 17468 | eff(%): 4.139 | loglstar: -inf < -2914.083 < inf | logz: -2926.571 +/- 0.351 | dlogz: 2444.701 > 0.109
iter: 724 | bound: 5 | nc: 38 | ncall: 17506 | eff(%): 4.136 | loglstar: -inf < -2903.083 < inf | logz: -2915.586 +/- 0.351 | dlogz: 2438.837 > 0.109
iter: 725 | bound: 5 | nc: 38 | ncall: 17544 | eff(%): 4.132 | loglstar: -inf < -2889.838 < inf | logz: -2902.351 +/- 0.352 | dlogz: 2427.842 > 0.109
iter: 726 | bound: 5 | nc: 38 | ncall: 17582 | eff(%): 4.129 | loglstar: -inf < -2881.640 < inf | logz: -2894.163 +/- 0.352 | dlogz: 2414.597 > 0.109
iter: 727 | bound: 5 | nc: 38 | ncall: 17620 | eff(%): 4.126 | loglstar: -inf < -2869.536 < inf | logz: -2882.069 +/- 0.352 | dlogz: 2406.400 > 0.109
iter: 728 | bound: 5 | nc: 38 | ncall: 17658 | eff(%): 4.123 | loglstar: -inf < -2860.820 < inf | logz: -2873.362 +/- 0.352 | dlogz: 2394.296 > 0.109
iter: 729 | bound: 5 | nc: 38 | ncall: 17696 | eff(%): 4.120 | loglstar: -inf < -2851.328 < inf | logz: -2863.881 +/- 0.352 | dlogz: 2385.579 > 0.109
iter: 730 | bound: 5 | nc: 38 | ncall: 17734 | eff(%): 4.116 | loglstar: -inf < -2831.300 < inf | logz: -2843.863 +/- 0.352 | dlogz: 2385.691 > 0.109
iter: 731 | bound: 5 | nc: 38 | ncall: 17772 | eff(%): 4.113 | loglstar: -inf < -2826.736 < inf | logz: -2839.288 +/- 0.351 | dlogz: 2365.663 > 0.109
iter: 732 | bound: 5 | nc: 38 | ncall: 17810 | eff(%): 4.110 | loglstar: -inf < -2800.306 < inf | logz: -2812.889 +/- 0.353 | dlogz: 2361.078 > 0.109
iter: 733 | bound: 5 | nc: 38 | ncall: 17848 | eff(%): 4.107 | loglstar: -inf < -2794.277 < inf | logz: -2806.865 +/- 0.352 | dlogz: 2334.669 > 0.109
iter: 734 | bound: 5 | nc: 38 | ncall: 17886 | eff(%): 4.104 | loglstar: -inf < -2782.047 < inf | logz: -2794.650 +/- 0.353 | dlogz: 2328.635 > 0.109
iter: 735 | bound: 5 | nc: 38 | ncall: 17924 | eff(%): 4.101 | loglstar: -inf < -2762.608 < inf | logz: -2775.221 +/- 0.353 | dlogz: 2316.410 > 0.109
iter: 736 | bound: 5 | nc: 38 | ncall: 17962 | eff(%): 4.098 | loglstar: -inf < -2749.917 < inf | logz: -2762.540 +/- 0.353 | dlogz: 2296.971 > 0.109
iter: 737 | bound: 5 | nc: 38 | ncall: 18000 | eff(%): 4.094 | loglstar: -inf < -2729.743 < inf | logz: -2742.375 +/- 0.353 | dlogz: 2284.280 > 0.109
iter: 738 | bound: 5 | nc: 38 | ncall: 18038 | eff(%): 4.091 | loglstar: -inf < -2693.747 < inf | logz: -2706.390 +/- 0.353 | dlogz: 2264.106 > 0.109
iter: 739 | bound: 5 | nc: 38 | ncall: 18076 | eff(%): 4.088 | loglstar: -inf < -2676.830 < inf | logz: -2689.483 +/- 0.354 | dlogz: 2228.110 > 0.109
iter: 740 | bound: 6 | nc: 38 | ncall: 18114 | eff(%): 4.085 | loglstar: -inf < -2664.954 < inf | logz: -2677.616 +/- 0.354 | dlogz: 2211.193 > 0.109
iter: 741 | bound: 6 | nc: 38 | ncall: 18152 | eff(%): 4.082 | loglstar: -inf < -2644.408 < inf | logz: -2657.080 +/- 0.354 | dlogz: 2199.317 > 0.109
iter: 742 | bound: 6 | nc: 38 | ncall: 18190 | eff(%): 4.079 | loglstar: -inf < -2617.632 < inf | logz: -2630.315 +/- 0.354 | dlogz: 2178.771 > 0.109
iter: 743 | bound: 6 | nc: 38 | ncall: 18228 | eff(%): 4.076 | loglstar: -inf < -2594.052 < inf | logz: -2606.745 +/- 0.354 | dlogz: 2151.995 > 0.109
iter: 744 | bound: 6 | nc: 38 | ncall: 18266 | eff(%): 4.073 | loglstar: -inf < -2583.441 < inf | logz: -2596.143 +/- 0.354 | dlogz: 2128.415 > 0.109
iter: 745 | bound: 6 | nc: 38 | ncall: 18304 | eff(%): 4.070 | loglstar: -inf < -2559.615 < inf | logz: -2572.327 +/- 0.354 | dlogz: 2117.804 > 0.109
iter: 746 | bound: 6 | nc: 38 | ncall: 18342 | eff(%): 4.067 | loglstar: -inf < -2512.329 < inf | logz: -2525.051 +/- 0.355 | dlogz: 2093.978 > 0.109
iter: 747 | bound: 6 | nc: 38 | ncall: 18380 | eff(%): 4.064 | loglstar: -inf < -2492.415 < inf | logz: -2505.147 +/- 0.355 | dlogz: 2046.692 > 0.109
iter: 748 | bound: 6 | nc: 38 | ncall: 18418 | eff(%): 4.061 | loglstar: -inf < -2461.070 < inf | logz: -2473.812 +/- 0.355 | dlogz: 2026.778 > 0.109
iter: 749 | bound: 6 | nc: 38 | ncall: 18456 | eff(%): 4.058 | loglstar: -inf < -2422.617 < inf | logz: -2435.369 +/- 0.355 | dlogz: 1995.433 > 0.109
iter: 750 | bound: 6 | nc: 38 | ncall: 18494 | eff(%): 4.055 | loglstar: -inf < -2421.814 < inf | logz: -2433.934 +/- 0.340 | dlogz: 1956.980 > 0.109
iter: 751 | bound: 6 | nc: 38 | ncall: 18532 | eff(%): 4.052 | loglstar: -inf < -2357.849 < inf | logz: -2370.621 +/- 0.355 | dlogz: 1955.535 > 0.109
iter: 752 | bound: 6 | nc: 38 | ncall: 18570 | eff(%): 4.050 | loglstar: -inf < -2352.781 < inf | logz: -2365.551 +/- 0.354 | dlogz: 1892.212 > 0.109
iter: 753 | bound: 6 | nc: 38 | ncall: 18608 | eff(%): 4.047 | loglstar: -inf < -2335.449 < inf | logz: -2348.241 +/- 0.356 | dlogz: 1887.132 > 0.109
iter: 754 | bound: 6 | nc: 38 | ncall: 18646 | eff(%): 4.044 | loglstar: -inf < -2334.607 < inf | logz: -2346.785 +/- 0.341 | dlogz: 1869.812 > 0.109
iter: 755 | bound: 6 | nc: 38 | ncall: 18684 | eff(%): 4.041 | loglstar: -inf < -2299.447 < inf | logz: -2312.259 +/- 0.356 | dlogz: 1868.346 > 0.109
iter: 756 | bound: 6 | nc: 38 | ncall: 18722 | eff(%): 4.038 | loglstar: -inf < -2284.792 < inf | logz: -2297.614 +/- 0.356 | dlogz: 1833.810 > 0.109
iter: 757 | bound: 6 | nc: 38 | ncall: 18760 | eff(%): 4.035 | loglstar: -inf < -2266.304 < inf | logz: -2279.136 +/- 0.356 | dlogz: 1819.155 > 0.109
iter: 758 | bound: 6 | nc: 38 | ncall: 18798 | eff(%): 4.032 | loglstar: -inf < -2259.271 < inf | logz: -2272.111 +/- 0.356 | dlogz: 1800.667 > 0.109
iter: 759 | bound: 6 | nc: 38 | ncall: 18836 | eff(%): 4.030 | loglstar: -inf < -2246.305 < inf | logz: -2259.157 +/- 0.356 | dlogz: 1793.633 > 0.109
iter: 760 | bound: 6 | nc: 38 | ncall: 18874 | eff(%): 4.027 | loglstar: -inf < -2213.839 < inf | logz: -2226.700 +/- 0.357 | dlogz: 1780.669 > 0.109
iter: 761 | bound: 6 | nc: 38 | ncall: 18912 | eff(%): 4.024 | loglstar: -inf < -2210.516 < inf | logz: -2223.317 +/- 0.353 | dlogz: 1748.202 > 0.109
iter: 762 | bound: 6 | nc: 38 | ncall: 18950 | eff(%): 4.021 | loglstar: -inf < -2191.233 < inf | logz: -2204.114 +/- 0.357 | dlogz: 1744.809 > 0.109
iter: 763 | bound: 6 | nc: 38 | ncall: 18988 | eff(%): 4.018 | loglstar: -inf < -2161.633 < inf | logz: -2174.524 +/- 0.357 | dlogz: 1725.596 > 0.109
iter: 764 | bound: 6 | nc: 38 | ncall: 19026 | eff(%): 4.016 | loglstar: -inf < -2140.506 < inf | logz: -2153.407 +/- 0.357 | dlogz: 1695.996 > 0.109
iter: 765 | bound: 6 | nc: 38 | ncall: 19064 | eff(%): 4.013 | loglstar: -inf < -2114.249 < inf | logz: -2127.160 +/- 0.357 | dlogz: 1674.869 > 0.109
iter: 766 | bound: 6 | nc: 38 | ncall: 19102 | eff(%): 4.010 | loglstar: -inf < -2111.440 < inf | logz: -2124.247 +/- 0.351 | dlogz: 1648.612 > 0.109
iter: 767 | bound: 6 | nc: 38 | ncall: 19140 | eff(%): 4.007 | loglstar: -inf < -2090.362 < inf | logz: -2103.293 +/- 0.357 | dlogz: 1645.689 > 0.109
iter: 768 | bound: 6 | nc: 38 | ncall: 19178 | eff(%): 4.005 | loglstar: -inf < -2087.582 < inf | logz: -2100.405 +/- 0.352 | dlogz: 1624.725 > 0.109
iter: 769 | bound: 6 | nc: 38 | ncall: 19216 | eff(%): 4.002 | loglstar: -inf < -2080.933 < inf | logz: -2093.881 +/- 0.357 | dlogz: 1621.827 > 0.109
iter: 770 | bound: 6 | nc: 38 | ncall: 19254 | eff(%): 3.999 | loglstar: -inf < -2005.361 < inf | logz: -2018.322 +/- 0.358 | dlogz: 1617.894 > 0.109
iter: 771 | bound: 6 | nc: 38 | ncall: 19292 | eff(%): 3.996 | loglstar: -inf < -1959.204 < inf | logz: -1972.175 +/- 0.358 | dlogz: 1542.326 > 0.109
iter: 772 | bound: 7 | nc: 38 | ncall: 19330 | eff(%): 3.994 | loglstar: -inf < -1952.165 < inf | logz: -1965.145 +/- 0.358 | dlogz: 1496.168 > 0.109
iter: 773 | bound: 7 | nc: 38 | ncall: 19368 | eff(%): 3.991 | loglstar: -inf < -1939.854 < inf | logz: -1952.845 +/- 0.358 | dlogz: 1489.128 > 0.109
iter: 774 | bound: 7 | nc: 38 | ncall: 19406 | eff(%): 3.988 | loglstar: -inf < -1925.634 < inf | logz: -1938.635 +/- 0.358 | dlogz: 1476.819 > 0.109
iter: 775 | bound: 7 | nc: 38 | ncall: 19444 | eff(%): 3.986 | loglstar: -inf < -1910.757 < inf | logz: -1923.768 +/- 0.359 | dlogz: 1462.598 > 0.109
iter: 776 | bound: 7 | nc: 38 | ncall: 19482 | eff(%): 3.983 | loglstar: -inf < -1905.441 < inf | logz: -1918.452 +/- 0.358 | dlogz: 1447.721 > 0.109
iter: 777 | bound: 7 | nc: 38 | ncall: 19520 | eff(%): 3.981 | loglstar: -inf < -1905.312 < inf | logz: -1917.322 +/- 0.343 | dlogz: 1442.396 > 0.109
iter: 778 | bound: 7 | nc: 38 | ncall: 19558 | eff(%): 3.978 | loglstar: -inf < -1891.304 < inf | logz: -1904.344 +/- 0.359 | dlogz: 1441.255 > 0.109
iter: 779 | bound: 7 | nc: 38 | ncall: 19596 | eff(%): 3.975 | loglstar: -inf < -1880.015 < inf | logz: -1893.065 +/- 0.359 | dlogz: 1428.268 > 0.109
iter: 780 | bound: 7 | nc: 38 | ncall: 19634 | eff(%): 3.973 | loglstar: -inf < -1877.749 < inf | logz: -1890.620 +/- 0.351 | dlogz: 1416.979 > 0.109
iter: 781 | bound: 7 | nc: 38 | ncall: 19672 | eff(%): 3.970 | loglstar: -inf < -1868.675 < inf | logz: -1881.745 +/- 0.359 | dlogz: 1414.524 > 0.109
iter: 782 | bound: 7 | nc: 38 | ncall: 19710 | eff(%): 3.968 | loglstar: -inf < -1862.503 < inf | logz: -1875.579 +/- 0.359 | dlogz: 1405.639 > 0.109
iter: 783 | bound: 7 | nc: 38 | ncall: 19748 | eff(%): 3.965 | loglstar: -inf < -1835.303 < inf | logz: -1848.393 +/- 0.360 | dlogz: 1399.463 > 0.109
iter: 784 | bound: 7 | nc: 38 | ncall: 19786 | eff(%): 3.962 | loglstar: -inf < -1833.057 < inf | logz: -1845.965 +/- 0.352 | dlogz: 1372.267 > 0.109
iter: 785 | bound: 7 | nc: 38 | ncall: 19824 | eff(%): 3.960 | loglstar: -inf < -1784.185 < inf | logz: -1797.295 +/- 0.360 | dlogz: 1369.829 > 0.109
iter: 786 | bound: 7 | nc: 38 | ncall: 19862 | eff(%): 3.957 | loglstar: -inf < -1758.697 < inf | logz: -1771.817 +/- 0.360 | dlogz: 1321.149 > 0.109
iter: 787 | bound: 7 | nc: 38 | ncall: 19900 | eff(%): 3.955 | loglstar: -inf < -1754.686 < inf | logz: -1767.781 +/- 0.358 | dlogz: 1295.661 > 0.109
iter: 788 | bound: 7 | nc: 38 | ncall: 19938 | eff(%): 3.952 | loglstar: -inf < -1752.202 < inf | logz: -1765.185 +/- 0.353 | dlogz: 1291.615 > 0.109
iter: 789 | bound: 7 | nc: 38 | ncall: 19976 | eff(%): 3.950 | loglstar: -inf < -1744.223 < inf | logz: -1757.372 +/- 0.360 | dlogz: 1289.009 > 0.109
iter: 790 | bound: 7 | nc: 38 | ncall: 20014 | eff(%): 3.947 | loglstar: -inf < -1734.600 < inf | logz: -1747.760 +/- 0.361 | dlogz: 1281.186 > 0.109
iter: 791 | bound: 7 | nc: 38 | ncall: 20052 | eff(%): 3.945 | loglstar: -inf < -1730.384 < inf | logz: -1743.525 +/- 0.359 | dlogz: 1271.564 > 0.109
iter: 792 | bound: 7 | nc: 38 | ncall: 20090 | eff(%): 3.942 | loglstar: -inf < -1723.979 < inf | logz: -1737.155 +/- 0.361 | dlogz: 1267.319 > 0.109
iter: 793 | bound: 7 | nc: 38 | ncall: 20128 | eff(%): 3.940 | loglstar: -inf < -1723.514 < inf | logz: -1735.886 +/- 0.346 | dlogz: 1260.940 > 0.109
iter: 794 | bound: 7 | nc: 38 | ncall: 20166 | eff(%): 3.937 | loglstar: -inf < -1708.003 < inf | logz: -1721.203 +/- 0.361 | dlogz: 1259.661 > 0.109
iter: 795 | bound: 7 | nc: 38 | ncall: 20204 | eff(%): 3.935 | loglstar: -inf < -1679.726 < inf | logz: -1692.936 +/- 0.361 | dlogz: 1244.967 > 0.109
iter: 796 | bound: 7 | nc: 38 | ncall: 20242 | eff(%): 3.932 | loglstar: -inf < -1646.509 < inf | logz: -1659.729 +/- 0.361 | dlogz: 1216.690 > 0.109
iter: 797 | bound: 7 | nc: 38 | ncall: 20280 | eff(%): 3.930 | loglstar: -inf < -1643.756 < inf | logz: -1656.865 +/- 0.356 | dlogz: 1183.473 > 0.109
iter: 798 | bound: 7 | nc: 38 | ncall: 20318 | eff(%): 3.928 | loglstar: -inf < -1634.730 < inf | logz: -1647.969 +/- 0.362 | dlogz: 1180.600 > 0.109
iter: 799 | bound: 7 | nc: 38 | ncall: 20356 | eff(%): 3.925 | loglstar: -inf < -1629.028 < inf | logz: -1642.271 +/- 0.361 | dlogz: 1171.694 > 0.109
iter: 800 | bound: 7 | nc: 38 | ncall: 20394 | eff(%): 3.923 | loglstar: -inf < -1625.513 < inf | logz: -1638.714 +/- 0.358 | dlogz: 1165.986 > 0.109
iter: 801 | bound: 7 | nc: 38 | ncall: 20432 | eff(%): 3.920 | loglstar: -inf < -1623.362 < inf | logz: -1636.415 +/- 0.353 | dlogz: 1162.419 > 0.109
iter: 802 | bound: 7 | nc: 38 | ncall: 20470 | eff(%): 3.918 | loglstar: -inf < -1603.237 < inf | logz: -1616.516 +/- 0.362 | dlogz: 1160.110 > 0.109
iter: 803 | bound: 7 | nc: 38 | ncall: 20508 | eff(%): 3.916 | loglstar: -inf < -1598.083 < inf | logz: -1611.361 +/- 0.361 | dlogz: 1140.201 > 0.109
iter: 804 | bound: 7 | nc: 38 | ncall: 20546 | eff(%): 3.913 | loglstar: -inf < -1594.120 < inf | logz: -1607.382 +/- 0.360 | dlogz: 1135.036 > 0.109
iter: 805 | bound: 7 | nc: 38 | ncall: 20584 | eff(%): 3.911 | loglstar: -inf < -1590.551 < inf | logz: -1603.804 +/- 0.359 | dlogz: 1131.047 > 0.109
iter: 806 | bound: 7 | nc: 38 | ncall: 20622 | eff(%): 3.908 | loglstar: -inf < -1567.885 < inf | logz: -1581.204 +/- 0.363 | dlogz: 1127.459 > 0.109
iter: 807 | bound: 7 | nc: 38 | ncall: 20660 | eff(%): 3.906 | loglstar: -inf < -1563.724 < inf | logz: -1577.022 +/- 0.361 | dlogz: 1104.850 > 0.109
iter: 808 | bound: 7 | nc: 38 | ncall: 20698 | eff(%): 3.904 | loglstar: -inf < -1541.940 < inf | logz: -1555.279 +/- 0.363 | dlogz: 1100.657 > 0.109
iter: 809 | bound: 7 | nc: 38 | ncall: 20736 | eff(%): 3.901 | loglstar: -inf < -1529.368 < inf | logz: -1542.718 +/- 0.363 | dlogz: 1078.904 > 0.109
iter: 810 | bound: 7 | nc: 38 | ncall: 20774 | eff(%): 3.899 | loglstar: -inf < -1513.841 < inf | logz: -1527.200 +/- 0.363 | dlogz: 1066.333 > 0.109
iter: 811 | bound: 7 | nc: 38 | ncall: 20812 | eff(%): 3.897 | loglstar: -inf < -1512.039 < inf | logz: -1525.121 +/- 0.353 | dlogz: 1050.805 > 0.109
iter: 812 | bound: 7 | nc: 38 | ncall: 20850 | eff(%): 3.894 | loglstar: -inf < -1476.897 < inf | logz: -1490.276 +/- 0.364 | dlogz: 1048.717 > 0.109
iter: 813 | bound: 7 | nc: 38 | ncall: 20888 | eff(%): 3.892 | loglstar: -inf < -1444.237 < inf | logz: -1457.626 +/- 0.364 | dlogz: 1013.861 > 0.109
iter: 814 | bound: 7 | nc: 38 | ncall: 20926 | eff(%): 3.890 | loglstar: -inf < -1429.635 < inf | logz: -1443.034 +/- 0.364 | dlogz: 997.725 > 0.109
iter: 815 | bound: 7 | nc: 38 | ncall: 20964 | eff(%): 3.888 | loglstar: -inf < -1405.841 < inf | logz: -1419.250 +/- 0.364 | dlogz: 983.123 > 0.109
iter: 816 | bound: 7 | nc: 38 | ncall: 21002 | eff(%): 3.885 | loglstar: -inf < -1402.827 < inf | logz: -1416.151 +/- 0.359 | dlogz: 959.329 > 0.109
iter: 817 | bound: 7 | nc: 38 | ncall: 21040 | eff(%): 3.883 | loglstar: -inf < -1389.839 < inf | logz: -1403.268 +/- 0.364 | dlogz: 956.221 > 0.109
iter: 818 | bound: 7 | nc: 38 | ncall: 21078 | eff(%): 3.881 | loglstar: -inf < -1377.195 < inf | logz: -1390.633 +/- 0.364 | dlogz: 943.328 > 0.109
iter: 819 | bound: 7 | nc: 38 | ncall: 21116 | eff(%): 3.879 | loglstar: -inf < -1362.676 < inf | logz: -1376.124 +/- 0.365 | dlogz: 930.683 > 0.109
iter: 820 | bound: 7 | nc: 38 | ncall: 21154 | eff(%): 3.876 | loglstar: -inf < -1341.113 < inf | logz: -1354.572 +/- 0.365 | dlogz: 916.164 > 0.109
iter: 821 | bound: 7 | nc: 38 | ncall: 21192 | eff(%): 3.874 | loglstar: -inf < -1331.582 < inf | logz: -1345.050 +/- 0.365 | dlogz: 894.601 > 0.109
iter: 822 | bound: 7 | nc: 38 | ncall: 21230 | eff(%): 3.872 | loglstar: -inf < -1297.891 < inf | logz: -1311.369 +/- 0.365 | dlogz: 885.070 > 0.109
iter: 823 | bound: 7 | nc: 38 | ncall: 21268 | eff(%): 3.870 | loglstar: -inf < -1296.705 < inf | logz: -1309.715 +/- 0.352 | dlogz: 851.379 > 0.109
iter: 824 | bound: 7 | nc: 38 | ncall: 21306 | eff(%): 3.867 | loglstar: -inf < -1273.347 < inf | logz: -1286.845 +/- 0.365 | dlogz: 849.714 > 0.109
iter: 825 | bound: 7 | nc: 38 | ncall: 21344 | eff(%): 3.865 | loglstar: -inf < -1270.638 < inf | logz: -1284.020 +/- 0.359 | dlogz: 826.835 > 0.109
iter: 826 | bound: 7 | nc: 38 | ncall: 21382 | eff(%): 3.863 | loglstar: -inf < -1262.439 < inf | logz: -1275.957 +/- 0.365 | dlogz: 824.000 > 0.109
iter: 827 | bound: 7 | nc: 38 | ncall: 21420 | eff(%): 3.861 | loglstar: -inf < -1248.349 < inf | logz: -1261.877 +/- 0.366 | dlogz: 815.927 > 0.109
iter: 828 | bound: 7 | nc: 38 | ncall: 21458 | eff(%): 3.859 | loglstar: -inf < -1248.349 < inf | logz: -1260.778 +/- 0.350 | dlogz: 801.837 > 0.109
iter: 829 | bound: 7 | nc: 38 | ncall: 21496 | eff(%): 3.857 | loglstar: -inf < -1244.731 < inf | logz: -1258.176 +/- 0.360 | dlogz: 800.728 > 0.109
iter: 830 | bound: 7 | nc: 38 | ncall: 21534 | eff(%): 3.854 | loglstar: -inf < -1236.527 < inf | logz: -1250.085 +/- 0.366 | dlogz: 798.116 > 0.109
iter: 831 | bound: 7 | nc: 38 | ncall: 21572 | eff(%): 3.852 | loglstar: -inf < -1232.588 < inf | logz: -1246.118 +/- 0.364 | dlogz: 790.015 > 0.109
iter: 832 | bound: 7 | nc: 38 | ncall: 21610 | eff(%): 3.850 | loglstar: -inf < -1230.494 < inf | logz: -1243.847 +/- 0.357 | dlogz: 786.038 > 0.109
iter: 833 | bound: 7 | nc: 38 | ncall: 21648 | eff(%): 3.848 | loglstar: -inf < -1228.511 < inf | logz: -1241.827 +/- 0.355 | dlogz: 783.757 > 0.109
iter: 834 | bound: 7 | nc: 38 | ncall: 21686 | eff(%): 3.846 | loglstar: -inf < -1224.718 < inf | logz: -1238.265 +/- 0.363 | dlogz: 781.728 > 0.109
iter: 835 | bound: 7 | nc: 38 | ncall: 21724 | eff(%): 3.844 | loglstar: -inf < -1217.054 < inf | logz: -1230.661 +/- 0.367 | dlogz: 778.155 > 0.109
iter: 836 | bound: 7 | nc: 38 | ncall: 21762 | eff(%): 3.842 | loglstar: -inf < -1213.485 < inf | logz: -1227.048 +/- 0.363 | dlogz: 770.542 > 0.109
iter: 837 | bound: 7 | nc: 38 | ncall: 21800 | eff(%): 3.839 | loglstar: -inf < -1211.649 < inf | logz: -1224.992 +/- 0.356 | dlogz: 766.918 > 0.109
iter: 838 | bound: 7 | nc: 38 | ncall: 21838 | eff(%): 3.837 | loglstar: -inf < -1208.003 < inf | logz: -1221.581 +/- 0.363 | dlogz: 764.852 > 0.109
iter: 839 | bound: 7 | nc: 38 | ncall: 21876 | eff(%): 3.835 | loglstar: -inf < -1193.570 < inf | logz: -1207.217 +/- 0.367 | dlogz: 761.432 > 0.109
iter: 840 | bound: 7 | nc: 38 | ncall: 21914 | eff(%): 3.833 | loglstar: -inf < -1179.932 < inf | logz: -1193.589 +/- 0.367 | dlogz: 747.058 > 0.109
iter: 841 | bound: 7 | nc: 38 | ncall: 21952 | eff(%): 3.831 | loglstar: -inf < -1119.271 < inf | logz: -1132.939 +/- 0.367 | dlogz: 733.420 > 0.109
iter: 842 | bound: 7 | nc: 38 | ncall: 21990 | eff(%): 3.829 | loglstar: -inf < -1118.744 < inf | logz: -1131.639 +/- 0.353 | dlogz: 672.759 > 0.109
iter: 843 | bound: 7 | nc: 38 | ncall: 22028 | eff(%): 3.827 | loglstar: -inf < -1107.215 < inf | logz: -1120.902 +/- 0.368 | dlogz: 671.450 > 0.109
iter: 844 | bound: 7 | nc: 38 | ncall: 22066 | eff(%): 3.825 | loglstar: -inf < -1095.760 < inf | logz: -1109.457 +/- 0.368 | dlogz: 660.703 > 0.109
iter: 845 | bound: 7 | nc: 38 | ncall: 22104 | eff(%): 3.823 | loglstar: -inf < -1091.092 < inf | logz: -1104.781 +/- 0.367 | dlogz: 649.248 > 0.109
iter: 846 | bound: 7 | nc: 38 | ncall: 22142 | eff(%): 3.821 | loglstar: -inf < -1083.735 < inf | logz: -1097.451 +/- 0.368 | dlogz: 644.561 > 0.109
iter: 847 | bound: 7 | nc: 38 | ncall: 22180 | eff(%): 3.819 | loglstar: -inf < -1080.233 < inf | logz: -1093.902 +/- 0.365 | dlogz: 637.222 > 0.109
iter: 848 | bound: 7 | nc: 38 | ncall: 22218 | eff(%): 3.817 | loglstar: -inf < -1072.798 < inf | logz: -1086.534 +/- 0.368 | dlogz: 633.663 > 0.109
iter: 849 | bound: 7 | nc: 38 | ncall: 22256 | eff(%): 3.815 | loglstar: -inf < -1072.479 < inf | logz: -1085.326 +/- 0.353 | dlogz: 626.285 > 0.109
iter: 850 | bound: 7 | nc: 38 | ncall: 22294 | eff(%): 3.813 | loglstar: -inf < -1071.115 < inf | logz: -1084.235 +/- 0.350 | dlogz: 625.067 > 0.109
iter: 851 | bound: 7 | nc: 38 | ncall: 22332 | eff(%): 3.811 | loglstar: -inf < -1063.843 < inf | logz: -1077.608 +/- 0.369 | dlogz: 623.966 > 0.109
iter: 852 | bound: 7 | nc: 38 | ncall: 22370 | eff(%): 3.809 | loglstar: -inf < -1051.222 < inf | logz: -1064.999 +/- 0.369 | dlogz: 617.329 > 0.109
iter: 853 | bound: 7 | nc: 38 | ncall: 22408 | eff(%): 3.807 | loglstar: -inf < -1045.632 < inf | logz: -1059.412 +/- 0.368 | dlogz: 604.710 > 0.109
iter: 854 | bound: 7 | nc: 38 | ncall: 22446 | eff(%): 3.805 | loglstar: -inf < -1040.423 < inf | logz: -1054.209 +/- 0.368 | dlogz: 599.113 > 0.109
iter: 855 | bound: 7 | nc: 38 | ncall: 22484 | eff(%): 3.803 | loglstar: -inf < -1037.225 < inf | logz: -1050.953 +/- 0.365 | dlogz: 593.900 > 0.109
iter: 856 | bound: 7 | nc: 38 | ncall: 22522 | eff(%): 3.801 | loglstar: -inf < -1035.001 < inf | logz: -1048.614 +/- 0.361 | dlogz: 590.634 > 0.109
iter: 857 | bound: 7 | nc: 38 | ncall: 22560 | eff(%): 3.799 | loglstar: -inf < -1032.176 < inf | logz: -1045.878 +/- 0.363 | dlogz: 588.285 > 0.109
iter: 858 | bound: 7 | nc: 38 | ncall: 22598 | eff(%): 3.797 | loglstar: -inf < -1027.310 < inf | logz: -1041.131 +/- 0.368 | dlogz: 585.540 > 0.109
iter: 859 | bound: 7 | nc: 38 | ncall: 22636 | eff(%): 3.795 | loglstar: -inf < -1026.383 < inf | logz: -1039.641 +/- 0.356 | dlogz: 580.782 > 0.109
iter: 860 | bound: 7 | nc: 38 | ncall: 22674 | eff(%): 3.793 | loglstar: -inf < -1019.508 < inf | logz: -1033.362 +/- 0.370 | dlogz: 579.283 > 0.109
iter: 861 | bound: 7 | nc: 38 | ncall: 22712 | eff(%): 3.791 | loglstar: -inf < -1018.009 < inf | logz: -1031.504 +/- 0.359 | dlogz: 572.994 > 0.109
iter: 862 | bound: 7 | nc: 38 | ncall: 22750 | eff(%): 3.789 | loglstar: -inf < -1012.192 < inf | logz: -1026.061 +/- 0.370 | dlogz: 571.126 > 0.109
iter: 863 | bound: 7 | nc: 38 | ncall: 22788 | eff(%): 3.787 | loglstar: -inf < -1009.271 < inf | logz: -1023.054 +/- 0.365 | dlogz: 565.673 > 0.109
iter: 864 | bound: 7 | nc: 38 | ncall: 22826 | eff(%): 3.785 | loglstar: -inf < -1008.179 < inf | logz: -1021.538 +/- 0.356 | dlogz: 562.656 > 0.109
iter: 865 | bound: 7 | nc: 38 | ncall: 22864 | eff(%): 3.783 | loglstar: -inf < -982.582 < inf | logz: -996.489 +/- 0.371 | dlogz: 561.130 > 0.109
iter: 866 | bound: 7 | nc: 38 | ncall: 22902 | eff(%): 3.781 | loglstar: -inf < -980.962 < inf | logz: -994.543 +/- 0.360 | dlogz: 536.071 > 0.109
iter: 867 | bound: 7 | nc: 38 | ncall: 22940 | eff(%): 3.779 | loglstar: -inf < -980.095 < inf | logz: -993.321 +/- 0.353 | dlogz: 534.115 > 0.109
iter: 868 | bound: 7 | nc: 38 | ncall: 22978 | eff(%): 3.778 | loglstar: -inf < -978.657 < inf | logz: -992.051 +/- 0.353 | dlogz: 532.883 > 0.109
iter: 869 | bound: 7 | nc: 38 | ncall: 23016 | eff(%): 3.776 | loglstar: -inf < -963.839 < inf | logz: -977.785 +/- 0.371 | dlogz: 531.603 > 0.109
iter: 870 | bound: 7 | nc: 38 | ncall: 23054 | eff(%): 3.774 | loglstar: -inf < -959.966 < inf | logz: -973.881 +/- 0.369 | dlogz: 517.327 > 0.109
iter: 871 | bound: 8 | nc: 38 | ncall: 23092 | eff(%): 3.772 | loglstar: -inf < -957.812 < inf | logz: -971.564 +/- 0.363 | dlogz: 513.413 > 0.109
iter: 872 | bound: 8 | nc: 38 | ncall: 23130 | eff(%): 3.770 | loglstar: -inf < -949.719 < inf | logz: -963.694 +/- 0.372 | dlogz: 511.087 > 0.109
iter: 873 | bound: 8 | nc: 38 | ncall: 23168 | eff(%): 3.768 | loglstar: -inf < -933.543 < inf | logz: -947.529 +/- 0.372 | dlogz: 503.206 > 0.109
iter: 874 | bound: 8 | nc: 38 | ncall: 23206 | eff(%): 3.766 | loglstar: -inf < -930.067 < inf | logz: -944.003 +/- 0.368 | dlogz: 487.031 > 0.109
iter: 875 | bound: 8 | nc: 38 | ncall: 23244 | eff(%): 3.764 | loglstar: -inf < -918.441 < inf | logz: -932.447 +/- 0.372 | dlogz: 483.495 > 0.109
iter: 876 | bound: 8 | nc: 38 | ncall: 23282 | eff(%): 3.763 | loglstar: -inf < -907.281 < inf | logz: -921.297 +/- 0.372 | dlogz: 471.929 > 0.109
iter: 877 | bound: 8 | nc: 38 | ncall: 23320 | eff(%): 3.761 | loglstar: -inf < -904.746 < inf | logz: -918.624 +/- 0.366 | dlogz: 460.769 > 0.109
iter: 878 | bound: 8 | nc: 38 | ncall: 23358 | eff(%): 3.759 | loglstar: -inf < -901.916 < inf | logz: -915.831 +/- 0.366 | dlogz: 458.086 > 0.109
iter: 879 | bound: 8 | nc: 38 | ncall: 23396 | eff(%): 3.757 | loglstar: -inf < -899.571 < inf | logz: -913.430 +/- 0.364 | dlogz: 455.283 > 0.109
iter: 880 | bound: 8 | nc: 38 | ncall: 23434 | eff(%): 3.755 | loglstar: -inf < -896.113 < inf | logz: -910.101 +/- 0.369 | dlogz: 452.873 > 0.109
iter: 881 | bound: 8 | nc: 38 | ncall: 23472 | eff(%): 3.753 | loglstar: -inf < -895.968 < inf | logz: -909.004 +/- 0.356 | dlogz: 449.534 > 0.109
iter: 882 | bound: 8 | nc: 38 | ncall: 23510 | eff(%): 3.752 | loglstar: -inf < -886.196 < inf | logz: -900.271 +/- 0.373 | dlogz: 448.427 > 0.109
iter: 883 | bound: 8 | nc: 38 | ncall: 23548 | eff(%): 3.750 | loglstar: -inf < -876.523 < inf | logz: -890.609 +/- 0.373 | dlogz: 439.684 > 0.109
iter: 884 | bound: 8 | nc: 38 | ncall: 23586 | eff(%): 3.748 | loglstar: -inf < -876.455 < inf | logz: -889.493 +/- 0.358 | dlogz: 430.012 > 0.109
iter: 885 | bound: 8 | nc: 38 | ncall: 23624 | eff(%): 3.746 | loglstar: -inf < -869.461 < inf | logz: -883.563 +/- 0.373 | dlogz: 428.886 > 0.109
iter: 886 | bound: 8 | nc: 38 | ncall: 23662 | eff(%): 3.744 | loglstar: -inf < -868.420 < inf | logz: -881.998 +/- 0.360 | dlogz: 422.946 > 0.109
iter: 887 | bound: 8 | nc: 38 | ncall: 23700 | eff(%): 3.743 | loglstar: -inf < -868.209 < inf | logz: -881.168 +/- 0.353 | dlogz: 421.371 > 0.109
iter: 888 | bound: 8 | nc: 38 | ncall: 23738 | eff(%): 3.741 | loglstar: -inf < -865.609 < inf | logz: -879.470 +/- 0.361 | dlogz: 420.531 > 0.109
iter: 889 | bound: 8 | nc: 38 | ncall: 23776 | eff(%): 3.739 | loglstar: -inf < -864.862 < inf | logz: -878.264 +/- 0.356 | dlogz: 418.823 > 0.109
iter: 890 | bound: 8 | nc: 38 | ncall: 23814 | eff(%): 3.737 | loglstar: -inf < -862.971 < inf | logz: -876.740 +/- 0.359 | dlogz: 417.607 > 0.109
iter: 891 | bound: 8 | nc: 38 | ncall: 23852 | eff(%): 3.736 | loglstar: -inf < -858.046 < inf | logz: -872.193 +/- 0.373 | dlogz: 416.073 > 0.109
iter: 892 | bound: 8 | nc: 38 | ncall: 23890 | eff(%): 3.734 | loglstar: -inf < -855.003 < inf | logz: -869.086 +/- 0.369 | dlogz: 411.516 > 0.109
iter: 893 | bound: 8 | nc: 38 | ncall: 23928 | eff(%): 3.732 | loglstar: -inf < -839.066 < inf | logz: -853.251 +/- 0.374 | dlogz: 408.399 > 0.109
iter: 894 | bound: 8 | nc: 38 | ncall: 23966 | eff(%): 3.730 | loglstar: -inf < -834.610 < inf | logz: -848.782 +/- 0.373 | dlogz: 392.555 > 0.109
iter: 895 | bound: 8 | nc: 38 | ncall: 24004 | eff(%): 3.729 | loglstar: -inf < -826.306 < inf | logz: -840.510 +/- 0.375 | dlogz: 388.075 > 0.109
iter: 896 | bound: 8 | nc: 38 | ncall: 24042 | eff(%): 3.727 | loglstar: -inf < -824.344 < inf | logz: -838.310 +/- 0.366 | dlogz: 379.794 > 0.109
iter: 897 | bound: 8 | nc: 38 | ncall: 24080 | eff(%): 3.725 | loglstar: -inf < -817.582 < inf | logz: -831.805 +/- 0.375 | dlogz: 377.583 > 0.109
iter: 898 | bound: 8 | nc: 38 | ncall: 24118 | eff(%): 3.723 | loglstar: -inf < -811.193 < inf | logz: -825.425 +/- 0.375 | dlogz: 371.068 > 0.109
iter: 899 | bound: 8 | nc: 38 | ncall: 24156 | eff(%): 3.722 | loglstar: -inf < -808.958 < inf | logz: -823.008 +/- 0.367 | dlogz: 364.678 > 0.109
iter: 900 | bound: 8 | nc: 38 | ncall: 24194 | eff(%): 3.720 | loglstar: -inf < -808.174 < inf | logz: -821.727 +/- 0.359 | dlogz: 362.251 > 0.109
iter: 901 | bound: 8 | nc: 38 | ncall: 24232 | eff(%): 3.718 | loglstar: -inf < -807.268 < inf | logz: -820.732 +/- 0.355 | dlogz: 360.961 > 0.109
iter: 902 | bound: 8 | nc: 38 | ncall: 24270 | eff(%): 3.717 | loglstar: -inf < -802.564 < inf | logz: -816.810 +/- 0.373 | dlogz: 359.955 > 0.109
iter: 903 | bound: 8 | nc: 38 | ncall: 24308 | eff(%): 3.715 | loglstar: -inf < -796.354 < inf | logz: -810.634 +/- 0.375 | dlogz: 356.024 > 0.109
iter: 904 | bound: 8 | nc: 38 | ncall: 24346 | eff(%): 3.713 | loglstar: -inf < -786.329 < inf | logz: -800.623 +/- 0.376 | dlogz: 349.838 > 0.109
iter: 905 | bound: 8 | nc: 38 | ncall: 24384 | eff(%): 3.711 | loglstar: -inf < -777.759 < inf | logz: -792.063 +/- 0.376 | dlogz: 339.817 > 0.109
iter: 906 | bound: 8 | nc: 38 | ncall: 24422 | eff(%): 3.710 | loglstar: -inf < -774.217 < inf | logz: -788.474 +/- 0.373 | dlogz: 331.246 > 0.109
iter: 907 | bound: 8 | nc: 38 | ncall: 24460 | eff(%): 3.708 | loglstar: -inf < -772.540 < inf | logz: -786.537 +/- 0.365 | dlogz: 327.648 > 0.109
iter: 908 | bound: 8 | nc: 38 | ncall: 24498 | eff(%): 3.706 | loglstar: -inf < -761.288 < inf | logz: -775.622 +/- 0.376 | dlogz: 325.701 > 0.109
iter: 909 | bound: 8 | nc: 38 | ncall: 24536 | eff(%): 3.705 | loglstar: -inf < -754.413 < inf | logz: -768.755 +/- 0.376 | dlogz: 314.776 > 0.109
iter: 910 | bound: 8 | nc: 38 | ncall: 24574 | eff(%): 3.703 | loglstar: -inf < -752.275 < inf | logz: -766.416 +/- 0.368 | dlogz: 307.899 > 0.109
iter: 911 | bound: 8 | nc: 38 | ncall: 24612 | eff(%): 3.701 | loglstar: -inf < -750.554 < inf | logz: -764.580 +/- 0.365 | dlogz: 305.550 > 0.109
iter: 912 | bound: 8 | nc: 38 | ncall: 24650 | eff(%): 3.700 | loglstar: -inf < -746.745 < inf | logz: -761.067 +/- 0.373 | dlogz: 331.262 > 0.109
iter: 913 | bound: 8 | nc: 38 | ncall: 24688 | eff(%): 3.698 | loglstar: -inf < -743.116 < inf | logz: -757.447 +/- 0.374 | dlogz: 327.739 > 0.109
iter: 914 | bound: 8 | nc: 38 | ncall: 24726 | eff(%): 3.697 | loglstar: -inf < -740.259 < inf | logz: -754.541 +/- 0.371 | dlogz: 324.109 > 0.109
iter: 915 | bound: 8 | nc: 38 | ncall: 24764 | eff(%): 3.695 | loglstar: -inf < -740.224 < inf | logz: -753.510 +/- 0.360 | dlogz: 321.193 > 0.109
iter: 916 | bound: 8 | nc: 38 | ncall: 24802 | eff(%): 3.693 | loglstar: -inf < -738.139 < inf | logz: -752.142 +/- 0.362 | dlogz: 320.153 > 0.109
iter: 917 | bound: 8 | nc: 38 | ncall: 24840 | eff(%): 3.692 | loglstar: -inf < -737.681 < inf | logz: -751.151 +/- 0.357 | dlogz: 318.774 > 0.109
iter: 918 | bound: 8 | nc: 38 | ncall: 24878 | eff(%): 3.690 | loglstar: -inf < -725.990 < inf | logz: -740.423 +/- 0.378 | dlogz: 317.773 > 0.109
iter: 919 | bound: 8 | nc: 38 | ncall: 24916 | eff(%): 3.688 | loglstar: -inf < -722.992 < inf | logz: -737.340 +/- 0.373 | dlogz: 307.036 > 0.109
iter: 920 | bound: 8 | nc: 38 | ncall: 24954 | eff(%): 3.687 | loglstar: -inf < -722.880 < inf | logz: -736.273 +/- 0.361 | dlogz: 303.943 > 0.109
iter: 921 | bound: 8 | nc: 38 | ncall: 24992 | eff(%): 3.685 | loglstar: -inf < -713.210 < inf | logz: -727.674 +/- 0.378 | dlogz: 302.866 > 0.109
iter: 922 | bound: 8 | nc: 38 | ncall: 25030 | eff(%): 3.684 | loglstar: -inf < -711.292 < inf | logz: -725.507 +/- 0.369 | dlogz: 294.256 > 0.109
iter: 923 | bound: 8 | nc: 38 | ncall: 25068 | eff(%): 3.682 | loglstar: -inf < -710.021 < inf | logz: -724.005 +/- 0.364 | dlogz: 292.079 > 0.109
iter: 924 | bound: 8 | nc: 38 | ncall: 25106 | eff(%): 3.680 | loglstar: -inf < -708.005 < inf | logz: -722.195 +/- 0.366 | dlogz: 290.568 > 0.109
iter: 925 | bound: 8 | nc: 38 | ncall: 25144 | eff(%): 3.679 | loglstar: -inf < -707.111 < inf | logz: -720.937 +/- 0.361 | dlogz: 288.747 > 0.109
iter: 926 | bound: 8 | nc: 38 | ncall: 25182 | eff(%): 3.677 | loglstar: -inf < -705.803 < inf | logz: -719.724 +/- 0.360 | dlogz: 287.480 > 0.109
iter: 927 | bound: 8 | nc: 38 | ncall: 25220 | eff(%): 3.676 | loglstar: -inf < -705.064 < inf | logz: -718.733 +/- 0.358 | dlogz: 298.850 > 0.109
iter: 928 | bound: 8 | nc: 38 | ncall: 25258 | eff(%): 3.674 | loglstar: -inf < -704.846 < inf | logz: -718.068 +/- 0.354 | dlogz: 297.849 > 0.109
iter: 929 | bound: 8 | nc: 38 | ncall: 25296 | eff(%): 3.673 | loglstar: -inf < -704.799 < inf | logz: -717.632 +/- 0.351 | dlogz: 297.173 > 0.109
iter: 930 | bound: 8 | nc: 38 | ncall: 25334 | eff(%): 3.671 | loglstar: -inf < -703.086 < inf | logz: -716.856 +/- 0.354 | dlogz: 296.728 > 0.109
iter: 931 | bound: 8 | nc: 38 | ncall: 25372 | eff(%): 3.669 | loglstar: -inf < -702.960 < inf | logz: -716.180 +/- 0.352 | dlogz: 295.942 > 0.109
iter: 932 | bound: 8 | nc: 38 | ncall: 25410 | eff(%): 3.668 | loglstar: -inf < -702.420 < inf | logz: -715.648 +/- 0.350 | dlogz: 295.256 > 0.109
iter: 933 | bound: 8 | nc: 38 | ncall: 25448 | eff(%): 3.666 | loglstar: -inf < -700.700 < inf | logz: -714.656 +/- 0.356 | dlogz: 294.714 > 0.109
iter: 934 | bound: 8 | nc: 38 | ncall: 25486 | eff(%): 3.665 | loglstar: -inf < -697.773 < inf | logz: -712.222 +/- 0.371 | dlogz: 293.712 > 0.109
iter: 935 | bound: 8 | nc: 38 | ncall: 25524 | eff(%): 3.663 | loglstar: -inf < -697.114 < inf | logz: -710.965 +/- 0.363 | dlogz: 291.268 > 0.109
iter: 936 | bound: 8 | nc: 38 | ncall: 25562 | eff(%): 3.662 | loglstar: -inf < -697.110 < inf | logz: -710.304 +/- 0.357 | dlogz: 290.001 > 0.109
iter: 937 | bound: 8 | nc: 38 | ncall: 25600 | eff(%): 3.660 | loglstar: -inf < -694.781 < inf | logz: -708.996 +/- 0.363 | dlogz: 289.331 > 0.109
iter: 938 | bound: 8 | nc: 38 | ncall: 25638 | eff(%): 3.659 | loglstar: -inf < -694.053 < inf | logz: -707.890 +/- 0.360 | dlogz: 288.012 > 0.109
iter: 939 | bound: 8 | nc: 38 | ncall: 25676 | eff(%): 3.657 | loglstar: -inf < -688.862 < inf | logz: -703.486 +/- 0.379 | dlogz: 286.896 > 0.109
iter: 940 | bound: 8 | nc: 38 | ncall: 25714 | eff(%): 3.656 | loglstar: -inf < -687.938 < inf | logz: -702.000 +/- 0.367 | dlogz: 282.483 > 0.109
iter: 941 | bound: 8 | nc: 38 | ncall: 25752 | eff(%): 3.654 | loglstar: -inf < -685.301 < inf | logz: -699.780 +/- 0.372 | dlogz: 280.986 > 0.109
iter: 942 | bound: 8 | nc: 38 | ncall: 25790 | eff(%): 3.653 | loglstar: -inf < -683.640 < inf | logz: -697.962 +/- 0.369 | dlogz: 278.756 > 0.109
iter: 943 | bound: 8 | nc: 38 | ncall: 25828 | eff(%): 3.651 | loglstar: -inf < -683.331 < inf | logz: -696.988 +/- 0.362 | dlogz: 276.928 > 0.109
iter: 944 | bound: 8 | nc: 38 | ncall: 25866 | eff(%): 3.650 | loglstar: -inf < -681.809 < inf | logz: -695.896 +/- 0.362 | dlogz: 275.945 > 0.109
iter: 945 | bound: 9 | nc: 38 | ncall: 25904 | eff(%): 3.648 | loglstar: -inf < -674.847 < inf | logz: -689.547 +/- 0.381 | dlogz: 274.842 > 0.109
iter: 946 | bound: 9 | nc: 38 | ncall: 25942 | eff(%): 3.647 | loglstar: -inf < -672.174 < inf | logz: -686.756 +/- 0.375 | dlogz: 268.483 > 0.109
iter: 947 | bound: 9 | nc: 38 | ncall: 25980 | eff(%): 3.645 | loglstar: -inf < -671.843 < inf | logz: -685.631 +/- 0.365 | dlogz: 265.683 > 0.109
iter: 948 | bound: 9 | nc: 38 | ncall: 26018 | eff(%): 3.644 | loglstar: -inf < -668.087 < inf | logz: -682.739 +/- 0.377 | dlogz: 264.548 > 0.109
iter: 949 | bound: 9 | nc: 38 | ncall: 26056 | eff(%): 3.642 | loglstar: -inf < -667.657 < inf | logz: -681.540 +/- 0.366 | dlogz: 261.646 > 0.109
iter: 950 | bound: 9 | nc: 38 | ncall: 26094 | eff(%): 3.641 | loglstar: -inf < -667.234 < inf | logz: -680.818 +/- 0.360 | dlogz: 260.437 > 0.109
iter: 951 | bound: 9 | nc: 38 | ncall: 26132 | eff(%): 3.639 | loglstar: -inf < -666.187 < inf | logz: -680.036 +/- 0.358 | dlogz: 259.704 > 0.109
iter: 952 | bound: 9 | nc: 38 | ncall: 26170 | eff(%): 3.638 | loglstar: -inf < -661.523 < inf | logz: -676.262 +/- 0.379 | dlogz: 258.913 > 0.109
iter: 953 | bound: 9 | nc: 38 | ncall: 26208 | eff(%): 3.636 | loglstar: -inf < -661.356 < inf | logz: -675.134 +/- 0.367 | dlogz: 255.129 > 0.109
iter: 954 | bound: 9 | nc: 38 | ncall: 26246 | eff(%): 3.635 | loglstar: -inf < -650.359 < inf | logz: -665.151 +/- 0.382 | dlogz: 253.991 > 0.109
iter: 955 | bound: 9 | nc: 38 | ncall: 26284 | eff(%): 3.633 | loglstar: -inf < -647.737 < inf | logz: -662.402 +/- 0.376 | dlogz: 243.998 > 0.109
iter: 956 | bound: 9 | nc: 38 | ncall: 26322 | eff(%): 3.632 | loglstar: -inf < -645.456 < inf | logz: -660.068 +/- 0.374 | dlogz: 241.239 > 0.109
iter: 957 | bound: 9 | nc: 38 | ncall: 26360 | eff(%): 3.631 | loglstar: -inf < -644.221 < inf | logz: -658.542 +/- 0.368 | dlogz: 238.895 > 0.109
iter: 958 | bound: 9 | nc: 38 | ncall: 26398 | eff(%): 3.629 | loglstar: -inf < -644.058 < inf | logz: -657.706 +/- 0.362 | dlogz: 237.359 > 0.109
iter: 959 | bound: 9 | nc: 38 | ncall: 26436 | eff(%): 3.628 | loglstar: -inf < -641.719 < inf | logz: -656.214 +/- 0.368 | dlogz: 236.514 > 0.109
iter: 960 | bound: 9 | nc: 38 | ncall: 26474 | eff(%): 3.626 | loglstar: -inf < -640.921 < inf | logz: -655.034 +/- 0.365 | dlogz: 235.012 > 0.109
iter: 961 | bound: 9 | nc: 38 | ncall: 26512 | eff(%): 3.625 | loglstar: -inf < -638.568 < inf | logz: -653.170 +/- 0.371 | dlogz: 233.821 > 0.109
iter: 962 | bound: 9 | nc: 38 | ncall: 26550 | eff(%): 3.623 | loglstar: -inf < -638.330 < inf | logz: -652.165 +/- 0.364 | dlogz: 231.947 > 0.109
iter: 963 | bound: 9 | nc: 38 | ncall: 26588 | eff(%): 3.622 | loglstar: -inf < -635.659 < inf | logz: -650.304 +/- 0.372 | dlogz: 230.932 > 0.109
iter: 964 | bound: 9 | nc: 38 | ncall: 26626 | eff(%): 3.621 | loglstar: -inf < -633.098 < inf | logz: -647.827 +/- 0.376 | dlogz: 229.062 > 0.109
iter: 965 | bound: 9 | nc: 38 | ncall: 26664 | eff(%): 3.619 | loglstar: -inf < -631.024 < inf | logz: -645.683 +/- 0.374 | dlogz: 226.575 > 0.109
iter: 966 | bound: 9 | nc: 38 | ncall: 26702 | eff(%): 3.618 | loglstar: -inf < -628.265 < inf | logz: -643.041 +/- 0.377 | dlogz: 224.420 > 0.109
iter: 967 | bound: 9 | nc: 38 | ncall: 26740 | eff(%): 3.616 | loglstar: -inf < -626.050 < inf | logz: -640.760 +/- 0.375 | dlogz: 221.768 > 0.109
iter: 968 | bound: 9 | nc: 38 | ncall: 26778 | eff(%): 3.615 | loglstar: -inf < -625.766 < inf | logz: -639.707 +/- 0.367 | dlogz: 219.477 > 0.109
iter: 969 | bound: 9 | nc: 38 | ncall: 26816 | eff(%): 3.614 | loglstar: -inf < -624.149 < inf | logz: -638.538 +/- 0.366 | dlogz: 218.415 > 0.109
iter: 970 | bound: 9 | nc: 38 | ncall: 26854 | eff(%): 3.612 | loglstar: -inf < -622.758 < inf | logz: -637.187 +/- 0.367 | dlogz: 217.235 > 0.109
iter: 971 | bound: 9 | nc: 38 | ncall: 26892 | eff(%): 3.611 | loglstar: -inf < -620.589 < inf | logz: -635.281 +/- 0.373 | dlogz: 215.875 > 0.109
iter: 972 | bound: 9 | nc: 38 | ncall: 26930 | eff(%): 3.609 | loglstar: -inf < -619.740 < inf | logz: -634.021 +/- 0.368 | dlogz: 213.959 > 0.109
iter: 973 | bound: 9 | nc: 38 | ncall: 26968 | eff(%): 3.608 | loglstar: -inf < -618.439 < inf | logz: -632.821 +/- 0.367 | dlogz: 212.689 > 0.109
iter: 974 | bound: 9 | nc: 38 | ncall: 27006 | eff(%): 3.607 | loglstar: -inf < -615.834 < inf | logz: -630.634 +/- 0.375 | dlogz: 211.479 > 0.109
iter: 975 | bound: 9 | nc: 38 | ncall: 27044 | eff(%): 3.605 | loglstar: -inf < -615.603 < inf | logz: -629.587 +/- 0.367 | dlogz: 209.282 > 0.109
iter: 976 | bound: 9 | nc: 38 | ncall: 27082 | eff(%): 3.604 | loglstar: -inf < -615.128 < inf | logz: -628.928 +/- 0.362 | dlogz: 208.225 > 0.109
iter: 977 | bound: 9 | nc: 38 | ncall: 27120 | eff(%): 3.603 | loglstar: -inf < -612.922 < inf | logz: -627.549 +/- 0.369 | dlogz: 207.556 > 0.109
iter: 978 | bound: 9 | nc: 38 | ncall: 27158 | eff(%): 3.601 | loglstar: -inf < -612.012 < inf | logz: -626.347 +/- 0.367 | dlogz: 206.167 > 0.109
iter: 979 | bound: 9 | nc: 38 | ncall: 27196 | eff(%): 3.600 | loglstar: -inf < -611.622 < inf | logz: -625.548 +/- 0.363 | dlogz: 215.438 > 0.109
iter: 980 | bound: 9 | nc: 38 | ncall: 27234 | eff(%): 3.598 | loglstar: -inf < -610.813 < inf | logz: -624.828 +/- 0.361 | dlogz: 214.629 > 0.109
iter: 981 | bound: 9 | nc: 38 | ncall: 27272 | eff(%): 3.597 | loglstar: -inf < -609.773 < inf | logz: -623.975 +/- 0.362 | dlogz: 213.899 > 0.109
iter: 982 | bound: 9 | nc: 38 | ncall: 27310 | eff(%): 3.596 | loglstar: -inf < -607.981 < inf | logz: -622.604 +/- 0.368 | dlogz: 213.037 > 0.109
iter: 983 | bound: 9 | nc: 38 | ncall: 27348 | eff(%): 3.594 | loglstar: -inf < -607.686 < inf | logz: -621.695 +/- 0.365 | dlogz: 211.656 > 0.109
iter: 984 | bound: 9 | nc: 38 | ncall: 27386 | eff(%): 3.593 | loglstar: -inf < -606.829 < inf | logz: -620.935 +/- 0.363 | dlogz: 210.736 > 0.109
iter: 985 | bound: 9 | nc: 38 | ncall: 27424 | eff(%): 3.592 | loglstar: -inf < -606.637 < inf | logz: -620.337 +/- 0.360 | dlogz: 209.966 > 0.109
iter: 986 | bound: 9 | nc: 38 | ncall: 27462 | eff(%): 3.590 | loglstar: -inf < -604.602 < inf | logz: -619.202 +/- 0.367 | dlogz: 209.358 > 0.109
iter: 987 | bound: 9 | nc: 38 | ncall: 27500 | eff(%): 3.589 | loglstar: -inf < -604.511 < inf | logz: -618.393 +/- 0.363 | dlogz: 208.213 > 0.109
iter: 988 | bound: 9 | nc: 38 | ncall: 27538 | eff(%): 3.588 | loglstar: -inf < -602.470 < inf | logz: -617.141 +/- 0.369 | dlogz: 207.395 > 0.109
iter: 989 | bound: 9 | nc: 38 | ncall: 27576 | eff(%): 3.586 | loglstar: -inf < -598.570 < inf | logz: -613.659 +/- 0.383 | dlogz: 206.133 > 0.109
iter: 990 | bound: 9 | nc: 38 | ncall: 27614 | eff(%): 3.585 | loglstar: -inf < -596.979 < inf | logz: -611.779 +/- 0.376 | dlogz: 202.641 > 0.109
iter: 991 | bound: 9 | nc: 38 | ncall: 27652 | eff(%): 3.584 | loglstar: -inf < -596.877 < inf | logz: -610.875 +/- 0.368 | dlogz: 200.750 > 0.109
iter: 992 | bound: 9 | nc: 38 | ncall: 27690 | eff(%): 3.583 | loglstar: -inf < -595.073 < inf | logz: -609.715 +/- 0.369 | dlogz: 199.836 > 0.109
iter: 993 | bound: 9 | nc: 38 | ncall: 27728 | eff(%): 3.581 | loglstar: -inf < -593.906 < inf | logz: -608.474 +/- 0.369 | dlogz: 198.666 > 0.109
iter: 994 | bound: 9 | nc: 38 | ncall: 27766 | eff(%): 3.580 | loglstar: -inf < -591.704 < inf | logz: -606.619 +/- 0.375 | dlogz: 197.416 > 0.109
iter: 995 | bound: 9 | nc: 38 | ncall: 27804 | eff(%): 3.579 | loglstar: -inf < -590.640 < inf | logz: -605.250 +/- 0.372 | dlogz: 195.551 > 0.109
iter: 996 | bound: 9 | nc: 38 | ncall: 27842 | eff(%): 3.577 | loglstar: -inf < -590.493 < inf | logz: -604.469 +/- 0.366 | dlogz: 194.172 > 0.109
iter: 997 | bound: 9 | nc: 38 | ncall: 27880 | eff(%): 3.576 | loglstar: -inf < -588.090 < inf | logz: -602.971 +/- 0.373 | dlogz: 193.381 > 0.109
iter: 998 | bound: 9 | nc: 38 | ncall: 27918 | eff(%): 3.575 | loglstar: -inf < -587.645 < inf | logz: -601.939 +/- 0.368 | dlogz: 191.873 > 0.109
iter: 999 | bound: 9 | nc: 38 | ncall: 27956 | eff(%): 3.573 | loglstar: -inf < -587.590 < inf | logz: -601.352 +/- 0.364 | dlogz: 190.831 > 0.109
iter: 1000 | bound: 9 | nc: 38 | ncall: 27994 | eff(%): 3.572 | loglstar: -inf < -586.411 < inf | logz: -600.679 +/- 0.363 | dlogz: 190.234 > 0.109
iter: 1001 | bound: 9 | nc: 38 | ncall: 28032 | eff(%): 3.571 | loglstar: -inf < -586.386 < inf | logz: -600.118 +/- 0.361 | dlogz: 189.551 > 0.109
iter: 1002 | bound: 9 | nc: 38 | ncall: 28070 | eff(%): 3.570 | loglstar: -inf < -584.983 < inf | logz: -599.382 +/- 0.363 | dlogz: 188.980 > 0.109
iter: 1003 | bound: 10 | nc: 38 | ncall: 28108 | eff(%): 3.568 | loglstar: -inf < -584.045 < inf | logz: -598.476 +/- 0.365 | dlogz: 188.234 > 0.109
iter: 1004 | bound: 10 | nc: 38 | ncall: 28146 | eff(%): 3.567 | loglstar: -inf < -583.606 < inf | logz: -597.743 +/- 0.363 | dlogz: 187.319 > 0.109
iter: 1005 | bound: 10 | nc: 38 | ncall: 28184 | eff(%): 3.566 | loglstar: -inf < -581.913 < inf | logz: -596.640 +/- 0.368 | dlogz: 186.576 > 0.109
iter: 1006 | bound: 10 | nc: 38 | ncall: 28222 | eff(%): 3.565 | loglstar: -inf < -579.401 < inf | logz: -594.506 +/- 0.379 | dlogz: 185.463 > 0.109
iter: 1007 | bound: 10 | nc: 38 | ncall: 28260 | eff(%): 3.563 | loglstar: -inf < -577.346 < inf | logz: -592.413 +/- 0.379 | dlogz: 183.319 > 0.109
iter: 1008 | bound: 11 | nc: 38 | ncall: 28298 | eff(%): 3.562 | loglstar: -inf < -575.677 < inf | logz: -590.646 +/- 0.377 | dlogz: 181.216 > 0.109
iter: 1009 | bound: 11 | nc: 38 | ncall: 28336 | eff(%): 3.561 | loglstar: -inf < -574.722 < inf | logz: -589.398 +/- 0.372 | dlogz: 179.439 > 0.109
iter: 1010 | bound: 11 | nc: 38 | ncall: 28374 | eff(%): 3.560 | loglstar: -inf < -573.510 < inf | logz: -588.227 +/- 0.371 | dlogz: 178.180 > 0.109
iter: 1011 | bound: 11 | nc: 38 | ncall: 28412 | eff(%): 3.558 | loglstar: -inf < -572.262 < inf | logz: -587.015 +/- 0.371 | dlogz: 177.000 > 0.109
iter: 1012 | bound: 11 | nc: 38 | ncall: 28450 | eff(%): 3.557 | loglstar: -inf < -571.052 < inf | logz: -585.806 +/- 0.371 | dlogz: 175.778 > 0.109
iter: 1013 | bound: 11 | nc: 38 | ncall: 28488 | eff(%): 3.556 | loglstar: -inf < -567.450 < inf | logz: -582.754 +/- 0.385 | dlogz: 174.559 > 0.109
iter: 1014 | bound: 11 | nc: 38 | ncall: 28526 | eff(%): 3.555 | loglstar: -inf < -567.008 < inf | logz: -581.546 +/- 0.375 | dlogz: 171.496 > 0.109
iter: 1015 | bound: 11 | nc: 38 | ncall: 28564 | eff(%): 3.553 | loglstar: -inf < -566.365 < inf | logz: -580.745 +/- 0.369 | dlogz: 170.279 > 0.109
iter: 1016 | bound: 11 | nc: 38 | ncall: 28602 | eff(%): 3.552 | loglstar: -inf < -566.130 < inf | logz: -580.152 +/- 0.366 | dlogz: 169.468 > 0.109
iter: 1017 | bound: 11 | nc: 38 | ncall: 28640 | eff(%): 3.551 | loglstar: -inf < -565.367 < inf | logz: -579.577 +/- 0.364 | dlogz: 168.865 > 0.109
iter: 1018 | bound: 11 | nc: 38 | ncall: 28678 | eff(%): 3.550 | loglstar: -inf < -563.271 < inf | logz: -578.269 +/- 0.373 | dlogz: 168.280 > 0.109
iter: 1019 | bound: 11 | nc: 38 | ncall: 28716 | eff(%): 3.549 | loglstar: -inf < -563.144 < inf | logz: -577.405 +/- 0.369 | dlogz: 166.962 > 0.109
iter: 1020 | bound: 11 | nc: 38 | ncall: 28754 | eff(%): 3.547 | loglstar: -inf < -562.477 < inf | logz: -576.764 +/- 0.366 | dlogz: 166.088 > 0.109
iter: 1021 | bound: 11 | nc: 38 | ncall: 28792 | eff(%): 3.546 | loglstar: -inf < -562.383 < inf | logz: -576.263 +/- 0.363 | dlogz: 165.437 > 0.109
iter: 1022 | bound: 11 | nc: 38 | ncall: 28830 | eff(%): 3.545 | loglstar: -inf < -562.136 < inf | logz: -575.881 +/- 0.361 | dlogz: 164.926 > 0.109
iter: 1023 | bound: 11 | nc: 38 | ncall: 28868 | eff(%): 3.544 | loglstar: -inf < -561.535 < inf | logz: -575.476 +/- 0.360 | dlogz: 164.534 > 0.109
iter: 1024 | bound: 11 | nc: 38 | ncall: 28906 | eff(%): 3.543 | loglstar: -inf < -560.128 < inf | logz: -574.743 +/- 0.364 | dlogz: 164.119 > 0.109
iter: 1025 | bound: 11 | nc: 38 | ncall: 28944 | eff(%): 3.541 | loglstar: -inf < -559.577 < inf | logz: -573.986 +/- 0.365 | dlogz: 163.376 > 0.109
iter: 1026 | bound: 11 | nc: 38 | ncall: 28982 | eff(%): 3.540 | loglstar: -inf < -558.844 < inf | logz: -573.280 +/- 0.365 | dlogz: 162.610 > 0.109
iter: 1027 | bound: 11 | nc: 38 | ncall: 29020 | eff(%): 3.539 | loglstar: -inf < -558.336 < inf | logz: -572.637 +/- 0.364 | dlogz: 161.894 > 0.109
iter: 1028 | bound: 11 | nc: 38 | ncall: 29058 | eff(%): 3.538 | loglstar: -inf < -558.094 < inf | logz: -572.126 +/- 0.363 | dlogz: 161.241 > 0.109
iter: 1029 | bound: 11 | nc: 38 | ncall: 29096 | eff(%): 3.537 | loglstar: -inf < -557.531 < inf | logz: -571.649 +/- 0.362 | dlogz: 160.720 > 0.109
iter: 1030 | bound: 11 | nc: 38 | ncall: 29134 | eff(%): 3.535 | loglstar: -inf < -557.217 < inf | logz: -571.200 +/- 0.361 | dlogz: 160.233 > 0.109
iter: 1031 | bound: 11 | nc: 38 | ncall: 29172 | eff(%): 3.534 | loglstar: -inf < -554.984 < inf | logz: -570.057 +/- 0.371 | dlogz: 159.774 > 0.109
iter: 1032 | bound: 11 | nc: 38 | ncall: 29210 | eff(%): 3.533 | loglstar: -inf < -552.589 < inf | logz: -567.941 +/- 0.382 | dlogz: 158.620 > 0.109
iter: 1033 | bound: 11 | nc: 38 | ncall: 29248 | eff(%): 3.532 | loglstar: -inf < -552.249 < inf | logz: -566.870 +/- 0.375 | dlogz: 156.495 > 0.109
iter: 1034 | bound: 11 | nc: 38 | ncall: 29286 | eff(%): 3.531 | loglstar: -inf < -550.656 < inf | logz: -565.691 +/- 0.375 | dlogz: 155.414 > 0.109
iter: 1035 | bound: 11 | nc: 38 | ncall: 29324 | eff(%): 3.530 | loglstar: -inf < -546.951 < inf | logz: -562.483 +/- 0.388 | dlogz: 154.225 > 0.109
iter: 1036 | bound: 11 | nc: 38 | ncall: 29362 | eff(%): 3.528 | loglstar: -inf < -545.090 < inf | logz: -560.418 +/- 0.383 | dlogz: 151.007 > 0.109
iter: 1037 | bound: 11 | nc: 38 | ncall: 29400 | eff(%): 3.527 | loglstar: -inf < -544.905 < inf | logz: -559.444 +/- 0.375 | dlogz: 148.932 > 0.109
iter: 1038 | bound: 11 | nc: 38 | ncall: 29438 | eff(%): 3.526 | loglstar: -inf < -543.383 < inf | logz: -558.387 +/- 0.374 | dlogz: 147.948 > 0.109
iter: 1039 | bound: 12 | nc: 38 | ncall: 29476 | eff(%): 3.525 | loglstar: -inf < -542.301 < inf | logz: -557.257 +/- 0.374 | dlogz: 146.881 > 0.109
iter: 1040 | bound: 12 | nc: 38 | ncall: 29514 | eff(%): 3.524 | loglstar: -inf < -541.845 < inf | logz: -556.428 +/- 0.371 | dlogz: 145.741 > 0.109
iter: 1041 | bound: 12 | nc: 38 | ncall: 29552 | eff(%): 3.523 | loglstar: -inf < -541.264 < inf | logz: -555.759 +/- 0.369 | dlogz: 144.902 > 0.109
iter: 1042 | bound: 12 | nc: 38 | ncall: 29590 | eff(%): 3.521 | loglstar: -inf < -539.536 < inf | logz: -554.643 +/- 0.374 | dlogz: 144.223 > 0.109
iter: 1043 | bound: 12 | nc: 38 | ncall: 29628 | eff(%): 3.520 | loglstar: -inf < -539.023 < inf | logz: -553.723 +/- 0.372 | dlogz: 143.097 > 0.109
iter: 1044 | bound: 12 | nc: 38 | ncall: 29666 | eff(%): 3.519 | loglstar: -inf < -536.991 < inf | logz: -552.284 +/- 0.378 | dlogz: 142.167 > 0.109
iter: 1045 | bound: 12 | nc: 38 | ncall: 29704 | eff(%): 3.518 | loglstar: -inf < -536.935 < inf | logz: -551.420 +/- 0.373 | dlogz: 140.719 > 0.109
iter: 1046 | bound: 12 | nc: 38 | ncall: 29742 | eff(%): 3.517 | loglstar: -inf < -533.904 < inf | logz: -549.419 +/- 0.384 | dlogz: 139.844 > 0.109
iter: 1047 | bound: 12 | nc: 38 | ncall: 29780 | eff(%): 3.516 | loglstar: -inf < -532.221 < inf | logz: -547.592 +/- 0.382 | dlogz: 137.833 > 0.109
iter: 1048 | bound: 12 | nc: 38 | ncall: 29818 | eff(%): 3.515 | loglstar: -inf < -530.806 < inf | logz: -546.070 +/- 0.380 | dlogz: 135.997 > 0.109
iter: 1049 | bound: 12 | nc: 38 | ncall: 29856 | eff(%): 3.514 | loglstar: -inf < -530.736 < inf | logz: -545.241 +/- 0.374 | dlogz: 134.464 > 0.109
iter: 1050 | bound: 12 | nc: 38 | ncall: 29894 | eff(%): 3.512 | loglstar: -inf < -528.859 < inf | logz: -544.086 +/- 0.377 | dlogz: 133.626 > 0.109
iter: 1051 | bound: 12 | nc: 38 | ncall: 29932 | eff(%): 3.511 | loglstar: -inf < -527.753 < inf | logz: -542.872 +/- 0.376 | dlogz: 132.460 > 0.109
iter: 1052 | bound: 12 | nc: 38 | ncall: 29970 | eff(%): 3.510 | loglstar: -inf < -527.471 < inf | logz: -542.076 +/- 0.373 | dlogz: 131.237 > 0.109
iter: 1053 | bound: 12 | nc: 38 | ncall: 30008 | eff(%): 3.509 | loglstar: -inf < -526.943 < inf | logz: -541.469 +/- 0.370 | dlogz: 130.431 > 0.109
iter: 1054 | bound: 12 | nc: 38 | ncall: 30046 | eff(%): 3.508 | loglstar: -inf < -526.468 < inf | logz: -540.916 +/- 0.368 | dlogz: 129.814 > 0.109
iter: 1055 | bound: 12 | nc: 38 | ncall: 30084 | eff(%): 3.507 | loglstar: -inf < -525.646 < inf | logz: -540.301 +/- 0.368 | dlogz: 129.251 > 0.109
iter: 1056 | bound: 12 | nc: 38 | ncall: 30122 | eff(%): 3.506 | loglstar: -inf < -525.218 < inf | logz: -539.713 +/- 0.367 | dlogz: 128.626 > 0.109
iter: 1057 | bound: 12 | nc: 38 | ncall: 30160 | eff(%): 3.505 | loglstar: -inf < -524.739 < inf | logz: -539.184 +/- 0.366 | dlogz: 128.027 > 0.109
iter: 1058 | bound: 12 | nc: 38 | ncall: 30198 | eff(%): 3.504 | loglstar: -inf < -524.092 < inf | logz: -538.635 +/- 0.366 | dlogz: 127.489 > 0.109
iter: 1059 | bound: 12 | nc: 38 | ncall: 30236 | eff(%): 3.502 | loglstar: -inf < -521.520 < inf | logz: -537.053 +/- 0.381 | dlogz: 126.930 > 0.109
iter: 1060 | bound: 12 | nc: 38 | ncall: 30274 | eff(%): 3.501 | loglstar: -inf < -521.518 < inf | logz: -536.152 +/- 0.376 | dlogz: 125.338 > 0.109
iter: 1061 | bound: 12 | nc: 38 | ncall: 30312 | eff(%): 3.500 | loglstar: -inf < -520.687 < inf | logz: -535.474 +/- 0.373 | dlogz: 124.427 > 0.109
iter: 1062 | bound: 12 | nc: 38 | ncall: 30350 | eff(%): 3.499 | loglstar: -inf < -520.068 < inf | logz: -534.795 +/- 0.371 | dlogz: 123.739 > 0.109
iter: 1063 | bound: 12 | nc: 38 | ncall: 30388 | eff(%): 3.498 | loglstar: -inf < -517.916 < inf | logz: -533.398 +/- 0.380 | dlogz: 123.051 > 0.109
iter: 1064 | bound: 12 | nc: 38 | ncall: 30426 | eff(%): 3.497 | loglstar: -inf < -517.668 < inf | logz: -532.473 +/- 0.376 | dlogz: 121.644 > 0.109
iter: 1065 | bound: 12 | nc: 38 | ncall: 30464 | eff(%): 3.496 | loglstar: -inf < -516.993 < inf | logz: -531.782 +/- 0.373 | dlogz: 120.708 > 0.109
iter: 1066 | bound: 12 | nc: 38 | ncall: 30502 | eff(%): 3.495 | loglstar: -inf < -514.426 < inf | logz: -530.061 +/- 0.384 | dlogz: 120.008 > 0.109
iter: 1067 | bound: 12 | nc: 38 | ncall: 30540 | eff(%): 3.494 | loglstar: -inf < -513.520 < inf | logz: -528.774 +/- 0.380 | dlogz: 118.277 > 0.109
iter: 1068 | bound: 12 | nc: 38 | ncall: 30578 | eff(%): 3.493 | loglstar: -inf < -513.223 < inf | logz: -527.986 +/- 0.375 | dlogz: 116.979 > 0.109
iter: 1069 | bound: 12 | nc: 38 | ncall: 30616 | eff(%): 3.492 | loglstar: -inf < -513.218 < inf | logz: -527.503 +/- 0.372 | dlogz: 116.182 > 0.109
iter: 1070 | bound: 12 | nc: 38 | ncall: 30654 | eff(%): 3.491 | loglstar: -inf < -512.801 < inf | logz: -527.112 +/- 0.369 | dlogz: 115.689 > 0.109
iter: 1071 | bound: 12 | nc: 38 | ncall: 30692 | eff(%): 3.490 | loglstar: -inf < -512.292 < inf | logz: -526.698 +/- 0.367 | dlogz: 115.288 > 0.109
iter: 1072 | bound: 12 | nc: 38 | ncall: 30730 | eff(%): 3.488 | loglstar: -inf < -512.206 < inf | logz: -526.334 +/- 0.366 | dlogz: 114.863 > 0.109
iter: 1073 | bound: 12 | nc: 38 | ncall: 30768 | eff(%): 3.487 | loglstar: -inf < -511.687 < inf | logz: -525.982 +/- 0.364 | dlogz: 114.490 > 0.109
iter: 1074 | bound: 12 | nc: 38 | ncall: 30806 | eff(%): 3.486 | loglstar: -inf < -510.735 < inf | logz: -525.474 +/- 0.366 | dlogz: 114.128 > 0.109
iter: 1075 | bound: 12 | nc: 38 | ncall: 30844 | eff(%): 3.485 | loglstar: -inf < -510.595 < inf | logz: -524.997 +/- 0.366 | dlogz: 113.610 > 0.109
iter: 1076 | bound: 13 | nc: 38 | ncall: 30882 | eff(%): 3.484 | loglstar: -inf < -510.089 < inf | logz: -524.568 +/- 0.366 | dlogz: 113.122 > 0.109
iter: 1077 | bound: 13 | nc: 38 | ncall: 30920 | eff(%): 3.483 | loglstar: -inf < -510.060 < inf | logz: -524.206 +/- 0.365 | dlogz: 112.684 > 0.109
iter: 1078 | bound: 13 | nc: 38 | ncall: 30958 | eff(%): 3.482 | loglstar: -inf < -509.781 < inf | logz: -523.903 +/- 0.364 | dlogz: 112.312 > 0.109
iter: 1079 | bound: 13 | nc: 38 | ncall: 30996 | eff(%): 3.481 | loglstar: -inf < -509.763 < inf | logz: -523.642 +/- 0.362 | dlogz: 111.999 > 0.109
iter: 1080 | bound: 13 | nc: 38 | ncall: 31034 | eff(%): 3.480 | loglstar: -inf < -509.758 < inf | logz: -523.435 +/- 0.361 | dlogz: 111.728 > 0.109
iter: 1081 | bound: 13 | nc: 38 | ncall: 31072 | eff(%): 3.479 | loglstar: -inf < -509.601 < inf | logz: -523.252 +/- 0.360 | dlogz: 111.511 > 0.109
iter: 1082 | bound: 13 | nc: 38 | ncall: 31110 | eff(%): 3.478 | loglstar: -inf < -506.674 < inf | logz: -522.237 +/- 0.375 | dlogz: 111.318 > 0.109
iter: 1083 | bound: 13 | nc: 38 | ncall: 31148 | eff(%): 3.477 | loglstar: -inf < -506.425 < inf | logz: -521.375 +/- 0.375 | dlogz: 110.293 > 0.109
iter: 1084 | bound: 13 | nc: 38 | ncall: 31186 | eff(%): 3.476 | loglstar: -inf < -506.213 < inf | logz: -520.834 +/- 0.372 | dlogz: 109.421 > 0.109
iter: 1085 | bound: 13 | nc: 38 | ncall: 31224 | eff(%): 3.475 | loglstar: -inf < -506.107 < inf | logz: -520.440 +/- 0.370 | dlogz: 108.870 > 0.109
iter: 1086 | bound: 13 | nc: 38 | ncall: 31262 | eff(%): 3.474 | loglstar: -inf < -505.855 < inf | logz: -520.111 +/- 0.368 | dlogz: 108.466 > 0.109
iter: 1087 | bound: 13 | nc: 38 | ncall: 31300 | eff(%): 3.473 | loglstar: -inf < -505.345 < inf | logz: -519.764 +/- 0.367 | dlogz: 108.128 > 0.109
iter: 1088 | bound: 13 | nc: 38 | ncall: 31338 | eff(%): 3.472 | loglstar: -inf < -504.762 < inf | logz: -519.354 +/- 0.366 | dlogz: 107.770 > 0.109
iter: 1089 | bound: 13 | nc: 38 | ncall: 31376 | eff(%): 3.471 | loglstar: -inf < -504.345 < inf | logz: -518.924 +/- 0.367 | dlogz: 107.350 > 0.109
iter: 1090 | bound: 13 | nc: 38 | ncall: 31414 | eff(%): 3.470 | loglstar: -inf < -503.768 < inf | logz: -518.466 +/- 0.367 | dlogz: 106.910 > 0.109
iter: 1091 | bound: 13 | nc: 38 | ncall: 31452 | eff(%): 3.469 | loglstar: -inf < -502.413 < inf | logz: -517.707 +/- 0.372 | dlogz: 111.588 > 0.109
iter: 1092 | bound: 13 | nc: 38 | ncall: 31490 | eff(%): 3.468 | loglstar: -inf < -501.536 < inf | logz: -516.821 +/- 0.375 | dlogz: 110.819 > 0.109
iter: 1093 | bound: 13 | nc: 38 | ncall: 31528 | eff(%): 3.467 | loglstar: -inf < -501.481 < inf | logz: -516.209 +/- 0.374 | dlogz: 109.924 > 0.109
iter: 1094 | bound: 13 | nc: 38 | ncall: 31566 | eff(%): 3.466 | loglstar: -inf < -500.671 < inf | logz: -515.646 +/- 0.373 | dlogz: 109.302 > 0.109
iter: 1095 | bound: 13 | nc: 38 | ncall: 31604 | eff(%): 3.465 | loglstar: -inf < -500.500 < inf | logz: -515.148 +/- 0.371 | dlogz: 108.728 > 0.109
iter: 1096 | bound: 13 | nc: 38 | ncall: 31642 | eff(%): 3.464 | loglstar: -inf < -499.860 < inf | logz: -514.671 +/- 0.371 | dlogz: 108.221 > 0.109
iter: 1097 | bound: 13 | nc: 38 | ncall: 31680 | eff(%): 3.463 | loglstar: -inf < -499.634 < inf | logz: -514.231 +/- 0.370 | dlogz: 107.734 > 0.109
iter: 1098 | bound: 13 | nc: 38 | ncall: 31718 | eff(%): 3.462 | loglstar: -inf < -498.894 < inf | logz: -513.756 +/- 0.370 | dlogz: 107.283 > 0.109
iter: 1099 | bound: 13 | nc: 38 | ncall: 31756 | eff(%): 3.461 | loglstar: -inf < -498.344 < inf | logz: -513.230 +/- 0.370 | dlogz: 106.799 > 0.109
iter: 1100 | bound: 13 | nc: 38 | ncall: 31794 | eff(%): 3.460 | loglstar: -inf < -498.126 < inf | logz: -512.775 +/- 0.370 | dlogz: 106.263 > 0.109
iter: 1101 | bound: 13 | nc: 38 | ncall: 31832 | eff(%): 3.459 | loglstar: -inf < -497.365 < inf | logz: -512.286 +/- 0.370 | dlogz: 105.798 > 0.109
iter: 1102 | bound: 13 | nc: 38 | ncall: 31870 | eff(%): 3.458 | loglstar: -inf < -496.997 < inf | logz: -511.793 +/- 0.370 | dlogz: 105.299 > 0.109
iter: 1103 | bound: 13 | nc: 38 | ncall: 31908 | eff(%): 3.457 | loglstar: -inf < -495.999 < inf | logz: -511.180 +/- 0.372 | dlogz: 104.796 > 0.109
iter: 1104 | bound: 13 | nc: 38 | ncall: 31946 | eff(%): 3.456 | loglstar: -inf < -495.812 < inf | logz: -510.631 +/- 0.372 | dlogz: 104.173 > 0.109
iter: 1105 | bound: 13 | nc: 38 | ncall: 31984 | eff(%): 3.455 | loglstar: -inf < -495.224 < inf | logz: -510.136 +/- 0.372 | dlogz: 103.614 > 0.109
iter: 1106 | bound: 13 | nc: 38 | ncall: 32022 | eff(%): 3.454 | loglstar: -inf < -495.031 < inf | logz: -509.698 +/- 0.371 | dlogz: 103.109 > 0.109
iter: 1107 | bound: 13 | nc: 38 | ncall: 32060 | eff(%): 3.453 | loglstar: -inf < -494.355 < inf | logz: -509.246 +/- 0.370 | dlogz: 102.661 > 0.109
iter: 1108 | bound: 13 | nc: 38 | ncall: 32098 | eff(%): 3.452 | loglstar: -inf < -493.541 < inf | logz: -508.671 +/- 0.372 | dlogz: 102.200 > 0.109
iter: 1109 | bound: 13 | nc: 38 | ncall: 32136 | eff(%): 3.451 | loglstar: -inf < -493.419 < inf | logz: -508.177 +/- 0.372 | dlogz: 101.615 > 0.109
iter: 1110 | bound: 13 | nc: 38 | ncall: 32174 | eff(%): 3.450 | loglstar: -inf < -491.817 < inf | logz: -507.379 +/- 0.376 | dlogz: 101.111 > 0.109
iter: 1111 | bound: 13 | nc: 38 | ncall: 32212 | eff(%): 3.449 | loglstar: -inf < -491.563 < inf | logz: -506.668 +/- 0.376 | dlogz: 100.303 > 0.109
iter: 1112 | bound: 13 | nc: 38 | ncall: 32250 | eff(%): 3.448 | loglstar: -inf < -491.560 < inf | logz: -506.218 +/- 0.374 | dlogz: 99.581 > 0.109
iter: 1113 | bound: 13 | nc: 38 | ncall: 32288 | eff(%): 3.447 | loglstar: -inf < -491.120 < inf | logz: -505.840 +/- 0.372 | dlogz: 99.121 > 0.109
iter: 1114 | bound: 13 | nc: 38 | ncall: 32326 | eff(%): 3.446 | loglstar: -inf < -490.946 < inf | logz: -505.493 +/- 0.371 | dlogz: 98.734 > 0.109
iter: 1115 | bound: 13 | nc: 38 | ncall: 32364 | eff(%): 3.445 | loglstar: -inf < -490.589 < inf | logz: -505.169 +/- 0.369 | dlogz: 98.377 > 0.109
iter: 1116 | bound: 13 | nc: 38 | ncall: 32402 | eff(%): 3.444 | loglstar: -inf < -490.292 < inf | logz: -504.848 +/- 0.369 | dlogz: 98.043 > 0.109
iter: 1117 | bound: 14 | nc: 38 | ncall: 32440 | eff(%): 3.443 | loglstar: -inf < -490.049 < inf | logz: -504.544 +/- 0.368 | dlogz: 97.712 > 0.109
iter: 1118 | bound: 14 | nc: 38 | ncall: 32478 | eff(%): 3.442 | loglstar: -inf < -490.047 < inf | logz: -504.289 +/- 0.367 | dlogz: 97.398 > 0.109
iter: 1119 | bound: 14 | nc: 38 | ncall: 32516 | eff(%): 3.441 | loglstar: -inf < -489.019 < inf | logz: -503.935 +/- 0.368 | dlogz: 97.133 > 0.109
iter: 1120 | bound: 14 | nc: 38 | ncall: 32554 | eff(%): 3.440 | loglstar: -inf < -487.799 < inf | logz: -503.266 +/- 0.373 | dlogz: 96.769 > 0.109
iter: 1121 | bound: 14 | nc: 38 | ncall: 32592 | eff(%): 3.439 | loglstar: -inf < -487.456 < inf | logz: -502.625 +/- 0.374 | dlogz: 96.090 > 0.109
iter: 1122 | bound: 14 | nc: 38 | ncall: 32630 | eff(%): 3.439 | loglstar: -inf < -486.983 < inf | logz: -502.086 +/- 0.374 | dlogz: 95.439 > 0.109
iter: 1123 | bound: 14 | nc: 38 | ncall: 32668 | eff(%): 3.438 | loglstar: -inf < -486.844 < inf | logz: -501.651 +/- 0.373 | dlogz: 94.890 > 0.109
iter: 1124 | bound: 14 | nc: 38 | ncall: 32706 | eff(%): 3.437 | loglstar: -inf < -486.677 < inf | logz: -501.309 +/- 0.372 | dlogz: 94.445 > 0.109
iter: 1125 | bound: 14 | nc: 38 | ncall: 32744 | eff(%): 3.436 | loglstar: -inf < -486.078 < inf | logz: -500.945 +/- 0.371 | dlogz: 94.093 > 0.109
iter: 1126 | bound: 14 | nc: 38 | ncall: 32782 | eff(%): 3.435 | loglstar: -inf < -485.795 < inf | logz: -500.571 +/- 0.371 | dlogz: 93.719 > 0.109
iter: 1127 | bound: 14 | nc: 38 | ncall: 32820 | eff(%): 3.434 | loglstar: -inf < -485.762 < inf | logz: -500.265 +/- 0.370 | dlogz: 93.336 > 0.109
iter: 1128 | bound: 14 | nc: 38 | ncall: 32858 | eff(%): 3.433 | loglstar: -inf < -484.839 < inf | logz: -499.883 +/- 0.370 | dlogz: 93.020 > 0.109
iter: 1129 | bound: 14 | nc: 38 | ncall: 32896 | eff(%): 3.432 | loglstar: -inf < -484.599 < inf | logz: -499.469 +/- 0.371 | dlogz: 92.627 > 0.109
iter: 1130 | bound: 14 | nc: 38 | ncall: 32934 | eff(%): 3.431 | loglstar: -inf < -483.239 < inf | logz: -498.817 +/- 0.375 | dlogz: 132.993 > 0.109
iter: 1131 | bound: 14 | nc: 38 | ncall: 32972 | eff(%): 3.430 | loglstar: -inf < -483.139 < inf | logz: -498.233 +/- 0.375 | dlogz: 132.331 > 0.109
iter: 1132 | bound: 14 | nc: 38 | ncall: 33010 | eff(%): 3.429 | loglstar: -inf < -482.399 < inf | logz: -497.695 +/- 0.376 | dlogz: 131.737 > 0.109
iter: 1133 | bound: 14 | nc: 38 | ncall: 33048 | eff(%): 3.428 | loglstar: -inf < -482.271 < inf | logz: -497.227 +/- 0.375 | dlogz: 131.189 > 0.109
iter: 1134 | bound: 14 | nc: 38 | ncall: 33086 | eff(%): 3.427 | loglstar: -inf < -482.268 < inf | logz: -496.895 +/- 0.373 | dlogz: 130.711 > 0.109
iter: 1135 | bound: 14 | nc: 38 | ncall: 33124 | eff(%): 3.427 | loglstar: -inf < -482.090 < inf | logz: -496.627 +/- 0.372 | dlogz: 130.369 > 0.109
iter: 1136 | bound: 14 | nc: 38 | ncall: 33162 | eff(%): 3.426 | loglstar: -inf < -481.997 < inf | logz: -496.392 +/- 0.370 | dlogz: 130.091 > 0.109
iter: 1137 | bound: 14 | nc: 38 | ncall: 33200 | eff(%): 3.425 | loglstar: -inf < -481.960 < inf | logz: -496.191 +/- 0.369 | dlogz: 129.846 > 0.109
iter: 1138 | bound: 14 | nc: 38 | ncall: 33238 | eff(%): 3.424 | loglstar: -inf < -481.443 < inf | logz: -495.972 +/- 0.368 | dlogz: 129.636 > 0.109
iter: 1139 | bound: 14 | nc: 38 | ncall: 33276 | eff(%): 3.423 | loglstar: -inf < -480.550 < inf | logz: -495.622 +/- 0.369 | dlogz: 129.406 > 0.109
iter: 1140 | bound: 14 | nc: 38 | ncall: 33314 | eff(%): 3.422 | loglstar: -inf < -480.538 < inf | logz: -495.272 +/- 0.369 | dlogz: 129.046 > 0.109
iter: 1141 | bound: 14 | nc: 38 | ncall: 33352 | eff(%): 3.421 | loglstar: -inf < -480.078 < inf | logz: -494.951 +/- 0.370 | dlogz: 128.687 > 0.109
iter: 1142 | bound: 14 | nc: 38 | ncall: 33390 | eff(%): 3.420 | loglstar: -inf < -479.920 < inf | logz: -494.641 +/- 0.369 | dlogz: 128.355 > 0.109
iter: 1143 | bound: 14 | nc: 38 | ncall: 33428 | eff(%): 3.419 | loglstar: -inf < -479.812 < inf | logz: -494.379 +/- 0.369 | dlogz: 128.036 > 0.109
iter: 1144 | bound: 14 | nc: 38 | ncall: 33466 | eff(%): 3.418 | loglstar: -inf < -479.774 < inf | logz: -494.159 +/- 0.368 | dlogz: 127.763 > 0.109
iter: 1145 | bound: 14 | nc: 38 | ncall: 33504 | eff(%): 3.418 | loglstar: -inf < -479.398 < inf | logz: -493.940 +/- 0.368 | dlogz: 127.533 > 0.109
iter: 1146 | bound: 14 | nc: 38 | ncall: 33542 | eff(%): 3.417 | loglstar: -inf < -479.327 < inf | logz: -493.726 +/- 0.367 | dlogz: 127.305 > 0.109
iter: 1147 | bound: 14 | nc: 38 | ncall: 33580 | eff(%): 3.416 | loglstar: -inf < -478.787 < inf | logz: -493.488 +/- 0.367 | dlogz: 127.080 > 0.109
iter: 1148 | bound: 14 | nc: 38 | ncall: 33618 | eff(%): 3.415 | loglstar: -inf < -478.042 < inf | logz: -493.143 +/- 0.368 | dlogz: 126.833 > 0.109
iter: 1149 | bound: 14 | nc: 38 | ncall: 33656 | eff(%): 3.414 | loglstar: -inf < -478.024 < inf | logz: -492.810 +/- 0.369 | dlogz: 126.478 > 0.109
iter: 1150 | bound: 14 | nc: 38 | ncall: 33694 | eff(%): 3.413 | loglstar: -inf < -477.914 < inf | logz: -492.549 +/- 0.369 | dlogz: 126.135 > 0.109
iter: 1151 | bound: 14 | nc: 38 | ncall: 33732 | eff(%): 3.412 | loglstar: -inf < -477.888 < inf | logz: -492.331 +/- 0.368 | dlogz: 125.863 > 0.109
iter: 1152 | bound: 14 | nc: 38 | ncall: 33770 | eff(%): 3.411 | loglstar: -inf < -477.604 < inf | logz: -492.124 +/- 0.368 | dlogz: 125.635 > 0.109
iter: 1153 | bound: 14 | nc: 38 | ncall: 33808 | eff(%): 3.410 | loglstar: -inf < -477.318 < inf | logz: -491.905 +/- 0.367 | dlogz: 125.419 > 0.109
iter: 1154 | bound: 14 | nc: 38 | ncall: 33846 | eff(%): 3.410 | loglstar: -inf < -476.813 < inf | logz: -491.646 +/- 0.368 | dlogz: 125.190 > 0.109
iter: 1155 | bound: 14 | nc: 38 | ncall: 33884 | eff(%): 3.409 | loglstar: -inf < -476.512 < inf | logz: -491.360 +/- 0.368 | dlogz: 124.921 > 0.109
iter: 1156 | bound: 14 | nc: 38 | ncall: 33922 | eff(%): 3.408 | loglstar: -inf < -476.444 < inf | logz: -491.102 +/- 0.368 | dlogz: 124.625 > 0.109
iter: 1157 | bound: 14 | nc: 38 | ncall: 33960 | eff(%): 3.407 | loglstar: -inf < -476.165 < inf | logz: -490.864 +/- 0.368 | dlogz: 124.358 > 0.109
iter: 1158 | bound: 14 | nc: 38 | ncall: 33998 | eff(%): 3.406 | loglstar: -inf < -475.187 < inf | logz: -490.500 +/- 0.370 | dlogz: 124.109 > 0.109
iter: 1159 | bound: 14 | nc: 38 | ncall: 34036 | eff(%): 3.405 | loglstar: -inf < -475.144 < inf | logz: -490.130 +/- 0.371 | dlogz: 123.736 > 0.109
iter: 1160 | bound: 14 | nc: 38 | ncall: 34074 | eff(%): 3.404 | loglstar: -inf < -475.086 < inf | logz: -489.851 +/- 0.371 | dlogz: 123.356 > 0.109
iter: 1161 | bound: 14 | nc: 38 | ncall: 34112 | eff(%): 3.403 | loglstar: -inf < -474.535 < inf | logz: -489.559 +/- 0.371 | dlogz: 123.067 > 0.109
iter: 1162 | bound: 14 | nc: 38 | ncall: 34150 | eff(%): 3.403 | loglstar: -inf < -474.319 < inf | logz: -489.254 +/- 0.371 | dlogz: 122.764 > 0.109
iter: 1163 | bound: 14 | nc: 38 | ncall: 34188 | eff(%): 3.402 | loglstar: -inf < -474.136 < inf | logz: -488.978 +/- 0.371 | dlogz: 122.449 > 0.109
iter: 1164 | bound: 14 | nc: 38 | ncall: 34226 | eff(%): 3.401 | loglstar: -inf < -473.123 < inf | logz: -488.581 +/- 0.373 | dlogz: 122.164 > 0.109
iter: 1165 | bound: 14 | nc: 38 | ncall: 34264 | eff(%): 3.400 | loglstar: -inf < -473.053 < inf | logz: -488.179 +/- 0.374 | dlogz: 121.756 > 0.109
iter: 1166 | bound: 14 | nc: 38 | ncall: 34302 | eff(%): 3.399 | loglstar: -inf < -473.048 < inf | logz: -487.887 +/- 0.373 | dlogz: 121.345 > 0.109
iter: 1167 | bound: 14 | nc: 38 | ncall: 34340 | eff(%): 3.398 | loglstar: -inf < -472.892 < inf | logz: -487.645 +/- 0.372 | dlogz: 121.042 > 0.109
iter: 1168 | bound: 14 | nc: 38 | ncall: 34378 | eff(%): 3.398 | loglstar: -inf < -472.488 < inf | logz: -487.394 +/- 0.372 | dlogz: 120.791 > 0.109
iter: 1169 | bound: 14 | nc: 38 | ncall: 34416 | eff(%): 3.397 | loglstar: -inf < -472.439 < inf | logz: -487.155 +/- 0.371 | dlogz: 120.530 > 0.109
iter: 1170 | bound: 14 | nc: 38 | ncall: 34454 | eff(%): 3.396 | loglstar: -inf < -472.408 < inf | logz: -486.956 +/- 0.371 | dlogz: 120.280 > 0.109
iter: 1171 | bound: 14 | nc: 38 | ncall: 34492 | eff(%): 3.395 | loglstar: -inf < -472.379 < inf | logz: -486.788 +/- 0.370 | dlogz: 120.072 > 0.109
iter: 1172 | bound: 14 | nc: 38 | ncall: 34530 | eff(%): 3.394 | loglstar: -inf < -472.233 < inf | logz: -486.632 +/- 0.369 | dlogz: 119.894 > 0.109
iter: 1173 | bound: 14 | nc: 38 | ncall: 34568 | eff(%): 3.393 | loglstar: -inf < -472.038 < inf | logz: -486.476 +/- 0.368 | dlogz: 119.728 > 0.109
iter: 1174 | bound: 14 | nc: 38 | ncall: 34606 | eff(%): 3.392 | loglstar: -inf < -471.799 < inf | logz: -486.312 +/- 0.368 | dlogz: 119.562 > 0.109
iter: 1175 | bound: 14 | nc: 38 | ncall: 34644 | eff(%): 3.392 | loglstar: -inf < -471.668 < inf | logz: -486.147 +/- 0.367 | dlogz: 119.388 > 0.109
iter: 1176 | bound: 14 | nc: 38 | ncall: 34682 | eff(%): 3.391 | loglstar: -inf < -471.458 < inf | logz: -485.982 +/- 0.367 | dlogz: 119.213 > 0.109
iter: 1177 | bound: 14 | nc: 38 | ncall: 34720 | eff(%): 3.390 | loglstar: -inf < -471.043 < inf | logz: -485.792 +/- 0.367 | dlogz: 119.038 > 0.109
iter: 1178 | bound: 14 | nc: 38 | ncall: 34758 | eff(%): 3.389 | loglstar: -inf < -470.986 < inf | logz: -485.599 +/- 0.367 | dlogz: 126.923 > 0.109
iter: 1179 | bound: 14 | nc: 38 | ncall: 34796 | eff(%): 3.388 | loglstar: -inf < -470.969 < inf | logz: -485.434 +/- 0.367 | dlogz: 126.720 > 0.109
iter: 1180 | bound: 14 | nc: 38 | ncall: 34834 | eff(%): 3.387 | loglstar: -inf < -470.935 < inf | logz: -485.290 +/- 0.367 | dlogz: 126.545 > 0.109
iter: 1181 | bound: 14 | nc: 38 | ncall: 34872 | eff(%): 3.387 | loglstar: -inf < -470.621 < inf | logz: -485.142 +/- 0.366 | dlogz: 126.391 > 0.109
iter: 1182 | bound: 14 | nc: 38 | ncall: 34910 | eff(%): 3.386 | loglstar: -inf < -470.569 < inf | logz: -484.992 +/- 0.366 | dlogz: 126.232 > 0.109
iter: 1183 | bound: 14 | nc: 38 | ncall: 34948 | eff(%): 3.385 | loglstar: -inf < -470.525 < inf | logz: -484.856 +/- 0.366 | dlogz: 126.072 > 0.109
iter: 1184 | bound: 14 | nc: 38 | ncall: 34986 | eff(%): 3.384 | loglstar: -inf < -470.019 < inf | logz: -484.699 +/- 0.366 | dlogz: 125.927 > 0.109
iter: 1185 | bound: 14 | nc: 38 | ncall: 35024 | eff(%): 3.383 | loglstar: -inf < -470.010 < inf | logz: -484.533 +/- 0.366 | dlogz: 125.760 > 0.109
iter: 1186 | bound: 14 | nc: 38 | ncall: 35062 | eff(%): 3.383 | loglstar: -inf < -469.957 < inf | logz: -484.388 +/- 0.366 | dlogz: 125.584 > 0.109
iter: 1187 | bound: 14 | nc: 38 | ncall: 35100 | eff(%): 3.382 | loglstar: -inf < -469.950 < inf | logz: -484.259 +/- 0.365 | dlogz: 125.429 > 0.109
iter: 1188 | bound: 14 | nc: 38 | ncall: 35138 | eff(%): 3.381 | loglstar: -inf < -469.692 < inf | logz: -484.130 +/- 0.365 | dlogz: 125.290 > 0.109
iter: 1189 | bound: 14 | nc: 38 | ncall: 35176 | eff(%): 3.380 | loglstar: -inf < -469.625 < inf | logz: -483.999 +/- 0.365 | dlogz: 125.151 > 0.109
iter: 1190 | bound: 14 | nc: 38 | ncall: 35214 | eff(%): 3.379 | loglstar: -inf < -469.037 < inf | logz: -483.837 +/- 0.365 | dlogz: 125.010 > 0.109
iter: 1191 | bound: 14 | nc: 38 | ncall: 35252 | eff(%): 3.379 | loglstar: -inf < -468.786 < inf | logz: -483.640 +/- 0.366 | dlogz: 124.838 > 0.109
iter: 1192 | bound: 14 | nc: 38 | ncall: 35290 | eff(%): 3.378 | loglstar: -inf < -468.529 < inf | logz: -483.434 +/- 0.367 | dlogz: 124.631 > 0.109
iter: 1193 | bound: 14 | nc: 38 | ncall: 35328 | eff(%): 3.377 | loglstar: -inf < -468.334 < inf | logz: -483.227 +/- 0.368 | dlogz: 124.415 > 0.109
iter: 1194 | bound: 14 | nc: 38 | ncall: 35366 | eff(%): 3.376 | loglstar: -inf < -468.327 < inf | logz: -483.041 +/- 0.368 | dlogz: 124.198 > 0.109
iter: 1195 | bound: 14 | nc: 38 | ncall: 35404 | eff(%): 3.375 | loglstar: -inf < -468.244 < inf | logz: -482.880 +/- 0.368 | dlogz: 124.003 > 0.109
iter: 1196 | bound: 14 | nc: 38 | ncall: 35442 | eff(%): 3.375 | loglstar: -inf < -467.397 < inf | logz: -482.651 +/- 0.369 | dlogz: 123.831 > 0.109
iter: 1197 | bound: 14 | nc: 38 | ncall: 35480 | eff(%): 3.374 | loglstar: -inf < -466.829 < inf | logz: -482.321 +/- 0.372 | dlogz: 123.593 > 0.109
iter: 1198 | bound: 14 | nc: 38 | ncall: 35518 | eff(%): 3.373 | loglstar: -inf < -466.712 < inf | logz: -482.001 +/- 0.373 | dlogz: 123.253 > 0.109
iter: 1199 | bound: 14 | nc: 38 | ncall: 35556 | eff(%): 3.372 | loglstar: -inf < -466.062 < inf | logz: -481.651 +/- 0.375 | dlogz: 122.923 > 0.109
iter: 1200 | bound: 14 | nc: 38 | ncall: 35594 | eff(%): 3.371 | loglstar: -inf < -465.968 < inf | logz: -481.313 +/- 0.376 | dlogz: 122.563 > 0.109
iter: 1201 | bound: 14 | nc: 38 | ncall: 35632 | eff(%): 3.371 | loglstar: -inf < -465.785 < inf | logz: -481.029 +/- 0.376 | dlogz: 122.214 > 0.109
iter: 1202 | bound: 15 | nc: 38 | ncall: 35670 | eff(%): 3.370 | loglstar: -inf < -465.641 < inf | logz: -480.777 +/- 0.375 | dlogz: 121.921 > 0.109
iter: 1203 | bound: 15 | nc: 38 | ncall: 35708 | eff(%): 3.369 | loglstar: -inf < -465.360 < inf | logz: -480.534 +/- 0.375 | dlogz: 121.659 > 0.109
iter: 1204 | bound: 15 | nc: 38 | ncall: 35746 | eff(%): 3.368 | loglstar: -inf < -464.963 < inf | logz: -480.269 +/- 0.375 | dlogz: 121.406 > 0.109
iter: 1205 | bound: 15 | nc: 38 | ncall: 35784 | eff(%): 3.367 | loglstar: -inf < -464.944 < inf | logz: -480.024 +/- 0.375 | dlogz: 121.131 > 0.109
iter: 1206 | bound: 15 | nc: 38 | ncall: 35822 | eff(%): 3.367 | loglstar: -inf < -464.913 < inf | logz: -479.825 +/- 0.374 | dlogz: 120.876 > 0.109
iter: 1207 | bound: 15 | nc: 38 | ncall: 35860 | eff(%): 3.366 | loglstar: -inf < -464.651 < inf | logz: -479.635 +/- 0.374 | dlogz: 120.667 > 0.109
iter: 1208 | bound: 15 | nc: 38 | ncall: 35898 | eff(%): 3.365 | loglstar: -inf < -464.385 < inf | logz: -479.433 +/- 0.374 | dlogz: 120.467 > 0.109
iter: 1209 | bound: 15 | nc: 38 | ncall: 35936 | eff(%): 3.364 | loglstar: -inf < -463.131 < inf | logz: -479.055 +/- 0.377 | dlogz: 120.256 > 0.109
iter: 1210 | bound: 15 | nc: 38 | ncall: 35974 | eff(%): 3.364 | loglstar: -inf < -463.004 < inf | logz: -478.637 +/- 0.378 | dlogz: 119.867 > 0.109
iter: 1211 | bound: 15 | nc: 38 | ncall: 36012 | eff(%): 3.363 | loglstar: -inf < -462.737 < inf | logz: -478.290 +/- 0.379 | dlogz: 119.439 > 0.109
iter: 1212 | bound: 15 | nc: 38 | ncall: 36050 | eff(%): 3.362 | loglstar: -inf < -462.193 < inf | logz: -477.920 +/- 0.380 | dlogz: 119.082 > 0.109
iter: 1213 | bound: 15 | nc: 38 | ncall: 36088 | eff(%): 3.361 | loglstar: -inf < -462.169 < inf | logz: -477.590 +/- 0.380 | dlogz: 118.703 > 0.109
iter: 1214 | bound: 15 | nc: 38 | ncall: 36126 | eff(%): 3.360 | loglstar: -inf < -461.981 < inf | logz: -477.319 +/- 0.379 | dlogz: 118.362 > 0.109
iter: 1215 | bound: 15 | nc: 38 | ncall: 36164 | eff(%): 3.360 | loglstar: -inf < -461.760 < inf | logz: -477.065 +/- 0.378 | dlogz: 118.081 > 0.109
iter: 1216 | bound: 15 | nc: 38 | ncall: 36202 | eff(%): 3.359 | loglstar: -inf < -461.693 < inf | logz: -476.838 +/- 0.378 | dlogz: 117.817 > 0.109
iter: 1217 | bound: 15 | nc: 38 | ncall: 36240 | eff(%): 3.358 | loglstar: -inf < -461.564 < inf | logz: -476.637 +/- 0.377 | dlogz: 117.580 > 0.109
iter: 1218 | bound: 15 | nc: 38 | ncall: 36278 | eff(%): 3.357 | loglstar: -inf < -461.368 < inf | logz: -476.445 +/- 0.376 | dlogz: 117.370 > 0.109
iter: 1219 | bound: 15 | nc: 38 | ncall: 36316 | eff(%): 3.357 | loglstar: -inf < -461.167 < inf | logz: -476.253 +/- 0.376 | dlogz: 117.167 > 0.109
iter: 1220 | bound: 15 | nc: 38 | ncall: 36354 | eff(%): 3.356 | loglstar: -inf < -460.442 < inf | logz: -475.997 +/- 0.376 | dlogz: 116.965 > 0.109
iter: 1221 | bound: 15 | nc: 38 | ncall: 36392 | eff(%): 3.355 | loglstar: -inf < -460.194 < inf | logz: -475.702 +/- 0.377 | dlogz: 116.700 > 0.109
iter: 1222 | bound: 15 | nc: 38 | ncall: 36430 | eff(%): 3.354 | loglstar: -inf < -460.114 < inf | logz: -475.443 +/- 0.377 | dlogz: 116.395 > 0.109
iter: 1223 | bound: 15 | nc: 38 | ncall: 36468 | eff(%): 3.354 | loglstar: -inf < -459.825 < inf | logz: -475.200 +/- 0.377 | dlogz: 116.125 > 0.109
iter: 1224 | bound: 15 | nc: 38 | ncall: 36506 | eff(%): 3.353 | loglstar: -inf < -459.728 < inf | logz: -474.972 +/- 0.377 | dlogz: 115.873 > 0.109
iter: 1225 | bound: 15 | nc: 38 | ncall: 36544 | eff(%): 3.352 | loglstar: -inf < -459.620 < inf | logz: -474.769 +/- 0.376 | dlogz: 142.948 > 0.109
iter: 1226 | bound: 15 | nc: 38 | ncall: 36582 | eff(%): 3.351 | loglstar: -inf < -459.607 < inf | logz: -474.594 +/- 0.376 | dlogz: 142.736 > 0.109
iter: 1227 | bound: 15 | nc: 38 | ncall: 36620 | eff(%): 3.351 | loglstar: -inf < -459.606 < inf | logz: -474.445 +/- 0.375 | dlogz: 142.550 > 0.109
iter: 1228 | bound: 15 | nc: 38 | ncall: 36658 | eff(%): 3.350 | loglstar: -inf < -459.462 < inf | logz: -474.307 +/- 0.374 | dlogz: 142.391 > 0.109
iter: 1229 | bound: 15 | nc: 38 | ncall: 36696 | eff(%): 3.349 | loglstar: -inf < -458.814 < inf | logz: -474.125 +/- 0.374 | dlogz: 142.243 > 0.109
iter: 1230 | bound: 15 | nc: 38 | ncall: 36734 | eff(%): 3.348 | loglstar: -inf < -458.704 < inf | logz: -473.920 +/- 0.375 | dlogz: 142.052 > 0.109
iter: 1231 | bound: 15 | nc: 38 | ncall: 36772 | eff(%): 3.348 | loglstar: -inf < -458.519 < inf | logz: -473.726 +/- 0.375 | dlogz: 141.836 > 0.109
iter: 1232 | bound: 15 | nc: 38 | ncall: 36810 | eff(%): 3.347 | loglstar: -inf < -458.342 < inf | logz: -473.536 +/- 0.375 | dlogz: 141.632 > 0.109
iter: 1233 | bound: 15 | nc: 38 | ncall: 36848 | eff(%): 3.346 | loglstar: -inf < -458.150 < inf | logz: -473.349 +/- 0.375 | dlogz: 141.433 > 0.109
iter: 1234 | bound: 15 | nc: 38 | ncall: 36886 | eff(%): 3.345 | loglstar: -inf < -457.808 < inf | logz: -473.147 +/- 0.375 | dlogz: 141.235 > 0.109
iter: 1235 | bound: 15 | nc: 38 | ncall: 36924 | eff(%): 3.345 | loglstar: -inf < -457.724 < inf | logz: -472.948 +/- 0.375 | dlogz: 141.024 > 0.109
iter: 1236 | bound: 15 | nc: 38 | ncall: 36962 | eff(%): 3.344 | loglstar: -inf < -457.416 < inf | logz: -472.749 +/- 0.375 | dlogz: 140.815 > 0.109
iter: 1237 | bound: 15 | nc: 38 | ncall: 37000 | eff(%): 3.343 | loglstar: -inf < -457.401 < inf | logz: -472.561 +/- 0.375 | dlogz: 140.606 > 0.109
iter: 1238 | bound: 15 | nc: 38 | ncall: 37038 | eff(%): 3.343 | loglstar: -inf < -457.298 < inf | logz: -472.395 +/- 0.375 | dlogz: 140.408 > 0.109
iter: 1239 | bound: 15 | nc: 38 | ncall: 37076 | eff(%): 3.342 | loglstar: -inf < -455.760 < inf | logz: -472.023 +/- 0.379 | dlogz: 140.232 > 0.109
iter: 1240 | bound: 15 | nc: 38 | ncall: 37114 | eff(%): 3.341 | loglstar: -inf < -455.569 < inf | logz: -471.579 +/- 0.382 | dlogz: 139.850 > 0.109
iter: 1241 | bound: 15 | nc: 38 | ncall: 37152 | eff(%): 3.340 | loglstar: -inf < -455.418 < inf | logz: -471.228 +/- 0.382 | dlogz: 139.396 > 0.109
iter: 1242 | bound: 15 | nc: 38 | ncall: 37190 | eff(%): 3.340 | loglstar: -inf < -455.381 < inf | logz: -470.950 +/- 0.382 | dlogz: 139.035 > 0.109
iter: 1243 | bound: 15 | nc: 38 | ncall: 37228 | eff(%): 3.339 | loglstar: -inf < -454.838 < inf | logz: -470.662 +/- 0.382 | dlogz: 138.747 > 0.109
iter: 1244 | bound: 15 | nc: 38 | ncall: 37266 | eff(%): 3.338 | loglstar: -inf < -454.629 < inf | logz: -470.362 +/- 0.382 | dlogz: 138.449 > 0.109
iter: 1245 | bound: 15 | nc: 38 | ncall: 37304 | eff(%): 3.337 | loglstar: -inf < -454.442 < inf | logz: -470.090 +/- 0.382 | dlogz: 138.139 > 0.109
iter: 1246 | bound: 15 | nc: 38 | ncall: 37342 | eff(%): 3.337 | loglstar: -inf < -453.510 < inf | logz: -469.715 +/- 0.383 | dlogz: 137.857 > 0.109
iter: 1247 | bound: 15 | nc: 38 | ncall: 37380 | eff(%): 3.336 | loglstar: -inf < -453.349 < inf | logz: -469.320 +/- 0.384 | dlogz: 137.472 > 0.109
iter: 1248 | bound: 15 | nc: 38 | ncall: 37418 | eff(%): 3.335 | loglstar: -inf < -452.801 < inf | logz: -468.931 +/- 0.385 | dlogz: 137.067 > 0.109
iter: 1249 | bound: 15 | nc: 38 | ncall: 37456 | eff(%): 3.335 | loglstar: -inf < -452.296 < inf | logz: -468.500 +/- 0.386 | dlogz: 136.668 > 0.109
iter: 1250 | bound: 15 | nc: 38 | ncall: 37494 | eff(%): 3.334 | loglstar: -inf < -452.184 < inf | logz: -468.124 +/- 0.386 | dlogz: 136.228 > 0.109
iter: 1251 | bound: 15 | nc: 38 | ncall: 37532 | eff(%): 3.333 | loglstar: -inf < -451.932 < inf | logz: -467.805 +/- 0.385 | dlogz: 135.841 > 0.109
iter: 1252 | bound: 15 | nc: 38 | ncall: 37570 | eff(%): 3.332 | loglstar: -inf < -451.810 < inf | logz: -467.525 +/- 0.385 | dlogz: 135.513 > 0.109
iter: 1253 | bound: 15 | nc: 38 | ncall: 37608 | eff(%): 3.332 | loglstar: -inf < -451.745 < inf | logz: -467.289 +/- 0.384 | dlogz: 135.222 > 0.109
iter: 1254 | bound: 15 | nc: 38 | ncall: 37646 | eff(%): 3.331 | loglstar: -inf < -451.355 < inf | logz: -467.054 +/- 0.383 | dlogz: 134.977 > 0.109
iter: 1255 | bound: 15 | nc: 38 | ncall: 37684 | eff(%): 3.330 | loglstar: -inf < -450.891 < inf | logz: -466.775 +/- 0.383 | dlogz: 134.732 > 0.109
iter: 1256 | bound: 15 | nc: 38 | ncall: 37722 | eff(%): 3.330 | loglstar: -inf < -450.609 < inf | logz: -466.480 +/- 0.383 | dlogz: 134.443 > 0.109
iter: 1257 | bound: 15 | nc: 38 | ncall: 37760 | eff(%): 3.329 | loglstar: -inf < -450.529 < inf | logz: -466.217 +/- 0.383 | dlogz: 134.138 > 0.109
iter: 1258 | bound: 15 | nc: 38 | ncall: 37798 | eff(%): 3.328 | loglstar: -inf < -450.467 < inf | logz: -465.998 +/- 0.382 | dlogz: 133.865 > 0.109
iter: 1259 | bound: 15 | nc: 38 | ncall: 37836 | eff(%): 3.328 | loglstar: -inf < -450.236 < inf | logz: -465.793 +/- 0.382 | dlogz: 133.635 > 0.109
iter: 1260 | bound: 15 | nc: 38 | ncall: 37874 | eff(%): 3.327 | loglstar: -inf < -450.025 < inf | logz: -465.587 +/- 0.381 | dlogz: 133.420 > 0.109
iter: 1261 | bound: 15 | nc: 38 | ncall: 37912 | eff(%): 3.326 | loglstar: -inf < -449.800 < inf | logz: -465.380 +/- 0.381 | dlogz: 133.205 > 0.109
iter: 1262 | bound: 15 | nc: 38 | ncall: 37950 | eff(%): 3.325 | loglstar: -inf < -449.421 < inf | logz: -465.155 +/- 0.381 | dlogz: 132.988 > 0.109
iter: 1263 | bound: 15 | nc: 38 | ncall: 37988 | eff(%): 3.325 | loglstar: -inf < -449.176 < inf | logz: -464.916 +/- 0.381 | dlogz: 132.753 > 0.109
iter: 1264 | bound: 15 | nc: 38 | ncall: 38026 | eff(%): 3.324 | loglstar: -inf < -448.850 < inf | logz: -464.668 +/- 0.381 | dlogz: 132.504 > 0.109
iter: 1265 | bound: 15 | nc: 38 | ncall: 38064 | eff(%): 3.323 | loglstar: -inf < -448.814 < inf | logz: -464.439 +/- 0.381 | dlogz: 132.246 > 0.109
iter: 1266 | bound: 15 | nc: 38 | ncall: 38102 | eff(%): 3.323 | loglstar: -inf < -448.489 < inf | logz: -464.219 +/- 0.381 | dlogz: 132.007 > 0.109
iter: 1267 | bound: 15 | nc: 38 | ncall: 38140 | eff(%): 3.322 | loglstar: -inf < -448.348 < inf | logz: -464.001 +/- 0.381 | dlogz: 131.777 > 0.109
iter: 1268 | bound: 15 | nc: 38 | ncall: 38178 | eff(%): 3.321 | loglstar: -inf < -447.876 < inf | logz: -463.761 +/- 0.382 | dlogz: 131.549 > 0.109
iter: 1269 | bound: 15 | nc: 38 | ncall: 38216 | eff(%): 3.321 | loglstar: -inf < -447.612 < inf | logz: -463.500 +/- 0.382 | dlogz: 131.299 > 0.109
iter: 1270 | bound: 15 | nc: 38 | ncall: 38254 | eff(%): 3.320 | loglstar: -inf < -447.568 < inf | logz: -463.266 +/- 0.382 | dlogz: 131.028 > 0.109
iter: 1271 | bound: 15 | nc: 38 | ncall: 38292 | eff(%): 3.319 | loglstar: -inf < -447.055 < inf | logz: -463.017 +/- 0.382 | dlogz: 130.784 > 0.109
iter: 1272 | bound: 15 | nc: 38 | ncall: 38330 | eff(%): 3.319 | loglstar: -inf < -446.804 < inf | logz: -462.746 +/- 0.383 | dlogz: 130.526 > 0.109
iter: 1273 | bound: 15 | nc: 38 | ncall: 38368 | eff(%): 3.318 | loglstar: -inf < -446.796 < inf | logz: -462.511 +/- 0.383 | dlogz: 130.245 > 0.109
iter: 1274 | bound: 15 | nc: 38 | ncall: 38406 | eff(%): 3.317 | loglstar: -inf < -446.700 < inf | logz: -462.313 +/- 0.383 | dlogz: 130.000 > 0.109
iter: 1275 | bound: 15 | nc: 38 | ncall: 38444 | eff(%): 3.317 | loglstar: -inf < -445.541 < inf | logz: -461.984 +/- 0.384 | dlogz: 129.792 > 0.109
iter: 1276 | bound: 15 | nc: 38 | ncall: 38482 | eff(%): 3.316 | loglstar: -inf < -445.529 < inf | logz: -461.629 +/- 0.386 | dlogz: 129.452 > 0.109
iter: 1277 | bound: 15 | nc: 38 | ncall: 38520 | eff(%): 3.315 | loglstar: -inf < -445.473 < inf | logz: -461.362 +/- 0.385 | dlogz: 129.088 > 0.109
iter: 1278 | bound: 15 | nc: 38 | ncall: 38558 | eff(%): 3.314 | loglstar: -inf < -445.394 < inf | logz: -461.140 +/- 0.385 | dlogz: 128.811 > 0.109
iter: 1279 | bound: 15 | nc: 38 | ncall: 38596 | eff(%): 3.314 | loglstar: -inf < -445.393 < inf | logz: -460.954 +/- 0.384 | dlogz: 128.579 > 0.109
iter: 1280 | bound: 15 | nc: 38 | ncall: 38634 | eff(%): 3.313 | loglstar: -inf < -445.258 < inf | logz: -460.788 +/- 0.383 | dlogz: 128.383 > 0.109
iter: 1281 | bound: 15 | nc: 38 | ncall: 38672 | eff(%): 3.312 | loglstar: -inf < -444.931 < inf | logz: -460.612 +/- 0.383 | dlogz: 128.207 > 0.109
iter: 1282 | bound: 15 | nc: 38 | ncall: 38710 | eff(%): 3.312 | loglstar: -inf < -444.717 < inf | logz: -460.422 +/- 0.383 | dlogz: 128.021 > 0.109
iter: 1283 | bound: 15 | nc: 38 | ncall: 38748 | eff(%): 3.311 | loglstar: -inf < -444.304 < inf | logz: -460.210 +/- 0.383 | dlogz: 127.822 > 0.109
iter: 1284 | bound: 15 | nc: 38 | ncall: 38786 | eff(%): 3.310 | loglstar: -inf < -443.716 < inf | logz: -459.932 +/- 0.384 | dlogz: 127.599 > 0.109
iter: 1285 | bound: 15 | nc: 38 | ncall: 38824 | eff(%): 3.310 | loglstar: -inf < -443.474 < inf | logz: -459.632 +/- 0.385 | dlogz: 127.311 > 0.109
iter: 1286 | bound: 15 | nc: 38 | ncall: 38862 | eff(%): 3.309 | loglstar: -inf < -443.458 < inf | logz: -459.377 +/- 0.385 | dlogz: 127.001 > 0.109
iter: 1287 | bound: 15 | nc: 38 | ncall: 38900 | eff(%): 3.308 | loglstar: -inf < -443.330 < inf | logz: -459.162 +/- 0.385 | dlogz: 126.736 > 0.109
iter: 1288 | bound: 15 | nc: 38 | ncall: 38938 | eff(%): 3.308 | loglstar: -inf < -443.299 < inf | logz: -458.974 +/- 0.384 | dlogz: 126.511 > 0.109
iter: 1289 | bound: 15 | nc: 38 | ncall: 38976 | eff(%): 3.307 | loglstar: -inf < -443.265 < inf | logz: -458.812 +/- 0.384 | dlogz: 126.313 > 0.109
iter: 1290 | bound: 15 | nc: 38 | ncall: 39014 | eff(%): 3.307 | loglstar: -inf < -442.328 < inf | logz: -458.575 +/- 0.384 | dlogz: 126.141 > 0.109
iter: 1291 | bound: 15 | nc: 38 | ncall: 39052 | eff(%): 3.306 | loglstar: -inf < -442.135 < inf | logz: -458.289 +/- 0.385 | dlogz: 125.895 > 0.109
iter: 1292 | bound: 15 | nc: 38 | ncall: 39090 | eff(%): 3.305 | loglstar: -inf < -441.649 < inf | logz: -457.985 +/- 0.386 | dlogz: 125.598 > 0.109
iter: 1293 | bound: 15 | nc: 38 | ncall: 39128 | eff(%): 3.305 | loglstar: -inf < -441.458 < inf | logz: -457.681 +/- 0.387 | dlogz: 125.285 > 0.109
iter: 1294 | bound: 15 | nc: 38 | ncall: 39166 | eff(%): 3.304 | loglstar: -inf < -440.675 < inf | logz: -457.308 +/- 0.388 | dlogz: 124.971 > 0.109
iter: 1295 | bound: 15 | nc: 38 | ncall: 39204 | eff(%): 3.303 | loglstar: -inf < -440.343 < inf | logz: -456.898 +/- 0.390 | dlogz: 124.587 > 0.109
iter: 1296 | bound: 15 | nc: 38 | ncall: 39242 | eff(%): 3.303 | loglstar: -inf < -440.319 < inf | logz: -456.567 +/- 0.390 | dlogz: 124.167 > 0.109
iter: 1297 | bound: 15 | nc: 38 | ncall: 39280 | eff(%): 3.302 | loglstar: -inf < -440.006 < inf | logz: -456.278 +/- 0.390 | dlogz: 123.826 > 0.109
iter: 1298 | bound: 15 | nc: 38 | ncall: 39318 | eff(%): 3.301 | loglstar: -inf < -439.847 < inf | logz: -456.007 +/- 0.389 | dlogz: 123.528 > 0.109
iter: 1299 | bound: 15 | nc: 38 | ncall: 39356 | eff(%): 3.301 | loglstar: -inf < -439.752 < inf | logz: -455.771 +/- 0.389 | dlogz: 123.247 > 0.109
iter: 1300 | bound: 15 | nc: 38 | ncall: 39394 | eff(%): 3.300 | loglstar: -inf < -439.578 < inf | logz: -455.557 +/- 0.388 | dlogz: 123.001 > 0.109
iter: 1301 | bound: 16 | nc: 38 | ncall: 39432 | eff(%): 3.299 | loglstar: -inf < -439.500 < inf | logz: -455.361 +/- 0.387 | dlogz: 122.777 > 0.109
iter: 1302 | bound: 16 | nc: 38 | ncall: 39470 | eff(%): 3.299 | loglstar: -inf < -439.197 < inf | logz: -455.167 +/- 0.387 | dlogz: 122.571 > 0.109
iter: 1303 | bound: 16 | nc: 38 | ncall: 39508 | eff(%): 3.298 | loglstar: -inf < -439.018 < inf | logz: -454.967 +/- 0.386 | dlogz: 122.367 > 0.109
iter: 1304 | bound: 16 | nc: 38 | ncall: 39546 | eff(%): 3.297 | loglstar: -inf < -438.830 < inf | logz: -454.772 +/- 0.386 | dlogz: 122.157 > 0.109
iter: 1305 | bound: 16 | nc: 38 | ncall: 39584 | eff(%): 3.297 | loglstar: -inf < -438.509 < inf | logz: -454.566 +/- 0.386 | dlogz: 121.952 > 0.109
iter: 1306 | bound: 16 | nc: 38 | ncall: 39622 | eff(%): 3.296 | loglstar: -inf < -438.313 < inf | logz: -454.353 +/- 0.386 | dlogz: 121.736 > 0.109
iter: 1307 | bound: 16 | nc: 38 | ncall: 39660 | eff(%): 3.296 | loglstar: -inf < -437.386 < inf | logz: -454.041 +/- 0.387 | dlogz: 121.514 > 0.109
iter: 1308 | bound: 16 | nc: 38 | ncall: 39698 | eff(%): 3.295 | loglstar: -inf < -437.116 < inf | logz: -453.677 +/- 0.389 | dlogz: 121.191 > 0.109
iter: 1309 | bound: 16 | nc: 38 | ncall: 39736 | eff(%): 3.294 | loglstar: -inf < -436.428 < inf | logz: -453.263 +/- 0.391 | dlogz: 120.817 > 0.109
iter: 1310 | bound: 16 | nc: 38 | ncall: 39774 | eff(%): 3.294 | loglstar: -inf < -436.066 < inf | logz: -452.829 +/- 0.393 | dlogz: 120.393 > 0.109
iter: 1311 | bound: 16 | nc: 38 | ncall: 39812 | eff(%): 3.293 | loglstar: -inf < -435.748 < inf | logz: -452.431 +/- 0.393 | dlogz: 119.949 > 0.109
iter: 1312 | bound: 16 | nc: 38 | ncall: 39850 | eff(%): 3.292 | loglstar: -inf < -435.435 < inf | logz: -452.063 +/- 0.393 | dlogz: 119.542 > 0.109
iter: 1313 | bound: 16 | nc: 38 | ncall: 39888 | eff(%): 3.292 | loglstar: -inf < -434.881 < inf | logz: -451.669 +/- 0.394 | dlogz: 119.163 > 0.109
iter: 1314 | bound: 16 | nc: 38 | ncall: 39926 | eff(%): 3.291 | loglstar: -inf < -434.716 < inf | logz: -451.300 +/- 0.394 | dlogz: 118.760 > 0.109
iter: 1315 | bound: 16 | nc: 38 | ncall: 39964 | eff(%): 3.290 | loglstar: -inf < -434.411 < inf | logz: -450.971 +/- 0.393 | dlogz: 118.381 > 0.109
iter: 1316 | bound: 16 | nc: 38 | ncall: 40002 | eff(%): 3.290 | loglstar: -inf < -434.260 < inf | logz: -450.674 +/- 0.393 | dlogz: 118.042 > 0.109
iter: 1317 | bound: 16 | nc: 38 | ncall: 40040 | eff(%): 3.289 | loglstar: -inf < -433.784 < inf | logz: -450.369 +/- 0.393 | dlogz: 117.735 > 0.109
iter: 1318 | bound: 16 | nc: 38 | ncall: 40078 | eff(%): 3.289 | loglstar: -inf < -433.765 < inf | logz: -450.088 +/- 0.392 | dlogz: 117.420 > 0.109
iter: 1319 | bound: 16 | nc: 38 | ncall: 40116 | eff(%): 3.288 | loglstar: -inf < -433.621 < inf | logz: -449.854 +/- 0.391 | dlogz: 117.129 > 0.109
iter: 1320 | bound: 16 | nc: 38 | ncall: 40154 | eff(%): 3.287 | loglstar: -inf < -433.209 < inf | logz: -449.609 +/- 0.391 | dlogz: 116.885 > 0.109
iter: 1321 | bound: 16 | nc: 38 | ncall: 40192 | eff(%): 3.287 | loglstar: -inf < -432.968 < inf | logz: -449.351 +/- 0.391 | dlogz: 116.630 > 0.109
iter: 1322 | bound: 16 | nc: 38 | ncall: 40230 | eff(%): 3.286 | loglstar: -inf < -432.711 < inf | logz: -449.097 +/- 0.391 | dlogz: 116.362 > 0.109
iter: 1323 | bound: 16 | nc: 38 | ncall: 40268 | eff(%): 3.285 | loglstar: -inf < -432.558 < inf | logz: -448.857 +/- 0.390 | dlogz: 116.098 > 0.109
iter: 1324 | bound: 16 | nc: 38 | ncall: 40306 | eff(%): 3.285 | loglstar: -inf < -432.506 < inf | logz: -448.647 +/- 0.390 | dlogz: 115.848 > 0.109
iter: 1325 | bound: 16 | nc: 38 | ncall: 40344 | eff(%): 3.284 | loglstar: -inf < -431.948 < inf | logz: -448.413 +/- 0.390 | dlogz: 115.628 > 0.109
iter: 1326 | bound: 16 | nc: 38 | ncall: 40382 | eff(%): 3.284 | loglstar: -inf < -431.851 < inf | logz: -448.169 +/- 0.390 | dlogz: 115.384 > 0.109
iter: 1327 | bound: 16 | nc: 38 | ncall: 40420 | eff(%): 3.283 | loglstar: -inf < -431.461 < inf | logz: -447.923 +/- 0.390 | dlogz: 115.130 > 0.109
iter: 1328 | bound: 16 | nc: 38 | ncall: 40458 | eff(%): 3.282 | loglstar: -inf < -431.238 < inf | logz: -447.669 +/- 0.390 | dlogz: 114.874 > 0.109
iter: 1329 | bound: 16 | nc: 38 | ncall: 40496 | eff(%): 3.282 | loglstar: -inf < -431.069 < inf | logz: -447.431 +/- 0.390 | dlogz: 114.610 > 0.109
iter: 1330 | bound: 16 | nc: 38 | ncall: 40534 | eff(%): 3.281 | loglstar: -inf < -431.015 < inf | logz: -447.220 +/- 0.390 | dlogz: 114.362 > 0.109
iter: 1331 | bound: 16 | nc: 38 | ncall: 40572 | eff(%): 3.281 | loglstar: -inf < -430.577 < inf | logz: -447.000 +/- 0.390 | dlogz: 114.141 > 0.109
iter: 1332 | bound: 16 | nc: 38 | ncall: 40610 | eff(%): 3.280 | loglstar: -inf < -430.378 < inf | logz: -446.766 +/- 0.390 | dlogz: 113.912 > 0.109
iter: 1333 | bound: 16 | nc: 38 | ncall: 40648 | eff(%): 3.279 | loglstar: -inf < -430.076 < inf | logz: -446.529 +/- 0.390 | dlogz: 113.668 > 0.109
iter: 1334 | bound: 16 | nc: 38 | ncall: 40686 | eff(%): 3.279 | loglstar: -inf < -429.755 < inf | logz: -446.278 +/- 0.390 | dlogz: 113.421 > 0.109
iter: 1335 | bound: 16 | nc: 38 | ncall: 40724 | eff(%): 3.278 | loglstar: -inf < -429.670 < inf | logz: -446.042 +/- 0.391 | dlogz: 113.159 > 0.109
iter: 1336 | bound: 16 | nc: 38 | ncall: 40762 | eff(%): 3.278 | loglstar: -inf < -429.596 < inf | logz: -445.839 +/- 0.390 | dlogz: 112.913 > 0.109
iter: 1337 | bound: 16 | nc: 38 | ncall: 40800 | eff(%): 3.277 | loglstar: -inf < -429.248 < inf | logz: -445.633 +/- 0.390 | dlogz: 112.700 > 0.109
iter: 1338 | bound: 16 | nc: 38 | ncall: 40838 | eff(%): 3.276 | loglstar: -inf < -429.202 < inf | logz: -445.434 +/- 0.390 | dlogz: 112.485 > 0.109
iter: 1339 | bound: 16 | nc: 38 | ncall: 40876 | eff(%): 3.276 | loglstar: -inf < -428.851 < inf | logz: -445.234 +/- 0.390 | dlogz: 112.276 > 0.109
iter: 1340 | bound: 16 | nc: 38 | ncall: 40914 | eff(%): 3.275 | loglstar: -inf < -427.607 < inf | logz: -444.848 +/- 0.393 | dlogz: 165.574 > 0.109
iter: 1341 | bound: 16 | nc: 38 | ncall: 40952 | eff(%): 3.275 | loglstar: -inf < -427.497 < inf | logz: -444.428 +/- 0.395 | dlogz: 165.178 > 0.109
iter: 1342 | bound: 16 | nc: 38 | ncall: 40990 | eff(%): 3.274 | loglstar: -inf < -427.407 < inf | logz: -444.110 +/- 0.395 | dlogz: 164.749 > 0.109
iter: 1343 | bound: 16 | nc: 38 | ncall: 41028 | eff(%): 3.273 | loglstar: -inf < -427.102 < inf | logz: -443.824 +/- 0.395 | dlogz: 164.421 > 0.109
iter: 1344 | bound: 16 | nc: 38 | ncall: 41066 | eff(%): 3.273 | loglstar: -inf < -427.031 < inf | logz: -443.565 +/- 0.394 | dlogz: 164.124 > 0.109
iter: 1345 | bound: 16 | nc: 38 | ncall: 41104 | eff(%): 3.272 | loglstar: -inf < -426.935 < inf | logz: -443.346 +/- 0.394 | dlogz: 163.856 > 0.109
iter: 1346 | bound: 16 | nc: 38 | ncall: 41142 | eff(%): 3.272 | loglstar: -inf < -426.824 < inf | logz: -443.150 +/- 0.393 | dlogz: 163.627 > 0.109
iter: 1347 | bound: 16 | nc: 38 | ncall: 41180 | eff(%): 3.271 | loglstar: -inf < -426.763 < inf | logz: -442.975 +/- 0.392 | dlogz: 163.421 > 0.109
iter: 1348 | bound: 16 | nc: 38 | ncall: 41218 | eff(%): 3.270 | loglstar: -inf < -426.650 < inf | logz: -442.815 +/- 0.392 | dlogz: 163.236 > 0.109
iter: 1349 | bound: 16 | nc: 38 | ncall: 41256 | eff(%): 3.270 | loglstar: -inf < -426.478 < inf | logz: -442.658 +/- 0.391 | dlogz: 163.066 > 0.109
iter: 1350 | bound: 16 | nc: 38 | ncall: 41294 | eff(%): 3.269 | loglstar: -inf < -425.876 < inf | logz: -442.459 +/- 0.391 | dlogz: 162.899 > 0.109
iter: 1351 | bound: 16 | nc: 38 | ncall: 41332 | eff(%): 3.269 | loglstar: -inf < -425.704 < inf | logz: -442.234 +/- 0.391 | dlogz: 162.690 > 0.109
iter: 1352 | bound: 16 | nc: 38 | ncall: 41370 | eff(%): 3.268 | loglstar: -inf < -425.653 < inf | logz: -442.033 +/- 0.391 | dlogz: 162.455 > 0.109
iter: 1353 | bound: 16 | nc: 38 | ncall: 41408 | eff(%): 3.267 | loglstar: -inf < -424.714 < inf | logz: -441.749 +/- 0.393 | dlogz: 162.244 > 0.109
iter: 1354 | bound: 16 | nc: 38 | ncall: 41446 | eff(%): 3.267 | loglstar: -inf < -424.542 < inf | logz: -441.423 +/- 0.394 | dlogz: 161.950 > 0.109
iter: 1355 | bound: 16 | nc: 38 | ncall: 41484 | eff(%): 3.266 | loglstar: -inf < -424.252 < inf | logz: -441.124 +/- 0.395 | dlogz: 161.615 > 0.109
iter: 1356 | bound: 16 | nc: 38 | ncall: 41522 | eff(%): 3.266 | loglstar: -inf < -424.082 < inf | logz: -440.846 +/- 0.395 | dlogz: 161.305 > 0.109
iter: 1357 | bound: 16 | nc: 38 | ncall: 41560 | eff(%): 3.265 | loglstar: -inf < -423.714 < inf | logz: -440.569 +/- 0.395 | dlogz: 161.017 > 0.109
iter: 1358 | bound: 16 | nc: 38 | ncall: 41598 | eff(%): 3.265 | loglstar: -inf < -423.502 < inf | logz: -440.295 +/- 0.395 | dlogz: 160.731 > 0.109
iter: 1359 | bound: 16 | nc: 38 | ncall: 41636 | eff(%): 3.264 | loglstar: -inf < -423.366 < inf | logz: -440.046 +/- 0.395 | dlogz: 160.446 > 0.109
iter: 1360 | bound: 16 | nc: 38 | ncall: 41674 | eff(%): 3.263 | loglstar: -inf < -423.176 < inf | logz: -439.818 +/- 0.395 | dlogz: 160.188 > 0.109
iter: 1361 | bound: 16 | nc: 38 | ncall: 41712 | eff(%): 3.263 | loglstar: -inf < -422.900 < inf | logz: -439.589 +/- 0.395 | dlogz: 159.949 > 0.109
iter: 1362 | bound: 16 | nc: 38 | ncall: 41750 | eff(%): 3.262 | loglstar: -inf < -422.671 < inf | logz: -439.358 +/- 0.394 | dlogz: 159.711 > 0.109
iter: 1363 | bound: 16 | nc: 38 | ncall: 41788 | eff(%): 3.262 | loglstar: -inf < -422.393 < inf | logz: -439.124 +/- 0.394 | dlogz: 159.470 > 0.109
iter: 1364 | bound: 16 | nc: 38 | ncall: 41826 | eff(%): 3.261 | loglstar: -inf < -422.378 < inf | logz: -438.911 +/- 0.394 | dlogz: 159.226 > 0.109
iter: 1365 | bound: 16 | nc: 38 | ncall: 41864 | eff(%): 3.261 | loglstar: -inf < -422.377 < inf | logz: -438.737 +/- 0.394 | dlogz: 159.003 > 0.109
iter: 1366 | bound: 16 | nc: 38 | ncall: 41902 | eff(%): 3.260 | loglstar: -inf < -422.221 < inf | logz: -438.577 +/- 0.393 | dlogz: 158.818 > 0.109
iter: 1367 | bound: 16 | nc: 38 | ncall: 41940 | eff(%): 3.259 | loglstar: -inf < -422.177 < inf | logz: -438.429 +/- 0.392 | dlogz: 158.649 > 0.109
iter: 1368 | bound: 16 | nc: 38 | ncall: 41978 | eff(%): 3.259 | loglstar: -inf < -422.137 < inf | logz: -438.295 +/- 0.392 | dlogz: 158.491 > 0.109
iter: 1369 | bound: 16 | nc: 38 | ncall: 42016 | eff(%): 3.258 | loglstar: -inf < -422.083 < inf | logz: -438.173 +/- 0.391 | dlogz: 158.347 > 0.109
iter: 1370 | bound: 16 | nc: 38 | ncall: 42054 | eff(%): 3.258 | loglstar: -inf < -421.870 < inf | logz: -438.050 +/- 0.391 | dlogz: 158.215 > 0.109
iter: 1371 | bound: 17 | nc: 38 | ncall: 42092 | eff(%): 3.257 | loglstar: -inf < -421.712 < inf | logz: -437.922 +/- 0.390 | dlogz: 158.083 > 0.109
iter: 1372 | bound: 17 | nc: 38 | ncall: 42130 | eff(%): 3.257 | loglstar: -inf < -421.420 < inf | logz: -437.781 +/- 0.390 | dlogz: 157.944 > 0.109
iter: 1373 | bound: 17 | nc: 38 | ncall: 42168 | eff(%): 3.256 | loglstar: -inf < -421.409 < inf | logz: -437.642 +/- 0.390 | dlogz: 157.793 > 0.109
iter: 1374 | bound: 17 | nc: 38 | ncall: 42206 | eff(%): 3.255 | loglstar: -inf < -421.383 < inf | logz: -437.519 +/- 0.390 | dlogz: 157.644 > 0.109
iter: 1375 | bound: 17 | nc: 38 | ncall: 42244 | eff(%): 3.255 | loglstar: -inf < -421.361 < inf | logz: -437.408 +/- 0.389 | dlogz: 157.511 > 0.109
iter: 1376 | bound: 17 | nc: 38 | ncall: 42282 | eff(%): 3.254 | loglstar: -inf < -421.332 < inf | logz: -437.306 +/- 0.389 | dlogz: 157.390 > 0.109
iter: 1377 | bound: 17 | nc: 38 | ncall: 42320 | eff(%): 3.254 | loglstar: -inf < -420.846 < inf | logz: -437.186 +/- 0.389 | dlogz: 157.279 > 0.109
iter: 1378 | bound: 17 | nc: 38 | ncall: 42358 | eff(%): 3.253 | loglstar: -inf < -420.667 < inf | logz: -437.045 +/- 0.389 | dlogz: 157.149 > 0.109
iter: 1379 | bound: 17 | nc: 38 | ncall: 42396 | eff(%): 3.253 | loglstar: -inf < -420.454 < inf | logz: -436.897 +/- 0.389 | dlogz: 156.997 > 0.109
iter: 1380 | bound: 17 | nc: 38 | ncall: 42434 | eff(%): 3.252 | loglstar: -inf < -420.414 < inf | logz: -436.754 +/- 0.389 | dlogz: 156.840 > 0.109
iter: 1381 | bound: 17 | nc: 38 | ncall: 42472 | eff(%): 3.252 | loglstar: -inf < -420.373 < inf | logz: -436.626 +/- 0.389 | dlogz: 156.687 > 0.109
iter: 1382 | bound: 17 | nc: 38 | ncall: 42510 | eff(%): 3.251 | loglstar: -inf < -419.881 < inf | logz: -436.477 +/- 0.390 | dlogz: 156.549 > 0.109
iter: 1383 | bound: 17 | nc: 38 | ncall: 42548 | eff(%): 3.250 | loglstar: -inf < -419.129 < inf | logz: -436.242 +/- 0.391 | dlogz: 156.390 > 0.109
iter: 1384 | bound: 17 | nc: 38 | ncall: 42586 | eff(%): 3.250 | loglstar: -inf < -419.019 < inf | logz: -435.980 +/- 0.393 | dlogz: 156.144 > 0.109
iter: 1385 | bound: 17 | nc: 38 | ncall: 42624 | eff(%): 3.249 | loglstar: -inf < -418.399 < inf | logz: -435.685 +/- 0.395 | dlogz: 155.873 > 0.109
iter: 1386 | bound: 17 | nc: 38 | ncall: 42662 | eff(%): 3.249 | loglstar: -inf < -418.341 < inf | logz: -435.393 +/- 0.396 | dlogz: 155.568 > 0.109
iter: 1387 | bound: 17 | nc: 38 | ncall: 42700 | eff(%): 3.248 | loglstar: -inf < -418.170 < inf | logz: -435.145 +/- 0.396 | dlogz: 155.266 > 0.109
iter: 1388 | bound: 17 | nc: 38 | ncall: 42738 | eff(%): 3.248 | loglstar: -inf < -418.094 < inf | logz: -434.925 +/- 0.396 | dlogz: 155.008 > 0.109
iter: 1389 | bound: 17 | nc: 38 | ncall: 42776 | eff(%): 3.247 | loglstar: -inf < -417.764 < inf | logz: -434.708 +/- 0.397 | dlogz: 154.778 > 0.109
iter: 1390 | bound: 17 | nc: 38 | ncall: 42814 | eff(%): 3.247 | loglstar: -inf < -416.992 < inf | logz: -434.404 +/- 0.398 | dlogz: 154.551 > 0.109
iter: 1391 | bound: 17 | nc: 38 | ncall: 42852 | eff(%): 3.246 | loglstar: -inf < -416.964 < inf | logz: -434.096 +/- 0.399 | dlogz: 154.237 > 0.109
iter: 1392 | bound: 17 | nc: 38 | ncall: 42890 | eff(%): 3.246 | loglstar: -inf < -416.345 < inf | logz: -433.774 +/- 0.400 | dlogz: 153.919 > 0.109
iter: 1393 | bound: 17 | nc: 38 | ncall: 42928 | eff(%): 3.245 | loglstar: -inf < -415.905 < inf | logz: -433.401 +/- 0.401 | dlogz: 153.587 > 0.109
iter: 1394 | bound: 17 | nc: 38 | ncall: 42966 | eff(%): 3.244 | loglstar: -inf < -415.811 < inf | logz: -433.069 +/- 0.401 | dlogz: 153.204 > 0.109
iter: 1395 | bound: 17 | nc: 38 | ncall: 43004 | eff(%): 3.244 | loglstar: -inf < -415.684 < inf | logz: -432.797 +/- 0.401 | dlogz: 152.863 > 0.109
iter: 1396 | bound: 17 | nc: 38 | ncall: 43042 | eff(%): 3.243 | loglstar: -inf < -415.344 < inf | logz: -432.534 +/- 0.401 | dlogz: 152.581 > 0.109
iter: 1397 | bound: 17 | nc: 38 | ncall: 43080 | eff(%): 3.243 | loglstar: -inf < -415.202 < inf | logz: -432.280 +/- 0.401 | dlogz: 152.307 > 0.109
iter: 1398 | bound: 17 | nc: 38 | ncall: 43118 | eff(%): 3.242 | loglstar: -inf < -415.127 < inf | logz: -432.060 +/- 0.400 | dlogz: 152.044 > 0.109
iter: 1399 | bound: 17 | nc: 38 | ncall: 43156 | eff(%): 3.242 | loglstar: -inf < -415.045 < inf | logz: -431.868 +/- 0.399 | dlogz: 151.813 > 0.109
iter: 1400 | bound: 17 | nc: 38 | ncall: 43194 | eff(%): 3.241 | loglstar: -inf < -414.208 < inf | logz: -431.607 +/- 0.400 | dlogz: 151.611 > 0.109
iter: 1401 | bound: 17 | nc: 38 | ncall: 43232 | eff(%): 3.241 | loglstar: -inf < -414.136 < inf | logz: -431.322 +/- 0.400 | dlogz: 151.340 > 0.109
iter: 1402 | bound: 17 | nc: 38 | ncall: 43270 | eff(%): 3.240 | loglstar: -inf < -414.059 < inf | logz: -431.088 +/- 0.400 | dlogz: 151.046 > 0.109
iter: 1403 | bound: 17 | nc: 38 | ncall: 43308 | eff(%): 3.240 | loglstar: -inf < -413.355 < inf | logz: -430.807 +/- 0.400 | dlogz: 150.801 > 0.109
iter: 1404 | bound: 17 | nc: 38 | ncall: 43346 | eff(%): 3.239 | loglstar: -inf < -412.633 < inf | logz: -430.403 +/- 0.403 | dlogz: 150.510 > 0.109
iter: 1405 | bound: 17 | nc: 38 | ncall: 43384 | eff(%): 3.239 | loglstar: -inf < -412.524 < inf | logz: -430.020 +/- 0.403 | dlogz: 150.097 > 0.109
iter: 1406 | bound: 17 | nc: 38 | ncall: 43422 | eff(%): 3.238 | loglstar: -inf < -412.166 < inf | logz: -429.680 +/- 0.404 | dlogz: 149.704 > 0.109
iter: 1407 | bound: 17 | nc: 38 | ncall: 43460 | eff(%): 3.237 | loglstar: -inf < -412.058 < inf | logz: -429.377 +/- 0.404 | dlogz: 149.354 > 0.109
iter: 1408 | bound: 17 | nc: 38 | ncall: 43498 | eff(%): 3.237 | loglstar: -inf < -412.056 < inf | logz: -429.135 +/- 0.403 | dlogz: 149.041 > 0.109
iter: 1409 | bound: 17 | nc: 38 | ncall: 43536 | eff(%): 3.236 | loglstar: -inf < -412.019 < inf | logz: -428.939 +/- 0.402 | dlogz: 148.789 > 0.109
iter: 1410 | bound: 17 | nc: 38 | ncall: 43574 | eff(%): 3.236 | loglstar: -inf < -411.948 < inf | logz: -428.768 +/- 0.401 | dlogz: 148.583 > 0.109
iter: 1411 | bound: 17 | nc: 38 | ncall: 43612 | eff(%): 3.235 | loglstar: -inf < -411.659 < inf | logz: -428.596 +/- 0.400 | dlogz: 148.402 > 0.109
iter: 1412 | bound: 17 | nc: 38 | ncall: 43650 | eff(%): 3.235 | loglstar: -inf < -411.642 < inf | logz: -428.430 +/- 0.400 | dlogz: 148.220 > 0.109
iter: 1413 | bound: 17 | nc: 38 | ncall: 43688 | eff(%): 3.234 | loglstar: -inf < -411.584 < inf | logz: -428.283 +/- 0.399 | dlogz: 148.044 > 0.109
iter: 1414 | bound: 17 | nc: 38 | ncall: 43726 | eff(%): 3.234 | loglstar: -inf < -411.145 < inf | logz: -428.121 +/- 0.399 | dlogz: 147.888 > 0.109
iter: 1415 | bound: 17 | nc: 38 | ncall: 43764 | eff(%): 3.233 | loglstar: -inf < -410.716 < inf | logz: -427.914 +/- 0.399 | dlogz: 147.715 > 0.109
iter: 1416 | bound: 17 | nc: 38 | ncall: 43802 | eff(%): 3.233 | loglstar: -inf < -410.658 < inf | logz: -427.707 +/- 0.399 | dlogz: 147.499 > 0.109
iter: 1417 | bound: 17 | nc: 38 | ncall: 43840 | eff(%): 3.232 | loglstar: -inf < -410.563 < inf | logz: -427.524 +/- 0.399 | dlogz: 147.281 > 0.109
iter: 1418 | bound: 17 | nc: 38 | ncall: 43878 | eff(%): 3.232 | loglstar: -inf < -410.541 < inf | logz: -427.363 +/- 0.398 | dlogz: 147.089 > 0.109
iter: 1419 | bound: 17 | nc: 38 | ncall: 43916 | eff(%): 3.231 | loglstar: -inf < -410.481 < inf | logz: -427.220 +/- 0.398 | dlogz: 146.918 > 0.109
iter: 1420 | bound: 17 | nc: 38 | ncall: 43954 | eff(%): 3.231 | loglstar: -inf < -410.417 < inf | logz: -427.089 +/- 0.397 | dlogz: 146.765 > 0.109
iter: 1421 | bound: 17 | nc: 38 | ncall: 43992 | eff(%): 3.230 | loglstar: -inf < -410.338 < inf | logz: -426.966 +/- 0.397 | dlogz: 146.624 > 0.109
iter: 1422 | bound: 17 | nc: 38 | ncall: 44030 | eff(%): 3.230 | loglstar: -inf < -410.289 < inf | logz: -426.851 +/- 0.396 | dlogz: 146.491 > 0.109
iter: 1423 | bound: 17 | nc: 38 | ncall: 44068 | eff(%): 3.229 | loglstar: -inf < -409.786 < inf | logz: -426.714 +/- 0.396 | dlogz: 146.365 > 0.109
iter: 1424 | bound: 17 | nc: 38 | ncall: 44106 | eff(%): 3.229 | loglstar: -inf < -409.775 < inf | logz: -426.567 +/- 0.396 | dlogz: 146.219 > 0.109
iter: 1425 | bound: 17 | nc: 38 | ncall: 44144 | eff(%): 3.228 | loglstar: -inf < -409.595 < inf | logz: -426.427 +/- 0.396 | dlogz: 146.062 > 0.109
iter: 1426 | bound: 17 | nc: 38 | ncall: 44182 | eff(%): 3.228 | loglstar: -inf < -409.213 < inf | logz: -426.268 +/- 0.396 | dlogz: 145.912 > 0.109
iter: 1427 | bound: 17 | nc: 38 | ncall: 44220 | eff(%): 3.227 | loglstar: -inf < -409.020 < inf | logz: -426.092 +/- 0.397 | dlogz: 145.743 > 0.109
iter: 1428 | bound: 17 | nc: 38 | ncall: 44258 | eff(%): 3.227 | loglstar: -inf < -408.960 < inf | logz: -425.926 +/- 0.397 | dlogz: 145.557 > 0.109
iter: 1429 | bound: 17 | nc: 38 | ncall: 44296 | eff(%): 3.226 | loglstar: -inf < -408.803 < inf | logz: -425.770 +/- 0.397 | dlogz: 145.381 > 0.109
iter: 1430 | bound: 17 | nc: 38 | ncall: 44334 | eff(%): 3.226 | loglstar: -inf < -408.484 < inf | logz: -425.602 +/- 0.397 | dlogz: 145.215 > 0.109
iter: 1431 | bound: 17 | nc: 38 | ncall: 44372 | eff(%): 3.225 | loglstar: -inf < -408.408 < inf | logz: -425.432 +/- 0.397 | dlogz: 145.037 > 0.109
iter: 1432 | bound: 17 | nc: 38 | ncall: 44410 | eff(%): 3.224 | loglstar: -inf < -407.708 < inf | logz: -425.216 +/- 0.398 | dlogz: 144.857 > 0.109
iter: 1433 | bound: 17 | nc: 38 | ncall: 44448 | eff(%): 3.224 | loglstar: -inf < -407.075 < inf | logz: -424.900 +/- 0.401 | dlogz: 144.631 > 0.109
iter: 1434 | bound: 17 | nc: 38 | ncall: 44486 | eff(%): 3.223 | loglstar: -inf < -406.744 < inf | logz: -424.550 +/- 0.403 | dlogz: 144.305 > 0.109
iter: 1435 | bound: 17 | nc: 38 | ncall: 44524 | eff(%): 3.223 | loglstar: -inf < -406.537 < inf | logz: -424.229 +/- 0.404 | dlogz: 143.946 > 0.109
iter: 1436 | bound: 17 | nc: 38 | ncall: 44562 | eff(%): 3.222 | loglstar: -inf < -406.424 < inf | logz: -423.953 +/- 0.404 | dlogz: 143.614 > 0.109
iter: 1437 | bound: 17 | nc: 38 | ncall: 44600 | eff(%): 3.222 | loglstar: -inf < -405.762 < inf | logz: -423.637 +/- 0.405 | dlogz: 143.328 > 0.109
iter: 1438 | bound: 17 | nc: 38 | ncall: 44638 | eff(%): 3.221 | loglstar: -inf < -405.684 < inf | logz: -423.324 +/- 0.406 | dlogz: 143.002 > 0.109
iter: 1439 | bound: 17 | nc: 38 | ncall: 44676 | eff(%): 3.221 | loglstar: -inf < -405.652 < inf | logz: -423.076 +/- 0.405 | dlogz: 142.679 > 0.109
iter: 1440 | bound: 17 | nc: 38 | ncall: 44714 | eff(%): 3.220 | loglstar: -inf < -405.422 < inf | logz: -422.853 +/- 0.405 | dlogz: 142.421 > 0.109
iter: 1441 | bound: 17 | nc: 38 | ncall: 44752 | eff(%): 3.220 | loglstar: -inf < -405.275 < inf | logz: -422.640 +/- 0.405 | dlogz: 142.189 > 0.109
iter: 1442 | bound: 17 | nc: 38 | ncall: 44790 | eff(%): 3.219 | loglstar: -inf < -405.120 < inf | logz: -422.440 +/- 0.404 | dlogz: 141.966 > 0.109
iter: 1443 | bound: 17 | nc: 38 | ncall: 44828 | eff(%): 3.219 | loglstar: -inf < -404.905 < inf | logz: -422.244 +/- 0.404 | dlogz: 141.756 > 0.109
iter: 1444 | bound: 17 | nc: 38 | ncall: 44866 | eff(%): 3.218 | loglstar: -inf < -404.567 < inf | logz: -422.034 +/- 0.404 | dlogz: 141.550 > 0.109
iter: 1445 | bound: 17 | nc: 38 | ncall: 44904 | eff(%): 3.218 | loglstar: -inf < -404.443 < inf | logz: -421.824 +/- 0.404 | dlogz: 141.330 > 0.109
iter: 1446 | bound: 17 | nc: 38 | ncall: 44942 | eff(%): 3.217 | loglstar: -inf < -404.169 < inf | logz: -421.617 +/- 0.403 | dlogz: 141.110 > 0.109
iter: 1447 | bound: 17 | nc: 38 | ncall: 44980 | eff(%): 3.217 | loglstar: -inf < -404.043 < inf | logz: -421.414 +/- 0.403 | dlogz: 140.892 > 0.109
iter: 1448 | bound: 17 | nc: 38 | ncall: 45018 | eff(%): 3.216 | loglstar: -inf < -403.870 < inf | logz: -421.222 +/- 0.403 | dlogz: 140.680 > 0.109
iter: 1449 | bound: 17 | nc: 38 | ncall: 45056 | eff(%): 3.216 | loglstar: -inf < -402.647 < inf | logz: -420.876 +/- 0.406 | dlogz: 140.478 > 0.109
iter: 1450 | bound: 17 | nc: 38 | ncall: 45094 | eff(%): 3.216 | loglstar: -inf < -402.488 < inf | logz: -420.480 +/- 0.407 | dlogz: 140.122 > 0.109
iter: 1451 | bound: 17 | nc: 38 | ncall: 45132 | eff(%): 3.215 | loglstar: -inf < -402.384 < inf | logz: -420.167 +/- 0.408 | dlogz: 139.716 > 0.109
iter: 1452 | bound: 17 | nc: 38 | ncall: 45170 | eff(%): 3.215 | loglstar: -inf < -402.036 < inf | logz: -419.875 +/- 0.408 | dlogz: 139.393 > 0.109
iter: 1453 | bound: 17 | nc: 38 | ncall: 45208 | eff(%): 3.214 | loglstar: -inf < -401.981 < inf | logz: -419.611 +/- 0.408 | dlogz: 139.091 > 0.109
iter: 1454 | bound: 17 | nc: 38 | ncall: 45246 | eff(%): 3.214 | loglstar: -inf < -401.889 < inf | logz: -419.390 +/- 0.407 | dlogz: 138.817 > 0.109
iter: 1455 | bound: 17 | nc: 38 | ncall: 45284 | eff(%): 3.213 | loglstar: -inf < -401.809 < inf | logz: -419.196 +/- 0.406 | dlogz: 138.586 > 0.109
iter: 1456 | bound: 17 | nc: 38 | ncall: 45322 | eff(%): 3.213 | loglstar: -inf < -401.757 < inf | logz: -419.025 +/- 0.406 | dlogz: 138.382 > 0.109
iter: 1457 | bound: 17 | nc: 38 | ncall: 45360 | eff(%): 3.212 | loglstar: -inf < -401.753 < inf | logz: -418.877 +/- 0.405 | dlogz: 138.202 > 0.109
iter: 1458 | bound: 17 | nc: 38 | ncall: 45398 | eff(%): 3.212 | loglstar: -inf < -401.551 < inf | logz: -418.735 +/- 0.404 | dlogz: 138.043 > 0.109
iter: 1459 | bound: 17 | nc: 38 | ncall: 45436 | eff(%): 3.211 | loglstar: -inf < -401.545 < inf | logz: -418.601 +/- 0.404 | dlogz: 137.892 > 0.109
iter: 1460 | bound: 17 | nc: 38 | ncall: 45474 | eff(%): 3.211 | loglstar: -inf < -401.512 < inf | logz: -418.481 +/- 0.403 | dlogz: 137.747 > 0.109
iter: 1461 | bound: 17 | nc: 38 | ncall: 45512 | eff(%): 3.210 | loglstar: -inf < -401.487 < inf | logz: -418.372 +/- 0.402 | dlogz: 137.617 > 0.109
iter: 1462 | bound: 17 | nc: 38 | ncall: 45550 | eff(%): 3.210 | loglstar: -inf < -401.177 < inf | logz: -418.257 +/- 0.402 | dlogz: 137.498 > 0.109
iter: 1463 | bound: 17 | nc: 38 | ncall: 45588 | eff(%): 3.209 | loglstar: -inf < -400.996 < inf | logz: -418.128 +/- 0.402 | dlogz: 137.373 > 0.109
iter: 1464 | bound: 17 | nc: 38 | ncall: 45626 | eff(%): 3.209 | loglstar: -inf < -400.987 < inf | logz: -418.006 +/- 0.401 | dlogz: 137.235 > 0.109
iter: 1465 | bound: 17 | nc: 38 | ncall: 45664 | eff(%): 3.208 | loglstar: -inf < -400.646 < inf | logz: -417.876 +/- 0.401 | dlogz: 137.102 > 0.109
iter: 1466 | bound: 17 | nc: 38 | ncall: 45702 | eff(%): 3.208 | loglstar: -inf < -400.221 < inf | logz: -417.713 +/- 0.401 | dlogz: 136.963 > 0.109
iter: 1467 | bound: 17 | nc: 38 | ncall: 45740 | eff(%): 3.207 | loglstar: -inf < -399.853 < inf | logz: -417.513 +/- 0.402 | dlogz: 136.790 > 0.109
iter: 1468 | bound: 17 | nc: 38 | ncall: 45778 | eff(%): 3.207 | loglstar: -inf < -399.734 < inf | logz: -417.310 +/- 0.403 | dlogz: 136.580 > 0.109
iter: 1469 | bound: 17 | nc: 38 | ncall: 45816 | eff(%): 3.206 | loglstar: -inf < -399.593 < inf | logz: -417.122 +/- 0.403 | dlogz: 136.367 > 0.109
iter: 1470 | bound: 18 | nc: 38 | ncall: 45854 | eff(%): 3.206 | loglstar: -inf < -399.480 < inf | logz: -416.946 +/- 0.403 | dlogz: 136.169 > 0.109
iter: 1471 | bound: 18 | nc: 38 | ncall: 45892 | eff(%): 3.205 | loglstar: -inf < -399.366 < inf | logz: -416.781 +/- 0.403 | dlogz: 135.983 > 0.109
iter: 1472 | bound: 18 | nc: 38 | ncall: 45930 | eff(%): 3.205 | loglstar: -inf < -398.819 < inf | logz: -416.584 +/- 0.404 | dlogz: 135.808 > 0.109
iter: 1473 | bound: 18 | nc: 38 | ncall: 45968 | eff(%): 3.204 | loglstar: -inf < -398.659 < inf | logz: -416.367 +/- 0.404 | dlogz: 135.601 > 0.109
iter: 1474 | bound: 18 | nc: 38 | ncall: 46006 | eff(%): 3.204 | loglstar: -inf < -398.390 < inf | logz: -416.151 +/- 0.405 | dlogz: 135.374 > 0.109
iter: 1475 | bound: 18 | nc: 38 | ncall: 46044 | eff(%): 3.203 | loglstar: -inf < -398.283 < inf | logz: -415.943 +/- 0.405 | dlogz: 135.148 > 0.109
iter: 1476 | bound: 18 | nc: 38 | ncall: 46082 | eff(%): 3.203 | loglstar: -inf < -397.813 < inf | logz: -415.717 +/- 0.406 | dlogz: 134.930 > 0.109
iter: 1477 | bound: 18 | nc: 38 | ncall: 46120 | eff(%): 3.203 | loglstar: -inf < -397.793 < inf | logz: -415.494 +/- 0.406 | dlogz: 134.694 > 0.109
iter: 1478 | bound: 18 | nc: 38 | ncall: 46158 | eff(%): 3.202 | loglstar: -inf < -397.742 < inf | logz: -415.308 +/- 0.406 | dlogz: 134.462 > 0.109
iter: 1479 | bound: 18 | nc: 38 | ncall: 46196 | eff(%): 3.202 | loglstar: -inf < -397.628 < inf | logz: -415.140 +/- 0.406 | dlogz: 134.265 > 0.109
iter: 1480 | bound: 18 | nc: 38 | ncall: 46234 | eff(%): 3.201 | loglstar: -inf < -396.908 < inf | logz: -414.919 +/- 0.406 | dlogz: 134.087 > 0.109
iter: 1481 | bound: 18 | nc: 38 | ncall: 46272 | eff(%): 3.201 | loglstar: -inf < -396.511 < inf | logz: -414.635 +/- 0.408 | dlogz: 133.856 > 0.109
iter: 1482 | bound: 18 | nc: 38 | ncall: 46310 | eff(%): 3.200 | loglstar: -inf < -396.237 < inf | logz: -414.343 +/- 0.409 | dlogz: 133.563 > 0.109
iter: 1483 | bound: 18 | nc: 38 | ncall: 46348 | eff(%): 3.200 | loglstar: -inf < -396.031 < inf | logz: -414.068 +/- 0.409 | dlogz: 133.261 > 0.109
iter: 1484 | bound: 18 | nc: 38 | ncall: 46386 | eff(%): 3.199 | loglstar: -inf < -395.889 < inf | logz: -413.818 +/- 0.409 | dlogz: 132.975 > 0.109
iter: 1485 | bound: 18 | nc: 38 | ncall: 46424 | eff(%): 3.199 | loglstar: -inf < -395.817 < inf | logz: -413.601 +/- 0.409 | dlogz: 132.716 > 0.109
iter: 1486 | bound: 18 | nc: 38 | ncall: 46462 | eff(%): 3.198 | loglstar: -inf < -394.992 < inf | logz: -413.317 +/- 0.410 | dlogz: 132.489 > 0.109
iter: 1487 | bound: 18 | nc: 38 | ncall: 46500 | eff(%): 3.198 | loglstar: -inf < -394.710 < inf | logz: -412.983 +/- 0.411 | dlogz: 132.195 > 0.109
iter: 1488 | bound: 18 | nc: 38 | ncall: 46538 | eff(%): 3.197 | loglstar: -inf < -394.703 < inf | logz: -412.705 +/- 0.411 | dlogz: 131.851 > 0.109
iter: 1489 | bound: 18 | nc: 38 | ncall: 46576 | eff(%): 3.197 | loglstar: -inf < -394.495 < inf | logz: -412.466 +/- 0.411 | dlogz: 131.563 > 0.109
iter: 1490 | bound: 18 | nc: 38 | ncall: 46614 | eff(%): 3.196 | loglstar: -inf < -394.274 < inf | logz: -412.234 +/- 0.411 | dlogz: 131.314 > 0.109
iter: 1491 | bound: 18 | nc: 38 | ncall: 46652 | eff(%): 3.196 | loglstar: -inf < -393.778 < inf | logz: -411.972 +/- 0.411 | dlogz: 131.072 > 0.109
iter: 1492 | bound: 18 | nc: 38 | ncall: 46690 | eff(%): 3.196 | loglstar: -inf < -393.541 < inf | logz: -411.693 +/- 0.411 | dlogz: 130.800 > 0.109
iter: 1493 | bound: 18 | nc: 38 | ncall: 46728 | eff(%): 3.195 | loglstar: -inf < -393.342 < inf | logz: -411.431 +/- 0.411 | dlogz: 130.511 > 0.109
iter: 1494 | bound: 18 | nc: 38 | ncall: 46766 | eff(%): 3.195 | loglstar: -inf < -392.835 < inf | logz: -411.143 +/- 0.412 | dlogz: 130.239 > 0.109
iter: 1495 | bound: 18 | nc: 38 | ncall: 46804 | eff(%): 3.194 | loglstar: -inf < -392.225 < inf | logz: -410.779 +/- 0.413 | dlogz: 129.941 > 0.109
iter: 1496 | bound: 18 | nc: 38 | ncall: 46842 | eff(%): 3.194 | loglstar: -inf < -392.100 < inf | logz: -410.430 +/- 0.414 | dlogz: 129.567 > 0.109
iter: 1497 | bound: 18 | nc: 38 | ncall: 46880 | eff(%): 3.193 | loglstar: -inf < -392.079 < inf | logz: -410.158 +/- 0.413 | dlogz: 129.209 > 0.109
iter: 1498 | bound: 18 | nc: 38 | ncall: 46918 | eff(%): 3.193 | loglstar: -inf < -392.021 < inf | logz: -409.938 +/- 0.413 | dlogz: 128.926 > 0.109
iter: 1499 | bound: 18 | nc: 38 | ncall: 46956 | eff(%): 3.192 | loglstar: -inf < -391.433 < inf | logz: -409.690 +/- 0.413 | dlogz: 128.696 > 0.109
iter: 1500 | bound: 18 | nc: 38 | ncall: 46994 | eff(%): 3.192 | loglstar: -inf < -391.417 < inf | logz: -409.442 +/- 0.412 | dlogz: 128.439 > 0.109
iter: 1501 | bound: 18 | nc: 38 | ncall: 47032 | eff(%): 3.191 | loglstar: -inf < -391.296 < inf | logz: -409.232 +/- 0.412 | dlogz: 128.180 > 0.109
iter: 1502 | bound: 18 | nc: 38 | ncall: 47070 | eff(%): 3.191 | loglstar: -inf < -391.105 < inf | logz: -409.033 +/- 0.411 | dlogz: 127.961 > 0.109
iter: 1503 | bound: 18 | nc: 38 | ncall: 47108 | eff(%): 3.191 | loglstar: -inf < -390.944 < inf | logz: -408.841 +/- 0.411 | dlogz: 127.752 > 0.109
iter: 1504 | bound: 18 | nc: 38 | ncall: 47146 | eff(%): 3.190 | loglstar: -inf < -390.917 < inf | logz: -408.667 +/- 0.411 | dlogz: 127.549 > 0.109
iter: 1505 | bound: 18 | nc: 38 | ncall: 47184 | eff(%): 3.190 | loglstar: -inf < -390.415 < inf | logz: -408.474 +/- 0.410 | dlogz: 127.366 > 0.109
iter: 1506 | bound: 18 | nc: 38 | ncall: 47222 | eff(%): 3.189 | loglstar: -inf < -390.338 < inf | logz: -408.271 +/- 0.410 | dlogz: 127.163 > 0.109
iter: 1507 | bound: 18 | nc: 38 | ncall: 47260 | eff(%): 3.189 | loglstar: -inf < -389.896 < inf | logz: -408.055 +/- 0.410 | dlogz: 126.950 > 0.109
iter: 1508 | bound: 18 | nc: 38 | ncall: 47298 | eff(%): 3.188 | loglstar: -inf < -389.693 < inf | logz: -407.824 +/- 0.411 | dlogz: 126.724 > 0.109
iter: 1509 | bound: 18 | nc: 38 | ncall: 47336 | eff(%): 3.188 | loglstar: -inf < -389.646 < inf | logz: -407.616 +/- 0.411 | dlogz: 126.483 > 0.109
iter: 1510 | bound: 18 | nc: 38 | ncall: 47374 | eff(%): 3.187 | loglstar: -inf < -389.209 < inf | logz: -407.400 +/- 0.411 | dlogz: 126.265 > 0.109
iter: 1511 | bound: 18 | nc: 38 | ncall: 47412 | eff(%): 3.187 | loglstar: -inf < -389.022 < inf | logz: -407.170 +/- 0.411 | dlogz: 126.039 > 0.109
iter: 1512 | bound: 18 | nc: 38 | ncall: 47450 | eff(%): 3.187 | loglstar: -inf < -388.918 < inf | logz: -406.959 +/- 0.411 | dlogz: 125.799 > 0.109
iter: 1513 | bound: 18 | nc: 38 | ncall: 47488 | eff(%): 3.186 | loglstar: -inf < -388.853 < inf | logz: -406.773 +/- 0.411 | dlogz: 125.578 > 0.109
iter: 1514 | bound: 18 | nc: 38 | ncall: 47526 | eff(%): 3.186 | loglstar: -inf < -388.433 < inf | logz: -406.575 +/- 0.411 | dlogz: 125.382 > 0.109
iter: 1515 | bound: 18 | nc: 38 | ncall: 47564 | eff(%): 3.185 | loglstar: -inf < -388.385 < inf | logz: -406.376 +/- 0.411 | dlogz: 125.174 > 0.109
iter: 1516 | bound: 18 | nc: 38 | ncall: 47602 | eff(%): 3.185 | loglstar: -inf < -388.110 < inf | logz: -406.184 +/- 0.411 | dlogz: 124.965 > 0.109
iter: 1517 | bound: 18 | nc: 38 | ncall: 47640 | eff(%): 3.184 | loglstar: -inf < -387.476 < inf | logz: -405.934 +/- 0.412 | dlogz: 124.763 > 0.109
iter: 1518 | bound: 18 | nc: 38 | ncall: 47678 | eff(%): 3.184 | loglstar: -inf < -386.495 < inf | logz: -405.513 +/- 0.415 | dlogz: 124.504 > 0.109
iter: 1519 | bound: 18 | nc: 38 | ncall: 47716 | eff(%): 3.183 | loglstar: -inf < -385.761 < inf | logz: -404.946 +/- 0.419 | dlogz: 124.073 > 0.109
iter: 1520 | bound: 18 | nc: 38 | ncall: 47754 | eff(%): 3.183 | loglstar: -inf < -385.421 < inf | logz: -404.417 +/- 0.421 | dlogz: 123.495 > 0.109
iter: 1521 | bound: 18 | nc: 38 | ncall: 47792 | eff(%): 3.183 | loglstar: -inf < -385.250 < inf | logz: -403.999 +/- 0.421 | dlogz: 122.957 > 0.109
iter: 1522 | bound: 18 | nc: 38 | ncall: 47830 | eff(%): 3.182 | loglstar: -inf < -384.873 < inf | logz: -403.627 +/- 0.420 | dlogz: 122.529 > 0.109
iter: 1523 | bound: 18 | nc: 38 | ncall: 47868 | eff(%): 3.182 | loglstar: -inf < -384.696 < inf | logz: -403.290 +/- 0.420 | dlogz: 122.146 > 0.109
iter: 1524 | bound: 18 | nc: 38 | ncall: 47906 | eff(%): 3.181 | loglstar: -inf < -383.812 < inf | logz: -402.866 +/- 0.420 | dlogz: 121.799 > 0.109
iter: 1525 | bound: 18 | nc: 38 | ncall: 47944 | eff(%): 3.181 | loglstar: -inf < -383.783 < inf | logz: -402.467 +/- 0.420 | dlogz: 121.366 > 0.109
iter: 1526 | bound: 18 | nc: 38 | ncall: 47982 | eff(%): 3.180 | loglstar: -inf < -383.433 < inf | logz: -402.130 +/- 0.420 | dlogz: 120.957 > 0.109
iter: 1527 | bound: 18 | nc: 38 | ncall: 48020 | eff(%): 3.180 | loglstar: -inf < -383.160 < inf | logz: -401.805 +/- 0.419 | dlogz: 120.610 > 0.109
iter: 1528 | bound: 18 | nc: 38 | ncall: 48058 | eff(%): 3.179 | loglstar: -inf < -383.071 < inf | logz: -401.523 +/- 0.419 | dlogz: 120.275 > 0.109
iter: 1529 | bound: 18 | nc: 38 | ncall: 48096 | eff(%): 3.179 | loglstar: -inf < -383.046 < inf | logz: -401.293 +/- 0.418 | dlogz: 119.983 > 0.109
iter: 1530 | bound: 18 | nc: 38 | ncall: 48134 | eff(%): 3.179 | loglstar: -inf < -382.205 < inf | logz: -401.000 +/- 0.418 | dlogz: 119.743 > 0.109
iter: 1531 | bound: 18 | nc: 38 | ncall: 48172 | eff(%): 3.178 | loglstar: -inf < -382.021 < inf | logz: -400.673 +/- 0.418 | dlogz: 119.440 > 0.109
iter: 1532 | bound: 18 | nc: 38 | ncall: 48210 | eff(%): 3.178 | loglstar: -inf < -382.012 < inf | logz: -400.408 +/- 0.418 | dlogz: 119.103 > 0.109
iter: 1533 | bound: 18 | nc: 38 | ncall: 48248 | eff(%): 3.177 | loglstar: -inf < -381.974 < inf | logz: -400.196 +/- 0.417 | dlogz: 118.828 > 0.109
iter: 1534 | bound: 18 | nc: 38 | ncall: 48286 | eff(%): 3.177 | loglstar: -inf < -381.972 < inf | logz: -400.020 +/- 0.416 | dlogz: 118.607 > 0.109
iter: 1535 | bound: 18 | nc: 38 | ncall: 48324 | eff(%): 3.176 | loglstar: -inf < -381.602 < inf | logz: -399.841 +/- 0.416 | dlogz: 118.420 > 0.109
iter: 1536 | bound: 18 | nc: 38 | ncall: 48362 | eff(%): 3.176 | loglstar: -inf < -381.405 < inf | logz: -399.648 +/- 0.415 | dlogz: 118.231 > 0.109
iter: 1537 | bound: 18 | nc: 38 | ncall: 48400 | eff(%): 3.176 | loglstar: -inf < -381.370 < inf | logz: -399.471 +/- 0.415 | dlogz: 118.028 > 0.109
iter: 1538 | bound: 18 | nc: 38 | ncall: 48438 | eff(%): 3.175 | loglstar: -inf < -381.241 < inf | logz: -399.309 +/- 0.414 | dlogz: 117.841 > 0.109
iter: 1539 | bound: 18 | nc: 38 | ncall: 48476 | eff(%): 3.175 | loglstar: -inf < -381.063 < inf | logz: -399.150 +/- 0.414 | dlogz: 117.670 > 0.109
iter: 1540 | bound: 18 | nc: 38 | ncall: 48514 | eff(%): 3.174 | loglstar: -inf < -381.050 < inf | logz: -399.002 +/- 0.413 | dlogz: 117.501 > 0.109
iter: 1541 | bound: 18 | nc: 38 | ncall: 48552 | eff(%): 3.174 | loglstar: -inf < -381.028 < inf | logz: -398.873 +/- 0.413 | dlogz: 117.343 > 0.109
iter: 1542 | bound: 19 | nc: 38 | ncall: 48590 | eff(%): 3.173 | loglstar: -inf < -380.765 < inf | logz: -398.741 +/- 0.412 | dlogz: 117.203 > 0.109
iter: 1543 | bound: 19 | nc: 38 | ncall: 48628 | eff(%): 3.173 | loglstar: -inf < -380.652 < inf | logz: -398.605 +/- 0.412 | dlogz: 117.062 > 0.109
iter: 1544 | bound: 19 | nc: 38 | ncall: 48666 | eff(%): 3.173 | loglstar: -inf < -380.625 < inf | logz: -398.479 +/- 0.412 | dlogz: 116.916 > 0.109
iter: 1545 | bound: 19 | nc: 38 | ncall: 48704 | eff(%): 3.172 | loglstar: -inf < -380.217 < inf | logz: -398.339 +/- 0.411 | dlogz: 116.779 > 0.109
iter: 1546 | bound: 19 | nc: 38 | ncall: 48742 | eff(%): 3.172 | loglstar: -inf < -379.780 < inf | logz: -398.160 +/- 0.412 | dlogz: 116.630 > 0.109
iter: 1547 | bound: 19 | nc: 38 | ncall: 48780 | eff(%): 3.171 | loglstar: -inf < -379.676 < inf | logz: -397.970 +/- 0.412 | dlogz: 116.441 > 0.109
iter: 1548 | bound: 19 | nc: 38 | ncall: 48818 | eff(%): 3.171 | loglstar: -inf < -379.296 < inf | logz: -397.770 +/- 0.413 | dlogz: 116.241 > 0.109
iter: 1549 | bound: 19 | nc: 38 | ncall: 48856 | eff(%): 3.171 | loglstar: -inf < -379.283 < inf | logz: -397.576 +/- 0.413 | dlogz: 116.031 > 0.109
iter: 1550 | bound: 19 | nc: 38 | ncall: 48894 | eff(%): 3.170 | loglstar: -inf < -379.077 < inf | logz: -397.396 +/- 0.413 | dlogz: 115.826 > 0.109
iter: 1551 | bound: 19 | nc: 38 | ncall: 48932 | eff(%): 3.170 | loglstar: -inf < -379.008 < inf | logz: -397.226 +/- 0.413 | dlogz: 115.637 > 0.109
iter: 1552 | bound: 19 | nc: 38 | ncall: 48970 | eff(%): 3.169 | loglstar: -inf < -378.890 < inf | logz: -397.069 +/- 0.413 | dlogz: 115.457 > 0.109
iter: 1553 | bound: 19 | nc: 38 | ncall: 49008 | eff(%): 3.169 | loglstar: -inf < -378.666 < inf | logz: -396.911 +/- 0.413 | dlogz: 115.290 > 0.109
iter: 1554 | bound: 19 | nc: 38 | ncall: 49046 | eff(%): 3.168 | loglstar: -inf < -378.299 < inf | logz: -396.731 +/- 0.413 | dlogz: 115.122 > 0.109
iter: 1555 | bound: 19 | nc: 38 | ncall: 49084 | eff(%): 3.168 | loglstar: -inf < -378.134 < inf | logz: -396.540 +/- 0.414 | dlogz: 114.932 > 0.109
iter: 1556 | bound: 19 | nc: 38 | ncall: 49122 | eff(%): 3.168 | loglstar: -inf < -376.587 < inf | logz: -396.115 +/- 0.418 | dlogz: 114.731 > 0.109
iter: 1557 | bound: 19 | nc: 38 | ncall: 49160 | eff(%): 3.167 | loglstar: -inf < -376.519 < inf | logz: -395.655 +/- 0.421 | dlogz: 114.297 > 0.109
iter: 1558 | bound: 19 | nc: 38 | ncall: 49198 | eff(%): 3.167 | loglstar: -inf < -376.466 < inf | logz: -395.327 +/- 0.421 | dlogz: 113.826 > 0.109
iter: 1559 | bound: 19 | nc: 38 | ncall: 49236 | eff(%): 3.166 | loglstar: -inf < -376.387 < inf | logz: -395.068 +/- 0.421 | dlogz: 113.488 > 0.109
iter: 1560 | bound: 19 | nc: 38 | ncall: 49274 | eff(%): 3.166 | loglstar: -inf < -376.192 < inf | logz: -394.836 +/- 0.420 | dlogz: 113.219 > 0.109
iter: 1561 | bound: 19 | nc: 38 | ncall: 49312 | eff(%): 3.166 | loglstar: -inf < -376.134 < inf | logz: -394.628 +/- 0.420 | dlogz: 112.978 > 0.109
iter: 1562 | bound: 19 | nc: 38 | ncall: 49350 | eff(%): 3.165 | loglstar: -inf < -376.116 < inf | logz: -394.452 +/- 0.419 | dlogz: 112.760 > 0.109
iter: 1563 | bound: 19 | nc: 38 | ncall: 49388 | eff(%): 3.165 | loglstar: -inf < -375.676 < inf | logz: -394.264 +/- 0.418 | dlogz: 112.573 > 0.109
iter: 1564 | bound: 19 | nc: 38 | ncall: 49426 | eff(%): 3.164 | loglstar: -inf < -375.281 < inf | logz: -394.037 +/- 0.418 | dlogz: 112.376 > 0.109
iter: 1565 | bound: 19 | nc: 38 | ncall: 49464 | eff(%): 3.164 | loglstar: -inf < -375.094 < inf | logz: -393.801 +/- 0.419 | dlogz: 112.138 > 0.109
iter: 1566 | bound: 19 | nc: 38 | ncall: 49502 | eff(%): 3.164 | loglstar: -inf < -374.879 < inf | logz: -393.574 +/- 0.419 | dlogz: 111.893 > 0.109
iter: 1567 | bound: 19 | nc: 38 | ncall: 49540 | eff(%): 3.163 | loglstar: -inf < -374.810 < inf | logz: -393.367 +/- 0.418 | dlogz: 111.656 > 0.109
iter: 1568 | bound: 19 | nc: 38 | ncall: 49578 | eff(%): 3.163 | loglstar: -inf < -374.701 < inf | logz: -393.182 +/- 0.418 | dlogz: 111.439 > 0.109
iter: 1569 | bound: 19 | nc: 38 | ncall: 49616 | eff(%): 3.162 | loglstar: -inf < -373.960 < inf | logz: -392.941 +/- 0.419 | dlogz: 111.244 > 0.109
iter: 1570 | bound: 19 | nc: 38 | ncall: 49654 | eff(%): 3.162 | loglstar: -inf < -373.787 < inf | logz: -392.668 +/- 0.419 | dlogz: 110.993 > 0.109
iter: 1571 | bound: 19 | nc: 38 | ncall: 49692 | eff(%): 3.161 | loglstar: -inf < -373.691 < inf | logz: -392.428 +/- 0.419 | dlogz: 110.710 > 0.109
iter: 1572 | bound: 19 | nc: 38 | ncall: 49730 | eff(%): 3.161 | loglstar: -inf < -372.931 < inf | logz: -392.131 +/- 0.420 | dlogz: 110.460 > 0.109
iter: 1573 | bound: 19 | nc: 38 | ncall: 49768 | eff(%): 3.161 | loglstar: -inf < -372.648 < inf | logz: -391.792 +/- 0.421 | dlogz: 110.153 > 0.109
iter: 1574 | bound: 19 | nc: 38 | ncall: 49806 | eff(%): 3.160 | loglstar: -inf < -372.564 < inf | logz: -391.500 +/- 0.422 | dlogz: 109.804 > 0.109
iter: 1575 | bound: 19 | nc: 38 | ncall: 49844 | eff(%): 3.160 | loglstar: -inf < -372.525 < inf | logz: -391.263 +/- 0.421 | dlogz: 109.502 > 0.109
iter: 1576 | bound: 19 | nc: 38 | ncall: 49882 | eff(%): 3.159 | loglstar: -inf < -371.894 < inf | logz: -390.997 +/- 0.422 | dlogz: 109.256 > 0.109
iter: 1577 | bound: 19 | nc: 38 | ncall: 49920 | eff(%): 3.159 | loglstar: -inf < -371.824 < inf | logz: -390.724 +/- 0.422 | dlogz: 108.979 > 0.109
iter: 1578 | bound: 19 | nc: 38 | ncall: 49958 | eff(%): 3.159 | loglstar: -inf < -371.471 < inf | logz: -390.464 +/- 0.422 | dlogz: 108.696 > 0.109
iter: 1579 | bound: 19 | nc: 38 | ncall: 49996 | eff(%): 3.158 | loglstar: -inf < -371.397 < inf | logz: -390.220 +/- 0.422 | dlogz: 108.427 > 0.109
iter: 1580 | bound: 19 | nc: 38 | ncall: 50034 | eff(%): 3.158 | loglstar: -inf < -371.300 < inf | logz: -390.010 +/- 0.421 | dlogz: 108.173 > 0.109
iter: 1581 | bound: 19 | nc: 38 | ncall: 50072 | eff(%): 3.157 | loglstar: -inf < -370.576 < inf | logz: -389.747 +/- 0.421 | dlogz: 107.953 > 0.109
iter: 1582 | bound: 19 | nc: 38 | ncall: 50110 | eff(%): 3.157 | loglstar: -inf < -370.528 < inf | logz: -389.473 +/- 0.422 | dlogz: 107.680 > 0.109
iter: 1583 | bound: 19 | nc: 38 | ncall: 50148 | eff(%): 3.157 | loglstar: -inf < -370.497 < inf | logz: -389.252 +/- 0.421 | dlogz: 107.395 > 0.109
iter: 1584 | bound: 19 | nc: 38 | ncall: 50186 | eff(%): 3.156 | loglstar: -inf < -370.372 < inf | logz: -389.059 +/- 0.421 | dlogz: 107.165 > 0.109
iter: 1585 | bound: 19 | nc: 38 | ncall: 50224 | eff(%): 3.156 | loglstar: -inf < -370.272 < inf | logz: -388.882 +/- 0.420 | dlogz: 106.962 > 0.109
iter: 1586 | bound: 19 | nc: 38 | ncall: 50262 | eff(%): 3.155 | loglstar: -inf < -370.205 < inf | logz: -388.720 +/- 0.420 | dlogz: 106.774 > 0.109
iter: 1587 | bound: 19 | nc: 38 | ncall: 50300 | eff(%): 3.155 | loglstar: -inf < -370.187 < inf | logz: -388.577 +/- 0.419 | dlogz: 106.603 > 0.109
iter: 1588 | bound: 19 | nc: 38 | ncall: 50338 | eff(%): 3.155 | loglstar: -inf < -368.734 < inf | logz: -388.277 +/- 0.421 | dlogz: 106.450 > 0.109
iter: 1589 | bound: 19 | nc: 38 | ncall: 50376 | eff(%): 3.154 | loglstar: -inf < -368.700 < inf | logz: -387.923 +/- 0.423 | dlogz: 106.140 > 0.109
iter: 1590 | bound: 19 | nc: 38 | ncall: 50414 | eff(%): 3.154 | loglstar: -inf < -368.223 < inf | logz: -387.593 +/- 0.424 | dlogz: 105.776 > 0.109
iter: 1591 | bound: 19 | nc: 38 | ncall: 50452 | eff(%): 3.153 | loglstar: -inf < -367.960 < inf | logz: -387.259 +/- 0.424 | dlogz: 105.436 > 0.109
iter: 1592 | bound: 19 | nc: 38 | ncall: 50490 | eff(%): 3.153 | loglstar: -inf < -367.894 < inf | logz: -386.975 +/- 0.424 | dlogz: 105.092 > 0.109
iter: 1593 | bound: 19 | nc: 38 | ncall: 50528 | eff(%): 3.153 | loglstar: -inf < -367.493 < inf | logz: -386.702 +/- 0.424 | dlogz: 104.799 > 0.109
iter: 1594 | bound: 19 | nc: 38 | ncall: 50566 | eff(%): 3.152 | loglstar: -inf < -367.128 < inf | logz: -386.404 +/- 0.425 | dlogz: 104.515 > 0.109
iter: 1595 | bound: 19 | nc: 38 | ncall: 50604 | eff(%): 3.152 | loglstar: -inf < -366.648 < inf | logz: -386.072 +/- 0.425 | dlogz: 104.207 > 0.109
iter: 1596 | bound: 19 | nc: 38 | ncall: 50642 | eff(%): 3.152 | loglstar: -inf < -366.504 < inf | logz: -385.756 +/- 0.425 | dlogz: 103.866 > 0.109
iter: 1597 | bound: 19 | nc: 38 | ncall: 50680 | eff(%): 3.151 | loglstar: -inf < -366.480 < inf | logz: -385.500 +/- 0.425 | dlogz: 103.539 > 0.109
iter: 1598 | bound: 19 | nc: 38 | ncall: 50718 | eff(%): 3.151 | loglstar: -inf < -366.466 < inf | logz: -385.295 +/- 0.424 | dlogz: 103.273 > 0.109
iter: 1599 | bound: 19 | nc: 38 | ncall: 50756 | eff(%): 3.150 | loglstar: -inf < -366.417 < inf | logz: -385.121 +/- 0.423 | dlogz: 103.058 > 0.109
iter: 1600 | bound: 19 | nc: 38 | ncall: 50794 | eff(%): 3.150 | loglstar: -inf < -366.168 < inf | logz: -384.952 +/- 0.423 | dlogz: 102.875 > 0.109
iter: 1601 | bound: 19 | nc: 38 | ncall: 50832 | eff(%): 3.150 | loglstar: -inf < -365.844 < inf | logz: -384.764 +/- 0.422 | dlogz: 102.696 > 0.109
iter: 1602 | bound: 19 | nc: 38 | ncall: 50870 | eff(%): 3.149 | loglstar: -inf < -365.501 < inf | logz: -384.552 +/- 0.422 | dlogz: 102.498 > 0.109
iter: 1603 | bound: 19 | nc: 38 | ncall: 50908 | eff(%): 3.149 | loglstar: -inf < -365.368 < inf | logz: -384.338 +/- 0.422 | dlogz: 102.275 > 0.109
iter: 1604 | bound: 19 | nc: 38 | ncall: 50946 | eff(%): 3.148 | loglstar: -inf < -365.141 < inf | logz: -384.133 +/- 0.422 | dlogz: 102.052 > 0.109
iter: 1605 | bound: 19 | nc: 38 | ncall: 50984 | eff(%): 3.148 | loglstar: -inf < -364.978 < inf | logz: -383.931 +/- 0.422 | dlogz: 101.836 > 0.109
iter: 1606 | bound: 19 | nc: 38 | ncall: 51022 | eff(%): 3.148 | loglstar: -inf < -364.761 < inf | logz: -383.733 +/- 0.422 | dlogz: 101.625 > 0.109
iter: 1607 | bound: 19 | nc: 38 | ncall: 51060 | eff(%): 3.147 | loglstar: -inf < -364.573 < inf | logz: -383.536 +/- 0.422 | dlogz: 101.417 > 0.109
iter: 1608 | bound: 19 | nc: 38 | ncall: 51098 | eff(%): 3.147 | loglstar: -inf < -364.476 < inf | logz: -383.351 +/- 0.422 | dlogz: 101.210 > 0.109
iter: 1609 | bound: 19 | nc: 38 | ncall: 51136 | eff(%): 3.147 | loglstar: -inf < -364.194 < inf | logz: -383.166 +/- 0.422 | dlogz: 101.015 > 0.109
iter: 1610 | bound: 19 | nc: 38 | ncall: 51174 | eff(%): 3.146 | loglstar: -inf < -364.105 < inf | logz: -382.983 +/- 0.422 | dlogz: 100.820 > 0.109
iter: 1611 | bound: 19 | nc: 38 | ncall: 51212 | eff(%): 3.146 | loglstar: -inf < -363.854 < inf | logz: -382.803 +/- 0.422 | dlogz: 100.627 > 0.109
iter: 1612 | bound: 19 | nc: 38 | ncall: 51250 | eff(%): 3.145 | loglstar: -inf < -363.785 < inf | logz: -382.630 +/- 0.421 | dlogz: 100.438 > 0.109
iter: 1613 | bound: 19 | nc: 38 | ncall: 51288 | eff(%): 3.145 | loglstar: -inf < -362.699 < inf | logz: -382.349 +/- 0.423 | dlogz: 100.254 > 0.109
iter: 1614 | bound: 19 | nc: 38 | ncall: 51326 | eff(%): 3.145 | loglstar: -inf < -362.652 < inf | logz: -382.034 +/- 0.424 | dlogz: 99.963 > 0.109
iter: 1615 | bound: 19 | nc: 38 | ncall: 51364 | eff(%): 3.144 | loglstar: -inf < -362.546 < inf | logz: -381.780 +/- 0.425 | dlogz: 99.638 > 0.109
iter: 1616 | bound: 19 | nc: 38 | ncall: 51402 | eff(%): 3.144 | loglstar: -inf < -362.529 < inf | logz: -381.568 +/- 0.424 | dlogz: 99.374 > 0.109
iter: 1617 | bound: 19 | nc: 38 | ncall: 51440 | eff(%): 3.143 | loglstar: -inf < -362.478 < inf | logz: -381.389 +/- 0.424 | dlogz: 99.152 > 0.109
iter: 1618 | bound: 19 | nc: 38 | ncall: 51478 | eff(%): 3.143 | loglstar: -inf < -362.294 < inf | logz: -381.221 +/- 0.424 | dlogz: 98.963 > 0.109
iter: 1619 | bound: 19 | nc: 38 | ncall: 51516 | eff(%): 3.143 | loglstar: -inf < -362.154 < inf | logz: -381.056 +/- 0.423 | dlogz: 98.785 > 0.109
iter: 1620 | bound: 19 | nc: 38 | ncall: 51554 | eff(%): 3.142 | loglstar: -inf < -362.129 < inf | logz: -380.904 +/- 0.423 | dlogz: 98.610 > 0.109
iter: 1621 | bound: 19 | nc: 38 | ncall: 51592 | eff(%): 3.142 | loglstar: -inf < -361.944 < inf | logz: -380.760 +/- 0.422 | dlogz: 98.449 > 0.109
iter: 1622 | bound: 19 | nc: 38 | ncall: 51630 | eff(%): 3.142 | loglstar: -inf < -361.441 < inf | logz: -380.584 +/- 0.422 | dlogz: 98.295 > 0.109
iter: 1623 | bound: 19 | nc: 38 | ncall: 51668 | eff(%): 3.141 | loglstar: -inf < -361.402 < inf | logz: -380.399 +/- 0.422 | dlogz: 98.109 > 0.109
iter: 1624 | bound: 19 | nc: 38 | ncall: 51706 | eff(%): 3.141 | loglstar: -inf < -361.379 < inf | logz: -380.240 +/- 0.422 | dlogz: 97.913 > 0.109
iter: 1625 | bound: 19 | nc: 38 | ncall: 51744 | eff(%): 3.140 | loglstar: -inf < -361.334 < inf | logz: -380.099 +/- 0.422 | dlogz: 97.744 > 0.109
iter: 1626 | bound: 19 | nc: 38 | ncall: 51782 | eff(%): 3.140 | loglstar: -inf < -360.885 < inf | logz: -379.942 +/- 0.422 | dlogz: 97.594 > 0.109
iter: 1627 | bound: 19 | nc: 38 | ncall: 51820 | eff(%): 3.140 | loglstar: -inf < -360.273 < inf | logz: -379.719 +/- 0.423 | dlogz: 97.427 > 0.109
iter: 1628 | bound: 19 | nc: 38 | ncall: 51858 | eff(%): 3.139 | loglstar: -inf < -359.934 < inf | logz: -379.450 +/- 0.424 | dlogz: 97.194 > 0.109
iter: 1629 | bound: 19 | nc: 38 | ncall: 51896 | eff(%): 3.139 | loglstar: -inf < -359.644 < inf | logz: -379.173 +/- 0.425 | dlogz: 96.915 > 0.109
iter: 1630 | bound: 19 | nc: 38 | ncall: 51934 | eff(%): 3.139 | loglstar: -inf < -359.358 < inf | logz: -378.897 +/- 0.426 | dlogz: 96.628 > 0.109
iter: 1631 | bound: 19 | nc: 38 | ncall: 51972 | eff(%): 3.138 | loglstar: -inf < -359.080 < inf | logz: -378.621 +/- 0.426 | dlogz: 96.342 > 0.109
iter: 1632 | bound: 19 | nc: 38 | ncall: 52010 | eff(%): 3.138 | loglstar: -inf < -358.893 < inf | logz: -378.359 +/- 0.427 | dlogz: 96.056 > 0.109
iter: 1633 | bound: 19 | nc: 38 | ncall: 52048 | eff(%): 3.137 | loglstar: -inf < -358.828 < inf | logz: -378.130 +/- 0.427 | dlogz: 95.784 > 0.109
iter: 1634 | bound: 19 | nc: 38 | ncall: 52086 | eff(%): 3.137 | loglstar: -inf < -358.803 < inf | logz: -377.937 +/- 0.426 | dlogz: 95.545 > 0.109
iter: 1635 | bound: 19 | nc: 38 | ncall: 52124 | eff(%): 3.137 | loglstar: -inf < -358.502 < inf | logz: -377.750 +/- 0.426 | dlogz: 95.343 > 0.109
iter: 1636 | bound: 19 | nc: 38 | ncall: 52162 | eff(%): 3.136 | loglstar: -inf < -358.290 < inf | logz: -377.553 +/- 0.426 | dlogz: 95.145 > 0.109
iter: 1637 | bound: 19 | nc: 38 | ncall: 52200 | eff(%): 3.136 | loglstar: -inf < -357.661 < inf | logz: -377.305 +/- 0.426 | dlogz: 94.938 > 0.109
iter: 1638 | bound: 19 | nc: 38 | ncall: 52238 | eff(%): 3.136 | loglstar: -inf < -357.326 < inf | logz: -377.013 +/- 0.427 | dlogz: 94.681 > 0.109
iter: 1639 | bound: 19 | nc: 38 | ncall: 52276 | eff(%): 3.135 | loglstar: -inf < -357.236 < inf | logz: -376.745 +/- 0.428 | dlogz: 94.378 > 0.109
iter: 1640 | bound: 19 | nc: 38 | ncall: 52314 | eff(%): 3.135 | loglstar: -inf < -356.950 < inf | logz: -376.496 +/- 0.428 | dlogz: 94.101 > 0.109
iter: 1641 | bound: 20 | nc: 38 | ncall: 52352 | eff(%): 3.135 | loglstar: -inf < -356.691 < inf | logz: -376.244 +/- 0.428 | dlogz: 93.842 > 0.109
iter: 1642 | bound: 20 | nc: 38 | ncall: 52390 | eff(%): 3.134 | loglstar: -inf < -355.921 < inf | logz: -375.913 +/- 0.429 | dlogz: 93.580 > 0.109
iter: 1643 | bound: 20 | nc: 38 | ncall: 52428 | eff(%): 3.134 | loglstar: -inf < -355.241 < inf | logz: -375.463 +/- 0.432 | dlogz: 93.238 > 0.109
iter: 1644 | bound: 20 | nc: 38 | ncall: 52466 | eff(%): 3.133 | loglstar: -inf < -354.885 < inf | logz: -375.007 +/- 0.433 | dlogz: 92.779 > 0.109
iter: 1645 | bound: 20 | nc: 38 | ncall: 52504 | eff(%): 3.133 | loglstar: -inf < -354.862 < inf | logz: -374.649 +/- 0.433 | dlogz: 92.313 > 0.109
iter: 1646 | bound: 20 | nc: 38 | ncall: 52542 | eff(%): 3.133 | loglstar: -inf < -354.725 < inf | logz: -374.368 +/- 0.432 | dlogz: 91.944 > 0.109
iter: 1647 | bound: 20 | nc: 38 | ncall: 52580 | eff(%): 3.132 | loglstar: -inf < -354.397 < inf | logz: -374.099 +/- 0.432 | dlogz: 91.654 > 0.109
iter: 1648 | bound: 20 | nc: 38 | ncall: 52618 | eff(%): 3.132 | loglstar: -inf < -354.312 < inf | logz: -373.849 +/- 0.431 | dlogz: 91.374 > 0.109
iter: 1649 | bound: 20 | nc: 38 | ncall: 52656 | eff(%): 3.132 | loglstar: -inf < -354.159 < inf | logz: -373.628 +/- 0.431 | dlogz: 91.115 > 0.109
iter: 1650 | bound: 20 | nc: 38 | ncall: 52694 | eff(%): 3.131 | loglstar: -inf < -353.956 < inf | logz: -373.417 +/- 0.430 | dlogz: 90.884 > 0.109
iter: 1651 | bound: 20 | nc: 38 | ncall: 52732 | eff(%): 3.131 | loglstar: -inf < -353.884 < inf | logz: -373.222 +/- 0.429 | dlogz: 90.663 > 0.109
iter: 1652 | bound: 20 | nc: 38 | ncall: 52770 | eff(%): 3.131 | loglstar: -inf < -353.878 < inf | logz: -373.055 +/- 0.429 | dlogz: 90.458 > 0.109
iter: 1653 | bound: 20 | nc: 38 | ncall: 52808 | eff(%): 3.130 | loglstar: -inf < -353.650 < inf | logz: -372.896 +/- 0.428 | dlogz: 90.281 > 0.109
iter: 1654 | bound: 20 | nc: 38 | ncall: 52846 | eff(%): 3.130 | loglstar: -inf < -353.244 < inf | logz: -372.711 +/- 0.428 | dlogz: 90.112 > 0.109
iter: 1655 | bound: 20 | nc: 38 | ncall: 52884 | eff(%): 3.129 | loglstar: -inf < -352.931 < inf | logz: -372.498 +/- 0.428 | dlogz: 89.917 > 0.109
iter: 1656 | bound: 20 | nc: 38 | ncall: 52922 | eff(%): 3.129 | loglstar: -inf < -352.857 < inf | logz: -372.293 +/- 0.428 | dlogz: 89.694 > 0.109
iter: 1657 | bound: 20 | nc: 38 | ncall: 52960 | eff(%): 3.129 | loglstar: -inf < -352.809 < inf | logz: -372.114 +/- 0.428 | dlogz: 89.479 > 0.109
iter: 1658 | bound: 20 | nc: 38 | ncall: 52998 | eff(%): 3.128 | loglstar: -inf < -352.544 < inf | logz: -371.940 +/- 0.428 | dlogz: 89.291 > 0.109
iter: 1659 | bound: 20 | nc: 38 | ncall: 53036 | eff(%): 3.128 | loglstar: -inf < -351.577 < inf | logz: -371.658 +/- 0.429 | dlogz: 89.106 > 0.109
iter: 1660 | bound: 20 | nc: 38 | ncall: 53074 | eff(%): 3.128 | loglstar: -inf < -351.477 < inf | logz: -371.342 +/- 0.430 | dlogz: 88.814 > 0.109
iter: 1661 | bound: 20 | nc: 38 | ncall: 53112 | eff(%): 3.127 | loglstar: -inf < -350.847 < inf | logz: -371.003 +/- 0.431 | dlogz: 88.489 > 0.109
iter: 1662 | bound: 20 | nc: 38 | ncall: 53150 | eff(%): 3.127 | loglstar: -inf < -350.779 < inf | logz: -370.677 +/- 0.432 | dlogz: 88.139 > 0.109
iter: 1663 | bound: 20 | nc: 38 | ncall: 53188 | eff(%): 3.127 | loglstar: -inf < -350.718 < inf | logz: -370.419 +/- 0.432 | dlogz: 87.803 > 0.109
iter: 1664 | bound: 20 | nc: 38 | ncall: 53226 | eff(%): 3.126 | loglstar: -inf < -350.539 < inf | logz: -370.193 +/- 0.432 | dlogz: 87.536 > 0.109
iter: 1665 | bound: 20 | nc: 38 | ncall: 53264 | eff(%): 3.126 | loglstar: -inf < -350.536 < inf | logz: -369.995 +/- 0.431 | dlogz: 87.299 > 0.109
iter: 1666 | bound: 20 | nc: 38 | ncall: 53302 | eff(%): 3.126 | loglstar: -inf < -349.920 < inf | logz: -369.768 +/- 0.431 | dlogz: 87.091 > 0.109
iter: 1667 | bound: 20 | nc: 38 | ncall: 53340 | eff(%): 3.125 | loglstar: -inf < -349.841 < inf | logz: -369.528 +/- 0.431 | dlogz: 86.855 > 0.109
iter: 1668 | bound: 20 | nc: 38 | ncall: 53378 | eff(%): 3.125 | loglstar: -inf < -349.380 < inf | logz: -369.278 +/- 0.431 | dlogz: 86.605 > 0.109
iter: 1669 | bound: 20 | nc: 38 | ncall: 53416 | eff(%): 3.125 | loglstar: -inf < -348.954 < inf | logz: -368.986 +/- 0.432 | dlogz: 86.345 > 0.109
iter: 1670 | bound: 20 | nc: 38 | ncall: 53454 | eff(%): 3.124 | loglstar: -inf < -348.926 < inf | logz: -368.717 +/- 0.432 | dlogz: 86.043 > 0.109
iter: 1671 | bound: 20 | nc: 38 | ncall: 53492 | eff(%): 3.124 | loglstar: -inf < -348.490 < inf | logz: -368.454 +/- 0.432 | dlogz: 85.764 > 0.109
iter: 1672 | bound: 20 | nc: 38 | ncall: 53530 | eff(%): 3.123 | loglstar: -inf < -348.292 < inf | logz: -368.185 +/- 0.432 | dlogz: 85.491 > 0.109
iter: 1673 | bound: 20 | nc: 38 | ncall: 53568 | eff(%): 3.123 | loglstar: -inf < -348.290 < inf | logz: -367.956 +/- 0.432 | dlogz: 85.212 > 0.109
iter: 1674 | bound: 20 | nc: 38 | ncall: 53606 | eff(%): 3.123 | loglstar: -inf < -348.180 < inf | logz: -367.762 +/- 0.432 | dlogz: 84.973 > 0.109
iter: 1675 | bound: 20 | nc: 38 | ncall: 53644 | eff(%): 3.122 | loglstar: -inf < -347.958 < inf | logz: -367.574 +/- 0.431 | dlogz: 84.769 > 0.109
iter: 1676 | bound: 20 | nc: 38 | ncall: 53682 | eff(%): 3.122 | loglstar: -inf < -347.196 < inf | logz: -367.314 +/- 0.432 | dlogz: 84.571 > 0.109
iter: 1677 | bound: 20 | nc: 38 | ncall: 53720 | eff(%): 3.122 | loglstar: -inf < -347.157 < inf | logz: -367.040 +/- 0.432 | dlogz: 84.301 > 0.109
iter: 1678 | bound: 20 | nc: 38 | ncall: 53758 | eff(%): 3.121 | loglstar: -inf < -347.122 < inf | logz: -366.820 +/- 0.432 | dlogz: 84.017 > 0.109
iter: 1679 | bound: 20 | nc: 38 | ncall: 53796 | eff(%): 3.121 | loglstar: -inf < -347.119 < inf | logz: -366.638 +/- 0.432 | dlogz: 83.787 > 0.109
iter: 1680 | bound: 20 | nc: 38 | ncall: 53834 | eff(%): 3.121 | loglstar: -inf < -347.094 < inf | logz: -366.484 +/- 0.431 | dlogz: 83.596 > 0.109
iter: 1681 | bound: 20 | nc: 38 | ncall: 53872 | eff(%): 3.120 | loglstar: -inf < -347.054 < inf | logz: -366.348 +/- 0.430 | dlogz: 83.432 > 0.109
iter: 1682 | bound: 20 | nc: 38 | ncall: 53910 | eff(%): 3.120 | loglstar: -inf < -346.925 < inf | logz: -366.219 +/- 0.430 | dlogz: 83.285 > 0.109
iter: 1683 | bound: 20 | nc: 38 | ncall: 53948 | eff(%): 3.120 | loglstar: -inf < -346.894 < inf | logz: -366.097 +/- 0.429 | dlogz: 83.146 > 0.109
iter: 1684 | bound: 20 | nc: 38 | ncall: 53986 | eff(%): 3.119 | loglstar: -inf < -346.756 < inf | logz: -365.980 +/- 0.429 | dlogz: 83.014 > 0.109
iter: 1685 | bound: 20 | nc: 38 | ncall: 54024 | eff(%): 3.119 | loglstar: -inf < -346.742 < inf | logz: -365.869 +/- 0.428 | dlogz: 82.888 > 0.109
iter: 1686 | bound: 20 | nc: 38 | ncall: 54062 | eff(%): 3.119 | loglstar: -inf < -346.623 < inf | logz: -365.763 +/- 0.428 | dlogz: 82.767 > 0.109
iter: 1687 | bound: 20 | nc: 38 | ncall: 54100 | eff(%): 3.118 | loglstar: -inf < -346.325 < inf | logz: -365.647 +/- 0.427 | dlogz: 82.651 > 0.109
iter: 1688 | bound: 20 | nc: 38 | ncall: 54138 | eff(%): 3.118 | loglstar: -inf < -346.308 < inf | logz: -365.528 +/- 0.427 | dlogz: 82.525 > 0.109
iter: 1689 | bound: 20 | nc: 38 | ncall: 54176 | eff(%): 3.118 | loglstar: -inf < -346.257 < inf | logz: -365.420 +/- 0.427 | dlogz: 82.396 > 0.109
iter: 1690 | bound: 20 | nc: 38 | ncall: 54214 | eff(%): 3.117 | loglstar: -inf < -345.913 < inf | logz: -365.301 +/- 0.427 | dlogz: 82.278 > 0.109
iter: 1691 | bound: 20 | nc: 38 | ncall: 54252 | eff(%): 3.117 | loglstar: -inf < -345.807 < inf | logz: -365.173 +/- 0.427 | dlogz: 82.149 > 0.109
iter: 1692 | bound: 20 | nc: 38 | ncall: 54290 | eff(%): 3.117 | loglstar: -inf < -345.669 < inf | logz: -365.047 +/- 0.427 | dlogz: 82.011 > 0.109
iter: 1693 | bound: 20 | nc: 38 | ncall: 54328 | eff(%): 3.116 | loglstar: -inf < -345.610 < inf | logz: -364.925 +/- 0.427 | dlogz: 81.875 > 0.109
iter: 1694 | bound: 20 | nc: 38 | ncall: 54366 | eff(%): 3.116 | loglstar: -inf < -344.660 < inf | logz: -364.735 +/- 0.428 | dlogz: 81.743 > 0.109
iter: 1695 | bound: 20 | nc: 38 | ncall: 54404 | eff(%): 3.116 | loglstar: -inf < -344.641 < inf | logz: -364.512 +/- 0.429 | dlogz: 81.543 > 0.109
iter: 1696 | bound: 20 | nc: 38 | ncall: 54442 | eff(%): 3.115 | loglstar: -inf < -344.389 < inf | logz: -364.306 +/- 0.430 | dlogz: 81.310 > 0.109
iter: 1697 | bound: 21 | nc: 38 | ncall: 54480 | eff(%): 3.115 | loglstar: -inf < -344.284 < inf | logz: -364.109 +/- 0.430 | dlogz: 81.095 > 0.109
iter: 1698 | bound: 21 | nc: 38 | ncall: 54518 | eff(%): 3.115 | loglstar: -inf < -344.078 < inf | logz: -363.919 +/- 0.430 | dlogz: 80.887 > 0.109
iter: 1699 | bound: 21 | nc: 38 | ncall: 54556 | eff(%): 3.114 | loglstar: -inf < -344.016 < inf | logz: -363.742 +/- 0.430 | dlogz: 80.688 > 0.109
iter: 1700 | bound: 21 | nc: 38 | ncall: 54594 | eff(%): 3.114 | loglstar: -inf < -343.966 < inf | logz: -363.585 +/- 0.430 | dlogz: 80.500 > 0.109
iter: 1701 | bound: 21 | nc: 38 | ncall: 54632 | eff(%): 3.114 | loglstar: -inf < -343.777 < inf | logz: -363.434 +/- 0.430 | dlogz: 80.333 > 0.109
iter: 1702 | bound: 21 | nc: 38 | ncall: 54670 | eff(%): 3.113 | loglstar: -inf < -343.245 < inf | logz: -363.247 +/- 0.431 | dlogz: 80.172 > 0.109
iter: 1703 | bound: 21 | nc: 38 | ncall: 54708 | eff(%): 3.113 | loglstar: -inf < -342.747 < inf | logz: -363.000 +/- 0.432 | dlogz: 79.976 > 0.109
iter: 1704 | bound: 21 | nc: 38 | ncall: 54746 | eff(%): 3.113 | loglstar: -inf < -342.615 < inf | logz: -362.746 +/- 0.433 | dlogz: 79.718 > 0.109
iter: 1705 | bound: 21 | nc: 38 | ncall: 54784 | eff(%): 3.112 | loglstar: -inf < -342.552 < inf | logz: -362.527 +/- 0.433 | dlogz: 79.454 > 0.109
iter: 1706 | bound: 21 | nc: 38 | ncall: 54822 | eff(%): 3.112 | loglstar: -inf < -342.435 < inf | logz: -362.334 +/- 0.433 | dlogz: 79.226 > 0.109
iter: 1707 | bound: 21 | nc: 38 | ncall: 54860 | eff(%): 3.112 | loglstar: -inf < -342.137 < inf | logz: -362.138 +/- 0.433 | dlogz: 79.023 > 0.109
iter: 1708 | bound: 21 | nc: 38 | ncall: 54898 | eff(%): 3.111 | loglstar: -inf < -342.000 < inf | logz: -361.942 +/- 0.433 | dlogz: 78.817 > 0.109
iter: 1709 | bound: 21 | nc: 38 | ncall: 54936 | eff(%): 3.111 | loglstar: -inf < -341.779 < inf | logz: -361.750 +/- 0.433 | dlogz: 78.611 > 0.109
iter: 1710 | bound: 21 | nc: 38 | ncall: 54974 | eff(%): 3.111 | loglstar: -inf < -341.316 < inf | logz: -361.528 +/- 0.434 | dlogz: 78.409 > 0.109
iter: 1711 | bound: 21 | nc: 38 | ncall: 55012 | eff(%): 3.110 | loglstar: -inf < -341.166 < inf | logz: -361.296 +/- 0.434 | dlogz: 78.177 > 0.109
iter: 1712 | bound: 21 | nc: 38 | ncall: 55050 | eff(%): 3.110 | loglstar: -inf < -341.114 < inf | logz: -361.092 +/- 0.434 | dlogz: 77.935 > 0.109
iter: 1713 | bound: 21 | nc: 38 | ncall: 55088 | eff(%): 3.110 | loglstar: -inf < -341.096 < inf | logz: -360.918 +/- 0.434 | dlogz: 77.721 > 0.109
iter: 1714 | bound: 21 | nc: 38 | ncall: 55126 | eff(%): 3.109 | loglstar: -inf < -340.871 < inf | logz: -360.753 +/- 0.434 | dlogz: 77.537 > 0.109
iter: 1715 | bound: 21 | nc: 38 | ncall: 55164 | eff(%): 3.109 | loglstar: -inf < -340.648 < inf | logz: -360.581 +/- 0.433 | dlogz: 77.363 > 0.109
iter: 1716 | bound: 21 | nc: 38 | ncall: 55202 | eff(%): 3.109 | loglstar: -inf < -340.470 < inf | logz: -360.406 +/- 0.433 | dlogz: 77.180 > 0.109
iter: 1717 | bound: 21 | nc: 38 | ncall: 55240 | eff(%): 3.108 | loglstar: -inf < -340.427 < inf | logz: -360.244 +/- 0.433 | dlogz: 76.996 > 0.109
iter: 1718 | bound: 22 | nc: 38 | ncall: 55278 | eff(%): 3.108 | loglstar: -inf < -340.406 < inf | logz: -360.101 +/- 0.433 | dlogz: 76.823 > 0.109
iter: 1719 | bound: 22 | nc: 38 | ncall: 55316 | eff(%): 3.108 | loglstar: -inf < -340.053 < inf | logz: -359.951 +/- 0.433 | dlogz: 76.670 > 0.109
iter: 1720 | bound: 22 | nc: 38 | ncall: 55354 | eff(%): 3.107 | loglstar: -inf < -339.880 < inf | logz: -359.788 +/- 0.433 | dlogz: 76.511 > 0.109
iter: 1721 | bound: 22 | nc: 38 | ncall: 55392 | eff(%): 3.107 | loglstar: -inf < -339.848 < inf | logz: -359.636 +/- 0.433 | dlogz: 76.338 > 0.109
iter: 1722 | bound: 22 | nc: 38 | ncall: 55430 | eff(%): 3.107 | loglstar: -inf < -339.349 < inf | logz: -359.464 +/- 0.433 | dlogz: 76.176 > 0.109
iter: 1723 | bound: 22 | nc: 38 | ncall: 55468 | eff(%): 3.106 | loglstar: -inf < -339.321 < inf | logz: -359.284 +/- 0.433 | dlogz: 75.994 > 0.109
iter: 1724 | bound: 22 | nc: 38 | ncall: 55506 | eff(%): 3.106 | loglstar: -inf < -339.096 < inf | logz: -359.113 +/- 0.433 | dlogz: 75.803 > 0.109
iter: 1725 | bound: 22 | nc: 38 | ncall: 55544 | eff(%): 3.106 | loglstar: -inf < -338.380 < inf | logz: -358.879 +/- 0.434 | dlogz: 75.622 > 0.109
iter: 1726 | bound: 22 | nc: 38 | ncall: 55582 | eff(%): 3.105 | loglstar: -inf < -338.290 < inf | logz: -358.624 +/- 0.435 | dlogz: 75.378 > 0.109
iter: 1727 | bound: 22 | nc: 38 | ncall: 55620 | eff(%): 3.105 | loglstar: -inf < -337.955 < inf | logz: -358.377 +/- 0.436 | dlogz: 75.113 > 0.109
iter: 1728 | bound: 22 | nc: 38 | ncall: 55658 | eff(%): 3.105 | loglstar: -inf < -337.876 < inf | logz: -358.144 +/- 0.436 | dlogz: 74.857 > 0.109
iter: 1729 | bound: 22 | nc: 38 | ncall: 55696 | eff(%): 3.104 | loglstar: -inf < -337.871 < inf | logz: -357.950 +/- 0.436 | dlogz: 74.614 > 0.109
iter: 1730 | bound: 22 | nc: 38 | ncall: 55734 | eff(%): 3.104 | loglstar: -inf < -337.824 < inf | logz: -357.785 +/- 0.436 | dlogz: 74.410 > 0.109
iter: 1731 | bound: 22 | nc: 38 | ncall: 55772 | eff(%): 3.104 | loglstar: -inf < -337.565 < inf | logz: -357.622 +/- 0.435 | dlogz: 74.235 > 0.109
iter: 1732 | bound: 22 | nc: 38 | ncall: 55810 | eff(%): 3.103 | loglstar: -inf < -337.457 < inf | logz: -357.458 +/- 0.435 | dlogz: 74.062 > 0.109
iter: 1733 | bound: 22 | nc: 38 | ncall: 55848 | eff(%): 3.103 | loglstar: -inf < -337.232 < inf | logz: -357.295 +/- 0.435 | dlogz: 73.888 > 0.109
iter: 1734 | bound: 22 | nc: 38 | ncall: 55886 | eff(%): 3.103 | loglstar: -inf < -337.232 < inf | logz: -357.142 +/- 0.435 | dlogz: 73.715 > 0.109
iter: 1735 | bound: 22 | nc: 38 | ncall: 55924 | eff(%): 3.102 | loglstar: -inf < -337.184 < inf | logz: -357.007 +/- 0.435 | dlogz: 73.552 > 0.109
iter: 1736 | bound: 22 | nc: 38 | ncall: 55962 | eff(%): 3.102 | loglstar: -inf < -336.925 < inf | logz: -356.870 +/- 0.434 | dlogz: 73.407 > 0.109
iter: 1737 | bound: 22 | nc: 38 | ncall: 56000 | eff(%): 3.102 | loglstar: -inf < -336.877 < inf | logz: -356.733 +/- 0.434 | dlogz: 73.260 > 0.109
iter: 1738 | bound: 22 | nc: 38 | ncall: 56038 | eff(%): 3.101 | loglstar: -inf < -336.842 < inf | logz: -356.609 +/- 0.434 | dlogz: 73.114 > 0.109
iter: 1739 | bound: 22 | nc: 38 | ncall: 56076 | eff(%): 3.101 | loglstar: -inf < -336.808 < inf | logz: -356.497 +/- 0.433 | dlogz: 72.980 > 0.109
iter: 1740 | bound: 22 | nc: 38 | ncall: 56114 | eff(%): 3.101 | loglstar: -inf < -336.734 < inf | logz: -356.391 +/- 0.433 | dlogz: 72.857 > 0.109
iter: 1741 | bound: 22 | nc: 38 | ncall: 56152 | eff(%): 3.101 | loglstar: -inf < -336.604 < inf | logz: -356.286 +/- 0.433 | dlogz: 72.741 > 0.109
iter: 1742 | bound: 22 | nc: 38 | ncall: 56190 | eff(%): 3.100 | loglstar: -inf < -336.415 < inf | logz: -356.177 +/- 0.433 | dlogz: 72.627 > 0.109
iter: 1743 | bound: 23 | nc: 38 | ncall: 56228 | eff(%): 3.100 | loglstar: -inf < -336.346 < inf | logz: -356.067 +/- 0.432 | dlogz: 72.508 > 0.109
iter: 1744 | bound: 23 | nc: 38 | ncall: 56266 | eff(%): 3.100 | loglstar: -inf < -336.326 < inf | logz: -355.965 +/- 0.432 | dlogz: 72.388 > 0.109
iter: 1745 | bound: 23 | nc: 38 | ncall: 56304 | eff(%): 3.099 | loglstar: -inf < -336.209 < inf | logz: -355.867 +/- 0.432 | dlogz: 72.276 > 0.109
iter: 1746 | bound: 23 | nc: 38 | ncall: 56342 | eff(%): 3.099 | loglstar: -inf < -336.138 < inf | logz: -355.770 +/- 0.432 | dlogz: 72.167 > 0.109
iter: 1747 | bound: 23 | nc: 38 | ncall: 56380 | eff(%): 3.099 | loglstar: -inf < -336.054 < inf | logz: -355.676 +/- 0.431 | dlogz: 72.061 > 0.109
iter: 1748 | bound: 23 | nc: 38 | ncall: 56418 | eff(%): 3.098 | loglstar: -inf < -336.051 < inf | logz: -355.587 +/- 0.431 | dlogz: 71.956 > 0.109
iter: 1749 | bound: 23 | nc: 38 | ncall: 56456 | eff(%): 3.098 | loglstar: -inf < -336.044 < inf | logz: -355.506 +/- 0.431 | dlogz: 71.858 > 0.109
iter: 1750 | bound: 23 | nc: 38 | ncall: 56494 | eff(%): 3.098 | loglstar: -inf < -335.875 < inf | logz: -355.424 +/- 0.431 | dlogz: 71.766 > 0.109
iter: 1751 | bound: 23 | nc: 38 | ncall: 56532 | eff(%): 3.097 | loglstar: -inf < -335.833 < inf | logz: -355.342 +/- 0.431 | dlogz: 71.675 > 0.109
iter: 1752 | bound: 23 | nc: 38 | ncall: 56570 | eff(%): 3.097 | loglstar: -inf < -335.759 < inf | logz: -355.263 +/- 0.430 | dlogz: 71.583 > 0.109
iter: 1753 | bound: 23 | nc: 38 | ncall: 56608 | eff(%): 3.097 | loglstar: -inf < -335.695 < inf | logz: -355.185 +/- 0.430 | dlogz: 71.494 > 0.109
iter: 1754 | bound: 23 | nc: 38 | ncall: 56646 | eff(%): 3.096 | loglstar: -inf < -335.435 < inf | logz: -355.101 +/- 0.430 | dlogz: 71.406 > 0.109
iter: 1755 | bound: 23 | nc: 38 | ncall: 56684 | eff(%): 3.096 | loglstar: -inf < -335.425 < inf | logz: -355.014 +/- 0.430 | dlogz: 71.312 > 0.109
iter: 1756 | bound: 23 | nc: 38 | ncall: 56722 | eff(%): 3.096 | loglstar: -inf < -334.948 < inf | logz: -354.911 +/- 0.430 | dlogz: 71.215 > 0.109
iter: 1757 | bound: 23 | nc: 38 | ncall: 56760 | eff(%): 3.095 | loglstar: -inf < -334.816 < inf | logz: -354.791 +/- 0.431 | dlogz: 71.102 > 0.109
iter: 1758 | bound: 23 | nc: 38 | ncall: 56798 | eff(%): 3.095 | loglstar: -inf < -334.757 < inf | logz: -354.675 +/- 0.431 | dlogz: 70.972 > 0.109
iter: 1759 | bound: 23 | nc: 38 | ncall: 56836 | eff(%): 3.095 | loglstar: -inf < -334.718 < inf | logz: -354.567 +/- 0.431 | dlogz: 70.846 > 0.109
iter: 1760 | bound: 23 | nc: 38 | ncall: 56874 | eff(%): 3.095 | loglstar: -inf < -334.210 < inf | logz: -354.438 +/- 0.431 | dlogz: 70.728 > 0.109
iter: 1761 | bound: 23 | nc: 38 | ncall: 56912 | eff(%): 3.094 | loglstar: -inf < -334.131 < inf | logz: -354.293 +/- 0.432 | dlogz: 70.589 > 0.109
iter: 1762 | bound: 23 | nc: 38 | ncall: 56950 | eff(%): 3.094 | loglstar: -inf < -333.847 < inf | logz: -354.144 +/- 0.433 | dlogz: 70.435 > 0.109
iter: 1763 | bound: 23 | nc: 38 | ncall: 56988 | eff(%): 3.094 | loglstar: -inf < -333.834 < inf | logz: -353.997 +/- 0.433 | dlogz: 70.275 > 0.109
iter: 1764 | bound: 23 | nc: 38 | ncall: 57026 | eff(%): 3.093 | loglstar: -inf < -333.768 < inf | logz: -353.866 +/- 0.433 | dlogz: 70.119 > 0.109
iter: 1765 | bound: 23 | nc: 38 | ncall: 57064 | eff(%): 3.093 | loglstar: -inf < -333.469 < inf | logz: -353.727 +/- 0.434 | dlogz: 69.977 > 0.109
iter: 1766 | bound: 23 | nc: 38 | ncall: 57102 | eff(%): 3.093 | loglstar: -inf < -333.295 < inf | logz: -353.579 +/- 0.434 | dlogz: 69.829 > 0.109
iter: 1767 | bound: 23 | nc: 38 | ncall: 57140 | eff(%): 3.092 | loglstar: -inf < -333.193 < inf | logz: -353.433 +/- 0.435 | dlogz: 69.670 > 0.109
iter: 1768 | bound: 23 | nc: 38 | ncall: 57178 | eff(%): 3.092 | loglstar: -inf < -333.123 < inf | logz: -353.297 +/- 0.435 | dlogz: 69.515 > 0.109
iter: 1769 | bound: 23 | nc: 38 | ncall: 57216 | eff(%): 3.092 | loglstar: -inf < -333.057 < inf | logz: -353.170 +/- 0.435 | dlogz: 69.368 > 0.109
iter: 1770 | bound: 23 | nc: 38 | ncall: 57254 | eff(%): 3.091 | loglstar: -inf < -332.974 < inf | logz: -353.050 +/- 0.435 | dlogz: 69.232 > 0.109
iter: 1771 | bound: 23 | nc: 38 | ncall: 57292 | eff(%): 3.091 | loglstar: -inf < -332.959 < inf | logz: -352.939 +/- 0.435 | dlogz: 69.102 > 0.109
iter: 1772 | bound: 23 | nc: 38 | ncall: 57330 | eff(%): 3.091 | loglstar: -inf < -332.610 < inf | logz: -352.820 +/- 0.435 | dlogz: 68.981 > 0.109
iter: 1773 | bound: 23 | nc: 38 | ncall: 57368 | eff(%): 3.091 | loglstar: -inf < -332.458 < inf | logz: -352.688 +/- 0.435 | dlogz: 68.852 > 0.109
iter: 1774 | bound: 23 | nc: 38 | ncall: 57406 | eff(%): 3.090 | loglstar: -inf < -332.265 < inf | logz: -352.552 +/- 0.435 | dlogz: 68.711 > 0.109
iter: 1775 | bound: 23 | nc: 38 | ncall: 57444 | eff(%): 3.090 | loglstar: -inf < -332.043 < inf | logz: -352.408 +/- 0.435 | dlogz: 68.565 > 0.109
iter: 1776 | bound: 23 | nc: 38 | ncall: 57482 | eff(%): 3.090 | loglstar: -inf < -331.946 < inf | logz: -352.264 +/- 0.436 | dlogz: 68.410 > 0.109
iter: 1777 | bound: 23 | nc: 38 | ncall: 57520 | eff(%): 3.089 | loglstar: -inf < -331.906 < inf | logz: -352.131 +/- 0.436 | dlogz: 68.256 > 0.109
iter: 1778 | bound: 23 | nc: 38 | ncall: 57558 | eff(%): 3.089 | loglstar: -inf < -331.849 < inf | logz: -352.009 +/- 0.436 | dlogz: 68.113 > 0.109
iter: 1779 | bound: 23 | nc: 38 | ncall: 57596 | eff(%): 3.089 | loglstar: -inf < -331.635 < inf | logz: -351.886 +/- 0.436 | dlogz: 67.981 > 0.109
iter: 1780 | bound: 23 | nc: 38 | ncall: 57634 | eff(%): 3.088 | loglstar: -inf < -331.634 < inf | logz: -351.767 +/- 0.436 | dlogz: 67.849 > 0.109
iter: 1781 | bound: 23 | nc: 38 | ncall: 57672 | eff(%): 3.088 | loglstar: -inf < -331.563 < inf | logz: -351.658 +/- 0.436 | dlogz: 67.719 > 0.109
iter: 1782 | bound: 23 | nc: 38 | ncall: 57710 | eff(%): 3.088 | loglstar: -inf < -331.560 < inf | logz: -351.557 +/- 0.436 | dlogz: 67.600 > 0.109
iter: 1783 | bound: 23 | nc: 38 | ncall: 57748 | eff(%): 3.088 | loglstar: -inf < -331.279 < inf | logz: -351.452 +/- 0.436 | dlogz: 67.489 > 0.109
iter: 1784 | bound: 23 | nc: 38 | ncall: 57786 | eff(%): 3.087 | loglstar: -inf < -330.919 < inf | logz: -351.323 +/- 0.436 | dlogz: 67.374 > 0.109
iter: 1785 | bound: 23 | nc: 38 | ncall: 57824 | eff(%): 3.087 | loglstar: -inf < -330.444 < inf | logz: -351.155 +/- 0.437 | dlogz: 67.236 > 0.109
iter: 1786 | bound: 23 | nc: 38 | ncall: 57862 | eff(%): 3.087 | loglstar: -inf < -330.018 < inf | logz: -350.941 +/- 0.438 | dlogz: 67.058 > 0.109
iter: 1787 | bound: 23 | nc: 38 | ncall: 57900 | eff(%): 3.086 | loglstar: -inf < -329.948 < inf | logz: -350.726 +/- 0.439 | dlogz: 66.834 > 0.109
iter: 1788 | bound: 23 | nc: 38 | ncall: 57938 | eff(%): 3.086 | loglstar: -inf < -329.838 < inf | logz: -350.536 +/- 0.439 | dlogz: 66.609 > 0.109
iter: 1789 | bound: 23 | nc: 38 | ncall: 57976 | eff(%): 3.086 | loglstar: -inf < -329.014 < inf | logz: -350.276 +/- 0.441 | dlogz: 66.409 > 0.109
iter: 1790 | bound: 23 | nc: 38 | ncall: 58014 | eff(%): 3.085 | loglstar: -inf < -328.962 < inf | logz: -349.996 +/- 0.442 | dlogz: 66.139 > 0.109
iter: 1791 | bound: 23 | nc: 38 | ncall: 58052 | eff(%): 3.085 | loglstar: -inf < -328.549 < inf | logz: -349.724 +/- 0.443 | dlogz: 65.849 > 0.109
iter: 1792 | bound: 23 | nc: 38 | ncall: 58090 | eff(%): 3.085 | loglstar: -inf < -328.444 < inf | logz: -349.463 +/- 0.444 | dlogz: 65.567 > 0.109
iter: 1793 | bound: 23 | nc: 38 | ncall: 58128 | eff(%): 3.085 | loglstar: -inf < -328.277 < inf | logz: -349.231 +/- 0.444 | dlogz: 65.296 > 0.109
iter: 1794 | bound: 23 | nc: 38 | ncall: 58166 | eff(%): 3.084 | loglstar: -inf < -328.270 < inf | logz: -349.029 +/- 0.444 | dlogz: 65.054 > 0.109
iter: 1795 | bound: 23 | nc: 38 | ncall: 58204 | eff(%): 3.084 | loglstar: -inf < -327.891 < inf | logz: -348.828 +/- 0.444 | dlogz: 64.842 > 0.109
iter: 1796 | bound: 23 | nc: 38 | ncall: 58242 | eff(%): 3.084 | loglstar: -inf < -327.684 < inf | logz: -348.613 +/- 0.444 | dlogz: 64.631 > 0.109
iter: 1797 | bound: 23 | nc: 38 | ncall: 58280 | eff(%): 3.083 | loglstar: -inf < -327.386 < inf | logz: -348.393 +/- 0.444 | dlogz: 64.407 > 0.109
iter: 1798 | bound: 23 | nc: 38 | ncall: 58318 | eff(%): 3.083 | loglstar: -inf < -327.269 < inf | logz: -348.178 +/- 0.444 | dlogz: 64.176 > 0.109
iter: 1799 | bound: 23 | nc: 38 | ncall: 58356 | eff(%): 3.083 | loglstar: -inf < -327.179 < inf | logz: -347.986 +/- 0.444 | dlogz: 63.951 > 0.109
iter: 1800 | bound: 23 | nc: 38 | ncall: 58394 | eff(%): 3.083 | loglstar: -inf < -326.973 < inf | logz: -347.802 +/- 0.444 | dlogz: 63.749 > 0.109
iter: 1801 | bound: 23 | nc: 38 | ncall: 58432 | eff(%): 3.082 | loglstar: -inf < -326.753 < inf | logz: -347.615 +/- 0.444 | dlogz: 63.556 > 0.109
iter: 1802 | bound: 23 | nc: 38 | ncall: 58470 | eff(%): 3.082 | loglstar: -inf < -326.655 < inf | logz: -347.435 +/- 0.444 | dlogz: 63.359 > 0.109
iter: 1803 | bound: 23 | nc: 38 | ncall: 58508 | eff(%): 3.082 | loglstar: -inf < -326.463 < inf | logz: -347.262 +/- 0.444 | dlogz: 63.169 > 0.109
iter: 1804 | bound: 23 | nc: 38 | ncall: 58546 | eff(%): 3.081 | loglstar: -inf < -326.196 < inf | logz: -347.081 +/- 0.444 | dlogz: 62.986 > 0.109
iter: 1805 | bound: 23 | nc: 38 | ncall: 58584 | eff(%): 3.081 | loglstar: -inf < -326.142 < inf | logz: -346.906 +/- 0.443 | dlogz: 62.794 > 0.109
iter: 1806 | bound: 23 | nc: 38 | ncall: 58622 | eff(%): 3.081 | loglstar: -inf < -325.747 < inf | logz: -346.721 +/- 0.444 | dlogz: 62.609 > 0.109
iter: 1807 | bound: 23 | nc: 38 | ncall: 58660 | eff(%): 3.080 | loglstar: -inf < -325.721 < inf | logz: -346.537 +/- 0.444 | dlogz: 62.415 > 0.109
iter: 1808 | bound: 23 | nc: 38 | ncall: 58698 | eff(%): 3.080 | loglstar: -inf < -325.423 < inf | logz: -346.356 +/- 0.444 | dlogz: 62.221 > 0.109
iter: 1809 | bound: 23 | nc: 38 | ncall: 58736 | eff(%): 3.080 | loglstar: -inf < -325.212 < inf | logz: -346.166 +/- 0.444 | dlogz: 62.030 > 0.109
iter: 1810 | bound: 23 | nc: 38 | ncall: 58774 | eff(%): 3.080 | loglstar: -inf < -324.872 < inf | logz: -345.960 +/- 0.444 | dlogz: 61.830 > 0.109
iter: 1811 | bound: 23 | nc: 38 | ncall: 58812 | eff(%): 3.079 | loglstar: -inf < -324.849 < inf | logz: -345.764 +/- 0.444 | dlogz: 61.614 > 0.109
iter: 1812 | bound: 23 | nc: 38 | ncall: 58850 | eff(%): 3.079 | loglstar: -inf < -324.829 < inf | logz: -345.598 +/- 0.444 | dlogz: 61.408 > 0.109
iter: 1813 | bound: 23 | nc: 38 | ncall: 58888 | eff(%): 3.079 | loglstar: -inf < -324.795 < inf | logz: -345.453 +/- 0.444 | dlogz: 61.232 > 0.109
iter: 1814 | bound: 23 | nc: 38 | ncall: 58926 | eff(%): 3.078 | loglstar: -inf < -324.767 < inf | logz: -345.324 +/- 0.443 | dlogz: 61.077 > 0.109
iter: 1815 | bound: 23 | nc: 38 | ncall: 58964 | eff(%): 3.078 | loglstar: -inf < -324.699 < inf | logz: -345.206 +/- 0.443 | dlogz: 60.938 > 0.109
iter: 1816 | bound: 23 | nc: 38 | ncall: 59002 | eff(%): 3.078 | loglstar: -inf < -324.569 < inf | logz: -345.091 +/- 0.443 | dlogz: 60.810 > 0.109
iter: 1817 | bound: 23 | nc: 38 | ncall: 59040 | eff(%): 3.078 | loglstar: -inf < -324.350 < inf | logz: -344.969 +/- 0.442 | dlogz: 60.685 > 0.109
iter: 1818 | bound: 23 | nc: 38 | ncall: 59078 | eff(%): 3.077 | loglstar: -inf < -324.205 < inf | logz: -344.843 +/- 0.442 | dlogz: 71.586 > 0.109
iter: 1819 | bound: 23 | nc: 38 | ncall: 59116 | eff(%): 3.077 | loglstar: -inf < -324.074 < inf | logz: -344.716 +/- 0.442 | dlogz: 71.449 > 0.109
iter: 1820 | bound: 23 | nc: 38 | ncall: 59154 | eff(%): 3.077 | loglstar: -inf < -323.893 < inf | logz: -344.586 +/- 0.442 | dlogz: 71.313 > 0.109
iter: 1821 | bound: 23 | nc: 38 | ncall: 59192 | eff(%): 3.076 | loglstar: -inf < -323.826 < inf | logz: -344.459 +/- 0.442 | dlogz: 71.173 > 0.109
iter: 1822 | bound: 23 | nc: 38 | ncall: 59230 | eff(%): 3.076 | loglstar: -inf < -323.700 < inf | logz: -344.337 +/- 0.442 | dlogz: 71.036 > 0.109
iter: 1823 | bound: 23 | nc: 38 | ncall: 59268 | eff(%): 3.076 | loglstar: -inf < -323.682 < inf | logz: -344.221 +/- 0.442 | dlogz: 70.904 > 0.109
iter: 1824 | bound: 23 | nc: 38 | ncall: 59306 | eff(%): 3.076 | loglstar: -inf < -323.574 < inf | logz: -344.112 +/- 0.441 | dlogz: 70.778 > 0.109
iter: 1825 | bound: 23 | nc: 38 | ncall: 59344 | eff(%): 3.075 | loglstar: -inf < -323.508 < inf | logz: -344.006 +/- 0.441 | dlogz: 70.659 > 0.109
iter: 1826 | bound: 23 | nc: 38 | ncall: 59382 | eff(%): 3.075 | loglstar: -inf < -323.395 < inf | logz: -343.903 +/- 0.441 | dlogz: 70.544 > 0.109
iter: 1827 | bound: 23 | nc: 38 | ncall: 59420 | eff(%): 3.075 | loglstar: -inf < -323.235 < inf | logz: -343.798 +/- 0.441 | dlogz: 70.430 > 0.109
iter: 1828 | bound: 23 | nc: 38 | ncall: 59458 | eff(%): 3.074 | loglstar: -inf < -323.197 < inf | logz: -343.694 +/- 0.441 | dlogz: 70.315 > 0.109
iter: 1829 | bound: 23 | nc: 38 | ncall: 59496 | eff(%): 3.074 | loglstar: -inf < -323.190 < inf | logz: -343.599 +/- 0.441 | dlogz: 70.201 > 0.109
iter: 1830 | bound: 23 | nc: 38 | ncall: 59534 | eff(%): 3.074 | loglstar: -inf < -322.049 < inf | logz: -343.428 +/- 0.442 | dlogz: 70.096 > 0.109
iter: 1831 | bound: 23 | nc: 38 | ncall: 59572 | eff(%): 3.074 | loglstar: -inf < -321.500 < inf | logz: -343.149 +/- 0.444 | dlogz: 69.915 > 0.109
iter: 1832 | bound: 23 | nc: 38 | ncall: 59610 | eff(%): 3.073 | loglstar: -inf < -321.386 < inf | logz: -342.869 +/- 0.446 | dlogz: 69.627 > 0.109
iter: 1833 | bound: 23 | nc: 38 | ncall: 59648 | eff(%): 3.073 | loglstar: -inf < -320.970 < inf | logz: -342.589 +/- 0.447 | dlogz: 69.336 > 0.109
iter: 1834 | bound: 23 | nc: 38 | ncall: 59686 | eff(%): 3.073 | loglstar: -inf < -320.820 < inf | logz: -342.316 +/- 0.448 | dlogz: 69.047 > 0.109
iter: 1835 | bound: 23 | nc: 38 | ncall: 59724 | eff(%): 3.072 | loglstar: -inf < -320.499 < inf | logz: -342.052 +/- 0.449 | dlogz: 68.764 > 0.109
iter: 1836 | bound: 23 | nc: 38 | ncall: 59762 | eff(%): 3.072 | loglstar: -inf < -320.382 < inf | logz: -341.803 +/- 0.449 | dlogz: 68.490 > 0.109
iter: 1837 | bound: 23 | nc: 38 | ncall: 59800 | eff(%): 3.072 | loglstar: -inf < -320.079 < inf | logz: -341.562 +/- 0.449 | dlogz: 68.230 > 0.109
iter: 1838 | bound: 23 | nc: 38 | ncall: 59838 | eff(%): 3.072 | loglstar: -inf < -320.013 < inf | logz: -341.337 +/- 0.449 | dlogz: 67.980 > 0.109
iter: 1839 | bound: 23 | nc: 38 | ncall: 59876 | eff(%): 3.071 | loglstar: -inf < -319.844 < inf | logz: -341.134 +/- 0.449 | dlogz: 67.745 > 0.109
iter: 1840 | bound: 23 | nc: 38 | ncall: 59914 | eff(%): 3.071 | loglstar: -inf < -319.556 < inf | logz: -340.927 +/- 0.449 | dlogz: 67.532 > 0.109
iter: 1841 | bound: 23 | nc: 38 | ncall: 59952 | eff(%): 3.071 | loglstar: -inf < -319.537 < inf | logz: -340.734 +/- 0.449 | dlogz: 67.315 > 0.109
iter: 1842 | bound: 24 | nc: 38 | ncall: 59990 | eff(%): 3.071 | loglstar: -inf < -319.282 < inf | logz: -340.550 +/- 0.449 | dlogz: 67.112 > 0.109
iter: 1843 | bound: 24 | nc: 38 | ncall: 60028 | eff(%): 3.070 | loglstar: -inf < -318.900 < inf | logz: -340.343 +/- 0.449 | dlogz: 66.918 > 0.109
iter: 1844 | bound: 24 | nc: 38 | ncall: 60066 | eff(%): 3.070 | loglstar: -inf < -318.881 < inf | logz: -340.142 +/- 0.449 | dlogz: 66.701 > 0.109
iter: 1845 | bound: 24 | nc: 38 | ncall: 60104 | eff(%): 3.070 | loglstar: -inf < -318.871 < inf | logz: -339.974 +/- 0.449 | dlogz: 66.490 > 0.109
iter: 1846 | bound: 24 | nc: 38 | ncall: 60142 | eff(%): 3.069 | loglstar: -inf < -318.661 < inf | logz: -339.815 +/- 0.448 | dlogz: 66.312 > 0.109
iter: 1847 | bound: 24 | nc: 38 | ncall: 60180 | eff(%): 3.069 | loglstar: -inf < -318.282 < inf | logz: -339.635 +/- 0.448 | dlogz: 66.143 > 0.109
iter: 1848 | bound: 24 | nc: 38 | ncall: 60218 | eff(%): 3.069 | loglstar: -inf < -318.263 < inf | logz: -339.457 +/- 0.448 | dlogz: 65.953 > 0.109
iter: 1849 | bound: 24 | nc: 38 | ncall: 60256 | eff(%): 3.069 | loglstar: -inf < -317.926 < inf | logz: -339.277 +/- 0.448 | dlogz: 65.765 > 0.109
iter: 1850 | bound: 24 | nc: 38 | ncall: 60294 | eff(%): 3.068 | loglstar: -inf < -317.849 < inf | logz: -339.097 +/- 0.448 | dlogz: 65.576 > 0.109
iter: 1851 | bound: 24 | nc: 38 | ncall: 60332 | eff(%): 3.068 | loglstar: -inf < -317.314 < inf | logz: -338.891 +/- 0.449 | dlogz: 65.386 > 0.109
iter: 1852 | bound: 24 | nc: 38 | ncall: 60370 | eff(%): 3.068 | loglstar: -inf < -317.159 < inf | logz: -338.666 +/- 0.449 | dlogz: 65.169 > 0.109
iter: 1853 | bound: 24 | nc: 38 | ncall: 60408 | eff(%): 3.067 | loglstar: -inf < -317.154 < inf | logz: -338.471 +/- 0.449 | dlogz: 64.934 > 0.109
iter: 1854 | bound: 24 | nc: 38 | ncall: 60446 | eff(%): 3.067 | loglstar: -inf < -316.964 < inf | logz: -338.293 +/- 0.449 | dlogz: 64.729 > 0.109
iter: 1855 | bound: 24 | nc: 38 | ncall: 60484 | eff(%): 3.067 | loglstar: -inf < -316.839 < inf | logz: -338.121 +/- 0.449 | dlogz: 64.542 > 0.109
iter: 1856 | bound: 24 | nc: 38 | ncall: 60522 | eff(%): 3.067 | loglstar: -inf < -316.387 < inf | logz: -337.927 +/- 0.449 | dlogz: 67.495 > 0.109
iter: 1857 | bound: 24 | nc: 38 | ncall: 60560 | eff(%): 3.066 | loglstar: -inf < -316.004 < inf | logz: -337.693 +/- 0.450 | dlogz: 67.291 > 0.109
iter: 1858 | bound: 24 | nc: 38 | ncall: 60598 | eff(%): 3.066 | loglstar: -inf < -315.942 < inf | logz: -337.467 +/- 0.450 | dlogz: 67.047 > 0.109
iter: 1859 | bound: 24 | nc: 38 | ncall: 60636 | eff(%): 3.066 | loglstar: -inf < -315.839 < inf | logz: -337.271 +/- 0.450 | dlogz: 66.811 > 0.109
iter: 1860 | bound: 24 | nc: 38 | ncall: 60674 | eff(%): 3.066 | loglstar: -inf < -315.807 < inf | logz: -337.097 +/- 0.450 | dlogz: 66.605 > 0.109
iter: 1861 | bound: 24 | nc: 38 | ncall: 60712 | eff(%): 3.065 | loglstar: -inf < -315.728 < inf | logz: -336.943 +/- 0.450 | dlogz: 66.422 > 0.109
iter: 1862 | bound: 24 | nc: 38 | ncall: 60750 | eff(%): 3.065 | loglstar: -inf < -315.619 < inf | logz: -336.799 +/- 0.449 | dlogz: 66.258 > 0.109
iter: 1863 | bound: 24 | nc: 38 | ncall: 60788 | eff(%): 3.065 | loglstar: -inf < -315.593 < inf | logz: -336.666 +/- 0.449 | dlogz: 66.103 > 0.109
iter: 1864 | bound: 24 | nc: 38 | ncall: 60826 | eff(%): 3.064 | loglstar: -inf < -315.412 < inf | logz: -336.538 +/- 0.449 | dlogz: 65.960 > 0.109
iter: 1865 | bound: 24 | nc: 38 | ncall: 60864 | eff(%): 3.064 | loglstar: -inf < -315.365 < inf | logz: -336.412 +/- 0.448 | dlogz: 65.822 > 0.109
iter: 1866 | bound: 24 | nc: 38 | ncall: 60902 | eff(%): 3.064 | loglstar: -inf < -315.345 < inf | logz: -336.299 +/- 0.448 | dlogz: 65.687 > 0.109
iter: 1867 | bound: 24 | nc: 38 | ncall: 60940 | eff(%): 3.064 | loglstar: -inf < -315.065 < inf | logz: -336.181 +/- 0.448 | dlogz: 65.563 > 0.109
iter: 1868 | bound: 24 | nc: 38 | ncall: 60978 | eff(%): 3.063 | loglstar: -inf < -314.986 < inf | logz: -336.058 +/- 0.448 | dlogz: 65.435 > 0.109
iter: 1869 | bound: 24 | nc: 38 | ncall: 61016 | eff(%): 3.063 | loglstar: -inf < -314.619 < inf | logz: -335.923 +/- 0.448 | dlogz: 65.303 > 0.109
iter: 1870 | bound: 24 | nc: 38 | ncall: 61054 | eff(%): 3.063 | loglstar: -inf < -314.538 < inf | logz: -335.779 +/- 0.448 | dlogz: 65.158 > 0.109
iter: 1871 | bound: 24 | nc: 38 | ncall: 61092 | eff(%): 3.063 | loglstar: -inf < -314.338 < inf | logz: -335.637 +/- 0.448 | dlogz: 65.004 > 0.109
iter: 1872 | bound: 24 | nc: 38 | ncall: 61130 | eff(%): 3.062 | loglstar: -inf < -314.324 < inf | logz: -335.501 +/- 0.448 | dlogz: 64.852 > 0.109
iter: 1873 | bound: 24 | nc: 38 | ncall: 61168 | eff(%): 3.062 | loglstar: -inf < -314.242 < inf | logz: -335.377 +/- 0.448 | dlogz: 64.706 > 0.109
iter: 1874 | bound: 24 | nc: 38 | ncall: 61206 | eff(%): 3.062 | loglstar: -inf < -314.025 < inf | logz: -335.250 +/- 0.447 | dlogz: 64.572 > 0.109
iter: 1875 | bound: 24 | nc: 38 | ncall: 61244 | eff(%): 3.062 | loglstar: -inf < -313.987 < inf | logz: -335.126 +/- 0.447 | dlogz: 64.435 > 0.109
iter: 1876 | bound: 24 | nc: 38 | ncall: 61282 | eff(%): 3.061 | loglstar: -inf < -313.960 < inf | logz: -335.012 +/- 0.447 | dlogz: 64.301 > 0.109
iter: 1877 | bound: 24 | nc: 38 | ncall: 61320 | eff(%): 3.061 | loglstar: -inf < -313.869 < inf | logz: -334.906 +/- 0.447 | dlogz: 64.177 > 0.109
iter: 1878 | bound: 24 | nc: 38 | ncall: 61358 | eff(%): 3.061 | loglstar: -inf < -313.032 < inf | logz: -334.746 +/- 0.448 | dlogz: 64.061 > 0.109
iter: 1879 | bound: 24 | nc: 38 | ncall: 61396 | eff(%): 3.060 | loglstar: -inf < -312.368 < inf | logz: -334.483 +/- 0.450 | dlogz: 63.891 > 0.109
iter: 1880 | bound: 24 | nc: 38 | ncall: 61434 | eff(%): 3.060 | loglstar: -inf < -312.333 < inf | logz: -334.215 +/- 0.451 | dlogz: 63.618 > 0.109
iter: 1881 | bound: 24 | nc: 38 | ncall: 61472 | eff(%): 3.060 | loglstar: -inf < -312.057 < inf | logz: -333.973 +/- 0.452 | dlogz: 67.656 > 0.109
iter: 1882 | bound: 24 | nc: 38 | ncall: 61510 | eff(%): 3.060 | loglstar: -inf < -311.795 < inf | logz: -333.727 +/- 0.453 | dlogz: 67.404 > 0.109
iter: 1883 | bound: 24 | nc: 38 | ncall: 61548 | eff(%): 3.059 | loglstar: -inf < -311.625 < inf | logz: -333.490 +/- 0.453 | dlogz: 67.148 > 0.109
iter: 1884 | bound: 24 | nc: 38 | ncall: 61586 | eff(%): 3.059 | loglstar: -inf < -311.442 < inf | logz: -333.268 +/- 0.453 | dlogz: 66.902 > 0.109
iter: 1885 | bound: 24 | nc: 38 | ncall: 61624 | eff(%): 3.059 | loglstar: -inf < -310.811 < inf | logz: -332.998 +/- 0.454 | dlogz: 66.670 > 0.109
iter: 1886 | bound: 24 | nc: 38 | ncall: 61662 | eff(%): 3.059 | loglstar: -inf < -310.403 < inf | logz: -332.674 +/- 0.456 | dlogz: 66.390 > 0.109
iter: 1887 | bound: 24 | nc: 38 | ncall: 61700 | eff(%): 3.058 | loglstar: -inf < -310.378 < inf | logz: -332.387 +/- 0.456 | dlogz: 66.056 > 0.109
iter: 1888 | bound: 24 | nc: 38 | ncall: 61738 | eff(%): 3.058 | loglstar: -inf < -310.250 < inf | logz: -332.149 +/- 0.456 | dlogz: 65.758 > 0.109
iter: 1889 | bound: 24 | nc: 38 | ncall: 61776 | eff(%): 3.058 | loglstar: -inf < -310.106 < inf | logz: -331.935 +/- 0.456 | dlogz: 65.511 > 0.109
iter: 1890 | bound: 24 | nc: 38 | ncall: 61814 | eff(%): 3.058 | loglstar: -inf < -310.091 < inf | logz: -331.747 +/- 0.455 | dlogz: 65.286 > 0.109
iter: 1891 | bound: 24 | nc: 38 | ncall: 61852 | eff(%): 3.057 | loglstar: -inf < -309.990 < inf | logz: -331.581 +/- 0.455 | dlogz: 65.088 > 0.109
iter: 1892 | bound: 24 | nc: 38 | ncall: 61890 | eff(%): 3.057 | loglstar: -inf < -309.899 < inf | logz: -331.427 +/- 0.454 | dlogz: 64.913 > 0.109
iter: 1893 | bound: 24 | nc: 38 | ncall: 61928 | eff(%): 3.057 | loglstar: -inf < -309.850 < inf | logz: -331.287 +/- 0.454 | dlogz: 64.749 > 0.109
iter: 1894 | bound: 24 | nc: 38 | ncall: 61966 | eff(%): 3.057 | loglstar: -inf < -309.845 < inf | logz: -331.161 +/- 0.453 | dlogz: 64.598 > 0.109
iter: 1895 | bound: 24 | nc: 38 | ncall: 62004 | eff(%): 3.056 | loglstar: -inf < -309.812 < inf | logz: -331.049 +/- 0.453 | dlogz: 64.463 > 0.109
iter: 1896 | bound: 24 | nc: 38 | ncall: 62042 | eff(%): 3.056 | loglstar: -inf < -309.740 < inf | logz: -330.944 +/- 0.452 | dlogz: 64.341 > 0.109
iter: 1897 | bound: 24 | nc: 38 | ncall: 62080 | eff(%): 3.056 | loglstar: -inf < -309.575 < inf | logz: -330.838 +/- 0.452 | dlogz: 64.225 > 0.109
iter: 1898 | bound: 24 | nc: 38 | ncall: 62118 | eff(%): 3.055 | loglstar: -inf < -309.315 < inf | logz: -330.721 +/- 0.451 | dlogz: 64.110 > 0.109
iter: 1899 | bound: 24 | nc: 38 | ncall: 62156 | eff(%): 3.055 | loglstar: -inf < -309.257 < inf | logz: -330.602 +/- 0.451 | dlogz: 63.983 > 0.109
iter: 1900 | bound: 24 | nc: 38 | ncall: 62194 | eff(%): 3.055 | loglstar: -inf < -309.218 < inf | logz: -330.492 +/- 0.451 | dlogz: 63.854 > 0.109
iter: 1901 | bound: 24 | nc: 38 | ncall: 62232 | eff(%): 3.055 | loglstar: -inf < -308.846 < inf | logz: -330.370 +/- 0.451 | dlogz: 63.734 > 0.109
iter: 1902 | bound: 24 | nc: 38 | ncall: 62270 | eff(%): 3.054 | loglstar: -inf < -308.643 < inf | logz: -330.231 +/- 0.451 | dlogz: 63.602 > 0.109
iter: 1903 | bound: 24 | nc: 38 | ncall: 62308 | eff(%): 3.054 | loglstar: -inf < -308.599 < inf | logz: -330.095 +/- 0.451 | dlogz: 63.453 > 0.109
iter: 1904 | bound: 24 | nc: 38 | ncall: 62346 | eff(%): 3.054 | loglstar: -inf < -308.594 < inf | logz: -329.975 +/- 0.451 | dlogz: 63.308 > 0.109
iter: 1905 | bound: 24 | nc: 38 | ncall: 62384 | eff(%): 3.054 | loglstar: -inf < -308.490 < inf | logz: -329.862 +/- 0.451 | dlogz: 63.177 > 0.109
iter: 1906 | bound: 24 | nc: 38 | ncall: 62422 | eff(%): 3.053 | loglstar: -inf < -308.025 < inf | logz: -329.728 +/- 0.451 | dlogz: 63.054 > 0.109
iter: 1907 | bound: 24 | nc: 38 | ncall: 62460 | eff(%): 3.053 | loglstar: -inf < -307.873 < inf | logz: -329.575 +/- 0.451 | dlogz: 62.910 > 0.109
iter: 1908 | bound: 25 | nc: 38 | ncall: 62498 | eff(%): 3.053 | loglstar: -inf < -307.562 < inf | logz: -329.410 +/- 0.451 | dlogz: 62.747 > 0.109
iter: 1909 | bound: 25 | nc: 38 | ncall: 62536 | eff(%): 3.053 | loglstar: -inf < -307.495 < inf | logz: -329.245 +/- 0.452 | dlogz: 62.573 > 0.109
iter: 1910 | bound: 25 | nc: 38 | ncall: 62574 | eff(%): 3.052 | loglstar: -inf < -307.300 < inf | logz: -329.087 +/- 0.452 | dlogz: 62.398 > 0.109
iter: 1911 | bound: 25 | nc: 38 | ncall: 62612 | eff(%): 3.052 | loglstar: -inf < -307.260 < inf | logz: -328.936 +/- 0.452 | dlogz: 62.229 > 0.109
iter: 1912 | bound: 25 | nc: 38 | ncall: 62650 | eff(%): 3.052 | loglstar: -inf < -307.217 < inf | logz: -328.801 +/- 0.452 | dlogz: 62.068 > 0.109
iter: 1913 | bound: 25 | nc: 38 | ncall: 62688 | eff(%): 3.052 | loglstar: -inf < -307.196 < inf | logz: -328.679 +/- 0.452 | dlogz: 61.923 > 0.109
iter: 1914 | bound: 25 | nc: 38 | ncall: 62726 | eff(%): 3.051 | loglstar: -inf < -306.911 < inf | logz: -328.554 +/- 0.452 | dlogz: 61.792 > 0.109
iter: 1915 | bound: 25 | nc: 38 | ncall: 62764 | eff(%): 3.051 | loglstar: -inf < -306.652 < inf | logz: -328.412 +/- 0.452 | dlogz: 61.657 > 0.109
iter: 1916 | bound: 25 | nc: 38 | ncall: 62802 | eff(%): 3.051 | loglstar: -inf < -306.583 < inf | logz: -328.269 +/- 0.452 | dlogz: 61.505 > 0.109
iter: 1917 | bound: 25 | nc: 38 | ncall: 62840 | eff(%): 3.051 | loglstar: -inf < -306.574 < inf | logz: -328.141 +/- 0.452 | dlogz: 61.352 > 0.109
iter: 1918 | bound: 25 | nc: 38 | ncall: 62878 | eff(%): 3.050 | loglstar: -inf < -306.137 < inf | logz: -327.999 +/- 0.452 | dlogz: 61.214 > 0.109
iter: 1919 | bound: 25 | nc: 38 | ncall: 62916 | eff(%): 3.050 | loglstar: -inf < -306.010 < inf | logz: -327.843 +/- 0.453 | dlogz: 61.063 > 0.109
iter: 1920 | bound: 25 | nc: 38 | ncall: 62954 | eff(%): 3.050 | loglstar: -inf < -305.992 < inf | logz: -327.699 +/- 0.453 | dlogz: 60.896 > 0.109
iter: 1921 | bound: 25 | nc: 38 | ncall: 62992 | eff(%): 3.050 | loglstar: -inf < -305.882 < inf | logz: -327.567 +/- 0.453 | dlogz: 60.742 > 0.109
iter: 1922 | bound: 25 | nc: 38 | ncall: 63030 | eff(%): 3.049 | loglstar: -inf < -305.361 < inf | logz: -327.407 +/- 0.453 | dlogz: 60.600 > 0.109
iter: 1923 | bound: 25 | nc: 38 | ncall: 63068 | eff(%): 3.049 | loglstar: -inf < -305.293 < inf | logz: -327.233 +/- 0.454 | dlogz: 60.430 > 0.109
iter: 1924 | bound: 25 | nc: 38 | ncall: 63106 | eff(%): 3.049 | loglstar: -inf < -305.091 < inf | logz: -327.066 +/- 0.454 | dlogz: 60.246 > 0.109
iter: 1925 | bound: 25 | nc: 38 | ncall: 63144 | eff(%): 3.049 | loglstar: -inf < -305.069 < inf | logz: -326.909 +/- 0.454 | dlogz: 60.069 > 0.109
iter: 1926 | bound: 25 | nc: 38 | ncall: 63182 | eff(%): 3.048 | loglstar: -inf < -304.562 < inf | logz: -326.733 +/- 0.455 | dlogz: 59.903 > 0.109
iter: 1927 | bound: 25 | nc: 38 | ncall: 63220 | eff(%): 3.048 | loglstar: -inf < -304.560 < inf | logz: -326.550 +/- 0.455 | dlogz: 59.716 > 0.109
iter: 1928 | bound: 25 | nc: 38 | ncall: 63258 | eff(%): 3.048 | loglstar: -inf < -304.529 < inf | logz: -326.395 +/- 0.455 | dlogz: 59.524 > 0.109
iter: 1929 | bound: 25 | nc: 38 | ncall: 63296 | eff(%): 3.048 | loglstar: -inf < -304.508 < inf | logz: -326.259 +/- 0.455 | dlogz: 59.359 > 0.109
iter: 1930 | bound: 25 | nc: 38 | ncall: 63334 | eff(%): 3.047 | loglstar: -inf < -304.187 < inf | logz: -326.118 +/- 0.455 | dlogz: 59.212 > 0.109
iter: 1931 | bound: 25 | nc: 38 | ncall: 63372 | eff(%): 3.047 | loglstar: -inf < -304.105 < inf | logz: -325.971 +/- 0.455 | dlogz: 59.061 > 0.109
iter: 1932 | bound: 25 | nc: 38 | ncall: 63410 | eff(%): 3.047 | loglstar: -inf < -304.101 < inf | logz: -325.840 +/- 0.455 | dlogz: 58.905 > 0.109
iter: 1933 | bound: 25 | nc: 38 | ncall: 63448 | eff(%): 3.047 | loglstar: -inf < -303.909 < inf | logz: -325.713 +/- 0.455 | dlogz: 58.764 > 0.109
iter: 1934 | bound: 25 | nc: 38 | ncall: 63486 | eff(%): 3.046 | loglstar: -inf < -303.669 < inf | logz: -325.576 +/- 0.455 | dlogz: 58.627 > 0.109
iter: 1935 | bound: 25 | nc: 38 | ncall: 63524 | eff(%): 3.046 | loglstar: -inf < -303.430 < inf | logz: -325.427 +/- 0.455 | dlogz: 58.480 > 0.109
iter: 1936 | bound: 25 | nc: 38 | ncall: 63562 | eff(%): 3.046 | loglstar: -inf < -303.411 < inf | logz: -325.283 +/- 0.455 | dlogz: 58.321 > 0.109
iter: 1937 | bound: 25 | nc: 38 | ncall: 63600 | eff(%): 3.046 | loglstar: -inf < -303.411 < inf | logz: -325.157 +/- 0.455 | dlogz: 58.167 > 0.109
iter: 1938 | bound: 25 | nc: 38 | ncall: 63638 | eff(%): 3.045 | loglstar: -inf < -303.107 < inf | logz: -325.027 +/- 0.455 | dlogz: 58.031 > 0.109
iter: 1939 | bound: 25 | nc: 38 | ncall: 63676 | eff(%): 3.045 | loglstar: -inf < -302.972 < inf | logz: -324.889 +/- 0.455 | dlogz: 57.891 > 0.109
iter: 1940 | bound: 25 | nc: 38 | ncall: 63714 | eff(%): 3.045 | loglstar: -inf < -302.811 < inf | logz: -324.751 +/- 0.455 | dlogz: 57.743 > 0.109
iter: 1941 | bound: 26 | nc: 38 | ncall: 63752 | eff(%): 3.045 | loglstar: -inf < -302.590 < inf | logz: -324.607 +/- 0.455 | dlogz: 57.595 > 0.109
iter: 1942 | bound: 26 | nc: 38 | ncall: 63790 | eff(%): 3.044 | loglstar: -inf < -302.589 < inf | logz: -324.469 +/- 0.455 | dlogz: 57.441 > 0.109
iter: 1943 | bound: 26 | nc: 38 | ncall: 63828 | eff(%): 3.044 | loglstar: -inf < -302.441 < inf | logz: -324.340 +/- 0.455 | dlogz: 57.293 > 0.109
iter: 1944 | bound: 26 | nc: 38 | ncall: 63866 | eff(%): 3.044 | loglstar: -inf < -302.085 < inf | logz: -324.195 +/- 0.455 | dlogz: 57.154 > 0.109
iter: 1945 | bound: 26 | nc: 38 | ncall: 63904 | eff(%): 3.044 | loglstar: -inf < -302.048 < inf | logz: -324.046 +/- 0.455 | dlogz: 56.999 > 0.109
iter: 1946 | bound: 26 | nc: 38 | ncall: 63942 | eff(%): 3.043 | loglstar: -inf < -302.027 < inf | logz: -323.915 +/- 0.455 | dlogz: 56.841 > 0.109
iter: 1947 | bound: 26 | nc: 38 | ncall: 63980 | eff(%): 3.043 | loglstar: -inf < -302.022 < inf | logz: -323.798 +/- 0.455 | dlogz: 56.699 > 0.109
iter: 1948 | bound: 26 | nc: 38 | ncall: 64018 | eff(%): 3.043 | loglstar: -inf < -302.022 < inf | logz: -323.694 +/- 0.455 | dlogz: 56.572 > 0.109
iter: 1949 | bound: 26 | nc: 38 | ncall: 64056 | eff(%): 3.043 | loglstar: -inf < -301.394 < inf | logz: -323.563 +/- 0.455 | dlogz: 56.459 > 0.109
iter: 1950 | bound: 26 | nc: 38 | ncall: 64094 | eff(%): 3.042 | loglstar: -inf < -301.327 < inf | logz: -323.411 +/- 0.455 | dlogz: 56.318 > 0.109
iter: 1951 | bound: 26 | nc: 38 | ncall: 64132 | eff(%): 3.042 | loglstar: -inf < -301.135 < inf | logz: -323.263 +/- 0.456 | dlogz: 56.155 > 0.109
iter: 1952 | bound: 26 | nc: 38 | ncall: 64170 | eff(%): 3.042 | loglstar: -inf < -301.118 < inf | logz: -323.122 +/- 0.456 | dlogz: 55.997 > 0.109
iter: 1953 | bound: 26 | nc: 38 | ncall: 64208 | eff(%): 3.042 | loglstar: -inf < -300.749 < inf | logz: -322.974 +/- 0.456 | dlogz: 55.847 > 0.109
iter: 1954 | bound: 26 | nc: 38 | ncall: 64246 | eff(%): 3.041 | loglstar: -inf < -300.746 < inf | logz: -322.824 +/- 0.456 | dlogz: 55.689 > 0.109
iter: 1955 | bound: 26 | nc: 38 | ncall: 64284 | eff(%): 3.041 | loglstar: -inf < -300.539 < inf | logz: -322.681 +/- 0.456 | dlogz: 55.529 > 0.109
iter: 1956 | bound: 26 | nc: 38 | ncall: 64322 | eff(%): 3.041 | loglstar: -inf < -300.413 < inf | logz: -322.537 +/- 0.457 | dlogz: 55.376 > 0.109
iter: 1957 | bound: 26 | nc: 38 | ncall: 64360 | eff(%): 3.041 | loglstar: -inf < -300.387 < inf | logz: -322.403 +/- 0.457 | dlogz: 55.222 > 0.109
iter: 1958 | bound: 26 | nc: 38 | ncall: 64398 | eff(%): 3.040 | loglstar: -inf < -299.872 < inf | logz: -322.247 +/- 0.457 | dlogz: 55.078 > 0.109
iter: 1959 | bound: 26 | nc: 38 | ncall: 64436 | eff(%): 3.040 | loglstar: -inf < -299.539 < inf | logz: -322.054 +/- 0.458 | dlogz: 54.912 > 0.109
iter: 1960 | bound: 26 | nc: 38 | ncall: 64474 | eff(%): 3.040 | loglstar: -inf < -299.220 < inf | logz: -321.838 +/- 0.459 | dlogz: 54.709 > 0.109
iter: 1961 | bound: 26 | nc: 38 | ncall: 64512 | eff(%): 3.040 | loglstar: -inf < -299.170 < inf | logz: -321.632 +/- 0.459 | dlogz: 54.483 > 0.109
iter: 1962 | bound: 26 | nc: 38 | ncall: 64550 | eff(%): 3.040 | loglstar: -inf < -299.140 < inf | logz: -321.456 +/- 0.459 | dlogz: 54.267 > 0.109
iter: 1963 | bound: 26 | nc: 38 | ncall: 64588 | eff(%): 3.039 | loglstar: -inf < -299.024 < inf | logz: -321.298 +/- 0.459 | dlogz: 54.082 > 0.109
iter: 1964 | bound: 26 | nc: 38 | ncall: 64626 | eff(%): 3.039 | loglstar: -inf < -298.795 < inf | logz: -321.138 +/- 0.459 | dlogz: 53.913 > 0.109
iter: 1965 | bound: 26 | nc: 38 | ncall: 64664 | eff(%): 3.039 | loglstar: -inf < -298.792 < inf | logz: -320.987 +/- 0.459 | dlogz: 53.744 > 0.109
iter: 1966 | bound: 26 | nc: 38 | ncall: 64702 | eff(%): 3.039 | loglstar: -inf < -298.763 < inf | logz: -320.855 +/- 0.459 | dlogz: 53.583 > 0.109
iter: 1967 | bound: 26 | nc: 38 | ncall: 64740 | eff(%): 3.038 | loglstar: -inf < -298.744 < inf | logz: -320.737 +/- 0.459 | dlogz: 53.441 > 0.109
iter: 1968 | bound: 26 | nc: 38 | ncall: 64778 | eff(%): 3.038 | loglstar: -inf < -298.544 < inf | logz: -320.621 +/- 0.459 | dlogz: 53.313 > 0.109
iter: 1969 | bound: 26 | nc: 38 | ncall: 64816 | eff(%): 3.038 | loglstar: -inf < -298.541 < inf | logz: -320.507 +/- 0.458 | dlogz: 53.186 > 0.109
iter: 1970 | bound: 26 | nc: 38 | ncall: 64854 | eff(%): 3.038 | loglstar: -inf < -298.524 < inf | logz: -320.405 +/- 0.458 | dlogz: 53.063 > 0.109
iter: 1971 | bound: 26 | nc: 38 | ncall: 64892 | eff(%): 3.037 | loglstar: -inf < -298.476 < inf | logz: -320.311 +/- 0.458 | dlogz: 52.951 > 0.109
iter: 1972 | bound: 26 | nc: 38 | ncall: 64930 | eff(%): 3.037 | loglstar: -inf < -298.324 < inf | logz: -320.217 +/- 0.457 | dlogz: 52.847 > 0.109
iter: 1973 | bound: 26 | nc: 38 | ncall: 64968 | eff(%): 3.037 | loglstar: -inf < -298.295 < inf | logz: -320.124 +/- 0.457 | dlogz: 52.743 > 0.109
iter: 1974 | bound: 26 | nc: 38 | ncall: 65006 | eff(%): 3.037 | loglstar: -inf < -298.090 < inf | logz: -320.030 +/- 0.457 | dlogz: 52.640 > 0.109
iter: 1975 | bound: 26 | nc: 38 | ncall: 65044 | eff(%): 3.036 | loglstar: -inf < -298.027 < inf | logz: -319.933 +/- 0.457 | dlogz: 52.535 > 0.109
iter: 1976 | bound: 26 | nc: 38 | ncall: 65082 | eff(%): 3.036 | loglstar: -inf < -297.937 < inf | logz: -319.839 +/- 0.457 | dlogz: 52.429 > 0.109
iter: 1977 | bound: 26 | nc: 38 | ncall: 65120 | eff(%): 3.036 | loglstar: -inf < -297.843 < inf | logz: -319.746 +/- 0.456 | dlogz: 52.325 > 0.109
iter: 1978 | bound: 26 | nc: 38 | ncall: 65158 | eff(%): 3.036 | loglstar: -inf < -297.815 < inf | logz: -319.656 +/- 0.456 | dlogz: 52.222 > 0.109
iter: 1979 | bound: 26 | nc: 38 | ncall: 65196 | eff(%): 3.035 | loglstar: -inf < -297.628 < inf | logz: -319.566 +/- 0.456 | dlogz: 52.122 > 0.109
iter: 1980 | bound: 26 | nc: 38 | ncall: 65234 | eff(%): 3.035 | loglstar: -inf < -297.462 < inf | logz: -319.469 +/- 0.456 | dlogz: 52.022 > 0.109
iter: 1981 | bound: 26 | nc: 38 | ncall: 65272 | eff(%): 3.035 | loglstar: -inf < -297.251 < inf | logz: -319.364 +/- 0.456 | dlogz: 51.915 > 0.109
iter: 1982 | bound: 26 | nc: 38 | ncall: 65310 | eff(%): 3.035 | loglstar: -inf < -296.963 < inf | logz: -319.244 +/- 0.456 | dlogz: 51.800 > 0.109
iter: 1983 | bound: 26 | nc: 38 | ncall: 65348 | eff(%): 3.035 | loglstar: -inf < -296.913 < inf | logz: -319.121 +/- 0.457 | dlogz: 51.670 > 0.109
iter: 1984 | bound: 26 | nc: 38 | ncall: 65386 | eff(%): 3.034 | loglstar: -inf < -296.747 < inf | logz: -319.000 +/- 0.457 | dlogz: 51.537 > 0.109
iter: 1985 | bound: 26 | nc: 38 | ncall: 65424 | eff(%): 3.034 | loglstar: -inf < -296.724 < inf | logz: -318.884 +/- 0.457 | dlogz: 51.406 > 0.109
iter: 1986 | bound: 26 | nc: 38 | ncall: 65462 | eff(%): 3.034 | loglstar: -inf < -296.658 < inf | logz: -318.776 +/- 0.457 | dlogz: 51.280 > 0.109
iter: 1987 | bound: 26 | nc: 38 | ncall: 65500 | eff(%): 3.034 | loglstar: -inf < -296.548 < inf | logz: -318.671 +/- 0.457 | dlogz: 51.162 > 0.109
iter: 1988 | bound: 26 | nc: 38 | ncall: 65538 | eff(%): 3.033 | loglstar: -inf < -296.414 < inf | logz: -318.566 +/- 0.457 | dlogz: 51.048 > 0.109
iter: 1989 | bound: 26 | nc: 38 | ncall: 65576 | eff(%): 3.033 | loglstar: -inf < -296.219 < inf | logz: -318.455 +/- 0.457 | dlogz: 50.932 > 0.109
iter: 1990 | bound: 26 | nc: 38 | ncall: 65614 | eff(%): 3.033 | loglstar: -inf < -296.057 < inf | logz: -318.338 +/- 0.457 | dlogz: 50.811 > 0.109
iter: 1991 | bound: 26 | nc: 38 | ncall: 65652 | eff(%): 3.033 | loglstar: -inf < -296.026 < inf | logz: -318.225 +/- 0.458 | dlogz: 50.684 > 0.109
iter: 1992 | bound: 26 | nc: 38 | ncall: 65690 | eff(%): 3.032 | loglstar: -inf < -295.739 < inf | logz: -318.106 +/- 0.458 | dlogz: 50.561 > 0.109
iter: 1993 | bound: 26 | nc: 38 | ncall: 65728 | eff(%): 3.032 | loglstar: -inf < -295.651 < inf | logz: -317.982 +/- 0.458 | dlogz: 50.433 > 0.109
iter: 1994 | bound: 26 | nc: 38 | ncall: 65766 | eff(%): 3.032 | loglstar: -inf < -295.372 < inf | logz: -317.851 +/- 0.458 | dlogz: 50.299 > 0.109
iter: 1995 | bound: 27 | nc: 38 | ncall: 65804 | eff(%): 3.032 | loglstar: -inf < -295.008 < inf | logz: -317.695 +/- 0.459 | dlogz: 50.158 > 0.109
iter: 1996 | bound: 27 | nc: 38 | ncall: 65842 | eff(%): 3.031 | loglstar: -inf < -294.983 < inf | logz: -317.538 +/- 0.460 | dlogz: 49.992 > 0.109
iter: 1997 | bound: 27 | nc: 38 | ncall: 65880 | eff(%): 3.031 | loglstar: -inf < -294.982 < inf | logz: -317.401 +/- 0.460 | dlogz: 49.825 > 0.109
iter: 1998 | bound: 27 | nc: 38 | ncall: 65918 | eff(%): 3.031 | loglstar: -inf < -294.977 < inf | logz: -317.282 +/- 0.460 | dlogz: 49.678 > 0.109
iter: 1999 | bound: 27 | nc: 38 | ncall: 65956 | eff(%): 3.031 | loglstar: -inf < -294.901 < inf | logz: -317.172 +/- 0.460 | dlogz: 49.549 > 0.109
iter: 2000 | bound: 27 | nc: 38 | ncall: 65994 | eff(%): 3.031 | loglstar: -inf < -294.673 < inf | logz: -317.058 +/- 0.460 | dlogz: 49.429 > 0.109
iter: 2001 | bound: 27 | nc: 38 | ncall: 66032 | eff(%): 3.030 | loglstar: -inf < -294.542 < inf | logz: -316.938 +/- 0.460 | dlogz: 49.305 > 0.109
iter: 2002 | bound: 27 | nc: 38 | ncall: 66070 | eff(%): 3.030 | loglstar: -inf < -294.495 < inf | logz: -316.824 +/- 0.460 | dlogz: 49.176 > 0.109
iter: 2003 | bound: 27 | nc: 38 | ncall: 66108 | eff(%): 3.030 | loglstar: -inf < -294.199 < inf | logz: -316.702 +/- 0.460 | dlogz: 49.051 > 0.109
iter: 2004 | bound: 27 | nc: 38 | ncall: 66146 | eff(%): 3.030 | loglstar: -inf < -294.000 < inf | logz: -316.568 +/- 0.460 | dlogz: 48.920 > 0.109
iter: 2005 | bound: 27 | nc: 38 | ncall: 66184 | eff(%): 3.029 | loglstar: -inf < -293.935 < inf | logz: -316.436 +/- 0.460 | dlogz: 48.775 > 0.109
iter: 2006 | bound: 27 | nc: 38 | ncall: 66222 | eff(%): 3.029 | loglstar: -inf < -293.715 < inf | logz: -316.303 +/- 0.461 | dlogz: 48.633 > 0.109
iter: 2007 | bound: 27 | nc: 38 | ncall: 66260 | eff(%): 3.029 | loglstar: -inf < -293.685 < inf | logz: -316.173 +/- 0.461 | dlogz: 48.490 > 0.109
iter: 2008 | bound: 27 | nc: 38 | ncall: 66298 | eff(%): 3.029 | loglstar: -inf < -293.606 < inf | logz: -316.052 +/- 0.461 | dlogz: 48.350 > 0.109
iter: 2009 | bound: 27 | nc: 38 | ncall: 66336 | eff(%): 3.029 | loglstar: -inf < -293.138 < inf | logz: -315.912 +/- 0.461 | dlogz: 48.220 > 0.109
iter: 2010 | bound: 27 | nc: 38 | ncall: 66374 | eff(%): 3.028 | loglstar: -inf < -292.760 < inf | logz: -315.732 +/- 0.462 | dlogz: 48.069 > 0.109
iter: 2011 | bound: 27 | nc: 38 | ncall: 66412 | eff(%): 3.028 | loglstar: -inf < -292.571 < inf | logz: -315.539 +/- 0.463 | dlogz: 47.880 > 0.109
iter: 2012 | bound: 27 | nc: 38 | ncall: 66450 | eff(%): 3.028 | loglstar: -inf < -292.481 < inf | logz: -315.357 +/- 0.463 | dlogz: 47.676 > 0.109
iter: 2013 | bound: 27 | nc: 38 | ncall: 66488 | eff(%): 3.028 | loglstar: -inf < -292.390 < inf | logz: -315.191 +/- 0.464 | dlogz: 47.485 > 0.109
iter: 2014 | bound: 27 | nc: 38 | ncall: 66526 | eff(%): 3.027 | loglstar: -inf < -292.256 < inf | logz: -315.035 +/- 0.464 | dlogz: 47.309 > 0.109
iter: 2015 | bound: 27 | nc: 38 | ncall: 66564 | eff(%): 3.027 | loglstar: -inf < -292.203 < inf | logz: -314.889 +/- 0.464 | dlogz: 47.143 > 0.109
iter: 2016 | bound: 27 | nc: 38 | ncall: 66602 | eff(%): 3.027 | loglstar: -inf < -292.134 < inf | logz: -314.755 +/- 0.464 | dlogz: 46.987 > 0.109
iter: 2017 | bound: 27 | nc: 38 | ncall: 66640 | eff(%): 3.027 | loglstar: -inf < -291.857 < inf | logz: -314.617 +/- 0.464 | dlogz: 46.843 > 0.109
iter: 2018 | bound: 27 | nc: 38 | ncall: 66678 | eff(%): 3.026 | loglstar: -inf < -291.473 < inf | logz: -314.451 +/- 0.464 | dlogz: 46.695 > 0.109
iter: 2019 | bound: 27 | nc: 38 | ncall: 66716 | eff(%): 3.026 | loglstar: -inf < -291.372 < inf | logz: -314.278 +/- 0.464 | dlogz: 46.519 > 0.109
iter: 2020 | bound: 27 | nc: 38 | ncall: 66754 | eff(%): 3.026 | loglstar: -inf < -291.310 < inf | logz: -314.121 +/- 0.464 | dlogz: 46.336 > 0.109
iter: 2021 | bound: 27 | nc: 38 | ncall: 66792 | eff(%): 3.026 | loglstar: -inf < -291.151 < inf | logz: -313.971 +/- 0.465 | dlogz: 46.169 > 0.109
iter: 2022 | bound: 27 | nc: 38 | ncall: 66830 | eff(%): 3.026 | loglstar: -inf < -290.699 < inf | logz: -313.796 +/- 0.465 | dlogz: 46.009 > 0.109
iter: 2023 | bound: 27 | nc: 38 | ncall: 66868 | eff(%): 3.025 | loglstar: -inf < -290.694 < inf | logz: -313.618 +/- 0.465 | dlogz: 45.824 > 0.109
iter: 2024 | bound: 27 | nc: 38 | ncall: 66906 | eff(%): 3.025 | loglstar: -inf < -290.586 < inf | logz: -313.460 +/- 0.465 | dlogz: 45.636 > 0.109
iter: 2025 | bound: 27 | nc: 38 | ncall: 66944 | eff(%): 3.025 | loglstar: -inf < -290.400 < inf | logz: -313.305 +/- 0.465 | dlogz: 45.468 > 0.109
iter: 2026 | bound: 27 | nc: 38 | ncall: 66982 | eff(%): 3.025 | loglstar: -inf < -290.308 < inf | logz: -313.154 +/- 0.465 | dlogz: 45.303 > 0.109
iter: 2027 | bound: 27 | nc: 38 | ncall: 67020 | eff(%): 3.024 | loglstar: -inf < -290.232 < inf | logz: -313.013 +/- 0.465 | dlogz: 45.142 > 0.109
iter: 2028 | bound: 27 | nc: 38 | ncall: 67058 | eff(%): 3.024 | loglstar: -inf < -290.230 < inf | logz: -312.887 +/- 0.465 | dlogz: 44.992 > 0.109
iter: 2029 | bound: 27 | nc: 38 | ncall: 67096 | eff(%): 3.024 | loglstar: -inf < -290.118 < inf | logz: -312.769 +/- 0.465 | dlogz: 44.855 > 0.109
iter: 2030 | bound: 27 | nc: 38 | ncall: 67134 | eff(%): 3.024 | loglstar: -inf < -290.080 < inf | logz: -312.657 +/- 0.465 | dlogz: 44.728 > 0.109
iter: 2031 | bound: 27 | nc: 38 | ncall: 67172 | eff(%): 3.024 | loglstar: -inf < -290.074 < inf | logz: -312.556 +/- 0.464 | dlogz: 64.521 > 0.109
iter: 2032 | bound: 27 | nc: 38 | ncall: 67210 | eff(%): 3.023 | loglstar: -inf < -289.988 < inf | logz: -312.460 +/- 0.464 | dlogz: 64.409 > 0.109
iter: 2033 | bound: 27 | nc: 38 | ncall: 67248 | eff(%): 3.023 | loglstar: -inf < -289.950 < inf | logz: -312.369 +/- 0.464 | dlogz: 64.304 > 0.109
iter: 2034 | bound: 27 | nc: 38 | ncall: 67286 | eff(%): 3.023 | loglstar: -inf < -289.941 < inf | logz: -312.284 +/- 0.464 | dlogz: 64.202 > 0.109
iter: 2035 | bound: 27 | nc: 38 | ncall: 67324 | eff(%): 3.023 | loglstar: -inf < -289.250 < inf | logz: -312.169 +/- 0.464 | dlogz: 64.107 > 0.109
iter: 2036 | bound: 28 | nc: 38 | ncall: 67362 | eff(%): 3.022 | loglstar: -inf < -288.992 < inf | logz: -312.017 +/- 0.464 | dlogz: 63.983 > 0.109
iter: 2037 | bound: 28 | nc: 38 | ncall: 67400 | eff(%): 3.022 | loglstar: -inf < -288.967 < inf | logz: -311.870 +/- 0.464 | dlogz: 63.821 > 0.109
iter: 2038 | bound: 28 | nc: 38 | ncall: 67438 | eff(%): 3.022 | loglstar: -inf < -288.962 < inf | logz: -311.740 +/- 0.464 | dlogz: 70.933 > 0.109
iter: 2039 | bound: 28 | nc: 38 | ncall: 67476 | eff(%): 3.022 | loglstar: -inf < -288.851 < inf | logz: -311.620 +/- 0.464 | dlogz: 70.794 > 0.109
iter: 2040 | bound: 28 | nc: 38 | ncall: 67514 | eff(%): 3.022 | loglstar: -inf < -288.817 < inf | logz: -311.507 +/- 0.464 | dlogz: 70.664 > 0.109
iter: 2041 | bound: 28 | nc: 38 | ncall: 67552 | eff(%): 3.021 | loglstar: -inf < -288.772 < inf | logz: -311.402 +/- 0.464 | dlogz: 70.541 > 0.109
iter: 2042 | bound: 28 | nc: 38 | ncall: 67590 | eff(%): 3.021 | loglstar: -inf < -288.700 < inf | logz: -311.302 +/- 0.464 | dlogz: 70.426 > 0.109
iter: 2043 | bound: 28 | nc: 38 | ncall: 67628 | eff(%): 3.021 | loglstar: -inf < -288.424 < inf | logz: -311.196 +/- 0.464 | dlogz: 70.316 > 0.109
iter: 2044 | bound: 28 | nc: 38 | ncall: 67666 | eff(%): 3.021 | loglstar: -inf < -287.781 < inf | logz: -311.043 +/- 0.465 | dlogz: 70.200 > 0.109
iter: 2045 | bound: 28 | nc: 38 | ncall: 67704 | eff(%): 3.021 | loglstar: -inf < -287.395 < inf | logz: -310.838 +/- 0.466 | dlogz: 70.037 > 0.109
iter: 2046 | bound: 28 | nc: 38 | ncall: 67742 | eff(%): 3.020 | loglstar: -inf < -287.371 < inf | logz: -310.638 +/- 0.467 | dlogz: 69.822 > 0.109
iter: 2047 | bound: 28 | nc: 38 | ncall: 67780 | eff(%): 3.020 | loglstar: -inf < -287.175 < inf | logz: -310.455 +/- 0.467 | dlogz: 69.613 > 0.109
iter: 2048 | bound: 28 | nc: 38 | ncall: 67818 | eff(%): 3.020 | loglstar: -inf < -287.175 < inf | logz: -310.288 +/- 0.467 | dlogz: 69.420 > 0.109
iter: 2049 | bound: 28 | nc: 38 | ncall: 67856 | eff(%): 3.020 | loglstar: -inf < -287.021 < inf | logz: -310.135 +/- 0.468 | dlogz: 69.243 > 0.109
iter: 2050 | bound: 28 | nc: 38 | ncall: 67894 | eff(%): 3.019 | loglstar: -inf < -286.646 < inf | logz: -309.965 +/- 0.468 | dlogz: 69.080 > 0.109
iter: 2051 | bound: 28 | nc: 38 | ncall: 67932 | eff(%): 3.019 | loglstar: -inf < -286.414 < inf | logz: -309.777 +/- 0.468 | dlogz: 68.900 > 0.109
iter: 2052 | bound: 28 | nc: 38 | ncall: 67970 | eff(%): 3.019 | loglstar: -inf < -286.377 < inf | logz: -309.600 +/- 0.469 | dlogz: 68.701 > 0.109
iter: 2053 | bound: 29 | nc: 38 | ncall: 68008 | eff(%): 3.019 | loglstar: -inf < -286.313 < inf | logz: -309.444 +/- 0.469 | dlogz: 68.514 > 0.109
iter: 2054 | bound: 29 | nc: 38 | ncall: 68046 | eff(%): 3.019 | loglstar: -inf < -286.191 < inf | logz: -309.298 +/- 0.469 | dlogz: 68.349 > 0.109
iter: 2055 | bound: 29 | nc: 38 | ncall: 68084 | eff(%): 3.018 | loglstar: -inf < -285.745 < inf | logz: -309.130 +/- 0.469 | dlogz: 68.193 > 0.109
iter: 2056 | bound: 29 | nc: 38 | ncall: 68122 | eff(%): 3.018 | loglstar: -inf < -285.358 < inf | logz: -308.923 +/- 0.469 | dlogz: 68.015 > 0.109
iter: 2057 | bound: 29 | nc: 38 | ncall: 68160 | eff(%): 3.018 | loglstar: -inf < -284.911 < inf | logz: -308.673 +/- 0.470 | dlogz: 67.797 > 0.109
iter: 2058 | bound: 29 | nc: 38 | ncall: 68198 | eff(%): 3.018 | loglstar: -inf < -284.650 < inf | logz: -308.406 +/- 0.472 | dlogz: 67.538 > 0.109
iter: 2059 | bound: 29 | nc: 38 | ncall: 68236 | eff(%): 3.017 | loglstar: -inf < -284.361 < inf | logz: -308.139 +/- 0.472 | dlogz: 67.261 > 0.109
iter: 2060 | bound: 29 | nc: 38 | ncall: 68274 | eff(%): 3.017 | loglstar: -inf < -284.218 < inf | logz: -307.887 +/- 0.473 | dlogz: 66.983 > 0.109
iter: 2061 | bound: 29 | nc: 38 | ncall: 68312 | eff(%): 3.017 | loglstar: -inf < -284.217 < inf | logz: -307.675 +/- 0.473 | dlogz: 66.722 > 0.109
iter: 2062 | bound: 29 | nc: 38 | ncall: 68350 | eff(%): 3.017 | loglstar: -inf < -284.206 < inf | logz: -307.501 +/- 0.472 | dlogz: 66.500 > 0.109
iter: 2063 | bound: 29 | nc: 38 | ncall: 68388 | eff(%): 3.017 | loglstar: -inf < -284.065 < inf | logz: -307.343 +/- 0.472 | dlogz: 66.316 > 0.109
iter: 2064 | bound: 29 | nc: 38 | ncall: 68426 | eff(%): 3.016 | loglstar: -inf < -283.884 < inf | logz: -307.186 +/- 0.472 | dlogz: 66.148 > 0.109
iter: 2065 | bound: 29 | nc: 38 | ncall: 68464 | eff(%): 3.016 | loglstar: -inf < -283.530 < inf | logz: -307.012 +/- 0.472 | dlogz: 65.981 > 0.109
iter: 2066 | bound: 29 | nc: 38 | ncall: 68502 | eff(%): 3.016 | loglstar: -inf < -283.518 < inf | logz: -306.840 +/- 0.472 | dlogz: 65.797 > 0.109
iter: 2067 | bound: 29 | nc: 38 | ncall: 68540 | eff(%): 3.016 | loglstar: -inf < -283.400 < inf | logz: -306.686 +/- 0.471 | dlogz: 65.616 > 0.109
iter: 2068 | bound: 29 | nc: 38 | ncall: 68578 | eff(%): 3.016 | loglstar: -inf < -282.716 < inf | logz: -306.484 +/- 0.472 | dlogz: 65.451 > 0.109
iter: 2069 | bound: 29 | nc: 38 | ncall: 68616 | eff(%): 3.015 | loglstar: -inf < -282.582 < inf | logz: -306.255 +/- 0.472 | dlogz: 65.239 > 0.109
iter: 2070 | bound: 29 | nc: 38 | ncall: 68654 | eff(%): 3.015 | loglstar: -inf < -282.563 < inf | logz: -306.057 +/- 0.472 | dlogz: 65.000 > 0.109
iter: 2071 | bound: 29 | nc: 38 | ncall: 68692 | eff(%): 3.015 | loglstar: -inf < -282.356 < inf | logz: -305.875 +/- 0.472 | dlogz: 64.793 > 0.109
iter: 2072 | bound: 29 | nc: 38 | ncall: 68730 | eff(%): 3.015 | loglstar: -inf < -282.226 < inf | logz: -305.697 +/- 0.472 | dlogz: 64.601 > 0.109
iter: 2073 | bound: 29 | nc: 38 | ncall: 68768 | eff(%): 3.014 | loglstar: -inf < -282.141 < inf | logz: -305.532 +/- 0.472 | dlogz: 64.413 > 0.109
iter: 2074 | bound: 29 | nc: 38 | ncall: 68806 | eff(%): 3.014 | loglstar: -inf < -282.065 < inf | logz: -305.381 +/- 0.472 | dlogz: 64.238 > 0.109
iter: 2075 | bound: 29 | nc: 38 | ncall: 68844 | eff(%): 3.014 | loglstar: -inf < -281.784 < inf | logz: -305.226 +/- 0.472 | dlogz: 64.077 > 0.109
iter: 2076 | bound: 29 | nc: 38 | ncall: 68882 | eff(%): 3.014 | loglstar: -inf < -281.778 < inf | logz: -305.076 +/- 0.472 | dlogz: 63.912 > 0.109
iter: 2077 | bound: 29 | nc: 38 | ncall: 68920 | eff(%): 3.014 | loglstar: -inf < -281.508 < inf | logz: -304.927 +/- 0.472 | dlogz: 63.752 > 0.109
iter: 2078 | bound: 29 | nc: 38 | ncall: 68958 | eff(%): 3.013 | loglstar: -inf < -281.243 < inf | logz: -304.763 +/- 0.472 | dlogz: 63.593 > 0.109
iter: 2079 | bound: 29 | nc: 38 | ncall: 68996 | eff(%): 3.013 | loglstar: -inf < -281.224 < inf | logz: -304.605 +/- 0.472 | dlogz: 63.419 > 0.109
iter: 2080 | bound: 29 | nc: 38 | ncall: 69034 | eff(%): 3.013 | loglstar: -inf < -281.202 < inf | logz: -304.467 +/- 0.471 | dlogz: 63.251 > 0.109
iter: 2081 | bound: 29 | nc: 38 | ncall: 69072 | eff(%): 3.013 | loglstar: -inf < -281.129 < inf | logz: -304.341 +/- 0.471 | dlogz: 63.103 > 0.109
iter: 2082 | bound: 29 | nc: 38 | ncall: 69110 | eff(%): 3.013 | loglstar: -inf < -281.031 < inf | logz: -304.221 +/- 0.471 | dlogz: 62.967 > 0.109
iter: 2083 | bound: 29 | nc: 38 | ncall: 69148 | eff(%): 3.012 | loglstar: -inf < -280.747 < inf | logz: -304.093 +/- 0.471 | dlogz: 62.837 > 0.109
iter: 2084 | bound: 29 | nc: 38 | ncall: 69186 | eff(%): 3.012 | loglstar: -inf < -280.469 < inf | logz: -303.947 +/- 0.471 | dlogz: 62.699 > 0.109
iter: 2085 | bound: 29 | nc: 38 | ncall: 69224 | eff(%): 3.012 | loglstar: -inf < -280.454 < inf | logz: -303.803 +/- 0.471 | dlogz: 62.543 > 0.109
iter: 2086 | bound: 29 | nc: 38 | ncall: 69262 | eff(%): 3.012 | loglstar: -inf < -279.926 < inf | logz: -303.638 +/- 0.471 | dlogz: 62.389 > 0.109
iter: 2087 | bound: 29 | nc: 38 | ncall: 69300 | eff(%): 3.012 | loglstar: -inf < -279.817 < inf | logz: -303.455 +/- 0.472 | dlogz: 62.214 > 0.109
iter: 2088 | bound: 29 | nc: 38 | ncall: 69338 | eff(%): 3.011 | loglstar: -inf < -279.748 < inf | logz: -303.288 +/- 0.472 | dlogz: 62.021 > 0.109
iter: 2089 | bound: 29 | nc: 38 | ncall: 69376 | eff(%): 3.011 | loglstar: -inf < -279.724 < inf | logz: -303.141 +/- 0.472 | dlogz: 61.845 > 0.109
iter: 2090 | bound: 29 | nc: 38 | ncall: 69414 | eff(%): 3.011 | loglstar: -inf < -279.518 < inf | logz: -302.999 +/- 0.472 | dlogz: 61.687 > 0.109
iter: 2091 | bound: 29 | nc: 38 | ncall: 69452 | eff(%): 3.011 | loglstar: -inf < -279.270 < inf | logz: -302.846 +/- 0.472 | dlogz: 61.535 > 0.109
iter: 2092 | bound: 29 | nc: 38 | ncall: 69490 | eff(%): 3.011 | loglstar: -inf < -278.923 < inf | logz: -302.671 +/- 0.472 | dlogz: 61.372 > 0.109
iter: 2093 | bound: 29 | nc: 38 | ncall: 69528 | eff(%): 3.010 | loglstar: -inf < -278.890 < inf | logz: -302.498 +/- 0.473 | dlogz: 61.188 > 0.109
iter: 2094 | bound: 29 | nc: 38 | ncall: 69566 | eff(%): 3.010 | loglstar: -inf < -278.827 < inf | logz: -302.346 +/- 0.473 | dlogz: 61.005 > 0.109
iter: 2095 | bound: 29 | nc: 38 | ncall: 69604 | eff(%): 3.010 | loglstar: -inf < -278.779 < inf | logz: -302.207 +/- 0.473 | dlogz: 60.842 > 0.109
iter: 2096 | bound: 29 | nc: 38 | ncall: 69642 | eff(%): 3.010 | loglstar: -inf < -278.763 < inf | logz: -302.084 +/- 0.472 | dlogz: 60.694 > 0.109
iter: 2097 | bound: 29 | nc: 38 | ncall: 69680 | eff(%): 3.009 | loglstar: -inf < -278.580 < inf | logz: -301.963 +/- 0.472 | dlogz: 60.560 > 0.109
iter: 2098 | bound: 30 | nc: 38 | ncall: 69718 | eff(%): 3.009 | loglstar: -inf < -278.159 < inf | logz: -301.819 +/- 0.472 | dlogz: 60.430 > 0.109
iter: 2099 | bound: 30 | nc: 38 | ncall: 69756 | eff(%): 3.009 | loglstar: -inf < -277.996 < inf | logz: -301.659 +/- 0.472 | dlogz: 60.276 > 0.109
iter: 2100 | bound: 30 | nc: 38 | ncall: 69794 | eff(%): 3.009 | loglstar: -inf < -277.478 < inf | logz: -301.466 +/- 0.473 | dlogz: 60.105 > 0.109
iter: 2101 | bound: 30 | nc: 38 | ncall: 69832 | eff(%): 3.009 | loglstar: -inf < -277.472 < inf | logz: -301.268 +/- 0.474 | dlogz: 59.903 > 0.109
iter: 2102 | bound: 30 | nc: 38 | ncall: 69870 | eff(%): 3.008 | loglstar: -inf < -277.447 < inf | logz: -301.102 +/- 0.474 | dlogz: 59.695 > 0.109
iter: 2103 | bound: 30 | nc: 38 | ncall: 69908 | eff(%): 3.008 | loglstar: -inf < -277.125 < inf | logz: -300.935 +/- 0.474 | dlogz: 59.519 > 0.109
iter: 2104 | bound: 30 | nc: 38 | ncall: 69946 | eff(%): 3.008 | loglstar: -inf < -277.055 < inf | logz: -300.766 +/- 0.474 | dlogz: 59.342 > 0.109
iter: 2105 | bound: 30 | nc: 38 | ncall: 69984 | eff(%): 3.008 | loglstar: -inf < -276.886 < inf | logz: -300.606 +/- 0.474 | dlogz: 59.164 > 0.109
iter: 2106 | bound: 30 | nc: 38 | ncall: 70022 | eff(%): 3.008 | loglstar: -inf < -276.738 < inf | logz: -300.448 +/- 0.474 | dlogz: 58.994 > 0.109
iter: 2107 | bound: 30 | nc: 38 | ncall: 70060 | eff(%): 3.007 | loglstar: -inf < -276.675 < inf | logz: -300.299 +/- 0.474 | dlogz: 58.826 > 0.109
iter: 2108 | bound: 30 | nc: 38 | ncall: 70098 | eff(%): 3.007 | loglstar: -inf < -276.653 < inf | logz: -300.166 +/- 0.474 | dlogz: 58.667 > 0.109
iter: 2109 | bound: 30 | nc: 38 | ncall: 70136 | eff(%): 3.007 | loglstar: -inf < -276.645 < inf | logz: -300.048 +/- 0.474 | dlogz: 58.523 > 0.109
iter: 2110 | bound: 30 | nc: 38 | ncall: 70174 | eff(%): 3.007 | loglstar: -inf < -276.604 < inf | logz: -299.940 +/- 0.473 | dlogz: 58.395 > 0.109
iter: 2111 | bound: 30 | nc: 38 | ncall: 70212 | eff(%): 3.007 | loglstar: -inf < -276.239 < inf | logz: -299.822 +/- 0.473 | dlogz: 58.278 > 0.109
iter: 2112 | bound: 30 | nc: 38 | ncall: 70250 | eff(%): 3.006 | loglstar: -inf < -276.190 < inf | logz: -299.697 +/- 0.473 | dlogz: 58.150 > 0.109
iter: 2113 | bound: 30 | nc: 38 | ncall: 70288 | eff(%): 3.006 | loglstar: -inf < -276.023 < inf | logz: -299.574 +/- 0.473 | dlogz: 58.014 > 0.109
iter: 2114 | bound: 30 | nc: 38 | ncall: 70326 | eff(%): 3.006 | loglstar: -inf < -275.997 < inf | logz: -299.456 +/- 0.473 | dlogz: 57.882 > 0.109
iter: 2115 | bound: 30 | nc: 38 | ncall: 70364 | eff(%): 3.006 | loglstar: -inf < -275.911 < inf | logz: -299.346 +/- 0.473 | dlogz: 57.754 > 0.109
iter: 2116 | bound: 30 | nc: 38 | ncall: 70402 | eff(%): 3.006 | loglstar: -inf < -275.842 < inf | logz: -299.240 +/- 0.473 | dlogz: 57.633 > 0.109
iter: 2117 | bound: 30 | nc: 38 | ncall: 70440 | eff(%): 3.005 | loglstar: -inf < -275.708 < inf | logz: -299.135 +/- 0.473 | dlogz: 57.518 > 0.109
iter: 2118 | bound: 30 | nc: 38 | ncall: 70478 | eff(%): 3.005 | loglstar: -inf < -275.604 < inf | logz: -299.030 +/- 0.472 | dlogz: 57.403 > 0.109
iter: 2119 | bound: 30 | nc: 38 | ncall: 70516 | eff(%): 3.005 | loglstar: -inf < -275.344 < inf | logz: -298.917 +/- 0.472 | dlogz: 57.288 > 0.109
iter: 2120 | bound: 30 | nc: 38 | ncall: 70554 | eff(%): 3.005 | loglstar: -inf < -275.240 < inf | logz: -298.799 +/- 0.472 | dlogz: 57.165 > 0.109
iter: 2121 | bound: 30 | nc: 38 | ncall: 70592 | eff(%): 3.005 | loglstar: -inf < -275.146 < inf | logz: -298.684 +/- 0.472 | dlogz: 57.037 > 0.109
iter: 2122 | bound: 30 | nc: 38 | ncall: 70630 | eff(%): 3.004 | loglstar: -inf < -274.931 < inf | logz: -298.565 +/- 0.473 | dlogz: 56.912 > 0.109
iter: 2123 | bound: 30 | nc: 38 | ncall: 70668 | eff(%): 3.004 | loglstar: -inf < -274.801 < inf | logz: -298.442 +/- 0.473 | dlogz: 56.783 > 0.109
iter: 2124 | bound: 30 | nc: 38 | ncall: 70706 | eff(%): 3.004 | loglstar: -inf < -274.696 < inf | logz: -298.320 +/- 0.473 | dlogz: 56.650 > 0.109
iter: 2125 | bound: 30 | nc: 38 | ncall: 70744 | eff(%): 3.004 | loglstar: -inf < -274.682 < inf | logz: -298.207 +/- 0.473 | dlogz: 56.518 > 0.109
iter: 2126 | bound: 30 | nc: 38 | ncall: 70782 | eff(%): 3.004 | loglstar: -inf < -274.455 < inf | logz: -298.093 +/- 0.473 | dlogz: 56.395 > 0.109
iter: 2127 | bound: 30 | nc: 38 | ncall: 70820 | eff(%): 3.003 | loglstar: -inf < -274.420 < inf | logz: -297.979 +/- 0.473 | dlogz: 56.271 > 0.109
iter: 2128 | bound: 30 | nc: 38 | ncall: 70858 | eff(%): 3.003 | loglstar: -inf < -274.383 < inf | logz: -297.874 +/- 0.473 | dlogz: 56.147 > 0.109
iter: 2129 | bound: 30 | nc: 38 | ncall: 70896 | eff(%): 3.003 | loglstar: -inf < -274.340 < inf | logz: -297.777 +/- 0.473 | dlogz: 56.033 > 0.109
iter: 2130 | bound: 30 | nc: 38 | ncall: 70934 | eff(%): 3.003 | loglstar: -inf < -274.090 < inf | logz: -297.675 +/- 0.473 | dlogz: 55.925 > 0.109
iter: 2131 | bound: 30 | nc: 38 | ncall: 70972 | eff(%): 3.003 | loglstar: -inf < -274.034 < inf | logz: -297.569 +/- 0.473 | dlogz: 55.813 > 0.109
iter: 2132 | bound: 30 | nc: 38 | ncall: 71010 | eff(%): 3.002 | loglstar: -inf < -274.006 < inf | logz: -297.471 +/- 0.473 | dlogz: 55.698 > 0.109
iter: 2133 | bound: 30 | nc: 38 | ncall: 71048 | eff(%): 3.002 | loglstar: -inf < -273.789 < inf | logz: -297.371 +/- 0.473 | dlogz: 55.590 > 0.109
iter: 2134 | bound: 30 | nc: 38 | ncall: 71086 | eff(%): 3.002 | loglstar: -inf < -273.400 < inf | logz: -297.249 +/- 0.473 | dlogz: 55.479 > 0.109
iter: 2135 | bound: 30 | nc: 38 | ncall: 71124 | eff(%): 3.002 | loglstar: -inf < -273.322 < inf | logz: -297.118 +/- 0.473 | dlogz: 55.348 > 0.109
iter: 2136 | bound: 30 | nc: 38 | ncall: 71162 | eff(%): 3.002 | loglstar: -inf < -273.254 < inf | logz: -296.994 +/- 0.473 | dlogz: 55.206 > 0.109
iter: 2137 | bound: 30 | nc: 38 | ncall: 71200 | eff(%): 3.001 | loglstar: -inf < -273.237 < inf | logz: -296.881 +/- 0.473 | dlogz: 55.073 > 0.109
iter: 2138 | bound: 30 | nc: 38 | ncall: 71238 | eff(%): 3.001 | loglstar: -inf < -273.141 < inf | logz: -296.775 +/- 0.473 | dlogz: 54.950 > 0.109
iter: 2139 | bound: 30 | nc: 38 | ncall: 71276 | eff(%): 3.001 | loglstar: -inf < -273.091 < inf | logz: -296.673 +/- 0.473 | dlogz: 54.834 > 0.109
iter: 2140 | bound: 30 | nc: 38 | ncall: 71314 | eff(%): 3.001 | loglstar: -inf < -273.076 < inf | logz: -296.578 +/- 0.473 | dlogz: 54.722 > 0.109
iter: 2141 | bound: 30 | nc: 38 | ncall: 71352 | eff(%): 3.001 | loglstar: -inf < -272.664 < inf | logz: -296.471 +/- 0.473 | dlogz: 54.617 > 0.109
iter: 2142 | bound: 30 | nc: 38 | ncall: 71390 | eff(%): 3.000 | loglstar: -inf < -272.656 < inf | logz: -296.356 +/- 0.474 | dlogz: 54.500 > 0.109
iter: 2143 | bound: 30 | nc: 38 | ncall: 71428 | eff(%): 3.000 | loglstar: -inf < -272.542 < inf | logz: -296.248 +/- 0.474 | dlogz: 54.375 > 0.109
iter: 2144 | bound: 30 | nc: 38 | ncall: 71466 | eff(%): 3.000 | loglstar: -inf < -272.256 < inf | logz: -296.131 +/- 0.474 | dlogz: 54.257 > 0.109
iter: 2145 | bound: 30 | nc: 38 | ncall: 71504 | eff(%): 3.000 | loglstar: -inf < -271.990 < inf | logz: -295.996 +/- 0.474 | dlogz: 54.130 > 0.109
iter: 2146 | bound: 30 | nc: 38 | ncall: 71542 | eff(%): 3.000 | loglstar: -inf < -271.670 < inf | logz: -295.840 +/- 0.475 | dlogz: 53.985 > 0.109
iter: 2147 | bound: 30 | nc: 38 | ncall: 71580 | eff(%): 2.999 | loglstar: -inf < -271.469 < inf | logz: -295.671 +/- 0.476 | dlogz: 53.819 > 0.109
iter: 2148 | bound: 30 | nc: 38 | ncall: 71618 | eff(%): 2.999 | loglstar: -inf < -271.446 < inf | logz: -295.513 +/- 0.476 | dlogz: 53.641 > 0.109
iter: 2149 | bound: 30 | nc: 38 | ncall: 71656 | eff(%): 2.999 | loglstar: -inf < -271.254 < inf | logz: -295.363 +/- 0.476 | dlogz: 53.473 > 0.109
iter: 2150 | bound: 30 | nc: 38 | ncall: 71694 | eff(%): 2.999 | loglstar: -inf < -271.097 < inf | logz: -295.212 +/- 0.477 | dlogz: 53.313 > 0.109
iter: 2151 | bound: 30 | nc: 38 | ncall: 71732 | eff(%): 2.999 | loglstar: -inf < -270.851 < inf | logz: -295.053 +/- 0.477 | dlogz: 53.151 > 0.109
iter: 2152 | bound: 30 | nc: 38 | ncall: 71770 | eff(%): 2.998 | loglstar: -inf < -270.708 < inf | logz: -294.892 +/- 0.477 | dlogz: 52.983 > 0.109
iter: 2153 | bound: 30 | nc: 38 | ncall: 71808 | eff(%): 2.998 | loglstar: -inf < -270.695 < inf | logz: -294.744 +/- 0.478 | dlogz: 52.812 > 0.109
iter: 2154 | bound: 30 | nc: 38 | ncall: 71846 | eff(%): 2.998 | loglstar: -inf < -270.686 < inf | logz: -294.616 +/- 0.478 | dlogz: 52.654 > 0.109
iter: 2155 | bound: 30 | nc: 38 | ncall: 71884 | eff(%): 2.998 | loglstar: -inf < -270.631 < inf | logz: -294.499 +/- 0.477 | dlogz: 52.515 > 0.109
iter: 2156 | bound: 30 | nc: 38 | ncall: 71922 | eff(%): 2.998 | loglstar: -inf < -270.605 < inf | logz: -294.392 +/- 0.477 | dlogz: 52.389 > 0.109
iter: 2157 | bound: 30 | nc: 38 | ncall: 71960 | eff(%): 2.997 | loglstar: -inf < -270.242 < inf | logz: -294.275 +/- 0.477 | dlogz: 52.272 > 0.109
iter: 2158 | bound: 30 | nc: 38 | ncall: 71998 | eff(%): 2.997 | loglstar: -inf < -269.777 < inf | logz: -294.120 +/- 0.478 | dlogz: 52.145 > 0.109
iter: 2159 | bound: 30 | nc: 38 | ncall: 72036 | eff(%): 2.997 | loglstar: -inf < -269.614 < inf | logz: -293.946 +/- 0.478 | dlogz: 51.980 > 0.109
iter: 2160 | bound: 30 | nc: 38 | ncall: 72074 | eff(%): 2.997 | loglstar: -inf < -269.436 < inf | logz: -293.774 +/- 0.479 | dlogz: 51.796 > 0.109
iter: 2161 | bound: 30 | nc: 38 | ncall: 72112 | eff(%): 2.997 | loglstar: -inf < -269.234 < inf | logz: -293.601 +/- 0.479 | dlogz: 51.614 > 0.109
iter: 2162 | bound: 30 | nc: 38 | ncall: 72150 | eff(%): 2.997 | loglstar: -inf < -269.042 < inf | logz: -293.425 +/- 0.479 | dlogz: 51.431 > 0.109
iter: 2163 | bound: 30 | nc: 38 | ncall: 72188 | eff(%): 2.996 | loglstar: -inf < -268.829 < inf | logz: -293.247 +/- 0.480 | dlogz: 51.245 > 0.109
iter: 2164 | bound: 30 | nc: 38 | ncall: 72226 | eff(%): 2.996 | loglstar: -inf < -268.728 < inf | logz: -293.074 +/- 0.480 | dlogz: 51.057 > 0.109
iter: 2165 | bound: 30 | nc: 38 | ncall: 72264 | eff(%): 2.996 | loglstar: -inf < -267.711 < inf | logz: -292.804 +/- 0.482 | dlogz: 50.874 > 0.109
iter: 2166 | bound: 30 | nc: 38 | ncall: 72302 | eff(%): 2.996 | loglstar: -inf < -267.612 < inf | logz: -292.495 +/- 0.483 | dlogz: 59.777 > 0.109
iter: 2167 | bound: 30 | nc: 38 | ncall: 72340 | eff(%): 2.996 | loglstar: -inf < -267.556 < inf | logz: -292.244 +/- 0.484 | dlogz: 59.458 > 0.109
iter: 2168 | bound: 30 | nc: 38 | ncall: 72378 | eff(%): 2.995 | loglstar: -inf < -267.522 < inf | logz: -292.038 +/- 0.484 | dlogz: 59.198 > 0.109
iter: 2169 | bound: 30 | nc: 38 | ncall: 72416 | eff(%): 2.995 | loglstar: -inf < -267.307 < inf | logz: -291.847 +/- 0.484 | dlogz: 58.981 > 0.109
iter: 2170 | bound: 30 | nc: 38 | ncall: 72454 | eff(%): 2.995 | loglstar: -inf < -267.247 < inf | logz: -291.668 +/- 0.483 | dlogz: 58.781 > 0.109
iter: 2171 | bound: 30 | nc: 38 | ncall: 72492 | eff(%): 2.995 | loglstar: -inf < -267.166 < inf | logz: -291.507 +/- 0.483 | dlogz: 58.591 > 0.109
iter: 2172 | bound: 30 | nc: 38 | ncall: 72530 | eff(%): 2.995 | loglstar: -inf < -267.036 < inf | logz: -291.355 +/- 0.483 | dlogz: 58.420 > 0.109
iter: 2173 | bound: 30 | nc: 38 | ncall: 72568 | eff(%): 2.994 | loglstar: -inf < -266.977 < inf | logz: -291.213 +/- 0.482 | dlogz: 58.259 > 0.109
iter: 2174 | bound: 30 | nc: 38 | ncall: 72606 | eff(%): 2.994 | loglstar: -inf < -266.827 < inf | logz: -291.077 +/- 0.482 | dlogz: 58.107 > 0.109
iter: 2175 | bound: 30 | nc: 38 | ncall: 72644 | eff(%): 2.994 | loglstar: -inf < -266.666 < inf | logz: -290.939 +/- 0.482 | dlogz: 57.961 > 0.109
iter: 2176 | bound: 30 | nc: 38 | ncall: 72682 | eff(%): 2.994 | loglstar: -inf < -266.564 < inf | logz: -290.804 +/- 0.482 | dlogz: 57.813 > 0.109
iter: 2177 | bound: 30 | nc: 38 | ncall: 72720 | eff(%): 2.994 | loglstar: -inf < -266.439 < inf | logz: -290.673 +/- 0.481 | dlogz: 57.668 > 0.109
iter: 2178 | bound: 30 | nc: 38 | ncall: 72758 | eff(%): 2.993 | loglstar: -inf < -266.394 < inf | logz: -290.548 +/- 0.481 | dlogz: 57.527 > 0.109
iter: 2179 | bound: 30 | nc: 38 | ncall: 72796 | eff(%): 2.993 | loglstar: -inf < -266.335 < inf | logz: -290.433 +/- 0.481 | dlogz: 57.392 > 0.109
iter: 2180 | bound: 30 | nc: 38 | ncall: 72834 | eff(%): 2.993 | loglstar: -inf < -266.313 < inf | logz: -290.327 +/- 0.481 | dlogz: 57.267 > 0.109
iter: 2181 | bound: 30 | nc: 38 | ncall: 72872 | eff(%): 2.993 | loglstar: -inf < -266.308 < inf | logz: -290.231 +/- 0.480 | dlogz: 57.151 > 0.109
iter: 2182 | bound: 30 | nc: 38 | ncall: 72910 | eff(%): 2.993 | loglstar: -inf < -266.135 < inf | logz: -290.136 +/- 0.480 | dlogz: 57.045 > 0.109
iter: 2183 | bound: 30 | nc: 38 | ncall: 72948 | eff(%): 2.993 | loglstar: -inf < -265.773 < inf | logz: -290.023 +/- 0.480 | dlogz: 56.940 > 0.109
iter: 2184 | bound: 30 | nc: 38 | ncall: 72986 | eff(%): 2.992 | loglstar: -inf < -265.736 < inf | logz: -289.904 +/- 0.480 | dlogz: 56.817 > 0.109
iter: 2185 | bound: 30 | nc: 38 | ncall: 73024 | eff(%): 2.992 | loglstar: -inf < -265.680 < inf | logz: -289.794 +/- 0.480 | dlogz: 56.688 > 0.109
iter: 2186 | bound: 30 | nc: 38 | ncall: 73062 | eff(%): 2.992 | loglstar: -inf < -265.503 < inf | logz: -289.684 +/- 0.480 | dlogz: 56.568 > 0.109
iter: 2187 | bound: 30 | nc: 38 | ncall: 73100 | eff(%): 2.992 | loglstar: -inf < -265.392 < inf | logz: -289.572 +/- 0.480 | dlogz: 56.448 > 0.109
iter: 2188 | bound: 30 | nc: 38 | ncall: 73138 | eff(%): 2.992 | loglstar: -inf < -265.314 < inf | logz: -289.463 +/- 0.480 | dlogz: 56.326 > 0.109
iter: 2189 | bound: 30 | nc: 38 | ncall: 73176 | eff(%): 2.991 | loglstar: -inf < -264.814 < inf | logz: -289.330 +/- 0.480 | dlogz: 56.207 > 0.109
iter: 2190 | bound: 30 | nc: 38 | ncall: 73214 | eff(%): 2.991 | loglstar: -inf < -264.786 < inf | logz: -289.187 +/- 0.480 | dlogz: 56.065 > 0.109
iter: 2191 | bound: 30 | nc: 38 | ncall: 73252 | eff(%): 2.991 | loglstar: -inf < -264.744 < inf | logz: -289.058 +/- 0.480 | dlogz: 55.911 > 0.109
iter: 2192 | bound: 30 | nc: 38 | ncall: 73290 | eff(%): 2.991 | loglstar: -inf < -264.742 < inf | logz: -288.943 +/- 0.480 | dlogz: 55.772 > 0.109
iter: 2193 | bound: 30 | nc: 38 | ncall: 73328 | eff(%): 2.991 | loglstar: -inf < -263.948 < inf | logz: -288.783 +/- 0.481 | dlogz: 55.647 > 0.109
iter: 2194 | bound: 30 | nc: 38 | ncall: 73366 | eff(%): 2.990 | loglstar: -inf < -263.877 < inf | logz: -288.593 +/- 0.482 | dlogz: 55.477 > 0.109
iter: 2195 | bound: 30 | nc: 38 | ncall: 73404 | eff(%): 2.990 | loglstar: -inf < -263.414 < inf | logz: -288.387 +/- 0.483 | dlogz: 55.278 > 0.109
iter: 2196 | bound: 30 | nc: 38 | ncall: 73442 | eff(%): 2.990 | loglstar: -inf < -263.270 < inf | logz: -288.168 +/- 0.483 | dlogz: 55.061 > 0.109
iter: 2197 | bound: 31 | nc: 38 | ncall: 73480 | eff(%): 2.990 | loglstar: -inf < -263.233 < inf | logz: -287.976 +/- 0.484 | dlogz: 54.833 > 0.109
iter: 2198 | bound: 31 | nc: 38 | ncall: 73518 | eff(%): 2.990 | loglstar: -inf < -263.226 < inf | logz: -287.813 +/- 0.484 | dlogz: 54.630 > 0.109
iter: 2199 | bound: 31 | nc: 38 | ncall: 73556 | eff(%): 2.990 | loglstar: -inf < -263.189 < inf | logz: -287.671 +/- 0.484 | dlogz: 54.457 > 0.109
iter: 2200 | bound: 31 | nc: 38 | ncall: 73594 | eff(%): 2.989 | loglstar: -inf < -263.118 < inf | logz: -287.541 +/- 0.484 | dlogz: 55.029 > 0.109
iter: 2201 | bound: 31 | nc: 38 | ncall: 73632 | eff(%): 2.989 | loglstar: -inf < -263.070 < inf | logz: -287.421 +/- 0.483 | dlogz: 54.889 > 0.109
iter: 2202 | bound: 31 | nc: 38 | ncall: 73670 | eff(%): 2.989 | loglstar: -inf < -262.673 < inf | logz: -287.288 +/- 0.483 | dlogz: 54.759 > 0.109
iter: 2203 | bound: 31 | nc: 38 | ncall: 73708 | eff(%): 2.989 | loglstar: -inf < -262.379 < inf | logz: -287.128 +/- 0.483 | dlogz: 54.616 > 0.109
iter: 2204 | bound: 31 | nc: 38 | ncall: 73746 | eff(%): 2.989 | loglstar: -inf < -262.195 < inf | logz: -286.959 +/- 0.484 | dlogz: 54.446 > 0.109
iter: 2205 | bound: 31 | nc: 38 | ncall: 73784 | eff(%): 2.988 | loglstar: -inf < -262.127 < inf | logz: -286.799 +/- 0.484 | dlogz: 54.267 > 0.109
iter: 2206 | bound: 31 | nc: 38 | ncall: 73822 | eff(%): 2.988 | loglstar: -inf < -261.580 < inf | logz: -286.610 +/- 0.484 | dlogz: 54.097 > 0.109
iter: 2207 | bound: 31 | nc: 38 | ncall: 73860 | eff(%): 2.988 | loglstar: -inf < -261.551 < inf | logz: -286.413 +/- 0.485 | dlogz: 53.899 > 0.109
iter: 2208 | bound: 31 | nc: 38 | ncall: 73898 | eff(%): 2.988 | loglstar: -inf < -261.545 < inf | logz: -286.247 +/- 0.485 | dlogz: 53.691 > 0.109
iter: 2209 | bound: 31 | nc: 38 | ncall: 73936 | eff(%): 2.988 | loglstar: -inf < -261.526 < inf | logz: -286.104 +/- 0.485 | dlogz: 53.515 > 0.109
iter: 2210 | bound: 31 | nc: 38 | ncall: 73974 | eff(%): 2.988 | loglstar: -inf < -261.361 < inf | logz: -285.969 +/- 0.485 | dlogz: 53.363 > 0.109
iter: 2211 | bound: 31 | nc: 38 | ncall: 74012 | eff(%): 2.987 | loglstar: -inf < -261.315 < inf | logz: -285.839 +/- 0.484 | dlogz: 53.217 > 0.109
iter: 2212 | bound: 31 | nc: 38 | ncall: 74050 | eff(%): 2.987 | loglstar: -inf < -261.087 < inf | logz: -285.709 +/- 0.484 | dlogz: 53.077 > 0.109
iter: 2213 | bound: 31 | nc: 38 | ncall: 74088 | eff(%): 2.987 | loglstar: -inf < -261.039 < inf | logz: -285.579 +/- 0.484 | dlogz: 52.937 > 0.109
iter: 2214 | bound: 31 | nc: 38 | ncall: 74126 | eff(%): 2.987 | loglstar: -inf < -260.938 < inf | logz: -285.458 +/- 0.484 | dlogz: 52.798 > 0.109
iter: 2215 | bound: 31 | nc: 38 | ncall: 74164 | eff(%): 2.987 | loglstar: -inf < -260.921 < inf | logz: -285.344 +/- 0.484 | dlogz: 52.666 > 0.109
iter: 2216 | bound: 31 | nc: 38 | ncall: 74202 | eff(%): 2.986 | loglstar: -inf < -260.865 < inf | logz: -285.239 +/- 0.484 | dlogz: 52.543 > 0.109
iter: 2217 | bound: 31 | nc: 38 | ncall: 74240 | eff(%): 2.986 | loglstar: -inf < -260.863 < inf | logz: -285.143 +/- 0.483 | dlogz: 52.428 > 0.109
iter: 2218 | bound: 31 | nc: 38 | ncall: 74278 | eff(%): 2.986 | loglstar: -inf < -260.807 < inf | logz: -285.053 +/- 0.483 | dlogz: 52.322 > 0.109
iter: 2219 | bound: 31 | nc: 38 | ncall: 74316 | eff(%): 2.986 | loglstar: -inf < -260.704 < inf | logz: -284.966 +/- 0.483 | dlogz: 52.222 > 0.109
iter: 2220 | bound: 31 | nc: 38 | ncall: 74354 | eff(%): 2.986 | loglstar: -inf < -260.621 < inf | logz: -284.878 +/- 0.483 | dlogz: 52.124 > 0.109
iter: 2221 | bound: 31 | nc: 38 | ncall: 74392 | eff(%): 2.986 | loglstar: -inf < -260.583 < inf | logz: -284.794 +/- 0.482 | dlogz: 52.027 > 0.109
iter: 2222 | bound: 31 | nc: 38 | ncall: 74430 | eff(%): 2.985 | loglstar: -inf < -260.540 < inf | logz: -284.713 +/- 0.482 | dlogz: 51.933 > 0.109
iter: 2223 | bound: 31 | nc: 38 | ncall: 74468 | eff(%): 2.985 | loglstar: -inf < -260.118 < inf | logz: -284.620 +/- 0.482 | dlogz: 51.842 > 0.109
iter: 2224 | bound: 31 | nc: 38 | ncall: 74506 | eff(%): 2.985 | loglstar: -inf < -259.939 < inf | logz: -284.508 +/- 0.482 | dlogz: 51.739 > 0.109
iter: 2225 | bound: 31 | nc: 38 | ncall: 74544 | eff(%): 2.985 | loglstar: -inf < -259.822 < inf | logz: -284.395 +/- 0.482 | dlogz: 51.618 > 0.109
iter: 2226 | bound: 31 | nc: 38 | ncall: 74582 | eff(%): 2.985 | loglstar: -inf < -259.586 < inf | logz: -284.275 +/- 0.482 | dlogz: 51.494 > 0.109
iter: 2227 | bound: 31 | nc: 38 | ncall: 74620 | eff(%): 2.984 | loglstar: -inf < -259.574 < inf | logz: -284.156 +/- 0.483 | dlogz: 51.364 > 0.109
iter: 2228 | bound: 31 | nc: 38 | ncall: 74658 | eff(%): 2.984 | loglstar: -inf < -259.442 < inf | logz: -284.043 +/- 0.483 | dlogz: 51.235 > 0.109
iter: 2229 | bound: 31 | nc: 38 | ncall: 74696 | eff(%): 2.984 | loglstar: -inf < -259.185 < inf | logz: -283.922 +/- 0.483 | dlogz: 51.112 > 0.109
iter: 2230 | bound: 31 | nc: 38 | ncall: 74734 | eff(%): 2.984 | loglstar: -inf < -259.182 < inf | logz: -283.801 +/- 0.483 | dlogz: 50.981 > 0.109
iter: 2231 | bound: 31 | nc: 38 | ncall: 74772 | eff(%): 2.984 | loglstar: -inf < -259.058 < inf | logz: -283.688 +/- 0.483 | dlogz: 50.851 > 0.109
iter: 2232 | bound: 31 | nc: 38 | ncall: 74810 | eff(%): 2.984 | loglstar: -inf < -258.882 < inf | logz: -283.572 +/- 0.483 | dlogz: 50.728 > 0.109
iter: 2233 | bound: 31 | nc: 38 | ncall: 74848 | eff(%): 2.983 | loglstar: -inf < -258.721 < inf | logz: -283.451 +/- 0.483 | dlogz: 50.602 > 0.109
iter: 2234 | bound: 31 | nc: 38 | ncall: 74886 | eff(%): 2.983 | loglstar: -inf < -258.524 < inf | logz: -283.324 +/- 0.484 | dlogz: 50.471 > 0.109
iter: 2235 | bound: 31 | nc: 38 | ncall: 74924 | eff(%): 2.983 | loglstar: -inf < -258.126 < inf | logz: -283.175 +/- 0.484 | dlogz: 50.334 > 0.109
iter: 2236 | bound: 31 | nc: 38 | ncall: 74962 | eff(%): 2.983 | loglstar: -inf < -257.703 < inf | logz: -282.986 +/- 0.485 | dlogz: 50.175 > 0.109
iter: 2237 | bound: 31 | nc: 38 | ncall: 75000 | eff(%): 2.983 | loglstar: -inf < -257.441 < inf | logz: -282.774 +/- 0.486 | dlogz: 49.976 > 0.109
iter: 2238 | bound: 31 | nc: 38 | ncall: 75038 | eff(%): 2.982 | loglstar: -inf < -257.052 < inf | logz: -282.539 +/- 0.488 | dlogz: 49.754 > 0.109
iter: 2239 | bound: 31 | nc: 38 | ncall: 75076 | eff(%): 2.982 | loglstar: -inf < -257.023 < inf | logz: -282.315 +/- 0.488 | dlogz: 49.509 > 0.109
iter: 2240 | bound: 31 | nc: 38 | ncall: 75114 | eff(%): 2.982 | loglstar: -inf < -256.930 < inf | logz: -282.124 +/- 0.489 | dlogz: 49.275 > 0.109
iter: 2241 | bound: 31 | nc: 38 | ncall: 75152 | eff(%): 2.982 | loglstar: -inf < -256.837 < inf | logz: -281.950 +/- 0.489 | dlogz: 49.074 > 0.109
iter: 2242 | bound: 31 | nc: 38 | ncall: 75190 | eff(%): 2.982 | loglstar: -inf < -256.805 < inf | logz: -281.795 +/- 0.489 | dlogz: 48.890 > 0.109
iter: 2243 | bound: 31 | nc: 38 | ncall: 75228 | eff(%): 2.982 | loglstar: -inf < -256.736 < inf | logz: -281.656 +/- 0.488 | dlogz: 48.725 > 0.109
iter: 2244 | bound: 31 | nc: 38 | ncall: 75266 | eff(%): 2.981 | loglstar: -inf < -256.712 < inf | logz: -281.529 +/- 0.488 | dlogz: 48.576 > 0.109
iter: 2245 | bound: 31 | nc: 38 | ncall: 75304 | eff(%): 2.981 | loglstar: -inf < -256.260 < inf | logz: -281.387 +/- 0.488 | dlogz: 48.439 > 0.109
iter: 2246 | bound: 31 | nc: 38 | ncall: 75342 | eff(%): 2.981 | loglstar: -inf < -256.067 < inf | logz: -281.223 +/- 0.488 | dlogz: 48.287 > 0.109
iter: 2247 | bound: 31 | nc: 38 | ncall: 75380 | eff(%): 2.981 | loglstar: -inf < -255.944 < inf | logz: -281.062 +/- 0.488 | dlogz: 48.113 > 0.109
iter: 2248 | bound: 31 | nc: 38 | ncall: 75418 | eff(%): 2.981 | loglstar: -inf < -255.929 < inf | logz: -280.916 +/- 0.488 | dlogz: 47.942 > 0.109
iter: 2249 | bound: 31 | nc: 38 | ncall: 75456 | eff(%): 2.981 | loglstar: -inf < -255.838 < inf | logz: -280.783 +/- 0.488 | dlogz: 47.786 > 0.109
iter: 2250 | bound: 31 | nc: 38 | ncall: 75494 | eff(%): 2.980 | loglstar: -inf < -255.756 < inf | logz: -280.657 +/- 0.488 | dlogz: 47.643 > 0.109
iter: 2251 | bound: 31 | nc: 38 | ncall: 75532 | eff(%): 2.980 | loglstar: -inf < -255.303 < inf | logz: -280.511 +/- 0.488 | dlogz: 47.507 > 0.109
iter: 2252 | bound: 32 | nc: 38 | ncall: 75570 | eff(%): 2.980 | loglstar: -inf < -255.255 < inf | logz: -280.356 +/- 0.488 | dlogz: 47.352 > 0.109
iter: 2253 | bound: 32 | nc: 38 | ncall: 75608 | eff(%): 2.980 | loglstar: -inf < -255.244 < inf | logz: -280.219 +/- 0.488 | dlogz: 47.186 > 0.109
iter: 2254 | bound: 32 | nc: 38 | ncall: 75646 | eff(%): 2.980 | loglstar: -inf < -255.240 < inf | logz: -280.098 +/- 0.488 | dlogz: 47.039 > 0.109
iter: 2255 | bound: 32 | nc: 38 | ncall: 75684 | eff(%): 2.979 | loglstar: -inf < -255.240 < inf | logz: -279.992 +/- 0.488 | dlogz: 46.909 > 0.109
iter: 2256 | bound: 32 | nc: 38 | ncall: 75722 | eff(%): 2.979 | loglstar: -inf < -255.105 < inf | logz: -279.890 +/- 0.488 | dlogz: 46.792 > 0.109
iter: 2257 | bound: 32 | nc: 38 | ncall: 75760 | eff(%): 2.979 | loglstar: -inf < -254.947 < inf | logz: -279.785 +/- 0.487 | dlogz: 46.681 > 0.109
iter: 2258 | bound: 32 | nc: 38 | ncall: 75798 | eff(%): 2.979 | loglstar: -inf < -254.740 < inf | logz: -279.672 +/- 0.487 | dlogz: 46.565 > 0.109
iter: 2259 | bound: 32 | nc: 38 | ncall: 75836 | eff(%): 2.979 | loglstar: -inf < -254.548 < inf | logz: -279.551 +/- 0.487 | dlogz: 46.443 > 0.109
iter: 2260 | bound: 32 | nc: 38 | ncall: 75874 | eff(%): 2.979 | loglstar: -inf < -254.545 < inf | logz: -279.434 +/- 0.487 | dlogz: 46.312 > 0.109
iter: 2261 | bound: 32 | nc: 38 | ncall: 75912 | eff(%): 2.978 | loglstar: -inf < -254.212 < inf | logz: -279.311 +/- 0.487 | dlogz: 46.185 > 0.109
iter: 2262 | bound: 32 | nc: 38 | ncall: 75950 | eff(%): 2.978 | loglstar: -inf < -253.993 < inf | logz: -279.172 +/- 0.488 | dlogz: 46.052 > 0.109
iter: 2263 | bound: 32 | nc: 38 | ncall: 75988 | eff(%): 2.978 | loglstar: -inf < -253.945 < inf | logz: -279.035 +/- 0.488 | dlogz: 45.903 > 0.109
iter: 2264 | bound: 32 | nc: 38 | ncall: 76026 | eff(%): 2.978 | loglstar: -inf < -253.738 < inf | logz: -278.900 +/- 0.488 | dlogz: 45.756 > 0.109
iter: 2265 | bound: 32 | nc: 38 | ncall: 76064 | eff(%): 2.978 | loglstar: -inf < -253.490 < inf | logz: -278.754 +/- 0.488 | dlogz: 45.611 > 0.109
iter: 2266 | bound: 32 | nc: 38 | ncall: 76102 | eff(%): 2.978 | loglstar: -inf < -252.766 < inf | logz: -278.546 +/- 0.489 | dlogz: 45.455 > 0.109
iter: 2267 | bound: 32 | nc: 38 | ncall: 76140 | eff(%): 2.977 | loglstar: -inf < -252.528 < inf | logz: -278.296 +/- 0.491 | dlogz: 45.237 > 0.109
iter: 2268 | bound: 32 | nc: 38 | ncall: 76178 | eff(%): 2.977 | loglstar: -inf < -252.489 < inf | logz: -278.073 +/- 0.492 | dlogz: 44.977 > 0.109
iter: 2269 | bound: 32 | nc: 38 | ncall: 76216 | eff(%): 2.977 | loglstar: -inf < -252.480 < inf | logz: -277.888 +/- 0.492 | dlogz: 44.744 > 0.109
iter: 2270 | bound: 32 | nc: 38 | ncall: 76254 | eff(%): 2.977 | loglstar: -inf < -252.229 < inf | logz: -277.712 +/- 0.492 | dlogz: 44.549 > 0.109
iter: 2271 | bound: 32 | nc: 38 | ncall: 76292 | eff(%): 2.977 | loglstar: -inf < -252.167 < inf | logz: -277.543 +/- 0.492 | dlogz: 44.364 > 0.109
iter: 2272 | bound: 32 | nc: 38 | ncall: 76330 | eff(%): 2.977 | loglstar: -inf < -251.703 < inf | logz: -277.355 +/- 0.492 | dlogz: 44.184 > 0.109
iter: 2273 | bound: 32 | nc: 38 | ncall: 76368 | eff(%): 2.976 | loglstar: -inf < -251.649 < inf | logz: -277.162 +/- 0.492 | dlogz: 43.987 > 0.109
iter: 2274 | bound: 32 | nc: 38 | ncall: 76406 | eff(%): 2.976 | loglstar: -inf < -251.518 < inf | logz: -276.986 +/- 0.492 | dlogz: 43.783 > 0.109
iter: 2275 | bound: 32 | nc: 38 | ncall: 76444 | eff(%): 2.976 | loglstar: -inf < -251.489 < inf | logz: -276.828 +/- 0.492 | dlogz: 70.043 > 0.109
iter: 2276 | bound: 32 | nc: 38 | ncall: 76482 | eff(%): 2.976 | loglstar: -inf < -251.232 < inf | logz: -276.672 +/- 0.492 | dlogz: 69.874 > 0.109
iter: 2277 | bound: 32 | nc: 38 | ncall: 76520 | eff(%): 2.976 | loglstar: -inf < -251.155 < inf | logz: -276.516 +/- 0.492 | dlogz: 69.708 > 0.109
iter: 2278 | bound: 32 | nc: 38 | ncall: 76558 | eff(%): 2.976 | loglstar: -inf < -250.977 < inf | logz: -276.366 +/- 0.492 | dlogz: 69.543 > 0.109
iter: 2279 | bound: 32 | nc: 38 | ncall: 76596 | eff(%): 2.975 | loglstar: -inf < -250.967 < inf | logz: -276.225 +/- 0.492 | dlogz: 69.383 > 0.109
iter: 2280 | bound: 32 | nc: 38 | ncall: 76634 | eff(%): 2.975 | loglstar: -inf < -250.376 < inf | logz: -276.057 +/- 0.492 | dlogz: 69.232 > 0.109
iter: 2281 | bound: 32 | nc: 38 | ncall: 76672 | eff(%): 2.975 | loglstar: -inf < -250.356 < inf | logz: -275.875 +/- 0.492 | dlogz: 69.053 > 0.109
iter: 2282 | bound: 32 | nc: 38 | ncall: 76710 | eff(%): 2.975 | loglstar: -inf < -249.915 < inf | logz: -275.682 +/- 0.493 | dlogz: 68.861 > 0.109
iter: 2283 | bound: 32 | nc: 38 | ncall: 76748 | eff(%): 2.975 | loglstar: -inf < -249.880 < inf | logz: -275.488 +/- 0.493 | dlogz: 68.659 > 0.109
iter: 2284 | bound: 32 | nc: 38 | ncall: 76786 | eff(%): 2.975 | loglstar: -inf < -249.784 < inf | logz: -275.316 +/- 0.493 | dlogz: 68.454 > 0.109
iter: 2285 | bound: 32 | nc: 38 | ncall: 76824 | eff(%): 2.974 | loglstar: -inf < -249.545 < inf | logz: -275.146 +/- 0.493 | dlogz: 68.273 > 0.109
iter: 2286 | bound: 32 | nc: 38 | ncall: 76862 | eff(%): 2.974 | loglstar: -inf < -249.540 < inf | logz: -274.985 +/- 0.493 | dlogz: 68.093 > 0.109
iter: 2287 | bound: 32 | nc: 38 | ncall: 76900 | eff(%): 2.974 | loglstar: -inf < -249.523 < inf | logz: -274.847 +/- 0.493 | dlogz: 67.922 > 0.109
iter: 2288 | bound: 32 | nc: 38 | ncall: 76938 | eff(%): 2.974 | loglstar: -inf < -249.481 < inf | logz: -274.723 +/- 0.493 | dlogz: 67.774 > 0.109
iter: 2289 | bound: 32 | nc: 38 | ncall: 76976 | eff(%): 2.974 | loglstar: -inf < -249.462 < inf | logz: -274.611 +/- 0.492 | dlogz: 67.640 > 0.109
iter: 2290 | bound: 32 | nc: 38 | ncall: 77014 | eff(%): 2.973 | loglstar: -inf < -249.334 < inf | logz: -274.504 +/- 0.492 | dlogz: 67.518 > 0.109
iter: 2291 | bound: 32 | nc: 38 | ncall: 77052 | eff(%): 2.973 | loglstar: -inf < -249.321 < inf | logz: -274.401 +/- 0.492 | dlogz: 67.401 > 0.109
iter: 2292 | bound: 32 | nc: 38 | ncall: 77090 | eff(%): 2.973 | loglstar: -inf < -249.160 < inf | logz: -274.301 +/- 0.491 | dlogz: 67.288 > 0.109
iter: 2293 | bound: 32 | nc: 38 | ncall: 77128 | eff(%): 2.973 | loglstar: -inf < -249.000 < inf | logz: -274.196 +/- 0.491 | dlogz: 67.178 > 0.109
iter: 2294 | bound: 32 | nc: 38 | ncall: 77166 | eff(%): 2.973 | loglstar: -inf < -248.905 < inf | logz: -274.089 +/- 0.491 | dlogz: 67.063 > 0.109
iter: 2295 | bound: 32 | nc: 38 | ncall: 77204 | eff(%): 2.973 | loglstar: -inf < -248.851 < inf | logz: -273.987 +/- 0.491 | dlogz: 66.947 > 0.109
iter: 2296 | bound: 32 | nc: 38 | ncall: 77242 | eff(%): 2.972 | loglstar: -inf < -248.720 < inf | logz: -273.887 +/- 0.491 | dlogz: 66.835 > 0.109
iter: 2297 | bound: 32 | nc: 38 | ncall: 77280 | eff(%): 2.972 | loglstar: -inf < -248.610 < inf | logz: -273.786 +/- 0.491 | dlogz: 66.724 > 0.109
iter: 2298 | bound: 32 | nc: 38 | ncall: 77318 | eff(%): 2.972 | loglstar: -inf < -248.350 < inf | logz: -273.676 +/- 0.491 | dlogz: 66.613 > 0.109
iter: 2299 | bound: 32 | nc: 38 | ncall: 77356 | eff(%): 2.972 | loglstar: -inf < -247.851 < inf | logz: -273.534 +/- 0.491 | dlogz: 66.494 > 0.109
iter: 2300 | bound: 32 | nc: 38 | ncall: 77394 | eff(%): 2.972 | loglstar: -inf < -247.824 < inf | logz: -273.380 +/- 0.491 | dlogz: 66.341 > 0.109
iter: 2301 | bound: 32 | nc: 38 | ncall: 77432 | eff(%): 2.972 | loglstar: -inf < -247.683 < inf | logz: -273.237 +/- 0.492 | dlogz: 66.178 > 0.109
iter: 2302 | bound: 32 | nc: 38 | ncall: 77470 | eff(%): 2.971 | loglstar: -inf < -247.627 < inf | logz: -273.101 +/- 0.492 | dlogz: 66.025 > 0.109
iter: 2303 | bound: 32 | nc: 38 | ncall: 77508 | eff(%): 2.971 | loglstar: -inf < -247.616 < inf | logz: -272.979 +/- 0.492 | dlogz: 65.879 > 0.109
iter: 2304 | bound: 32 | nc: 38 | ncall: 77546 | eff(%): 2.971 | loglstar: -inf < -247.578 < inf | logz: -272.869 +/- 0.492 | dlogz: 65.747 > 0.109
iter: 2305 | bound: 32 | nc: 38 | ncall: 77584 | eff(%): 2.971 | loglstar: -inf < -247.479 < inf | logz: -272.764 +/- 0.492 | dlogz: 65.627 > 0.109
iter: 2306 | bound: 32 | nc: 38 | ncall: 77622 | eff(%): 2.971 | loglstar: -inf < -247.432 < inf | logz: -272.663 +/- 0.492 | dlogz: 65.512 > 0.109
iter: 2307 | bound: 32 | nc: 38 | ncall: 77660 | eff(%): 2.971 | loglstar: -inf < -247.301 < inf | logz: -272.564 +/- 0.491 | dlogz: 65.401 > 0.109
iter: 2308 | bound: 32 | nc: 38 | ncall: 77698 | eff(%): 2.970 | loglstar: -inf < -247.214 < inf | logz: -272.465 +/- 0.491 | dlogz: 65.292 > 0.109
iter: 2309 | bound: 32 | nc: 38 | ncall: 77736 | eff(%): 2.970 | loglstar: -inf < -247.128 < inf | logz: -272.369 +/- 0.491 | dlogz: 65.183 > 0.109
iter: 2310 | bound: 32 | nc: 38 | ncall: 77774 | eff(%): 2.970 | loglstar: -inf < -246.847 < inf | logz: -272.264 +/- 0.491 | dlogz: 65.077 > 0.109
iter: 2311 | bound: 32 | nc: 38 | ncall: 77812 | eff(%): 2.970 | loglstar: -inf < -246.785 < inf | logz: -272.154 +/- 0.491 | dlogz: 64.962 > 0.109
iter: 2312 | bound: 32 | nc: 38 | ncall: 77850 | eff(%): 2.970 | loglstar: -inf < -246.706 < inf | logz: -272.049 +/- 0.491 | dlogz: 64.842 > 0.109
iter: 2313 | bound: 32 | nc: 38 | ncall: 77888 | eff(%): 2.970 | loglstar: -inf < -246.683 < inf | logz: -271.950 +/- 0.491 | dlogz: 64.727 > 0.109
iter: 2314 | bound: 32 | nc: 38 | ncall: 77926 | eff(%): 2.969 | loglstar: -inf < -246.469 < inf | logz: -271.850 +/- 0.491 | dlogz: 64.619 > 0.109
iter: 2315 | bound: 32 | nc: 38 | ncall: 77964 | eff(%): 2.969 | loglstar: -inf < -246.466 < inf | logz: -271.751 +/- 0.491 | dlogz: 64.508 > 0.109
iter: 2316 | bound: 32 | nc: 38 | ncall: 78002 | eff(%): 2.969 | loglstar: -inf < -246.434 < inf | logz: -271.660 +/- 0.491 | dlogz: 64.399 > 0.109
iter: 2317 | bound: 32 | nc: 38 | ncall: 78040 | eff(%): 2.969 | loglstar: -inf < -246.265 < inf | logz: -271.568 +/- 0.491 | dlogz: 64.298 > 0.109
iter: 2318 | bound: 32 | nc: 38 | ncall: 78078 | eff(%): 2.969 | loglstar: -inf < -246.217 < inf | logz: -271.477 +/- 0.491 | dlogz: 64.197 > 0.109
iter: 2319 | bound: 32 | nc: 38 | ncall: 78116 | eff(%): 2.969 | loglstar: -inf < -246.003 < inf | logz: -271.382 +/- 0.491 | dlogz: 64.095 > 0.109
iter: 2320 | bound: 32 | nc: 38 | ncall: 78154 | eff(%): 2.968 | loglstar: -inf < -245.867 < inf | logz: -271.281 +/- 0.491 | dlogz: 63.991 > 0.109
iter: 2321 | bound: 32 | nc: 38 | ncall: 78192 | eff(%): 2.968 | loglstar: -inf < -245.508 < inf | logz: -271.165 +/- 0.491 | dlogz: 63.880 > 0.109
iter: 2322 | bound: 32 | nc: 38 | ncall: 78230 | eff(%): 2.968 | loglstar: -inf < -245.449 < inf | logz: -271.041 +/- 0.492 | dlogz: 63.753 > 0.109
iter: 2323 | bound: 32 | nc: 38 | ncall: 78268 | eff(%): 2.968 | loglstar: -inf < -245.446 < inf | logz: -270.928 +/- 0.492 | dlogz: 63.619 > 0.109
iter: 2324 | bound: 32 | nc: 38 | ncall: 78306 | eff(%): 2.968 | loglstar: -inf < -245.236 < inf | logz: -270.817 +/- 0.492 | dlogz: 63.497 > 0.109
iter: 2325 | bound: 32 | nc: 38 | ncall: 78344 | eff(%): 2.968 | loglstar: -inf < -245.213 < inf | logz: -270.706 +/- 0.492 | dlogz: 63.375 > 0.109
iter: 2326 | bound: 32 | nc: 38 | ncall: 78382 | eff(%): 2.968 | loglstar: -inf < -245.199 < inf | logz: -270.606 +/- 0.492 | dlogz: 63.255 > 0.109
iter: 2327 | bound: 32 | nc: 38 | ncall: 78420 | eff(%): 2.967 | loglstar: -inf < -244.897 < inf | logz: -270.500 +/- 0.492 | dlogz: 63.145 > 0.109
iter: 2328 | bound: 32 | nc: 38 | ncall: 78458 | eff(%): 2.967 | loglstar: -inf < -244.361 < inf | logz: -270.356 +/- 0.493 | dlogz: 63.029 > 0.109
iter: 2329 | bound: 32 | nc: 38 | ncall: 78496 | eff(%): 2.967 | loglstar: -inf < -244.134 < inf | logz: -270.183 +/- 0.494 | dlogz: 62.875 > 0.109
iter: 2330 | bound: 32 | nc: 38 | ncall: 78534 | eff(%): 2.967 | loglstar: -inf < -243.969 < inf | logz: -270.008 +/- 0.494 | dlogz: 62.692 > 0.109
iter: 2331 | bound: 32 | nc: 38 | ncall: 78572 | eff(%): 2.967 | loglstar: -inf < -243.643 < inf | logz: -269.822 +/- 0.495 | dlogz: 62.507 > 0.109
iter: 2332 | bound: 32 | nc: 38 | ncall: 78610 | eff(%): 2.967 | loglstar: -inf < -243.631 < inf | logz: -269.642 +/- 0.496 | dlogz: 62.311 > 0.109
iter: 2333 | bound: 32 | nc: 38 | ncall: 78648 | eff(%): 2.966 | loglstar: -inf < -243.630 < inf | logz: -269.490 +/- 0.496 | dlogz: 62.121 > 0.109
iter: 2334 | bound: 32 | nc: 38 | ncall: 78686 | eff(%): 2.966 | loglstar: -inf < -243.626 < inf | logz: -269.360 +/- 0.496 | dlogz: 61.960 > 0.109
iter: 2335 | bound: 32 | nc: 38 | ncall: 78724 | eff(%): 2.966 | loglstar: -inf < -243.604 < inf | logz: -269.243 +/- 0.496 | dlogz: 61.819 > 0.109
iter: 2336 | bound: 32 | nc: 38 | ncall: 78762 | eff(%): 2.966 | loglstar: -inf < -243.542 < inf | logz: -269.136 +/- 0.496 | dlogz: 61.693 > 0.109
iter: 2337 | bound: 32 | nc: 38 | ncall: 78800 | eff(%): 2.966 | loglstar: -inf < -243.504 < inf | logz: -269.036 +/- 0.495 | dlogz: 61.576 > 0.109
iter: 2338 | bound: 32 | nc: 38 | ncall: 78838 | eff(%): 2.966 | loglstar: -inf < -243.215 < inf | logz: -268.929 +/- 0.495 | dlogz: 61.465 > 0.109
iter: 2339 | bound: 32 | nc: 38 | ncall: 78876 | eff(%): 2.965 | loglstar: -inf < -242.611 < inf | logz: -268.779 +/- 0.496 | dlogz: 61.348 > 0.109
iter: 2340 | bound: 32 | nc: 38 | ncall: 78914 | eff(%): 2.965 | loglstar: -inf < -242.581 < inf | logz: -268.612 +/- 0.496 | dlogz: 61.188 > 0.109
iter: 2341 | bound: 32 | nc: 38 | ncall: 78952 | eff(%): 2.965 | loglstar: -inf < -242.573 < inf | logz: -268.468 +/- 0.496 | dlogz: 61.012 > 0.109
iter: 2342 | bound: 32 | nc: 38 | ncall: 78990 | eff(%): 2.965 | loglstar: -inf < -242.409 < inf | logz: -268.332 +/- 0.496 | dlogz: 60.858 > 0.109
iter: 2343 | bound: 32 | nc: 38 | ncall: 79028 | eff(%): 2.965 | loglstar: -inf < -241.980 < inf | logz: -268.174 +/- 0.497 | dlogz: 60.712 > 0.109
iter: 2344 | bound: 32 | nc: 38 | ncall: 79066 | eff(%): 2.965 | loglstar: -inf < -241.923 < inf | logz: -268.007 +/- 0.497 | dlogz: 60.543 > 0.109
iter: 2345 | bound: 32 | nc: 38 | ncall: 79104 | eff(%): 2.964 | loglstar: -inf < -241.519 < inf | logz: -267.829 +/- 0.498 | dlogz: 60.367 > 0.109
iter: 2346 | bound: 32 | nc: 38 | ncall: 79142 | eff(%): 2.964 | loglstar: -inf < -241.386 < inf | logz: -267.640 +/- 0.498 | dlogz: 60.178 > 0.109
iter: 2347 | bound: 32 | nc: 38 | ncall: 79180 | eff(%): 2.964 | loglstar: -inf < -241.237 < inf | logz: -267.461 +/- 0.498 | dlogz: 59.980 > 0.109
iter: 2348 | bound: 32 | nc: 38 | ncall: 79218 | eff(%): 2.964 | loglstar: -inf < -241.125 < inf | logz: -267.291 +/- 0.499 | dlogz: 59.791 > 0.109
iter: 2349 | bound: 32 | nc: 38 | ncall: 79256 | eff(%): 2.964 | loglstar: -inf < -240.996 < inf | logz: -267.130 +/- 0.499 | dlogz: 59.611 > 0.109
iter: 2350 | bound: 32 | nc: 38 | ncall: 79294 | eff(%): 2.964 | loglstar: -inf < -240.882 < inf | logz: -266.977 +/- 0.499 | dlogz: 59.440 > 0.109
iter: 2351 | bound: 33 | nc: 38 | ncall: 79332 | eff(%): 2.963 | loglstar: -inf < -240.716 < inf | logz: -266.826 +/- 0.499 | dlogz: 59.277 > 0.109
iter: 2352 | bound: 33 | nc: 38 | ncall: 79370 | eff(%): 2.963 | loglstar: -inf < -240.504 < inf | logz: -266.672 +/- 0.499 | dlogz: 59.117 > 0.109
iter: 2353 | bound: 33 | nc: 38 | ncall: 79408 | eff(%): 2.963 | loglstar: -inf < -240.396 < inf | logz: -266.518 +/- 0.499 | dlogz: 58.952 > 0.109
iter: 2354 | bound: 33 | nc: 38 | ncall: 79446 | eff(%): 2.963 | loglstar: -inf < -240.211 < inf | logz: -266.367 +/- 0.499 | dlogz: 58.788 > 0.109
iter: 2355 | bound: 33 | nc: 38 | ncall: 79484 | eff(%): 2.963 | loglstar: -inf < -240.023 < inf | logz: -266.212 +/- 0.499 | dlogz: 58.627 > 0.109
iter: 2356 | bound: 33 | nc: 38 | ncall: 79522 | eff(%): 2.963 | loglstar: -inf < -239.891 < inf | logz: -266.057 +/- 0.499 | dlogz: 58.462 > 0.109
iter: 2357 | bound: 33 | nc: 38 | ncall: 79560 | eff(%): 2.963 | loglstar: -inf < -239.743 < inf | logz: -265.907 +/- 0.499 | dlogz: 58.298 > 0.109
iter: 2358 | bound: 33 | nc: 38 | ncall: 79598 | eff(%): 2.962 | loglstar: -inf < -239.650 < inf | logz: -265.762 +/- 0.499 | dlogz: 58.137 > 0.109
iter: 2359 | bound: 33 | nc: 38 | ncall: 79636 | eff(%): 2.962 | loglstar: -inf < -239.528 < inf | logz: -265.623 +/- 0.499 | dlogz: 57.982 > 0.109
iter: 2360 | bound: 33 | nc: 38 | ncall: 79674 | eff(%): 2.962 | loglstar: -inf < -239.474 < inf | logz: -265.492 +/- 0.499 | dlogz: 57.834 > 0.109
iter: 2361 | bound: 33 | nc: 38 | ncall: 79712 | eff(%): 2.962 | loglstar: -inf < -239.188 < inf | logz: -265.356 +/- 0.499 | dlogz: 57.693 > 0.109
iter: 2362 | bound: 33 | nc: 38 | ncall: 79750 | eff(%): 2.962 | loglstar: -inf < -239.088 < inf | logz: -265.215 +/- 0.499 | dlogz: 57.547 > 0.109
iter: 2363 | bound: 33 | nc: 38 | ncall: 79788 | eff(%): 2.962 | loglstar: -inf < -238.850 < inf | logz: -265.072 +/- 0.499 | dlogz: 57.396 > 0.109
iter: 2364 | bound: 33 | nc: 38 | ncall: 79826 | eff(%): 2.961 | loglstar: -inf < -238.553 < inf | logz: -264.911 +/- 0.499 | dlogz: 57.242 > 0.109
iter: 2365 | bound: 33 | nc: 38 | ncall: 79864 | eff(%): 2.961 | loglstar: -inf < -238.489 < inf | logz: -264.750 +/- 0.500 | dlogz: 57.072 > 0.109
iter: 2366 | bound: 33 | nc: 38 | ncall: 79902 | eff(%): 2.961 | loglstar: -inf < -238.471 < inf | logz: -264.608 +/- 0.500 | dlogz: 56.901 > 0.109
iter: 2367 | bound: 33 | nc: 38 | ncall: 79940 | eff(%): 2.961 | loglstar: -inf < -238.252 < inf | logz: -264.470 +/- 0.500 | dlogz: 56.749 > 0.109
iter: 2368 | bound: 33 | nc: 38 | ncall: 79978 | eff(%): 2.961 | loglstar: -inf < -238.215 < inf | logz: -264.334 +/- 0.500 | dlogz: 56.601 > 0.109
iter: 2369 | bound: 33 | nc: 38 | ncall: 80016 | eff(%): 2.961 | loglstar: -inf < -237.949 < inf | logz: -264.197 +/- 0.500 | dlogz: 56.455 > 0.109
iter: 2370 | bound: 33 | nc: 38 | ncall: 80054 | eff(%): 2.961 | loglstar: -inf < -237.918 < inf | logz: -264.061 +/- 0.500 | dlogz: 56.308 > 0.109
iter: 2371 | bound: 33 | nc: 38 | ncall: 80092 | eff(%): 2.960 | loglstar: -inf < -237.741 < inf | logz: -263.930 +/- 0.500 | dlogz: 56.162 > 0.109
iter: 2372 | bound: 33 | nc: 38 | ncall: 80130 | eff(%): 2.960 | loglstar: -inf < -237.704 < inf | logz: -263.803 +/- 0.500 | dlogz: 56.021 > 0.109
iter: 2373 | bound: 33 | nc: 38 | ncall: 80168 | eff(%): 2.960 | loglstar: -inf < -237.548 < inf | logz: -263.680 +/- 0.499 | dlogz: 55.884 > 0.109
iter: 2374 | bound: 33 | nc: 38 | ncall: 80206 | eff(%): 2.960 | loglstar: -inf < -237.502 < inf | logz: -263.562 +/- 0.499 | dlogz: 55.752 > 0.109
iter: 2375 | bound: 33 | nc: 38 | ncall: 80244 | eff(%): 2.960 | loglstar: -inf < -237.488 < inf | logz: -263.454 +/- 0.499 | dlogz: 55.623 > 0.109
iter: 2376 | bound: 33 | nc: 38 | ncall: 80282 | eff(%): 2.960 | loglstar: -inf < -237.325 < inf | logz: -263.348 +/- 0.499 | dlogz: 55.505 > 0.109
iter: 2377 | bound: 33 | nc: 38 | ncall: 80320 | eff(%): 2.959 | loglstar: -inf < -237.288 < inf | logz: -263.245 +/- 0.499 | dlogz: 55.390 > 0.109
iter: 2378 | bound: 33 | nc: 38 | ncall: 80358 | eff(%): 2.959 | loglstar: -inf < -237.019 < inf | logz: -263.137 +/- 0.499 | dlogz: 55.276 > 0.109
iter: 2379 | bound: 33 | nc: 38 | ncall: 80396 | eff(%): 2.959 | loglstar: -inf < -236.979 < inf | logz: -263.025 +/- 0.499 | dlogz: 55.158 > 0.109
iter: 2380 | bound: 33 | nc: 38 | ncall: 80434 | eff(%): 2.959 | loglstar: -inf < -236.960 < inf | logz: -262.923 +/- 0.499 | dlogz: 55.037 > 0.109
iter: 2381 | bound: 33 | nc: 38 | ncall: 80472 | eff(%): 2.959 | loglstar: -inf < -236.933 < inf | logz: -262.830 +/- 0.499 | dlogz: 54.925 > 0.109
iter: 2382 | bound: 33 | nc: 38 | ncall: 80510 | eff(%): 2.959 | loglstar: -inf < -236.741 < inf | logz: -262.735 +/- 0.498 | dlogz: 54.821 > 0.109
iter: 2383 | bound: 33 | nc: 38 | ncall: 80548 | eff(%): 2.958 | loglstar: -inf < -236.510 < inf | logz: -262.630 +/- 0.498 | dlogz: 54.717 > 0.109
iter: 2384 | bound: 33 | nc: 38 | ncall: 80586 | eff(%): 2.958 | loglstar: -inf < -236.489 < inf | logz: -262.525 +/- 0.498 | dlogz: 54.602 > 0.109
iter: 2385 | bound: 33 | nc: 38 | ncall: 80624 | eff(%): 2.958 | loglstar: -inf < -236.488 < inf | logz: -262.429 +/- 0.498 | dlogz: 54.487 > 0.109
iter: 2386 | bound: 33 | nc: 38 | ncall: 80662 | eff(%): 2.958 | loglstar: -inf < -236.402 < inf | logz: -262.339 +/- 0.498 | dlogz: 54.381 > 0.109
iter: 2387 | bound: 33 | nc: 38 | ncall: 80700 | eff(%): 2.958 | loglstar: -inf < -236.334 < inf | logz: -262.251 +/- 0.498 | dlogz: 54.281 > 0.109
iter: 2388 | bound: 33 | nc: 38 | ncall: 80738 | eff(%): 2.958 | loglstar: -inf < -236.266 < inf | logz: -262.166 +/- 0.498 | dlogz: 54.183 > 0.109
iter: 2389 | bound: 33 | nc: 38 | ncall: 80776 | eff(%): 2.958 | loglstar: -inf < -236.187 < inf | logz: -262.082 +/- 0.498 | dlogz: 54.088 > 0.109
iter: 2390 | bound: 33 | nc: 38 | ncall: 80814 | eff(%): 2.957 | loglstar: -inf < -236.105 < inf | logz: -261.999 +/- 0.498 | dlogz: 53.994 > 0.109
iter: 2391 | bound: 33 | nc: 38 | ncall: 80852 | eff(%): 2.957 | loglstar: -inf < -235.926 < inf | logz: -261.913 +/- 0.498 | dlogz: 53.901 > 0.109
iter: 2392 | bound: 33 | nc: 38 | ncall: 80890 | eff(%): 2.957 | loglstar: -inf < -235.925 < inf | logz: -261.828 +/- 0.498 | dlogz: 53.805 > 0.109
iter: 2393 | bound: 33 | nc: 38 | ncall: 80928 | eff(%): 2.957 | loglstar: -inf < -235.916 < inf | logz: -261.750 +/- 0.498 | dlogz: 53.710 > 0.109
iter: 2394 | bound: 33 | nc: 38 | ncall: 80966 | eff(%): 2.957 | loglstar: -inf < -235.752 < inf | logz: -261.672 +/- 0.498 | dlogz: 53.622 > 0.109
iter: 2395 | bound: 33 | nc: 38 | ncall: 81004 | eff(%): 2.957 | loglstar: -inf < -235.574 < inf | logz: -261.587 +/- 0.498 | dlogz: 53.534 > 0.109
iter: 2396 | bound: 33 | nc: 38 | ncall: 81042 | eff(%): 2.956 | loglstar: -inf < -235.546 < inf | logz: -261.502 +/- 0.498 | dlogz: 53.439 > 0.109
iter: 2397 | bound: 33 | nc: 38 | ncall: 81080 | eff(%): 2.956 | loglstar: -inf < -235.404 < inf | logz: -261.417 +/- 0.498 | dlogz: 53.344 > 0.109
iter: 2398 | bound: 33 | nc: 38 | ncall: 81118 | eff(%): 2.956 | loglstar: -inf < -235.399 < inf | logz: -261.334 +/- 0.498 | dlogz: 53.250 > 0.109
iter: 2399 | bound: 33 | nc: 38 | ncall: 81156 | eff(%): 2.956 | loglstar: -inf < -235.321 < inf | logz: -261.256 +/- 0.498 | dlogz: 53.157 > 0.109
iter: 2400 | bound: 33 | nc: 38 | ncall: 81194 | eff(%): 2.956 | loglstar: -inf < -235.254 < inf | logz: -261.178 +/- 0.498 | dlogz: 53.068 > 0.109
iter: 2401 | bound: 33 | nc: 38 | ncall: 81232 | eff(%): 2.956 | loglstar: -inf < -235.189 < inf | logz: -261.102 +/- 0.497 | dlogz: 52.981 > 0.109
iter: 2402 | bound: 33 | nc: 38 | ncall: 81270 | eff(%): 2.956 | loglstar: -inf < -235.179 < inf | logz: -261.030 +/- 0.497 | dlogz: 52.895 > 0.109
iter: 2403 | bound: 33 | nc: 38 | ncall: 81308 | eff(%): 2.955 | loglstar: -inf < -235.078 < inf | logz: -260.959 +/- 0.497 | dlogz: 52.812 > 0.109
iter: 2404 | bound: 33 | nc: 38 | ncall: 81346 | eff(%): 2.955 | loglstar: -inf < -234.806 < inf | logz: -260.880 +/- 0.497 | dlogz: 52.732 > 0.109
iter: 2405 | bound: 33 | nc: 38 | ncall: 81384 | eff(%): 2.955 | loglstar: -inf < -234.599 < inf | logz: -260.789 +/- 0.498 | dlogz: 52.643 > 0.109
iter: 2406 | bound: 33 | nc: 38 | ncall: 81422 | eff(%): 2.955 | loglstar: -inf < -234.418 < inf | logz: -260.690 +/- 0.498 | dlogz: 52.542 > 0.109
iter: 2407 | bound: 33 | nc: 38 | ncall: 81460 | eff(%): 2.955 | loglstar: -inf < -234.407 < inf | logz: -260.593 +/- 0.498 | dlogz: 52.433 > 0.109
iter: 2408 | bound: 33 | nc: 38 | ncall: 81498 | eff(%): 2.955 | loglstar: -inf < -234.374 < inf | logz: -260.503 +/- 0.498 | dlogz: 52.326 > 0.109
iter: 2409 | bound: 33 | nc: 38 | ncall: 81536 | eff(%): 2.955 | loglstar: -inf < -234.329 < inf | logz: -260.418 +/- 0.498 | dlogz: 52.226 > 0.109
iter: 2410 | bound: 33 | nc: 38 | ncall: 81574 | eff(%): 2.954 | loglstar: -inf < -234.300 < inf | logz: -260.338 +/- 0.498 | dlogz: 52.131 > 0.109
iter: 2411 | bound: 33 | nc: 38 | ncall: 81612 | eff(%): 2.954 | loglstar: -inf < -234.183 < inf | logz: -260.259 +/- 0.498 | dlogz: 52.041 > 0.109
iter: 2412 | bound: 33 | nc: 38 | ncall: 81650 | eff(%): 2.954 | loglstar: -inf < -234.003 < inf | logz: -260.175 +/- 0.498 | dlogz: 51.952 > 0.109
iter: 2413 | bound: 33 | nc: 38 | ncall: 81688 | eff(%): 2.954 | loglstar: -inf < -233.873 < inf | logz: -260.086 +/- 0.498 | dlogz: 51.858 > 0.109
iter: 2414 | bound: 33 | nc: 38 | ncall: 81726 | eff(%): 2.954 | loglstar: -inf < -233.854 < inf | logz: -260.000 +/- 0.498 | dlogz: 51.760 > 0.109
iter: 2415 | bound: 33 | nc: 38 | ncall: 81764 | eff(%): 2.954 | loglstar: -inf < -233.583 < inf | logz: -259.908 +/- 0.499 | dlogz: 51.663 > 0.109
iter: 2416 | bound: 33 | nc: 38 | ncall: 81802 | eff(%): 2.953 | loglstar: -inf < -233.572 < inf | logz: -259.814 +/- 0.499 | dlogz: 51.562 > 0.109
iter: 2417 | bound: 33 | nc: 38 | ncall: 81840 | eff(%): 2.953 | loglstar: -inf < -233.558 < inf | logz: -259.728 +/- 0.499 | dlogz: 51.457 > 0.109
iter: 2418 | bound: 33 | nc: 38 | ncall: 81878 | eff(%): 2.953 | loglstar: -inf < -233.367 < inf | logz: -259.641 +/- 0.499 | dlogz: 51.361 > 0.109
iter: 2419 | bound: 33 | nc: 38 | ncall: 81916 | eff(%): 2.953 | loglstar: -inf < -233.354 < inf | logz: -259.553 +/- 0.499 | dlogz: 51.264 > 0.109
iter: 2420 | bound: 33 | nc: 38 | ncall: 81954 | eff(%): 2.953 | loglstar: -inf < -233.270 < inf | logz: -259.470 +/- 0.499 | dlogz: 51.167 > 0.109
iter: 2421 | bound: 33 | nc: 38 | ncall: 81992 | eff(%): 2.953 | loglstar: -inf < -233.186 < inf | logz: -259.388 +/- 0.499 | dlogz: 51.074 > 0.109
iter: 2422 | bound: 33 | nc: 38 | ncall: 82030 | eff(%): 2.953 | loglstar: -inf < -233.068 < inf | logz: -259.304 +/- 0.499 | dlogz: 50.981 > 0.109
iter: 2423 | bound: 33 | nc: 38 | ncall: 82068 | eff(%): 2.952 | loglstar: -inf < -233.031 < inf | logz: -259.222 +/- 0.499 | dlogz: 50.888 > 0.109
iter: 2424 | bound: 33 | nc: 38 | ncall: 82106 | eff(%): 2.952 | loglstar: -inf < -232.817 < inf | logz: -259.137 +/- 0.499 | dlogz: 50.796 > 0.109
iter: 2425 | bound: 33 | nc: 38 | ncall: 82144 | eff(%): 2.952 | loglstar: -inf < -232.614 < inf | logz: -259.043 +/- 0.500 | dlogz: 50.701 > 0.109
iter: 2426 | bound: 33 | nc: 38 | ncall: 82182 | eff(%): 2.952 | loglstar: -inf < -232.608 < inf | logz: -258.948 +/- 0.500 | dlogz: 50.596 > 0.109
iter: 2427 | bound: 33 | nc: 38 | ncall: 82220 | eff(%): 2.952 | loglstar: -inf < -232.602 < inf | logz: -258.863 +/- 0.500 | dlogz: 50.492 > 0.109
iter: 2428 | bound: 33 | nc: 38 | ncall: 82258 | eff(%): 2.952 | loglstar: -inf < -232.515 < inf | logz: -258.781 +/- 0.500 | dlogz: 50.397 > 0.109
iter: 2429 | bound: 33 | nc: 38 | ncall: 82296 | eff(%): 2.952 | loglstar: -inf < -232.503 < inf | logz: -258.702 +/- 0.500 | dlogz: 50.305 > 0.109
iter: 2430 | bound: 33 | nc: 38 | ncall: 82334 | eff(%): 2.951 | loglstar: -inf < -232.348 < inf | logz: -258.624 +/- 0.500 | dlogz: 50.216 > 0.109
iter: 2431 | bound: 33 | nc: 38 | ncall: 82372 | eff(%): 2.951 | loglstar: -inf < -232.121 < inf | logz: -258.537 +/- 0.500 | dlogz: 50.128 > 0.109
iter: 2432 | bound: 33 | nc: 38 | ncall: 82410 | eff(%): 2.951 | loglstar: -inf < -231.946 < inf | logz: -258.441 +/- 0.500 | dlogz: 50.031 > 0.109
iter: 2433 | bound: 33 | nc: 38 | ncall: 82448 | eff(%): 2.951 | loglstar: -inf < -231.842 < inf | logz: -258.343 +/- 0.501 | dlogz: 49.925 > 0.109
iter: 2434 | bound: 33 | nc: 38 | ncall: 82486 | eff(%): 2.951 | loglstar: -inf < -231.786 < inf | logz: -258.247 +/- 0.501 | dlogz: 49.817 > 0.109
iter: 2435 | bound: 33 | nc: 38 | ncall: 82524 | eff(%): 2.951 | loglstar: -inf < -231.707 < inf | logz: -258.154 +/- 0.501 | dlogz: 49.711 > 0.109
iter: 2436 | bound: 33 | nc: 38 | ncall: 82562 | eff(%): 2.951 | loglstar: -inf < -231.697 < inf | logz: -258.067 +/- 0.501 | dlogz: 49.609 > 0.109
iter: 2437 | bound: 33 | nc: 38 | ncall: 82600 | eff(%): 2.950 | loglstar: -inf < -231.629 < inf | logz: -257.984 +/- 0.501 | dlogz: 49.511 > 0.109
iter: 2438 | bound: 33 | nc: 38 | ncall: 82638 | eff(%): 2.950 | loglstar: -inf < -231.609 < inf | logz: -257.905 +/- 0.501 | dlogz: 49.418 > 0.109
iter: 2439 | bound: 33 | nc: 38 | ncall: 82676 | eff(%): 2.950 | loglstar: -inf < -231.576 < inf | logz: -257.831 +/- 0.501 | dlogz: 49.330 > 0.109
iter: 2440 | bound: 33 | nc: 38 | ncall: 82714 | eff(%): 2.950 | loglstar: -inf < -231.068 < inf | logz: -257.739 +/- 0.501 | dlogz: 49.245 > 0.109
iter: 2441 | bound: 33 | nc: 38 | ncall: 82752 | eff(%): 2.950 | loglstar: -inf < -230.545 < inf | logz: -257.604 +/- 0.502 | dlogz: 49.144 > 0.109
iter: 2442 | bound: 33 | nc: 38 | ncall: 82790 | eff(%): 2.950 | loglstar: -inf < -230.165 < inf | logz: -257.426 +/- 0.503 | dlogz: 48.998 > 0.109
iter: 2443 | bound: 33 | nc: 38 | ncall: 82828 | eff(%): 2.949 | loglstar: -inf < -229.793 < inf | logz: -257.215 +/- 0.505 | dlogz: 48.811 > 0.109
iter: 2444 | bound: 33 | nc: 38 | ncall: 82866 | eff(%): 2.949 | loglstar: -inf < -229.422 < inf | logz: -256.974 +/- 0.506 | dlogz: 48.590 > 0.109
iter: 2445 | bound: 33 | nc: 38 | ncall: 82904 | eff(%): 2.949 | loglstar: -inf < -229.222 < inf | logz: -256.728 +/- 0.508 | dlogz: 48.339 > 0.109
iter: 2446 | bound: 33 | nc: 38 | ncall: 82942 | eff(%): 2.949 | loglstar: -inf < -229.207 < inf | logz: -256.514 +/- 0.509 | dlogz: 48.083 > 0.109
iter: 2447 | bound: 33 | nc: 38 | ncall: 82980 | eff(%): 2.949 | loglstar: -inf < -229.194 < inf | logz: -256.337 +/- 0.509 | dlogz: 47.859 > 0.109
iter: 2448 | bound: 33 | nc: 38 | ncall: 83018 | eff(%): 2.949 | loglstar: -inf < -229.065 < inf | logz: -256.177 +/- 0.509 | dlogz: 47.672 > 0.109
iter: 2449 | bound: 33 | nc: 38 | ncall: 83056 | eff(%): 2.949 | loglstar: -inf < -229.031 < inf | logz: -256.031 +/- 0.509 | dlogz: 47.502 > 0.109
iter: 2450 | bound: 33 | nc: 38 | ncall: 83094 | eff(%): 2.948 | loglstar: -inf < -228.995 < inf | logz: -255.900 +/- 0.509 | dlogz: 47.346 > 0.109
iter: 2451 | bound: 34 | nc: 38 | ncall: 83132 | eff(%): 2.948 | loglstar: -inf < -228.692 < inf | logz: -255.764 +/- 0.508 | dlogz: 47.205 > 0.109
iter: 2452 | bound: 34 | nc: 38 | ncall: 83170 | eff(%): 2.948 | loglstar: -inf < -228.499 < inf | logz: -255.615 +/- 0.508 | dlogz: 47.059 > 0.109
iter: 2453 | bound: 34 | nc: 38 | ncall: 83208 | eff(%): 2.948 | loglstar: -inf < -228.235 < inf | logz: -255.456 +/- 0.509 | dlogz: 46.900 > 0.109
iter: 2454 | bound: 34 | nc: 38 | ncall: 83246 | eff(%): 2.948 | loglstar: -inf < -228.201 < inf | logz: -255.301 +/- 0.509 | dlogz: 46.731 > 0.109
iter: 2455 | bound: 34 | nc: 38 | ncall: 83284 | eff(%): 2.948 | loglstar: -inf < -228.161 < inf | logz: -255.164 +/- 0.509 | dlogz: 46.566 > 0.109
iter: 2456 | bound: 34 | nc: 38 | ncall: 83322 | eff(%): 2.948 | loglstar: -inf < -227.978 < inf | logz: -255.030 +/- 0.509 | dlogz: 46.419 > 0.109
iter: 2457 | bound: 34 | nc: 38 | ncall: 83360 | eff(%): 2.947 | loglstar: -inf < -227.960 < inf | logz: -254.902 +/- 0.508 | dlogz: 46.275 > 0.109
iter: 2458 | bound: 34 | nc: 38 | ncall: 83398 | eff(%): 2.947 | loglstar: -inf < -227.936 < inf | logz: -254.788 +/- 0.508 | dlogz: 46.138 > 0.109
iter: 2459 | bound: 34 | nc: 38 | ncall: 83436 | eff(%): 2.947 | loglstar: -inf < -227.815 < inf | logz: -254.679 +/- 0.508 | dlogz: 46.013 > 0.109
iter: 2460 | bound: 34 | nc: 38 | ncall: 83474 | eff(%): 2.947 | loglstar: -inf < -227.527 < inf | logz: -254.559 +/- 0.508 | dlogz: 45.894 > 0.109
iter: 2461 | bound: 34 | nc: 38 | ncall: 83512 | eff(%): 2.947 | loglstar: -inf < -227.448 < inf | logz: -254.435 +/- 0.508 | dlogz: 45.765 > 0.109
iter: 2462 | bound: 34 | nc: 38 | ncall: 83550 | eff(%): 2.947 | loglstar: -inf < -227.143 < inf | logz: -254.302 +/- 0.508 | dlogz: 45.631 > 0.109
iter: 2463 | bound: 34 | nc: 38 | ncall: 83588 | eff(%): 2.947 | loglstar: -inf < -227.073 < inf | logz: -254.165 +/- 0.508 | dlogz: 45.488 > 0.109
iter: 2464 | bound: 34 | nc: 38 | ncall: 83626 | eff(%): 2.946 | loglstar: -inf < -227.005 < inf | logz: -254.038 +/- 0.508 | dlogz: 45.341 > 0.109
iter: 2465 | bound: 34 | nc: 38 | ncall: 83664 | eff(%): 2.946 | loglstar: -inf < -226.873 < inf | logz: -253.915 +/- 0.508 | dlogz: 45.204 > 0.109
iter: 2466 | bound: 34 | nc: 38 | ncall: 83702 | eff(%): 2.946 | loglstar: -inf < -226.785 < inf | logz: -253.795 +/- 0.508 | dlogz: 45.071 > 0.109
iter: 2467 | bound: 34 | nc: 38 | ncall: 83740 | eff(%): 2.946 | loglstar: -inf < -226.698 < inf | logz: -253.679 +/- 0.508 | dlogz: 44.941 > 0.109
iter: 2468 | bound: 34 | nc: 38 | ncall: 83778 | eff(%): 2.946 | loglstar: -inf < -226.512 < inf | logz: -253.562 +/- 0.508 | dlogz: 44.815 > 0.109
iter: 2469 | bound: 34 | nc: 38 | ncall: 83816 | eff(%): 2.946 | loglstar: -inf < -226.161 < inf | logz: -253.427 +/- 0.508 | dlogz: 44.688 > 0.109
iter: 2470 | bound: 34 | nc: 38 | ncall: 83854 | eff(%): 2.946 | loglstar: -inf < -226.160 < inf | logz: -253.290 +/- 0.508 | dlogz: 44.543 > 0.109
iter: 2471 | bound: 34 | nc: 38 | ncall: 83892 | eff(%): 2.945 | loglstar: -inf < -226.086 < inf | logz: -253.166 +/- 0.508 | dlogz: 44.396 > 0.109
iter: 2472 | bound: 34 | nc: 38 | ncall: 83930 | eff(%): 2.945 | loglstar: -inf < -226.028 < inf | logz: -253.050 +/- 0.508 | dlogz: 44.262 > 0.109
iter: 2473 | bound: 34 | nc: 38 | ncall: 83968 | eff(%): 2.945 | loglstar: -inf < -225.981 < inf | logz: -252.941 +/- 0.508 | dlogz: 44.136 > 0.109
iter: 2474 | bound: 34 | nc: 38 | ncall: 84006 | eff(%): 2.945 | loglstar: -inf < -225.722 < inf | logz: -252.829 +/- 0.508 | dlogz: 44.017 > 0.109
iter: 2475 | bound: 34 | nc: 38 | ncall: 84044 | eff(%): 2.945 | loglstar: -inf < -225.714 < inf | logz: -252.715 +/- 0.508 | dlogz: 43.895 > 0.109
iter: 2476 | bound: 34 | nc: 38 | ncall: 84082 | eff(%): 2.945 | loglstar: -inf < -225.563 < inf | logz: -252.607 +/- 0.508 | dlogz: 43.772 > 0.109
iter: 2477 | bound: 34 | nc: 38 | ncall: 84120 | eff(%): 2.945 | loglstar: -inf < -225.409 < inf | logz: -252.494 +/- 0.508 | dlogz: 43.653 > 0.109
iter: 2478 | bound: 34 | nc: 38 | ncall: 84158 | eff(%): 2.944 | loglstar: -inf < -225.376 < inf | logz: -252.385 +/- 0.508 | dlogz: 43.531 > 0.109
iter: 2479 | bound: 34 | nc: 38 | ncall: 84196 | eff(%): 2.944 | loglstar: -inf < -225.293 < inf | logz: -252.282 +/- 0.508 | dlogz: 43.412 > 0.109
iter: 2480 | bound: 34 | nc: 38 | ncall: 84234 | eff(%): 2.944 | loglstar: -inf < -225.085 < inf | logz: -252.176 +/- 0.508 | dlogz: 43.299 > 0.109
iter: 2481 | bound: 34 | nc: 38 | ncall: 84272 | eff(%): 2.944 | loglstar: -inf < -224.758 < inf | logz: -252.052 +/- 0.508 | dlogz: 43.182 > 0.109
iter: 2482 | bound: 34 | nc: 38 | ncall: 84310 | eff(%): 2.944 | loglstar: -inf < -224.683 < inf | logz: -251.921 +/- 0.509 | dlogz: 43.048 > 0.109
iter: 2483 | bound: 34 | nc: 38 | ncall: 84348 | eff(%): 2.944 | loglstar: -inf < -224.510 < inf | logz: -251.792 +/- 0.509 | dlogz: 42.908 > 0.109
iter: 2484 | bound: 34 | nc: 38 | ncall: 84386 | eff(%): 2.944 | loglstar: -inf < -224.387 < inf | logz: -251.663 +/- 0.509 | dlogz: 42.769 > 0.109
iter: 2485 | bound: 34 | nc: 38 | ncall: 84424 | eff(%): 2.943 | loglstar: -inf < -224.368 < inf | logz: -251.541 +/- 0.509 | dlogz: 42.630 > 0.109
iter: 2486 | bound: 34 | nc: 38 | ncall: 84462 | eff(%): 2.943 | loglstar: -inf < -224.028 < inf | logz: -251.413 +/- 0.509 | dlogz: 42.498 > 0.109
iter: 2487 | bound: 34 | nc: 38 | ncall: 84500 | eff(%): 2.943 | loglstar: -inf < -223.966 < inf | logz: -251.278 +/- 0.510 | dlogz: 42.360 > 0.109
iter: 2488 | bound: 34 | nc: 38 | ncall: 84538 | eff(%): 2.943 | loglstar: -inf < -223.927 < inf | logz: -251.155 +/- 0.510 | dlogz: 42.215 > 0.109
iter: 2489 | bound: 34 | nc: 38 | ncall: 84576 | eff(%): 2.943 | loglstar: -inf < -223.694 < inf | logz: -251.030 +/- 0.510 | dlogz: 42.082 > 0.109
iter: 2490 | bound: 34 | nc: 38 | ncall: 84614 | eff(%): 2.943 | loglstar: -inf < -223.361 < inf | logz: -250.886 +/- 0.510 | dlogz: 41.947 > 0.109
iter: 2491 | bound: 34 | nc: 38 | ncall: 84652 | eff(%): 2.943 | loglstar: -inf < -223.313 < inf | logz: -250.739 +/- 0.510 | dlogz: 55.853 > 0.109
iter: 2492 | bound: 34 | nc: 38 | ncall: 84690 | eff(%): 2.942 | loglstar: -inf < -222.978 < inf | logz: -250.586 +/- 0.511 | dlogz: 55.696 > 0.109
iter: 2493 | bound: 34 | nc: 38 | ncall: 84728 | eff(%): 2.942 | loglstar: -inf < -222.612 < inf | logz: -250.403 +/- 0.511 | dlogz: 55.532 > 0.109
iter: 2494 | bound: 34 | nc: 38 | ncall: 84766 | eff(%): 2.942 | loglstar: -inf < -222.259 < inf | logz: -250.190 +/- 0.512 | dlogz: 55.339 > 0.109
iter: 2495 | bound: 34 | nc: 38 | ncall: 84804 | eff(%): 2.942 | loglstar: -inf < -222.110 < inf | logz: -249.974 +/- 0.513 | dlogz: 55.117 > 0.109
iter: 2496 | bound: 34 | nc: 38 | ncall: 84842 | eff(%): 2.942 | loglstar: -inf < -222.102 < inf | logz: -249.786 +/- 0.513 | dlogz: 54.891 > 0.109
iter: 2497 | bound: 34 | nc: 38 | ncall: 84880 | eff(%): 2.942 | loglstar: -inf < -221.866 < inf | logz: -249.609 +/- 0.514 | dlogz: 54.693 > 0.109
iter: 2498 | bound: 34 | nc: 38 | ncall: 84918 | eff(%): 2.942 | loglstar: -inf < -221.803 < inf | logz: -249.439 +/- 0.514 | dlogz: 54.506 > 0.109
iter: 2499 | bound: 34 | nc: 38 | ncall: 84956 | eff(%): 2.942 | loglstar: -inf < -221.796 < inf | logz: -249.291 +/- 0.514 | dlogz: 54.327 > 0.109
iter: 2500 | bound: 34 | nc: 38 | ncall: 84994 | eff(%): 2.941 | loglstar: -inf < -221.731 < inf | logz: -249.158 +/- 0.514 | dlogz: 54.168 > 0.109
iter: 2501 | bound: 34 | nc: 38 | ncall: 85032 | eff(%): 2.941 | loglstar: -inf < -221.422 < inf | logz: -249.019 +/- 0.513 | dlogz: 54.026 > 0.109
iter: 2502 | bound: 35 | nc: 38 | ncall: 85070 | eff(%): 2.941 | loglstar: -inf < -221.325 < inf | logz: -248.874 +/- 0.513 | dlogz: 53.876 > 0.109
iter: 2503 | bound: 35 | nc: 38 | ncall: 85108 | eff(%): 2.941 | loglstar: -inf < -221.238 < inf | logz: -248.737 +/- 0.513 | dlogz: 53.721 > 0.109
iter: 2504 | bound: 35 | nc: 38 | ncall: 85146 | eff(%): 2.941 | loglstar: -inf < -221.181 < inf | logz: -248.609 +/- 0.513 | dlogz: 53.574 > 0.109
iter: 2505 | bound: 35 | nc: 38 | ncall: 85184 | eff(%): 2.941 | loglstar: -inf < -220.972 < inf | logz: -248.481 +/- 0.513 | dlogz: 53.436 > 0.109
iter: 2506 | bound: 35 | nc: 38 | ncall: 85222 | eff(%): 2.941 | loglstar: -inf < -220.843 < inf | logz: -248.350 +/- 0.513 | dlogz: 53.299 > 0.109
iter: 2507 | bound: 35 | nc: 38 | ncall: 85260 | eff(%): 2.940 | loglstar: -inf < -220.807 < inf | logz: -248.226 +/- 0.513 | dlogz: 53.158 > 0.109
iter: 2508 | bound: 35 | nc: 38 | ncall: 85298 | eff(%): 2.940 | loglstar: -inf < -220.666 < inf | logz: -248.108 +/- 0.513 | dlogz: 53.024 > 0.109
iter: 2509 | bound: 35 | nc: 38 | ncall: 85336 | eff(%): 2.940 | loglstar: -inf < -220.661 < inf | logz: -247.995 +/- 0.513 | dlogz: 52.895 > 0.109
iter: 2510 | bound: 35 | nc: 38 | ncall: 85374 | eff(%): 2.940 | loglstar: -inf < -220.465 < inf | logz: -247.884 +/- 0.513 | dlogz: 52.773 > 0.109
iter: 2511 | bound: 35 | nc: 38 | ncall: 85412 | eff(%): 2.940 | loglstar: -inf < -220.346 < inf | logz: -247.770 +/- 0.512 | dlogz: 52.652 > 0.109
iter: 2512 | bound: 35 | nc: 38 | ncall: 85450 | eff(%): 2.940 | loglstar: -inf < -220.311 < inf | logz: -247.661 +/- 0.512 | dlogz: 52.528 > 0.109
iter: 2513 | bound: 35 | nc: 38 | ncall: 85488 | eff(%): 2.940 | loglstar: -inf < -220.280 < inf | logz: -247.560 +/- 0.512 | dlogz: 52.408 > 0.109
iter: 2514 | bound: 35 | nc: 38 | ncall: 85526 | eff(%): 2.939 | loglstar: -inf < -220.077 < inf | logz: -247.458 +/- 0.512 | dlogz: 52.298 > 0.109
iter: 2515 | bound: 35 | nc: 38 | ncall: 85564 | eff(%): 2.939 | loglstar: -inf < -219.835 < inf | logz: -247.345 +/- 0.512 | dlogz: 52.186 > 0.109
iter: 2516 | bound: 35 | nc: 38 | ncall: 85602 | eff(%): 2.939 | loglstar: -inf < -219.789 < inf | logz: -247.231 +/- 0.512 | dlogz: 52.063 > 0.109
iter: 2517 | bound: 35 | nc: 38 | ncall: 85640 | eff(%): 2.939 | loglstar: -inf < -219.577 < inf | logz: -247.115 +/- 0.512 | dlogz: 51.939 > 0.109
iter: 2518 | bound: 35 | nc: 38 | ncall: 85678 | eff(%): 2.939 | loglstar: -inf < -219.472 < inf | logz: -246.996 +/- 0.512 | dlogz: 51.813 > 0.109
iter: 2519 | bound: 35 | nc: 38 | ncall: 85716 | eff(%): 2.939 | loglstar: -inf < -219.440 < inf | logz: -246.884 +/- 0.512 | dlogz: 51.684 > 0.109
iter: 2520 | bound: 35 | nc: 38 | ncall: 85754 | eff(%): 2.939 | loglstar: -inf < -219.409 < inf | logz: -246.781 +/- 0.512 | dlogz: 51.562 > 0.109
iter: 2521 | bound: 35 | nc: 38 | ncall: 85792 | eff(%): 2.939 | loglstar: -inf < -219.205 < inf | logz: -246.677 +/- 0.512 | dlogz: 51.449 > 0.109
iter: 2522 | bound: 35 | nc: 38 | ncall: 85830 | eff(%): 2.938 | loglstar: -inf < -219.009 < inf | logz: -246.564 +/- 0.512 | dlogz: 51.335 > 0.109
iter: 2523 | bound: 35 | nc: 38 | ncall: 85868 | eff(%): 2.938 | loglstar: -inf < -218.922 < inf | logz: -246.450 +/- 0.512 | dlogz: 51.213 > 0.109
iter: 2524 | bound: 35 | nc: 38 | ncall: 85906 | eff(%): 2.938 | loglstar: -inf < -218.797 < inf | logz: -246.338 +/- 0.512 | dlogz: 51.088 > 0.109
iter: 2525 | bound: 35 | nc: 38 | ncall: 85944 | eff(%): 2.938 | loglstar: -inf < -218.704 < inf | logz: -246.227 +/- 0.512 | dlogz: 50.966 > 0.109
iter: 2526 | bound: 35 | nc: 38 | ncall: 85982 | eff(%): 2.938 | loglstar: -inf < -218.689 < inf | logz: -246.123 +/- 0.512 | dlogz: 50.845 > 0.109
iter: 2527 | bound: 36 | nc: 38 | ncall: 86020 | eff(%): 2.938 | loglstar: -inf < -218.621 < inf | logz: -246.025 +/- 0.512 | dlogz: 50.731 > 0.109
iter: 2528 | bound: 36 | nc: 38 | ncall: 86058 | eff(%): 2.938 | loglstar: -inf < -218.452 < inf | logz: -245.927 +/- 0.512 | dlogz: 50.624 > 0.109
iter: 2529 | bound: 36 | nc: 38 | ncall: 86096 | eff(%): 2.937 | loglstar: -inf < -218.387 < inf | logz: -245.828 +/- 0.512 | dlogz: 50.515 > 0.109
iter: 2530 | bound: 36 | nc: 38 | ncall: 86134 | eff(%): 2.937 | loglstar: -inf < -218.321 < inf | logz: -245.733 +/- 0.512 | dlogz: 50.407 > 0.109
iter: 2531 | bound: 36 | nc: 38 | ncall: 86172 | eff(%): 2.937 | loglstar: -inf < -218.076 < inf | logz: -245.633 +/- 0.512 | dlogz: 50.302 > 0.109
iter: 2532 | bound: 36 | nc: 38 | ncall: 86210 | eff(%): 2.937 | loglstar: -inf < -217.945 < inf | logz: -245.525 +/- 0.512 | dlogz: 50.191 > 0.109
iter: 2533 | bound: 36 | nc: 38 | ncall: 86248 | eff(%): 2.937 | loglstar: -inf < -217.836 < inf | logz: -245.417 +/- 0.512 | dlogz: 50.074 > 0.109
iter: 2534 | bound: 36 | nc: 38 | ncall: 86286 | eff(%): 2.937 | loglstar: -inf < -217.484 < inf | logz: -245.296 +/- 0.513 | dlogz: 49.956 > 0.109
iter: 2535 | bound: 36 | nc: 38 | ncall: 86324 | eff(%): 2.937 | loglstar: -inf < -217.406 < inf | logz: -245.167 +/- 0.513 | dlogz: 49.825 > 0.109
iter: 2536 | bound: 36 | nc: 38 | ncall: 86362 | eff(%): 2.936 | loglstar: -inf < -217.103 < inf | logz: -245.029 +/- 0.513 | dlogz: 49.685 > 0.109
iter: 2537 | bound: 36 | nc: 38 | ncall: 86400 | eff(%): 2.936 | loglstar: -inf < -217.047 < inf | logz: -244.889 +/- 0.514 | dlogz: 49.538 > 0.109
iter: 2538 | bound: 36 | nc: 38 | ncall: 86438 | eff(%): 2.936 | loglstar: -inf < -216.977 < inf | logz: -244.760 +/- 0.514 | dlogz: 49.388 > 0.109
iter: 2539 | bound: 36 | nc: 38 | ncall: 86476 | eff(%): 2.936 | loglstar: -inf < -216.915 < inf | logz: -244.640 +/- 0.514 | dlogz: 49.249 > 0.109
iter: 2540 | bound: 36 | nc: 38 | ncall: 86514 | eff(%): 2.936 | loglstar: -inf < -216.744 < inf | logz: -244.521 +/- 0.514 | dlogz: 49.119 > 0.109
iter: 2541 | bound: 36 | nc: 38 | ncall: 86552 | eff(%): 2.936 | loglstar: -inf < -216.632 < inf | logz: -244.400 +/- 0.514 | dlogz: 48.990 > 0.109
iter: 2542 | bound: 36 | nc: 38 | ncall: 86590 | eff(%): 2.936 | loglstar: -inf < -216.048 < inf | logz: -244.247 +/- 0.515 | dlogz: 48.859 > 0.109
iter: 2543 | bound: 36 | nc: 38 | ncall: 86628 | eff(%): 2.936 | loglstar: -inf < -215.981 < inf | logz: -244.076 +/- 0.515 | dlogz: 48.696 > 0.109
iter: 2544 | bound: 36 | nc: 38 | ncall: 86666 | eff(%): 2.935 | loglstar: -inf < -215.932 < inf | logz: -243.923 +/- 0.516 | dlogz: 48.515 > 0.109
iter: 2545 | bound: 36 | nc: 38 | ncall: 86704 | eff(%): 2.935 | loglstar: -inf < -215.818 < inf | logz: -243.781 +/- 0.516 | dlogz: 48.352 > 0.109
iter: 2546 | bound: 36 | nc: 38 | ncall: 86742 | eff(%): 2.935 | loglstar: -inf < -215.797 < inf | logz: -243.650 +/- 0.516 | dlogz: 48.200 > 0.109
iter: 2547 | bound: 36 | nc: 38 | ncall: 86780 | eff(%): 2.935 | loglstar: -inf < -215.779 < inf | logz: -243.533 +/- 0.516 | dlogz: 48.059 > 0.109
iter: 2548 | bound: 36 | nc: 38 | ncall: 86818 | eff(%): 2.935 | loglstar: -inf < -215.535 < inf | logz: -243.415 +/- 0.516 | dlogz: 47.932 > 0.109
iter: 2549 | bound: 36 | nc: 38 | ncall: 86856 | eff(%): 2.935 | loglstar: -inf < -215.472 < inf | logz: -243.295 +/- 0.516 | dlogz: 47.804 > 0.109
iter: 2550 | bound: 36 | nc: 38 | ncall: 86894 | eff(%): 2.935 | loglstar: -inf < -215.241 < inf | logz: -243.172 +/- 0.516 | dlogz: 47.674 > 0.109
iter: 2551 | bound: 36 | nc: 38 | ncall: 86932 | eff(%): 2.934 | loglstar: -inf < -215.086 < inf | logz: -243.042 +/- 0.516 | dlogz: 47.541 > 0.109
iter: 2552 | bound: 36 | nc: 38 | ncall: 86970 | eff(%): 2.934 | loglstar: -inf < -215.018 < inf | logz: -242.916 +/- 0.516 | dlogz: 47.402 > 0.109
iter: 2553 | bound: 36 | nc: 38 | ncall: 87008 | eff(%): 2.934 | loglstar: -inf < -214.792 < inf | logz: -242.788 +/- 0.516 | dlogz: 47.266 > 0.109
iter: 2554 | bound: 36 | nc: 38 | ncall: 87046 | eff(%): 2.934 | loglstar: -inf < -214.785 < inf | logz: -242.664 +/- 0.516 | dlogz: 47.128 > 0.109
iter: 2555 | bound: 36 | nc: 38 | ncall: 87084 | eff(%): 2.934 | loglstar: -inf < -214.781 < inf | logz: -242.553 +/- 0.516 | dlogz: 46.994 > 0.109
iter: 2556 | bound: 36 | nc: 38 | ncall: 87122 | eff(%): 2.934 | loglstar: -inf < -214.599 < inf | logz: -242.445 +/- 0.516 | dlogz: 46.873 > 0.109
iter: 2557 | bound: 36 | nc: 38 | ncall: 87160 | eff(%): 2.934 | loglstar: -inf < -214.456 < inf | logz: -242.333 +/- 0.516 | dlogz: 46.755 > 0.109
iter: 2558 | bound: 36 | nc: 38 | ncall: 87198 | eff(%): 2.934 | loglstar: -inf < -213.925 < inf | logz: -242.191 +/- 0.517 | dlogz: 46.633 > 0.109
iter: 2559 | bound: 36 | nc: 38 | ncall: 87236 | eff(%): 2.933 | loglstar: -inf < -213.886 < inf | logz: -242.036 +/- 0.517 | dlogz: 46.481 > 0.109
iter: 2560 | bound: 36 | nc: 38 | ncall: 87274 | eff(%): 2.933 | loglstar: -inf < -213.788 < inf | logz: -241.894 +/- 0.517 | dlogz: 46.316 > 0.109
iter: 2561 | bound: 36 | nc: 38 | ncall: 87312 | eff(%): 2.933 | loglstar: -inf < -213.563 < inf | logz: -241.750 +/- 0.517 | dlogz: 46.164 > 0.109
iter: 2562 | bound: 36 | nc: 38 | ncall: 87350 | eff(%): 2.933 | loglstar: -inf < -213.509 < inf | logz: -241.608 +/- 0.518 | dlogz: 46.010 > 0.109
iter: 2563 | bound: 36 | nc: 38 | ncall: 87388 | eff(%): 2.933 | loglstar: -inf < -213.490 < inf | logz: -241.481 +/- 0.518 | dlogz: 45.859 > 0.109
iter: 2564 | bound: 36 | nc: 38 | ncall: 87426 | eff(%): 2.933 | loglstar: -inf < -213.401 < inf | logz: -241.364 +/- 0.518 | dlogz: 45.722 > 0.109
iter: 2565 | bound: 36 | nc: 38 | ncall: 87464 | eff(%): 2.933 | loglstar: -inf < -213.398 < inf | logz: -241.255 +/- 0.517 | dlogz: 45.594 > 0.109
iter: 2566 | bound: 36 | nc: 38 | ncall: 87502 | eff(%): 2.933 | loglstar: -inf < -213.340 < inf | logz: -241.155 +/- 0.517 | dlogz: 45.476 > 0.109
iter: 2567 | bound: 36 | nc: 38 | ncall: 87540 | eff(%): 2.932 | loglstar: -inf < -213.266 < inf | logz: -241.059 +/- 0.517 | dlogz: 45.366 > 0.109
iter: 2568 | bound: 36 | nc: 38 | ncall: 87578 | eff(%): 2.932 | loglstar: -inf < -213.196 < inf | logz: -240.966 +/- 0.517 | dlogz: 45.260 > 0.109
iter: 2569 | bound: 36 | nc: 38 | ncall: 87616 | eff(%): 2.932 | loglstar: -inf < -213.187 < inf | logz: -240.879 +/- 0.517 | dlogz: 45.157 > 0.109
iter: 2570 | bound: 36 | nc: 38 | ncall: 87654 | eff(%): 2.932 | loglstar: -inf < -213.114 < inf | logz: -240.796 +/- 0.517 | dlogz: 45.060 > 0.109
iter: 2571 | bound: 36 | nc: 38 | ncall: 87692 | eff(%): 2.932 | loglstar: -inf < -213.006 < inf | logz: -240.714 +/- 0.516 | dlogz: 44.967 > 0.109
iter: 2572 | bound: 36 | nc: 38 | ncall: 87730 | eff(%): 2.932 | loglstar: -inf < -212.957 < inf | logz: -240.632 +/- 0.516 | dlogz: 44.874 > 0.109
iter: 2573 | bound: 36 | nc: 38 | ncall: 87768 | eff(%): 2.932 | loglstar: -inf < -212.565 < inf | logz: -240.538 +/- 0.516 | dlogz: 44.783 > 0.109
iter: 2574 | bound: 36 | nc: 38 | ncall: 87806 | eff(%): 2.931 | loglstar: -inf < -212.535 < inf | logz: -240.436 +/- 0.516 | dlogz: 44.679 > 0.109
iter: 2575 | bound: 36 | nc: 38 | ncall: 87844 | eff(%): 2.931 | loglstar: -inf < -212.405 < inf | logz: -240.337 +/- 0.516 | dlogz: 44.567 > 0.109
iter: 2576 | bound: 36 | nc: 38 | ncall: 87882 | eff(%): 2.931 | loglstar: -inf < -212.322 < inf | logz: -240.238 +/- 0.516 | dlogz: 44.458 > 0.109
iter: 2577 | bound: 36 | nc: 38 | ncall: 87920 | eff(%): 2.931 | loglstar: -inf < -212.160 < inf | logz: -240.137 +/- 0.516 | dlogz: 44.349 > 0.109
iter: 2578 | bound: 36 | nc: 38 | ncall: 87958 | eff(%): 2.931 | loglstar: -inf < -212.151 < inf | logz: -240.040 +/- 0.516 | dlogz: 44.238 > 0.109
iter: 2579 | bound: 36 | nc: 38 | ncall: 87996 | eff(%): 2.931 | loglstar: -inf < -212.084 < inf | logz: -239.948 +/- 0.516 | dlogz: 44.131 > 0.109
iter: 2580 | bound: 36 | nc: 38 | ncall: 88034 | eff(%): 2.931 | loglstar: -inf < -211.984 < inf | logz: -239.858 +/- 0.516 | dlogz: 44.029 > 0.109
iter: 2581 | bound: 36 | nc: 38 | ncall: 88072 | eff(%): 2.931 | loglstar: -inf < -211.963 < inf | logz: -239.772 +/- 0.516 | dlogz: 43.929 > 0.109
iter: 2582 | bound: 36 | nc: 38 | ncall: 88110 | eff(%): 2.930 | loglstar: -inf < -211.928 < inf | logz: -239.691 +/- 0.516 | dlogz: 43.833 > 0.109
iter: 2583 | bound: 36 | nc: 38 | ncall: 88148 | eff(%): 2.930 | loglstar: -inf < -211.868 < inf | logz: -239.613 +/- 0.516 | dlogz: 43.742 > 0.109
iter: 2584 | bound: 36 | nc: 38 | ncall: 88186 | eff(%): 2.930 | loglstar: -inf < -211.817 < inf | logz: -239.537 +/- 0.516 | dlogz: 43.654 > 0.109
iter: 2585 | bound: 36 | nc: 38 | ncall: 88224 | eff(%): 2.930 | loglstar: -inf < -211.702 < inf | logz: -239.462 +/- 0.516 | dlogz: 43.569 > 0.109
iter: 2586 | bound: 36 | nc: 38 | ncall: 88262 | eff(%): 2.930 | loglstar: -inf < -211.510 < inf | logz: -239.381 +/- 0.516 | dlogz: 43.483 > 0.109
iter: 2587 | bound: 36 | nc: 38 | ncall: 88300 | eff(%): 2.930 | loglstar: -inf < -211.484 < inf | logz: -239.300 +/- 0.516 | dlogz: 43.393 > 0.109
iter: 2588 | bound: 36 | nc: 38 | ncall: 88338 | eff(%): 2.930 | loglstar: -inf < -211.483 < inf | logz: -239.224 +/- 0.516 | dlogz: 43.301 > 0.109
iter: 2589 | bound: 36 | nc: 38 | ncall: 88376 | eff(%): 2.930 | loglstar: -inf < -211.148 < inf | logz: -239.141 +/- 0.516 | dlogz: 43.215 > 0.109
iter: 2590 | bound: 36 | nc: 38 | ncall: 88414 | eff(%): 2.929 | loglstar: -inf < -210.888 < inf | logz: -239.040 +/- 0.516 | dlogz: 43.122 > 0.109
iter: 2591 | bound: 36 | nc: 38 | ncall: 88452 | eff(%): 2.929 | loglstar: -inf < -210.760 < inf | logz: -238.932 +/- 0.516 | dlogz: 43.012 > 0.109
iter: 2592 | bound: 36 | nc: 38 | ncall: 88490 | eff(%): 2.929 | loglstar: -inf < -210.625 < inf | logz: -238.822 +/- 0.517 | dlogz: 42.894 > 0.109
iter: 2593 | bound: 36 | nc: 38 | ncall: 88528 | eff(%): 2.929 | loglstar: -inf < -210.429 < inf | logz: -238.708 +/- 0.517 | dlogz: 42.774 > 0.109
iter: 2594 | bound: 36 | nc: 38 | ncall: 88566 | eff(%): 2.929 | loglstar: -inf < -210.378 < inf | logz: -238.594 +/- 0.517 | dlogz: 42.650 > 0.109
iter: 2595 | bound: 36 | nc: 38 | ncall: 88604 | eff(%): 2.929 | loglstar: -inf < -210.352 < inf | logz: -238.488 +/- 0.518 | dlogz: 42.525 > 0.109
iter: 2596 | bound: 36 | nc: 38 | ncall: 88642 | eff(%): 2.929 | loglstar: -inf < -210.257 < inf | logz: -238.388 +/- 0.518 | dlogz: 42.410 > 0.109
iter: 2597 | bound: 36 | nc: 38 | ncall: 88680 | eff(%): 2.929 | loglstar: -inf < -210.127 < inf | logz: -238.288 +/- 0.518 | dlogz: 42.300 > 0.109
iter: 2598 | bound: 36 | nc: 38 | ncall: 88718 | eff(%): 2.928 | loglstar: -inf < -210.102 < inf | logz: -238.191 +/- 0.518 | dlogz: 42.190 > 0.109
iter: 2599 | bound: 36 | nc: 38 | ncall: 88756 | eff(%): 2.928 | loglstar: -inf < -210.100 < inf | logz: -238.102 +/- 0.518 | dlogz: 42.083 > 0.109
iter: 2600 | bound: 36 | nc: 38 | ncall: 88794 | eff(%): 2.928 | loglstar: -inf < -209.910 < inf | logz: -238.013 +/- 0.518 | dlogz: 41.984 > 0.109
iter: 2601 | bound: 36 | nc: 38 | ncall: 88832 | eff(%): 2.928 | loglstar: -inf < -209.494 < inf | logz: -237.904 +/- 0.518 | dlogz: 41.885 > 0.109
iter: 2602 | bound: 36 | nc: 38 | ncall: 88870 | eff(%): 2.928 | loglstar: -inf < -209.300 < inf | logz: -237.775 +/- 0.519 | dlogz: 41.766 > 0.109
iter: 2603 | bound: 36 | nc: 38 | ncall: 88908 | eff(%): 2.928 | loglstar: -inf < -209.300 < inf | logz: -237.652 +/- 0.519 | dlogz: 41.627 > 0.109
iter: 2604 | bound: 36 | nc: 38 | ncall: 88946 | eff(%): 2.928 | loglstar: -inf < -209.293 < inf | logz: -237.543 +/- 0.519 | dlogz: 41.494 > 0.109
iter: 2605 | bound: 36 | nc: 38 | ncall: 88984 | eff(%): 2.927 | loglstar: -inf < -209.232 < inf | logz: -237.442 +/- 0.519 | dlogz: 41.375 > 0.109
iter: 2606 | bound: 36 | nc: 38 | ncall: 89022 | eff(%): 2.927 | loglstar: -inf < -208.983 < inf | logz: -237.337 +/- 0.519 | dlogz: 42.565 > 0.109
iter: 2607 | bound: 36 | nc: 38 | ncall: 89060 | eff(%): 2.927 | loglstar: -inf < -208.966 < inf | logz: -237.230 +/- 0.519 | dlogz: 42.449 > 0.109
iter: 2608 | bound: 36 | nc: 38 | ncall: 89098 | eff(%): 2.927 | loglstar: -inf < -208.868 < inf | logz: -237.129 +/- 0.519 | dlogz: 42.333 > 0.109
iter: 2609 | bound: 36 | nc: 38 | ncall: 89136 | eff(%): 2.927 | loglstar: -inf < -208.838 < inf | logz: -237.033 +/- 0.519 | dlogz: 42.222 > 0.109
iter: 2610 | bound: 36 | nc: 38 | ncall: 89174 | eff(%): 2.927 | loglstar: -inf < -208.736 < inf | logz: -236.940 +/- 0.519 | dlogz: 42.115 > 0.109
iter: 2611 | bound: 36 | nc: 38 | ncall: 89212 | eff(%): 2.927 | loglstar: -inf < -208.590 < inf | logz: -236.845 +/- 0.519 | dlogz: 42.432 > 0.109
iter: 2612 | bound: 36 | nc: 38 | ncall: 89250 | eff(%): 2.927 | loglstar: -inf < -208.587 < inf | logz: -236.753 +/- 0.519 | dlogz: 42.327 > 0.109
iter: 2613 | bound: 36 | nc: 38 | ncall: 89288 | eff(%): 2.926 | loglstar: -inf < -208.362 < inf | logz: -236.659 +/- 0.519 | dlogz: 42.225 > 0.109
iter: 2614 | bound: 36 | nc: 38 | ncall: 89326 | eff(%): 2.926 | loglstar: -inf < -208.113 < inf | logz: -236.553 +/- 0.520 | dlogz: 42.122 > 0.109
iter: 2615 | bound: 36 | nc: 38 | ncall: 89364 | eff(%): 2.926 | loglstar: -inf < -208.080 < inf | logz: -236.445 +/- 0.520 | dlogz: 42.005 > 0.109
iter: 2616 | bound: 36 | nc: 38 | ncall: 89402 | eff(%): 2.926 | loglstar: -inf < -208.064 < inf | logz: -236.346 +/- 0.520 | dlogz: 41.887 > 0.109
iter: 2617 | bound: 36 | nc: 38 | ncall: 89440 | eff(%): 2.926 | loglstar: -inf < -207.869 < inf | logz: -236.247 +/- 0.520 | dlogz: 41.778 > 0.109
iter: 2618 | bound: 36 | nc: 38 | ncall: 89478 | eff(%): 2.926 | loglstar: -inf < -207.824 < inf | logz: -236.147 +/- 0.520 | dlogz: 41.669 > 0.109
iter: 2619 | bound: 36 | nc: 38 | ncall: 89516 | eff(%): 2.926 | loglstar: -inf < -207.806 < inf | logz: -236.055 +/- 0.520 | dlogz: 41.560 > 0.109
iter: 2620 | bound: 36 | nc: 38 | ncall: 89554 | eff(%): 2.926 | loglstar: -inf < -207.799 < inf | logz: -235.970 +/- 0.520 | dlogz: 41.457 > 0.109
iter: 2621 | bound: 36 | nc: 38 | ncall: 89592 | eff(%): 2.925 | loglstar: -inf < -207.776 < inf | logz: -235.891 +/- 0.520 | dlogz: 41.362 > 0.109
iter: 2622 | bound: 36 | nc: 38 | ncall: 89630 | eff(%): 2.925 | loglstar: -inf < -207.647 < inf | logz: -235.813 +/- 0.520 | dlogz: 41.274 > 0.109
iter: 2623 | bound: 36 | nc: 38 | ncall: 89668 | eff(%): 2.925 | loglstar: -inf < -207.553 < inf | logz: -235.734 +/- 0.520 | dlogz: 41.186 > 0.109
iter: 2624 | bound: 36 | nc: 38 | ncall: 89706 | eff(%): 2.925 | loglstar: -inf < -207.519 < inf | logz: -235.656 +/- 0.520 | dlogz: 41.096 > 0.109
iter: 2625 | bound: 36 | nc: 38 | ncall: 89744 | eff(%): 2.925 | loglstar: -inf < -207.239 < inf | logz: -235.572 +/- 0.520 | dlogz: 41.009 > 0.109
iter: 2626 | bound: 37 | nc: 38 | ncall: 89782 | eff(%): 2.925 | loglstar: -inf < -207.235 < inf | logz: -235.486 +/- 0.520 | dlogz: 40.915 > 0.109
iter: 2627 | bound: 37 | nc: 38 | ncall: 89820 | eff(%): 2.925 | loglstar: -inf < -207.221 < inf | logz: -235.406 +/- 0.520 | dlogz: 40.819 > 0.109
iter: 2628 | bound: 37 | nc: 38 | ncall: 89858 | eff(%): 2.925 | loglstar: -inf < -207.107 < inf | logz: -235.328 +/- 0.520 | dlogz: 40.729 > 0.109
iter: 2629 | bound: 37 | nc: 38 | ncall: 89896 | eff(%): 2.924 | loglstar: -inf < -207.082 < inf | logz: -235.251 +/- 0.520 | dlogz: 40.641 > 0.109
iter: 2630 | bound: 37 | nc: 38 | ncall: 89934 | eff(%): 2.924 | loglstar: -inf < -206.558 < inf | logz: -235.157 +/- 0.520 | dlogz: 40.554 > 0.109
iter: 2631 | bound: 37 | nc: 38 | ncall: 89972 | eff(%): 2.924 | loglstar: -inf < -206.539 < inf | logz: -235.049 +/- 0.520 | dlogz: 40.450 > 0.109
iter: 2632 | bound: 37 | nc: 38 | ncall: 90010 | eff(%): 2.924 | loglstar: -inf < -206.496 < inf | logz: -234.950 +/- 0.520 | dlogz: 40.333 > 0.109
iter: 2633 | bound: 37 | nc: 38 | ncall: 90048 | eff(%): 2.924 | loglstar: -inf < -206.361 < inf | logz: -234.853 +/- 0.520 | dlogz: 40.224 > 0.109
iter: 2634 | bound: 37 | nc: 38 | ncall: 90086 | eff(%): 2.924 | loglstar: -inf < -206.284 < inf | logz: -234.756 +/- 0.521 | dlogz: 40.116 > 0.109
iter: 2635 | bound: 37 | nc: 38 | ncall: 90124 | eff(%): 2.924 | loglstar: -inf < -205.364 < inf | logz: -234.602 +/- 0.522 | dlogz: 40.009 > 0.109
iter: 2636 | bound: 37 | nc: 38 | ncall: 90162 | eff(%): 2.924 | loglstar: -inf < -205.271 < inf | logz: -234.409 +/- 0.523 | dlogz: 39.845 > 0.109
iter: 2637 | bound: 37 | nc: 38 | ncall: 90200 | eff(%): 2.924 | loglstar: -inf < -205.231 < inf | logz: -234.239 +/- 0.524 | dlogz: 39.643 > 0.109
iter: 2638 | bound: 37 | nc: 38 | ncall: 90238 | eff(%): 2.923 | loglstar: -inf < -205.067 < inf | logz: -234.081 +/- 0.524 | dlogz: 39.463 > 0.109
iter: 2639 | bound: 37 | nc: 38 | ncall: 90276 | eff(%): 2.923 | loglstar: -inf < -205.049 < inf | logz: -233.934 +/- 0.524 | dlogz: 39.294 > 0.109
iter: 2640 | bound: 37 | nc: 38 | ncall: 90314 | eff(%): 2.923 | loglstar: -inf < -205.039 < inf | logz: -233.805 +/- 0.524 | dlogz: 39.137 > 0.109
iter: 2641 | bound: 37 | nc: 38 | ncall: 90352 | eff(%): 2.923 | loglstar: -inf < -204.917 < inf | logz: -233.685 +/- 0.525 | dlogz: 38.999 > 0.109
iter: 2642 | bound: 37 | nc: 38 | ncall: 90390 | eff(%): 2.923 | loglstar: -inf < -204.895 < inf | logz: -233.571 +/- 0.524 | dlogz: 38.868 > 0.109
iter: 2643 | bound: 37 | nc: 38 | ncall: 90428 | eff(%): 2.923 | loglstar: -inf < -204.880 < inf | logz: -233.468 +/- 0.524 | dlogz: 38.745 > 0.109
iter: 2644 | bound: 37 | nc: 38 | ncall: 90466 | eff(%): 2.923 | loglstar: -inf < -204.717 < inf | logz: -233.367 +/- 0.524 | dlogz: 38.632 > 0.109
iter: 2645 | bound: 37 | nc: 38 | ncall: 90504 | eff(%): 2.923 | loglstar: -inf < -204.709 < inf | logz: -233.269 +/- 0.524 | dlogz: 38.521 > 0.109
iter: 2646 | bound: 37 | nc: 38 | ncall: 90542 | eff(%): 2.922 | loglstar: -inf < -204.634 < inf | logz: -233.177 +/- 0.524 | dlogz: 38.413 > 0.109
iter: 2647 | bound: 37 | nc: 38 | ncall: 90580 | eff(%): 2.922 | loglstar: -inf < -204.528 < inf | logz: -233.085 +/- 0.524 | dlogz: 38.310 > 0.109
iter: 2648 | bound: 37 | nc: 38 | ncall: 90618 | eff(%): 2.922 | loglstar: -inf < -204.490 < inf | logz: -232.997 +/- 0.524 | dlogz: 38.209 > 0.109
iter: 2649 | bound: 37 | nc: 38 | ncall: 90656 | eff(%): 2.922 | loglstar: -inf < -204.461 < inf | logz: -232.913 +/- 0.524 | dlogz: 38.111 > 0.109
iter: 2650 | bound: 37 | nc: 38 | ncall: 90694 | eff(%): 2.922 | loglstar: -inf < -204.441 < inf | logz: -232.835 +/- 0.523 | dlogz: 38.017 > 0.109
iter: 2651 | bound: 37 | nc: 38 | ncall: 90732 | eff(%): 2.922 | loglstar: -inf < -204.268 < inf | logz: -232.756 +/- 0.523 | dlogz: 37.929 > 0.109
iter: 2652 | bound: 37 | nc: 38 | ncall: 90770 | eff(%): 2.922 | loglstar: -inf < -204.089 < inf | logz: -232.671 +/- 0.523 | dlogz: 37.840 > 0.109
iter: 2653 | bound: 37 | nc: 38 | ncall: 90808 | eff(%): 2.922 | loglstar: -inf < -204.088 < inf | logz: -232.586 +/- 0.523 | dlogz: 37.745 > 0.109
iter: 2654 | bound: 37 | nc: 38 | ncall: 90846 | eff(%): 2.921 | loglstar: -inf < -203.916 < inf | logz: -232.501 +/- 0.523 | dlogz: 37.650 > 0.109
iter: 2655 | bound: 37 | nc: 38 | ncall: 90884 | eff(%): 2.921 | loglstar: -inf < -203.891 < inf | logz: -232.416 +/- 0.523 | dlogz: 37.555 > 0.109
iter: 2656 | bound: 37 | nc: 38 | ncall: 90922 | eff(%): 2.921 | loglstar: -inf < -203.732 < inf | logz: -232.332 +/- 0.523 | dlogz: 37.461 > 0.109
iter: 2657 | bound: 37 | nc: 38 | ncall: 90960 | eff(%): 2.921 | loglstar: -inf < -203.704 < inf | logz: -232.247 +/- 0.523 | dlogz: 37.366 > 0.109
iter: 2658 | bound: 37 | nc: 38 | ncall: 90998 | eff(%): 2.921 | loglstar: -inf < -203.505 < inf | logz: -232.161 +/- 0.523 | dlogz: 37.272 > 0.109
iter: 2659 | bound: 37 | nc: 38 | ncall: 91036 | eff(%): 2.921 | loglstar: -inf < -203.485 < inf | logz: -232.074 +/- 0.523 | dlogz: 37.176 > 0.109
iter: 2660 | bound: 37 | nc: 38 | ncall: 91074 | eff(%): 2.921 | loglstar: -inf < -203.349 < inf | logz: -231.988 +/- 0.523 | dlogz: 37.079 > 0.109
iter: 2661 | bound: 37 | nc: 38 | ncall: 91112 | eff(%): 2.921 | loglstar: -inf < -203.265 < inf | logz: -231.902 +/- 0.523 | dlogz: 36.983 > 0.109
iter: 2662 | bound: 37 | nc: 38 | ncall: 91150 | eff(%): 2.920 | loglstar: -inf < -203.163 < inf | logz: -231.815 +/- 0.523 | dlogz: 36.886 > 0.109
iter: 2663 | bound: 37 | nc: 38 | ncall: 91188 | eff(%): 2.920 | loglstar: -inf < -203.025 < inf | logz: -231.727 +/- 0.523 | dlogz: 60.483 > 0.109
iter: 2664 | bound: 37 | nc: 38 | ncall: 91226 | eff(%): 2.920 | loglstar: -inf < -202.919 < inf | logz: -231.636 +/- 0.523 | dlogz: 60.384 > 0.109
iter: 2665 | bound: 37 | nc: 38 | ncall: 91264 | eff(%): 2.920 | loglstar: -inf < -202.830 < inf | logz: -231.546 +/- 0.523 | dlogz: 60.284 > 0.109
iter: 2666 | bound: 37 | nc: 38 | ncall: 91302 | eff(%): 2.920 | loglstar: -inf < -202.815 < inf | logz: -231.460 +/- 0.523 | dlogz: 60.184 > 0.109
iter: 2667 | bound: 37 | nc: 38 | ncall: 91340 | eff(%): 2.920 | loglstar: -inf < -202.776 < inf | logz: -231.380 +/- 0.523 | dlogz: 60.088 > 0.109
iter: 2668 | bound: 37 | nc: 38 | ncall: 91378 | eff(%): 2.920 | loglstar: -inf < -202.776 < inf | logz: -231.305 +/- 0.523 | dlogz: 59.997 > 0.109
iter: 2669 | bound: 37 | nc: 38 | ncall: 91416 | eff(%): 2.920 | loglstar: -inf < -202.615 < inf | logz: -231.229 +/- 0.523 | dlogz: 59.912 > 0.109
iter: 2670 | bound: 37 | nc: 38 | ncall: 91454 | eff(%): 2.920 | loglstar: -inf < -202.495 < inf | logz: -231.150 +/- 0.523 | dlogz: 59.827 > 0.109
iter: 2671 | bound: 37 | nc: 38 | ncall: 91492 | eff(%): 2.919 | loglstar: -inf < -202.423 < inf | logz: -231.071 +/- 0.523 | dlogz: 59.738 > 0.109
iter: 2672 | bound: 37 | nc: 38 | ncall: 91530 | eff(%): 2.919 | loglstar: -inf < -202.391 < inf | logz: -230.994 +/- 0.523 | dlogz: 59.649 > 0.109
iter: 2673 | bound: 37 | nc: 38 | ncall: 91568 | eff(%): 2.919 | loglstar: -inf < -202.333 < inf | logz: -230.920 +/- 0.523 | dlogz: 59.562 > 0.109
iter: 2674 | bound: 37 | nc: 38 | ncall: 91606 | eff(%): 2.919 | loglstar: -inf < -202.203 < inf | logz: -230.846 +/- 0.523 | dlogz: 59.478 > 0.109
iter: 2675 | bound: 37 | nc: 38 | ncall: 91644 | eff(%): 2.919 | loglstar: -inf < -202.157 < inf | logz: -230.771 +/- 0.523 | dlogz: 59.394 > 0.109
iter: 2676 | bound: 37 | nc: 38 | ncall: 91682 | eff(%): 2.919 | loglstar: -inf < -202.060 < inf | logz: -230.697 +/- 0.523 | dlogz: 59.309 > 0.109
iter: 2677 | bound: 37 | nc: 38 | ncall: 91720 | eff(%): 2.919 | loglstar: -inf < -201.865 < inf | logz: -230.619 +/- 0.523 | dlogz: 59.225 > 0.109
iter: 2678 | bound: 37 | nc: 38 | ncall: 91758 | eff(%): 2.919 | loglstar: -inf < -201.809 < inf | logz: -230.538 +/- 0.523 | dlogz: 59.137 > 0.109
iter: 2679 | bound: 37 | nc: 38 | ncall: 91796 | eff(%): 2.918 | loglstar: -inf < -201.754 < inf | logz: -230.459 +/- 0.524 | dlogz: 59.046 > 0.109
iter: 2680 | bound: 37 | nc: 38 | ncall: 91834 | eff(%): 2.918 | loglstar: -inf < -201.738 < inf | logz: -230.385 +/- 0.524 | dlogz: 58.957 > 0.109
iter: 2681 | bound: 37 | nc: 38 | ncall: 91872 | eff(%): 2.918 | loglstar: -inf < -201.723 < inf | logz: -230.315 +/- 0.524 | dlogz: 58.873 > 0.109
iter: 2682 | bound: 37 | nc: 38 | ncall: 91910 | eff(%): 2.918 | loglstar: -inf < -201.723 < inf | logz: -230.249 +/- 0.523 | dlogz: 58.793 > 0.109
iter: 2683 | bound: 37 | nc: 38 | ncall: 91948 | eff(%): 2.918 | loglstar: -inf < -201.594 < inf | logz: -230.185 +/- 0.523 | dlogz: 58.718 > 0.109
iter: 2684 | bound: 37 | nc: 38 | ncall: 91986 | eff(%): 2.918 | loglstar: -inf < -201.385 < inf | logz: -230.114 +/- 0.523 | dlogz: 58.643 > 0.109
iter: 2685 | bound: 37 | nc: 38 | ncall: 92024 | eff(%): 2.918 | loglstar: -inf < -201.342 < inf | logz: -230.041 +/- 0.524 | dlogz: 58.563 > 0.109
iter: 2686 | bound: 37 | nc: 38 | ncall: 92062 | eff(%): 2.918 | loglstar: -inf < -201.212 < inf | logz: -229.967 +/- 0.524 | dlogz: 58.479 > 0.109
iter: 2687 | bound: 37 | nc: 38 | ncall: 92100 | eff(%): 2.917 | loglstar: -inf < -201.162 < inf | logz: -229.892 +/- 0.524 | dlogz: 58.395 > 0.109
iter: 2688 | bound: 37 | nc: 38 | ncall: 92138 | eff(%): 2.917 | loglstar: -inf < -201.140 < inf | logz: -229.822 +/- 0.524 | dlogz: 58.311 > 0.109
iter: 2689 | bound: 38 | nc: 38 | ncall: 92176 | eff(%): 2.917 | loglstar: -inf < -201.107 < inf | logz: -229.754 +/- 0.524 | dlogz: 58.230 > 0.109
iter: 2690 | bound: 38 | nc: 38 | ncall: 92214 | eff(%): 2.917 | loglstar: -inf < -201.087 < inf | logz: -229.690 +/- 0.524 | dlogz: 58.153 > 0.109
iter: 2691 | bound: 38 | nc: 38 | ncall: 92252 | eff(%): 2.917 | loglstar: -inf < -201.003 < inf | logz: -229.627 +/- 0.524 | dlogz: 58.079 > 0.109
iter: 2692 | bound: 38 | nc: 38 | ncall: 92290 | eff(%): 2.917 | loglstar: -inf < -200.466 < inf | logz: -229.546 +/- 0.524 | dlogz: 58.006 > 0.109
iter: 2693 | bound: 38 | nc: 38 | ncall: 92328 | eff(%): 2.917 | loglstar: -inf < -200.369 < inf | logz: -229.448 +/- 0.524 | dlogz: 57.914 > 0.109
iter: 2694 | bound: 38 | nc: 38 | ncall: 92366 | eff(%): 2.917 | loglstar: -inf < -200.300 < inf | logz: -229.352 +/- 0.525 | dlogz: 57.806 > 0.109
iter: 2695 | bound: 38 | nc: 38 | ncall: 92404 | eff(%): 2.917 | loglstar: -inf < -200.284 < inf | logz: -229.262 +/- 0.525 | dlogz: 57.701 > 0.109
iter: 2696 | bound: 38 | nc: 38 | ncall: 92442 | eff(%): 2.916 | loglstar: -inf < -200.111 < inf | logz: -229.172 +/- 0.525 | dlogz: 57.601 > 0.109
iter: 2697 | bound: 38 | nc: 38 | ncall: 92480 | eff(%): 2.916 | loglstar: -inf < -199.885 < inf | logz: -229.073 +/- 0.525 | dlogz: 57.501 > 0.109
iter: 2698 | bound: 38 | nc: 38 | ncall: 92518 | eff(%): 2.916 | loglstar: -inf < -199.878 < inf | logz: -228.974 +/- 0.526 | dlogz: 57.392 > 0.109
iter: 2699 | bound: 38 | nc: 38 | ncall: 92556 | eff(%): 2.916 | loglstar: -inf < -199.860 < inf | logz: -228.883 +/- 0.526 | dlogz: 57.283 > 0.109
iter: 2700 | bound: 38 | nc: 38 | ncall: 92594 | eff(%): 2.916 | loglstar: -inf < -199.800 < inf | logz: -228.798 +/- 0.526 | dlogz: 57.182 > 0.109
iter: 2701 | bound: 38 | nc: 38 | ncall: 92632 | eff(%): 2.916 | loglstar: -inf < -199.647 < inf | logz: -228.712 +/- 0.526 | dlogz: 57.087 > 0.109
iter: 2702 | bound: 38 | nc: 38 | ncall: 92670 | eff(%): 2.916 | loglstar: -inf < -199.491 < inf | logz: -228.620 +/- 0.526 | dlogz: 56.991 > 0.109
iter: 2703 | bound: 38 | nc: 38 | ncall: 92708 | eff(%): 2.916 | loglstar: -inf < -199.448 < inf | logz: -228.529 +/- 0.526 | dlogz: 56.889 > 0.109
iter: 2704 | bound: 38 | nc: 38 | ncall: 92746 | eff(%): 2.915 | loglstar: -inf < -199.369 < inf | logz: -228.442 +/- 0.526 | dlogz: 56.788 > 0.109
iter: 2705 | bound: 38 | nc: 38 | ncall: 92784 | eff(%): 2.915 | loglstar: -inf < -199.329 < inf | logz: -228.357 +/- 0.526 | dlogz: 56.691 > 0.109
iter: 2706 | bound: 38 | nc: 38 | ncall: 92822 | eff(%): 2.915 | loglstar: -inf < -199.142 < inf | logz: -228.271 +/- 0.527 | dlogz: 56.596 > 0.109
iter: 2707 | bound: 38 | nc: 38 | ncall: 92860 | eff(%): 2.915 | loglstar: -inf < -199.127 < inf | logz: -228.184 +/- 0.527 | dlogz: 56.500 > 0.109
iter: 2708 | bound: 38 | nc: 38 | ncall: 92898 | eff(%): 2.915 | loglstar: -inf < -199.098 < inf | logz: -228.104 +/- 0.527 | dlogz: 56.404 > 0.109
iter: 2709 | bound: 38 | nc: 38 | ncall: 92936 | eff(%): 2.915 | loglstar: -inf < -199.051 < inf | logz: -228.027 +/- 0.527 | dlogz: 56.313 > 0.109
iter: 2710 | bound: 38 | nc: 38 | ncall: 92974 | eff(%): 2.915 | loglstar: -inf < -199.038 < inf | logz: -227.955 +/- 0.527 | dlogz: 56.227 > 0.109
iter: 2711 | bound: 38 | nc: 38 | ncall: 93012 | eff(%): 2.915 | loglstar: -inf < -198.964 < inf | logz: -227.885 +/- 0.527 | dlogz: 56.145 > 0.109
iter: 2712 | bound: 38 | nc: 38 | ncall: 93050 | eff(%): 2.915 | loglstar: -inf < -198.453 < inf | logz: -227.797 +/- 0.527 | dlogz: 56.065 > 0.109
iter: 2713 | bound: 38 | nc: 38 | ncall: 93088 | eff(%): 2.914 | loglstar: -inf < -198.423 < inf | logz: -227.696 +/- 0.527 | dlogz: 55.967 > 0.109
iter: 2714 | bound: 38 | nc: 38 | ncall: 93126 | eff(%): 2.914 | loglstar: -inf < -198.320 < inf | logz: -227.599 +/- 0.527 | dlogz: 55.856 > 0.109
iter: 2715 | bound: 38 | nc: 38 | ncall: 93164 | eff(%): 2.914 | loglstar: -inf < -198.267 < inf | logz: -227.505 +/- 0.528 | dlogz: 55.749 > 0.109
iter: 2716 | bound: 38 | nc: 38 | ncall: 93202 | eff(%): 2.914 | loglstar: -inf < -198.068 < inf | logz: -227.408 +/- 0.528 | dlogz: 55.645 > 0.109
iter: 2717 | bound: 38 | nc: 38 | ncall: 93240 | eff(%): 2.914 | loglstar: -inf < -198.033 < inf | logz: -227.311 +/- 0.528 | dlogz: 55.538 > 0.109
iter: 2718 | bound: 38 | nc: 38 | ncall: 93278 | eff(%): 2.914 | loglstar: -inf < -197.902 < inf | logz: -227.216 +/- 0.528 | dlogz: 55.431 > 0.109
iter: 2719 | bound: 38 | nc: 38 | ncall: 93316 | eff(%): 2.914 | loglstar: -inf < -197.830 < inf | logz: -227.122 +/- 0.528 | dlogz: 55.326 > 0.109
iter: 2720 | bound: 38 | nc: 38 | ncall: 93354 | eff(%): 2.914 | loglstar: -inf < -197.820 < inf | logz: -227.033 +/- 0.528 | dlogz: 55.222 > 0.109
iter: 2721 | bound: 38 | nc: 38 | ncall: 93392 | eff(%): 2.914 | loglstar: -inf < -197.782 < inf | logz: -226.950 +/- 0.528 | dlogz: 55.123 > 0.109
iter: 2722 | bound: 38 | nc: 38 | ncall: 93430 | eff(%): 2.913 | loglstar: -inf < -197.746 < inf | logz: -226.871 +/- 0.528 | dlogz: 55.030 > 0.109
iter: 2723 | bound: 38 | nc: 38 | ncall: 93468 | eff(%): 2.913 | loglstar: -inf < -197.712 < inf | logz: -226.797 +/- 0.528 | dlogz: 54.942 > 0.109
iter: 2724 | bound: 38 | nc: 38 | ncall: 93506 | eff(%): 2.913 | loglstar: -inf < -197.701 < inf | logz: -226.727 +/- 0.528 | dlogz: 54.857 > 0.109
iter: 2725 | bound: 38 | nc: 38 | ncall: 93544 | eff(%): 2.913 | loglstar: -inf < -197.637 < inf | logz: -226.659 +/- 0.528 | dlogz: 54.777 > 0.109
iter: 2726 | bound: 38 | nc: 38 | ncall: 93582 | eff(%): 2.913 | loglstar: -inf < -197.606 < inf | logz: -226.594 +/- 0.528 | dlogz: 54.699 > 0.109
iter: 2727 | bound: 38 | nc: 38 | ncall: 93620 | eff(%): 2.913 | loglstar: -inf < -197.364 < inf | logz: -226.524 +/- 0.528 | dlogz: 54.624 > 0.109
iter: 2728 | bound: 38 | nc: 38 | ncall: 93658 | eff(%): 2.913 | loglstar: -inf < -197.301 < inf | logz: -226.449 +/- 0.528 | dlogz: 54.544 > 0.109
iter: 2729 | bound: 38 | nc: 38 | ncall: 93696 | eff(%): 2.913 | loglstar: -inf < -197.139 < inf | logz: -226.372 +/- 0.528 | dlogz: 54.460 > 0.109
iter: 2730 | bound: 38 | nc: 38 | ncall: 93734 | eff(%): 2.912 | loglstar: -inf < -197.126 < inf | logz: -226.296 +/- 0.528 | dlogz: 54.373 > 0.109
iter: 2731 | bound: 38 | nc: 38 | ncall: 93772 | eff(%): 2.912 | loglstar: -inf < -196.989 < inf | logz: -226.220 +/- 0.528 | dlogz: 54.286 > 0.109
iter: 2732 | bound: 38 | nc: 38 | ncall: 93810 | eff(%): 2.912 | loglstar: -inf < -196.984 < inf | logz: -226.145 +/- 0.528 | dlogz: 54.201 > 0.109
iter: 2733 | bound: 38 | nc: 38 | ncall: 93848 | eff(%): 2.912 | loglstar: -inf < -196.964 < inf | logz: -226.076 +/- 0.528 | dlogz: 54.116 > 0.109
iter: 2734 | bound: 38 | nc: 38 | ncall: 93886 | eff(%): 2.912 | loglstar: -inf < -196.947 < inf | logz: -226.010 +/- 0.528 | dlogz: 54.036 > 0.109
iter: 2735 | bound: 38 | nc: 38 | ncall: 93924 | eff(%): 2.912 | loglstar: -inf < -196.547 < inf | logz: -225.934 +/- 0.528 | dlogz: 53.961 > 0.109
iter: 2736 | bound: 38 | nc: 38 | ncall: 93962 | eff(%): 2.912 | loglstar: -inf < -196.520 < inf | logz: -225.849 +/- 0.528 | dlogz: 53.875 > 0.109
iter: 2737 | bound: 38 | nc: 38 | ncall: 94000 | eff(%): 2.912 | loglstar: -inf < -196.506 < inf | logz: -225.771 +/- 0.529 | dlogz: 53.780 > 0.109
iter: 2738 | bound: 38 | nc: 38 | ncall: 94038 | eff(%): 2.912 | loglstar: -inf < -196.362 < inf | logz: -225.693 +/- 0.529 | dlogz: 53.692 > 0.109
iter: 2739 | bound: 38 | nc: 38 | ncall: 94076 | eff(%): 2.911 | loglstar: -inf < -196.358 < inf | logz: -225.616 +/- 0.529 | dlogz: 53.604 > 0.109
iter: 2740 | bound: 38 | nc: 38 | ncall: 94114 | eff(%): 2.911 | loglstar: -inf < -196.162 < inf | logz: -225.538 +/- 0.529 | dlogz: 53.517 > 0.109
iter: 2741 | bound: 38 | nc: 38 | ncall: 94152 | eff(%): 2.911 | loglstar: -inf < -196.145 < inf | logz: -225.459 +/- 0.529 | dlogz: 53.429 > 0.109
iter: 2742 | bound: 38 | nc: 38 | ncall: 94190 | eff(%): 2.911 | loglstar: -inf < -196.091 < inf | logz: -225.383 +/- 0.529 | dlogz: 53.340 > 0.109
iter: 2743 | bound: 38 | nc: 38 | ncall: 94228 | eff(%): 2.911 | loglstar: -inf < -195.979 < inf | logz: -225.308 +/- 0.529 | dlogz: 53.255 > 0.109
iter: 2744 | bound: 38 | nc: 38 | ncall: 94266 | eff(%): 2.911 | loglstar: -inf < -195.903 < inf | logz: -225.232 +/- 0.529 | dlogz: 53.169 > 0.109
iter: 2745 | bound: 38 | nc: 38 | ncall: 94304 | eff(%): 2.911 | loglstar: -inf < -195.855 < inf | logz: -225.158 +/- 0.529 | dlogz: 53.084 > 0.109
iter: 2746 | bound: 38 | nc: 38 | ncall: 94342 | eff(%): 2.911 | loglstar: -inf < -195.826 < inf | logz: -225.088 +/- 0.529 | dlogz: 53.000 > 0.109
iter: 2747 | bound: 38 | nc: 38 | ncall: 94380 | eff(%): 2.911 | loglstar: -inf < -195.800 < inf | logz: -225.020 +/- 0.529 | dlogz: 52.919 > 0.109
iter: 2748 | bound: 38 | nc: 38 | ncall: 94418 | eff(%): 2.910 | loglstar: -inf < -195.762 < inf | logz: -224.956 +/- 0.529 | dlogz: 52.842 > 0.109
iter: 2749 | bound: 38 | nc: 38 | ncall: 94456 | eff(%): 2.910 | loglstar: -inf < -195.690 < inf | logz: -224.893 +/- 0.529 | dlogz: 52.767 > 0.109
iter: 2750 | bound: 38 | nc: 38 | ncall: 94494 | eff(%): 2.910 | loglstar: -inf < -195.625 < inf | logz: -224.830 +/- 0.529 | dlogz: 52.694 > 0.109
iter: 2751 | bound: 38 | nc: 38 | ncall: 94532 | eff(%): 2.910 | loglstar: -inf < -195.522 < inf | logz: -224.766 +/- 0.529 | dlogz: 52.621 > 0.109
iter: 2752 | bound: 38 | nc: 38 | ncall: 94570 | eff(%): 2.910 | loglstar: -inf < -195.290 < inf | logz: -224.696 +/- 0.529 | dlogz: 52.548 > 0.109
iter: 2753 | bound: 38 | nc: 38 | ncall: 94608 | eff(%): 2.910 | loglstar: -inf < -195.182 < inf | logz: -224.620 +/- 0.529 | dlogz: 52.468 > 0.109
iter: 2754 | bound: 38 | nc: 38 | ncall: 94646 | eff(%): 2.910 | loglstar: -inf < -195.106 < inf | logz: -224.544 +/- 0.529 | dlogz: 52.382 > 0.109
iter: 2755 | bound: 38 | nc: 38 | ncall: 94684 | eff(%): 2.910 | loglstar: -inf < -195.095 < inf | logz: -224.470 +/- 0.530 | dlogz: 52.295 > 0.109
iter: 2756 | bound: 38 | nc: 38 | ncall: 94722 | eff(%): 2.910 | loglstar: -inf < -195.057 < inf | logz: -224.401 +/- 0.530 | dlogz: 52.212 > 0.109
iter: 2757 | bound: 38 | nc: 38 | ncall: 94760 | eff(%): 2.909 | loglstar: -inf < -195.050 < inf | logz: -224.335 +/- 0.530 | dlogz: 52.133 > 0.109
iter: 2758 | bound: 38 | nc: 38 | ncall: 94798 | eff(%): 2.909 | loglstar: -inf < -194.623 < inf | logz: -224.259 +/- 0.530 | dlogz: 52.057 > 0.109
iter: 2759 | bound: 38 | nc: 38 | ncall: 94836 | eff(%): 2.909 | loglstar: -inf < -194.555 < inf | logz: -224.171 +/- 0.530 | dlogz: 51.971 > 0.109
iter: 2760 | bound: 39 | nc: 38 | ncall: 94874 | eff(%): 2.909 | loglstar: -inf < -194.504 < inf | logz: -224.086 +/- 0.530 | dlogz: 51.873 > 0.109
iter: 2761 | bound: 39 | nc: 38 | ncall: 94912 | eff(%): 2.909 | loglstar: -inf < -194.326 < inf | logz: -224.000 +/- 0.530 | dlogz: 51.778 > 0.109
iter: 2762 | bound: 39 | nc: 38 | ncall: 94950 | eff(%): 2.909 | loglstar: -inf < -194.264 < inf | logz: -223.912 +/- 0.531 | dlogz: 51.682 > 0.109
iter: 2763 | bound: 39 | nc: 38 | ncall: 94988 | eff(%): 2.909 | loglstar: -inf < -194.235 < inf | logz: -223.828 +/- 0.531 | dlogz: 51.584 > 0.109
iter: 2764 | bound: 39 | nc: 38 | ncall: 95026 | eff(%): 2.909 | loglstar: -inf < -194.085 < inf | logz: -223.744 +/- 0.531 | dlogz: 51.490 > 0.109
iter: 2765 | bound: 39 | nc: 38 | ncall: 95064 | eff(%): 2.909 | loglstar: -inf < -194.057 < inf | logz: -223.661 +/- 0.531 | dlogz: 51.396 > 0.109
iter: 2766 | bound: 39 | nc: 38 | ncall: 95102 | eff(%): 2.908 | loglstar: -inf < -193.932 < inf | logz: -223.579 +/- 0.531 | dlogz: 51.303 > 0.109
iter: 2767 | bound: 39 | nc: 38 | ncall: 95140 | eff(%): 2.908 | loglstar: -inf < -193.896 < inf | logz: -223.498 +/- 0.531 | dlogz: 51.211 > 0.109
iter: 2768 | bound: 39 | nc: 38 | ncall: 95178 | eff(%): 2.908 | loglstar: -inf < -193.772 < inf | logz: -223.418 +/- 0.531 | dlogz: 51.121 > 0.109
iter: 2769 | bound: 39 | nc: 38 | ncall: 95216 | eff(%): 2.908 | loglstar: -inf < -193.771 < inf | logz: -223.340 +/- 0.532 | dlogz: 51.030 > 0.109
iter: 2770 | bound: 39 | nc: 38 | ncall: 95254 | eff(%): 2.908 | loglstar: -inf < -193.652 < inf | logz: -223.264 +/- 0.532 | dlogz: 50.942 > 0.109
iter: 2771 | bound: 39 | nc: 38 | ncall: 95292 | eff(%): 2.908 | loglstar: -inf < -193.643 < inf | logz: -223.190 +/- 0.532 | dlogz: 50.856 > 0.109
iter: 2772 | bound: 39 | nc: 38 | ncall: 95330 | eff(%): 2.908 | loglstar: -inf < -193.633 < inf | logz: -223.120 +/- 0.532 | dlogz: 50.772 > 0.109
iter: 2773 | bound: 39 | nc: 38 | ncall: 95368 | eff(%): 2.908 | loglstar: -inf < -193.535 < inf | logz: -223.053 +/- 0.532 | dlogz: 50.693 > 0.109
iter: 2774 | bound: 39 | nc: 38 | ncall: 95406 | eff(%): 2.908 | loglstar: -inf < -193.524 < inf | logz: -222.987 +/- 0.532 | dlogz: 50.616 > 0.109
iter: 2775 | bound: 39 | nc: 38 | ncall: 95444 | eff(%): 2.907 | loglstar: -inf < -193.200 < inf | logz: -222.914 +/- 0.532 | dlogz: 50.540 > 0.109
iter: 2776 | bound: 39 | nc: 38 | ncall: 95482 | eff(%): 2.907 | loglstar: -inf < -193.014 < inf | logz: -222.828 +/- 0.532 | dlogz: 50.457 > 0.109
iter: 2777 | bound: 39 | nc: 38 | ncall: 95520 | eff(%): 2.907 | loglstar: -inf < -192.695 < inf | logz: -222.728 +/- 0.532 | dlogz: 50.361 > 0.109
iter: 2778 | bound: 39 | nc: 38 | ncall: 95558 | eff(%): 2.907 | loglstar: -inf < -192.622 < inf | logz: -222.621 +/- 0.533 | dlogz: 50.251 > 0.109
iter: 2779 | bound: 39 | nc: 38 | ncall: 95596 | eff(%): 2.907 | loglstar: -inf < -192.477 < inf | logz: -222.514 +/- 0.533 | dlogz: 50.134 > 0.109
iter: 2780 | bound: 39 | nc: 38 | ncall: 95634 | eff(%): 2.907 | loglstar: -inf < -192.184 < inf | logz: -222.396 +/- 0.534 | dlogz: 50.018 > 0.109
iter: 2781 | bound: 39 | nc: 38 | ncall: 95672 | eff(%): 2.907 | loglstar: -inf < -192.087 < inf | logz: -222.271 +/- 0.534 | dlogz: 49.889 > 0.109
iter: 2782 | bound: 39 | nc: 38 | ncall: 95710 | eff(%): 2.907 | loglstar: -inf < -192.074 < inf | logz: -222.155 +/- 0.535 | dlogz: 49.754 > 0.109
iter: 2783 | bound: 39 | nc: 38 | ncall: 95748 | eff(%): 2.907 | loglstar: -inf < -191.991 < inf | logz: -222.048 +/- 0.535 | dlogz: 49.628 > 0.109
iter: 2784 | bound: 39 | nc: 38 | ncall: 95786 | eff(%): 2.906 | loglstar: -inf < -191.817 < inf | logz: -221.938 +/- 0.535 | dlogz: 49.511 > 0.109
iter: 2785 | bound: 39 | nc: 38 | ncall: 95824 | eff(%): 2.906 | loglstar: -inf < -191.773 < inf | logz: -221.831 +/- 0.535 | dlogz: 49.392 > 0.109
iter: 2786 | bound: 39 | nc: 38 | ncall: 95862 | eff(%): 2.906 | loglstar: -inf < -191.746 < inf | logz: -221.731 +/- 0.535 | dlogz: 49.274 > 0.109
iter: 2787 | bound: 39 | nc: 38 | ncall: 95900 | eff(%): 2.906 | loglstar: -inf < -191.635 < inf | logz: -221.635 +/- 0.535 | dlogz: 49.165 > 0.109
iter: 2788 | bound: 39 | nc: 38 | ncall: 95938 | eff(%): 2.906 | loglstar: -inf < -191.489 < inf | logz: -221.537 +/- 0.536 | dlogz: 49.059 > 0.109
iter: 2789 | bound: 39 | nc: 38 | ncall: 95976 | eff(%): 2.906 | loglstar: -inf < -191.442 < inf | logz: -221.440 +/- 0.536 | dlogz: 48.951 > 0.109
iter: 2790 | bound: 39 | nc: 38 | ncall: 96014 | eff(%): 2.906 | loglstar: -inf < -191.377 < inf | logz: -221.348 +/- 0.536 | dlogz: 48.844 > 0.109
iter: 2791 | bound: 39 | nc: 38 | ncall: 96052 | eff(%): 2.906 | loglstar: -inf < -191.375 < inf | logz: -221.262 +/- 0.536 | dlogz: 48.742 > 0.109
iter: 2792 | bound: 39 | nc: 38 | ncall: 96090 | eff(%): 2.906 | loglstar: -inf < -191.321 < inf | logz: -221.181 +/- 0.536 | dlogz: 48.645 > 0.109
iter: 2793 | bound: 39 | nc: 38 | ncall: 96128 | eff(%): 2.906 | loglstar: -inf < -191.318 < inf | logz: -221.104 +/- 0.536 | dlogz: 48.554 > 0.109
iter: 2794 | bound: 39 | nc: 38 | ncall: 96166 | eff(%): 2.905 | loglstar: -inf < -191.124 < inf | logz: -221.027 +/- 0.535 | dlogz: 48.468 > 0.109
iter: 2795 | bound: 39 | nc: 38 | ncall: 96204 | eff(%): 2.905 | loglstar: -inf < -191.083 < inf | logz: -220.948 +/- 0.535 | dlogz: 48.381 > 0.109
iter: 2796 | bound: 39 | nc: 38 | ncall: 96242 | eff(%): 2.905 | loglstar: -inf < -190.994 < inf | logz: -220.870 +/- 0.535 | dlogz: 48.291 > 0.109
iter: 2797 | bound: 39 | nc: 38 | ncall: 96280 | eff(%): 2.905 | loglstar: -inf < -190.964 < inf | logz: -220.795 +/- 0.535 | dlogz: 48.204 > 0.109
iter: 2798 | bound: 39 | nc: 38 | ncall: 96318 | eff(%): 2.905 | loglstar: -inf < -190.862 < inf | logz: -220.720 +/- 0.535 | dlogz: 48.119 > 0.109
iter: 2799 | bound: 39 | nc: 38 | ncall: 96356 | eff(%): 2.905 | loglstar: -inf < -190.851 < inf | logz: -220.648 +/- 0.535 | dlogz: 48.034 > 0.109
iter: 2800 | bound: 39 | nc: 38 | ncall: 96394 | eff(%): 2.905 | loglstar: -inf < -190.835 < inf | logz: -220.581 +/- 0.535 | dlogz: 47.952 > 0.109
iter: 2801 | bound: 39 | nc: 38 | ncall: 96432 | eff(%): 2.905 | loglstar: -inf < -190.329 < inf | logz: -220.498 +/- 0.535 | dlogz: 47.875 > 0.109
iter: 2802 | bound: 39 | nc: 38 | ncall: 96470 | eff(%): 2.905 | loglstar: -inf < -190.325 < inf | logz: -220.404 +/- 0.536 | dlogz: 47.782 > 0.109
iter: 2803 | bound: 39 | nc: 38 | ncall: 96508 | eff(%): 2.904 | loglstar: -inf < -190.203 < inf | logz: -220.313 +/- 0.536 | dlogz: 47.678 > 0.109
iter: 2804 | bound: 39 | nc: 38 | ncall: 96546 | eff(%): 2.904 | loglstar: -inf < -190.194 < inf | logz: -220.226 +/- 0.536 | dlogz: 47.577 > 0.109
iter: 2805 | bound: 39 | nc: 38 | ncall: 96584 | eff(%): 2.904 | loglstar: -inf < -190.122 < inf | logz: -220.143 +/- 0.536 | dlogz: 47.480 > 0.109
iter: 2806 | bound: 39 | nc: 38 | ncall: 96622 | eff(%): 2.904 | loglstar: -inf < -189.987 < inf | logz: -220.059 +/- 0.536 | dlogz: 47.387 > 0.109
iter: 2807 | bound: 39 | nc: 38 | ncall: 96660 | eff(%): 2.904 | loglstar: -inf < -189.327 < inf | logz: -219.941 +/- 0.536 | dlogz: 47.293 > 0.109
iter: 2808 | bound: 39 | nc: 38 | ncall: 96698 | eff(%): 2.904 | loglstar: -inf < -189.262 < inf | logz: -219.802 +/- 0.537 | dlogz: 47.166 > 0.109
iter: 2809 | bound: 39 | nc: 38 | ncall: 96736 | eff(%): 2.904 | loglstar: -inf < -189.186 < inf | logz: -219.672 +/- 0.538 | dlogz: 47.016 > 0.109
iter: 2810 | bound: 39 | nc: 38 | ncall: 96774 | eff(%): 2.904 | loglstar: -inf < -188.980 < inf | logz: -219.542 +/- 0.538 | dlogz: 46.877 > 0.109
iter: 2811 | bound: 39 | nc: 38 | ncall: 96812 | eff(%): 2.904 | loglstar: -inf < -188.915 < inf | logz: -219.413 +/- 0.538 | dlogz: 46.737 > 0.109
iter: 2812 | bound: 39 | nc: 38 | ncall: 96850 | eff(%): 2.903 | loglstar: -inf < -188.851 < inf | logz: -219.293 +/- 0.539 | dlogz: 46.598 > 0.109
iter: 2813 | bound: 39 | nc: 38 | ncall: 96888 | eff(%): 2.903 | loglstar: -inf < -188.827 < inf | logz: -219.182 +/- 0.539 | dlogz: 46.467 > 0.109
iter: 2814 | bound: 39 | nc: 38 | ncall: 96926 | eff(%): 2.903 | loglstar: -inf < -188.694 < inf | logz: -219.075 +/- 0.539 | dlogz: 46.346 > 0.109
iter: 2815 | bound: 39 | nc: 38 | ncall: 96964 | eff(%): 2.903 | loglstar: -inf < -188.676 < inf | logz: -218.972 +/- 0.539 | dlogz: 46.230 > 0.109
iter: 2816 | bound: 39 | nc: 38 | ncall: 97002 | eff(%): 2.903 | loglstar: -inf < -188.617 < inf | logz: -218.877 +/- 0.539 | dlogz: 46.117 > 0.109
iter: 2817 | bound: 40 | nc: 38 | ncall: 97040 | eff(%): 2.903 | loglstar: -inf < -188.447 < inf | logz: -218.780 +/- 0.539 | dlogz: 46.012 > 0.109
iter: 2818 | bound: 40 | nc: 38 | ncall: 97078 | eff(%): 2.903 | loglstar: -inf < -188.357 < inf | logz: -218.682 +/- 0.539 | dlogz: 45.905 > 0.109
iter: 2819 | bound: 40 | nc: 38 | ncall: 97116 | eff(%): 2.903 | loglstar: -inf < -188.356 < inf | logz: -218.589 +/- 0.539 | dlogz: 45.797 > 0.109
iter: 2820 | bound: 40 | nc: 38 | ncall: 97154 | eff(%): 2.903 | loglstar: -inf < -188.253 < inf | logz: -218.500 +/- 0.539 | dlogz: 45.694 > 0.109
iter: 2821 | bound: 40 | nc: 38 | ncall: 97192 | eff(%): 2.903 | loglstar: -inf < -188.248 < inf | logz: -218.416 +/- 0.539 | dlogz: 45.595 > 0.109
iter: 2822 | bound: 40 | nc: 38 | ncall: 97230 | eff(%): 2.902 | loglstar: -inf < -188.088 < inf | logz: -218.332 +/- 0.539 | dlogz: 45.501 > 0.109
iter: 2823 | bound: 40 | nc: 38 | ncall: 97268 | eff(%): 2.902 | loglstar: -inf < -188.064 < inf | logz: -218.248 +/- 0.539 | dlogz: 45.407 > 0.109
iter: 2824 | bound: 40 | nc: 38 | ncall: 97306 | eff(%): 2.902 | loglstar: -inf < -187.880 < inf | logz: -218.163 +/- 0.539 | dlogz: 45.313 > 0.109
iter: 2825 | bound: 40 | nc: 38 | ncall: 97344 | eff(%): 2.902 | loglstar: -inf < -187.673 < inf | logz: -218.070 +/- 0.539 | dlogz: 45.219 > 0.109
iter: 2826 | bound: 40 | nc: 38 | ncall: 97382 | eff(%): 2.902 | loglstar: -inf < -187.630 < inf | logz: -217.975 +/- 0.539 | dlogz: 45.115 > 0.109
iter: 2827 | bound: 40 | nc: 38 | ncall: 97420 | eff(%): 2.902 | loglstar: -inf < -187.576 < inf | logz: -217.885 +/- 0.539 | dlogz: 45.011 > 0.109
iter: 2828 | bound: 40 | nc: 38 | ncall: 97458 | eff(%): 2.902 | loglstar: -inf < -187.536 < inf | logz: -217.800 +/- 0.539 | dlogz: 44.911 > 0.109
iter: 2829 | bound: 40 | nc: 38 | ncall: 97496 | eff(%): 2.902 | loglstar: -inf < -187.445 < inf | logz: -217.717 +/- 0.539 | dlogz: 44.815 > 0.109
iter: 2830 | bound: 40 | nc: 38 | ncall: 97534 | eff(%): 2.902 | loglstar: -inf < -187.342 < inf | logz: -217.633 +/- 0.539 | dlogz: 44.722 > 0.109
iter: 2831 | bound: 40 | nc: 38 | ncall: 97572 | eff(%): 2.901 | loglstar: -inf < -187.293 < inf | logz: -217.551 +/- 0.539 | dlogz: 44.629 > 0.109
iter: 2832 | bound: 40 | nc: 38 | ncall: 97610 | eff(%): 2.901 | loglstar: -inf < -187.272 < inf | logz: -217.474 +/- 0.539 | dlogz: 44.537 > 0.109
iter: 2833 | bound: 40 | nc: 38 | ncall: 97648 | eff(%): 2.901 | loglstar: -inf < -187.058 < inf | logz: -217.393 +/- 0.539 | dlogz: 44.449 > 0.109
iter: 2834 | bound: 40 | nc: 38 | ncall: 97686 | eff(%): 2.901 | loglstar: -inf < -186.887 < inf | logz: -217.305 +/- 0.539 | dlogz: 44.359 > 0.109
iter: 2835 | bound: 40 | nc: 38 | ncall: 97724 | eff(%): 2.901 | loglstar: -inf < -186.730 < inf | logz: -217.211 +/- 0.539 | dlogz: 44.261 > 0.109
iter: 2836 | bound: 40 | nc: 38 | ncall: 97762 | eff(%): 2.901 | loglstar: -inf < -186.696 < inf | logz: -217.118 +/- 0.539 | dlogz: 44.157 > 0.109
iter: 2837 | bound: 40 | nc: 38 | ncall: 97800 | eff(%): 2.901 | loglstar: -inf < -186.571 < inf | logz: -217.027 +/- 0.539 | dlogz: 44.054 > 0.109
iter: 2838 | bound: 40 | nc: 38 | ncall: 97838 | eff(%): 2.901 | loglstar: -inf < -186.481 < inf | logz: -216.935 +/- 0.539 | dlogz: 43.952 > 0.109
iter: 2839 | bound: 40 | nc: 38 | ncall: 97876 | eff(%): 2.901 | loglstar: -inf < -186.200 < inf | logz: -216.835 +/- 0.540 | dlogz: 43.851 > 0.109
iter: 2840 | bound: 40 | nc: 38 | ncall: 97914 | eff(%): 2.901 | loglstar: -inf < -185.972 < inf | logz: -216.720 +/- 0.540 | dlogz: 43.741 > 0.109
iter: 2841 | bound: 41 | nc: 38 | ncall: 97952 | eff(%): 2.900 | loglstar: -inf < -185.949 < inf | logz: -216.606 +/- 0.540 | dlogz: 43.616 > 0.109
iter: 2842 | bound: 41 | nc: 38 | ncall: 97990 | eff(%): 2.900 | loglstar: -inf < -185.880 < inf | logz: -216.501 +/- 0.540 | dlogz: 43.493 > 0.109
iter: 2843 | bound: 41 | nc: 38 | ncall: 98028 | eff(%): 2.900 | loglstar: -inf < -185.821 < inf | logz: -216.400 +/- 0.541 | dlogz: 43.377 > 0.109
iter: 2844 | bound: 41 | nc: 38 | ncall: 98066 | eff(%): 2.900 | loglstar: -inf < -185.690 < inf | logz: -216.301 +/- 0.541 | dlogz: 43.266 > 0.109
iter: 2845 | bound: 41 | nc: 38 | ncall: 98104 | eff(%): 2.900 | loglstar: -inf < -185.600 < inf | logz: -216.201 +/- 0.541 | dlogz: 43.157 > 0.109
iter: 2846 | bound: 41 | nc: 38 | ncall: 98142 | eff(%): 2.900 | loglstar: -inf < -185.589 < inf | logz: -216.107 +/- 0.541 | dlogz: 43.048 > 0.109
iter: 2847 | bound: 41 | nc: 38 | ncall: 98180 | eff(%): 2.900 | loglstar: -inf < -185.565 < inf | logz: -216.021 +/- 0.541 | dlogz: 42.944 > 0.109
iter: 2848 | bound: 41 | nc: 38 | ncall: 98218 | eff(%): 2.900 | loglstar: -inf < -185.525 < inf | logz: -215.939 +/- 0.541 | dlogz: 42.847 > 0.109
iter: 2849 | bound: 41 | nc: 38 | ncall: 98256 | eff(%): 2.900 | loglstar: -inf < -185.448 < inf | logz: -215.861 +/- 0.541 | dlogz: 42.756 > 0.109
iter: 2850 | bound: 41 | nc: 38 | ncall: 98294 | eff(%): 2.899 | loglstar: -inf < -185.418 < inf | logz: -215.785 +/- 0.541 | dlogz: 42.667 > 0.109
iter: 2851 | bound: 41 | nc: 38 | ncall: 98332 | eff(%): 2.899 | loglstar: -inf < -185.360 < inf | logz: -215.711 +/- 0.541 | dlogz: 42.581 > 0.109
iter: 2852 | bound: 41 | nc: 38 | ncall: 98370 | eff(%): 2.899 | loglstar: -inf < -185.304 < inf | logz: -215.640 +/- 0.541 | dlogz: 42.498 > 0.109
iter: 2853 | bound: 41 | nc: 38 | ncall: 98408 | eff(%): 2.899 | loglstar: -inf < -184.842 < inf | logz: -215.553 +/- 0.541 | dlogz: 42.417 > 0.109
iter: 2854 | bound: 41 | nc: 38 | ncall: 98446 | eff(%): 2.899 | loglstar: -inf < -184.723 < inf | logz: -215.451 +/- 0.541 | dlogz: 42.320 > 0.109
iter: 2855 | bound: 41 | nc: 38 | ncall: 98484 | eff(%): 2.899 | loglstar: -inf < -184.610 < inf | logz: -215.349 +/- 0.541 | dlogz: 42.208 > 0.109
iter: 2856 | bound: 41 | nc: 38 | ncall: 98522 | eff(%): 2.899 | loglstar: -inf < -184.501 < inf | logz: -215.247 +/- 0.541 | dlogz: 42.096 > 0.109
iter: 2857 | bound: 41 | nc: 38 | ncall: 98560 | eff(%): 2.899 | loglstar: -inf < -184.316 < inf | logz: -215.141 +/- 0.541 | dlogz: 41.984 > 0.109
iter: 2858 | bound: 41 | nc: 38 | ncall: 98598 | eff(%): 2.899 | loglstar: -inf < -184.296 < inf | logz: -215.037 +/- 0.542 | dlogz: 41.868 > 0.109
iter: 2859 | bound: 41 | nc: 38 | ncall: 98636 | eff(%): 2.899 | loglstar: -inf < -184.291 < inf | logz: -214.942 +/- 0.542 | dlogz: 41.754 > 0.109
iter: 2860 | bound: 41 | nc: 38 | ncall: 98674 | eff(%): 2.898 | loglstar: -inf < -184.165 < inf | logz: -214.851 +/- 0.542 | dlogz: 41.649 > 0.109
iter: 2861 | bound: 41 | nc: 38 | ncall: 98712 | eff(%): 2.898 | loglstar: -inf < -183.997 < inf | logz: -214.755 +/- 0.542 | dlogz: 41.548 > 0.109
iter: 2862 | bound: 41 | nc: 38 | ncall: 98750 | eff(%): 2.898 | loglstar: -inf < -183.808 < inf | logz: -214.653 +/- 0.542 | dlogz: 41.443 > 0.109
iter: 2863 | bound: 41 | nc: 38 | ncall: 98788 | eff(%): 2.898 | loglstar: -inf < -183.717 < inf | logz: -214.548 +/- 0.542 | dlogz: 41.330 > 0.109
iter: 2864 | bound: 41 | nc: 38 | ncall: 98826 | eff(%): 2.898 | loglstar: -inf < -183.570 < inf | logz: -214.443 +/- 0.542 | dlogz: 41.215 > 0.109
iter: 2865 | bound: 41 | nc: 38 | ncall: 98864 | eff(%): 2.898 | loglstar: -inf < -183.399 < inf | logz: -214.333 +/- 0.543 | dlogz: 41.100 > 0.109
iter: 2866 | bound: 41 | nc: 38 | ncall: 98902 | eff(%): 2.898 | loglstar: -inf < -183.393 < inf | logz: -214.226 +/- 0.543 | dlogz: 40.980 > 0.109
iter: 2867 | bound: 41 | nc: 38 | ncall: 98940 | eff(%): 2.898 | loglstar: -inf < -183.113 < inf | logz: -214.116 +/- 0.543 | dlogz: 40.864 > 0.109
iter: 2868 | bound: 41 | nc: 38 | ncall: 98978 | eff(%): 2.898 | loglstar: -inf < -183.098 < inf | logz: -214.004 +/- 0.543 | dlogz: 40.744 > 0.109
iter: 2869 | bound: 41 | nc: 38 | ncall: 99016 | eff(%): 2.898 | loglstar: -inf < -183.088 < inf | logz: -213.903 +/- 0.543 | dlogz: 40.622 > 0.109
iter: 2870 | bound: 41 | nc: 38 | ncall: 99054 | eff(%): 2.897 | loglstar: -inf < -182.932 < inf | logz: -213.805 +/- 0.543 | dlogz: 41.004 > 0.109
iter: 2871 | bound: 41 | nc: 38 | ncall: 99092 | eff(%): 2.897 | loglstar: -inf < -182.930 < inf | logz: -213.709 +/- 0.543 | dlogz: 40.896 > 0.109
iter: 2872 | bound: 41 | nc: 38 | ncall: 99130 | eff(%): 2.897 | loglstar: -inf < -182.866 < inf | logz: -213.620 +/- 0.543 | dlogz: 40.790 > 0.109
iter: 2873 | bound: 41 | nc: 38 | ncall: 99168 | eff(%): 2.897 | loglstar: -inf < -182.561 < inf | logz: -213.522 +/- 0.544 | dlogz: 40.691 > 0.109
iter: 2874 | bound: 41 | nc: 38 | ncall: 99206 | eff(%): 2.897 | loglstar: -inf < -182.262 < inf | logz: -213.405 +/- 0.544 | dlogz: 40.583 > 0.109
iter: 2875 | bound: 41 | nc: 38 | ncall: 99244 | eff(%): 2.897 | loglstar: -inf < -182.065 < inf | logz: -213.274 +/- 0.544 | dlogz: 40.456 > 0.109
iter: 2876 | bound: 41 | nc: 38 | ncall: 99282 | eff(%): 2.897 | loglstar: -inf < -181.991 < inf | logz: -213.144 +/- 0.545 | dlogz: 40.315 > 0.109
iter: 2877 | bound: 41 | nc: 38 | ncall: 99320 | eff(%): 2.897 | loglstar: -inf < -181.986 < inf | logz: -213.026 +/- 0.545 | dlogz: 40.176 > 0.109
iter: 2878 | bound: 41 | nc: 38 | ncall: 99358 | eff(%): 2.897 | loglstar: -inf < -181.979 < inf | logz: -212.921 +/- 0.545 | dlogz: 40.048 > 0.109
iter: 2879 | bound: 41 | nc: 38 | ncall: 99396 | eff(%): 2.896 | loglstar: -inf < -181.972 < inf | logz: -212.826 +/- 0.545 | dlogz: 39.933 > 0.109
iter: 2880 | bound: 41 | nc: 38 | ncall: 99434 | eff(%): 2.896 | loglstar: -inf < -181.850 < inf | logz: -212.735 +/- 0.545 | dlogz: 39.828 > 0.109
iter: 2881 | bound: 41 | nc: 38 | ncall: 99472 | eff(%): 2.896 | loglstar: -inf < -181.757 < inf | logz: -212.643 +/- 0.545 | dlogz: 39.726 > 0.109
iter: 2882 | bound: 41 | nc: 38 | ncall: 99510 | eff(%): 2.896 | loglstar: -inf < -181.689 < inf | logz: -212.553 +/- 0.545 | dlogz: 39.625 > 0.109
iter: 2883 | bound: 41 | nc: 38 | ncall: 99548 | eff(%): 2.896 | loglstar: -inf < -181.604 < inf | logz: -212.465 +/- 0.545 | dlogz: 39.525 > 0.109
iter: 2884 | bound: 41 | nc: 38 | ncall: 99586 | eff(%): 2.896 | loglstar: -inf < -181.584 < inf | logz: -212.381 +/- 0.545 | dlogz: 39.427 > 0.109
iter: 2885 | bound: 41 | nc: 38 | ncall: 99624 | eff(%): 2.896 | loglstar: -inf < -181.272 < inf | logz: -212.289 +/- 0.545 | dlogz: 39.332 > 0.109
iter: 2886 | bound: 41 | nc: 38 | ncall: 99662 | eff(%): 2.896 | loglstar: -inf < -181.133 < inf | logz: -212.188 +/- 0.545 | dlogz: 39.231 > 0.109
iter: 2887 | bound: 41 | nc: 38 | ncall: 99700 | eff(%): 2.896 | loglstar: -inf < -181.125 < inf | logz: -212.090 +/- 0.545 | dlogz: 39.120 > 0.109
iter: 2888 | bound: 41 | nc: 38 | ncall: 99738 | eff(%): 2.896 | loglstar: -inf < -180.855 < inf | logz: -211.988 +/- 0.545 | dlogz: 39.012 > 0.109
iter: 2889 | bound: 41 | nc: 38 | ncall: 99776 | eff(%): 2.895 | loglstar: -inf < -180.809 < inf | logz: -211.883 +/- 0.545 | dlogz: 38.900 > 0.109
iter: 2890 | bound: 41 | nc: 38 | ncall: 99814 | eff(%): 2.895 | loglstar: -inf < -180.716 < inf | logz: -211.782 +/- 0.545 | dlogz: 38.785 > 0.109
iter: 2891 | bound: 41 | nc: 38 | ncall: 99852 | eff(%): 2.895 | loglstar: -inf < -180.607 < inf | logz: -211.681 +/- 0.545 | dlogz: 38.674 > 0.109
iter: 2892 | bound: 41 | nc: 38 | ncall: 99890 | eff(%): 2.895 | loglstar: -inf < -180.556 < inf | logz: -211.584 +/- 0.545 | dlogz: 38.564 > 0.109
iter: 2893 | bound: 41 | nc: 38 | ncall: 99928 | eff(%): 2.895 | loglstar: -inf < -180.492 < inf | logz: -211.492 +/- 0.545 | dlogz: 38.457 > 0.109
iter: 2894 | bound: 41 | nc: 38 | ncall: 99966 | eff(%): 2.895 | loglstar: -inf < -180.249 < inf | logz: -211.394 +/- 0.545 | dlogz: 38.354 > 0.109
iter: 2895 | bound: 41 | nc: 38 | ncall: 100004 | eff(%): 2.895 | loglstar: -inf < -180.233 < inf | logz: -211.294 +/- 0.546 | dlogz: 38.246 > 0.109
iter: 2896 | bound: 41 | nc: 38 | ncall: 100042 | eff(%): 2.895 | loglstar: -inf < -180.207 < inf | logz: -211.203 +/- 0.546 | dlogz: 38.137 > 0.109
iter: 2897 | bound: 41 | nc: 38 | ncall: 100080 | eff(%): 2.895 | loglstar: -inf < -180.099 < inf | logz: -211.115 +/- 0.546 | dlogz: 38.036 > 0.109
iter: 2898 | bound: 41 | nc: 38 | ncall: 100118 | eff(%): 2.895 | loglstar: -inf < -179.921 < inf | logz: -211.022 +/- 0.546 | dlogz: 37.937 > 0.109
iter: 2899 | bound: 41 | nc: 38 | ncall: 100156 | eff(%): 2.894 | loglstar: -inf < -179.909 < inf | logz: -210.931 +/- 0.546 | dlogz: 37.835 > 0.109
iter: 2900 | bound: 41 | nc: 38 | ncall: 100194 | eff(%): 2.894 | loglstar: -inf < -179.863 < inf | logz: -210.845 +/- 0.546 | dlogz: 37.733 > 0.109
iter: 2901 | bound: 41 | nc: 38 | ncall: 100232 | eff(%): 2.894 | loglstar: -inf < -179.833 < inf | logz: -210.764 +/- 0.546 | dlogz: 37.638 > 0.109
iter: 2902 | bound: 41 | nc: 38 | ncall: 100270 | eff(%): 2.894 | loglstar: -inf < -179.753 < inf | logz: -210.686 +/- 0.546 | dlogz: 37.547 > 0.109
iter: 2903 | bound: 41 | nc: 38 | ncall: 100308 | eff(%): 2.894 | loglstar: -inf < -179.638 < inf | logz: -210.607 +/- 0.545 | dlogz: 37.459 > 0.109
iter: 2904 | bound: 41 | nc: 38 | ncall: 100346 | eff(%): 2.894 | loglstar: -inf < -179.519 < inf | logz: -210.526 +/- 0.545 | dlogz: 37.370 > 0.109
iter: 2905 | bound: 41 | nc: 38 | ncall: 100384 | eff(%): 2.894 | loglstar: -inf < -179.270 < inf | logz: -210.437 +/- 0.546 | dlogz: 37.279 > 0.109
iter: 2906 | bound: 41 | nc: 38 | ncall: 100422 | eff(%): 2.894 | loglstar: -inf < -179.050 < inf | logz: -210.336 +/- 0.546 | dlogz: 37.180 > 0.109
iter: 2907 | bound: 41 | nc: 38 | ncall: 100460 | eff(%): 2.894 | loglstar: -inf < -178.940 < inf | logz: -210.230 +/- 0.546 | dlogz: 37.069 > 0.109
iter: 2908 | bound: 41 | nc: 38 | ncall: 100498 | eff(%): 2.894 | loglstar: -inf < -178.863 < inf | logz: -210.126 +/- 0.546 | dlogz: 36.953 > 0.109
iter: 2909 | bound: 41 | nc: 38 | ncall: 100536 | eff(%): 2.893 | loglstar: -inf < -178.802 < inf | logz: -210.026 +/- 0.546 | dlogz: 36.839 > 0.109
iter: 2910 | bound: 41 | nc: 38 | ncall: 100574 | eff(%): 2.893 | loglstar: -inf < -178.739 < inf | logz: -209.931 +/- 0.546 | dlogz: 36.730 > 0.109
iter: 2911 | bound: 41 | nc: 38 | ncall: 100612 | eff(%): 2.893 | loglstar: -inf < -178.501 < inf | logz: -209.831 +/- 0.547 | dlogz: 36.624 > 0.109
iter: 2912 | bound: 41 | nc: 38 | ncall: 100650 | eff(%): 2.893 | loglstar: -inf < -178.355 < inf | logz: -209.724 +/- 0.547 | dlogz: 36.515 > 0.109
iter: 2913 | bound: 41 | nc: 38 | ncall: 100688 | eff(%): 2.893 | loglstar: -inf < -178.140 < inf | logz: -209.609 +/- 0.547 | dlogz: 36.397 > 0.109
iter: 2914 | bound: 41 | nc: 38 | ncall: 100726 | eff(%): 2.893 | loglstar: -inf < -178.126 < inf | logz: -209.497 +/- 0.547 | dlogz: 36.273 > 0.109
iter: 2915 | bound: 41 | nc: 38 | ncall: 100764 | eff(%): 2.893 | loglstar: -inf < -177.875 < inf | logz: -209.382 +/- 0.548 | dlogz: 36.150 > 0.109
iter: 2916 | bound: 41 | nc: 38 | ncall: 100802 | eff(%): 2.893 | loglstar: -inf < -177.630 < inf | logz: -209.253 +/- 0.548 | dlogz: 36.025 > 0.109
iter: 2917 | bound: 41 | nc: 38 | ncall: 100840 | eff(%): 2.893 | loglstar: -inf < -177.210 < inf | logz: -209.097 +/- 0.549 | dlogz: 35.887 > 0.109
iter: 2918 | bound: 42 | nc: 38 | ncall: 100878 | eff(%): 2.893 | loglstar: -inf < -177.123 < inf | logz: -208.930 +/- 0.549 | dlogz: 35.720 > 0.109
iter: 2919 | bound: 42 | nc: 38 | ncall: 100916 | eff(%): 2.893 | loglstar: -inf < -177.105 < inf | logz: -208.782 +/- 0.550 | dlogz: 35.544 > 0.109
iter: 2920 | bound: 42 | nc: 38 | ncall: 100954 | eff(%): 2.892 | loglstar: -inf < -177.033 < inf | logz: -208.649 +/- 0.550 | dlogz: 35.386 > 0.109
iter: 2921 | bound: 42 | nc: 38 | ncall: 100992 | eff(%): 2.892 | loglstar: -inf < -176.777 < inf | logz: -208.512 +/- 0.550 | dlogz: 35.243 > 0.109
iter: 2922 | bound: 42 | nc: 38 | ncall: 101030 | eff(%): 2.892 | loglstar: -inf < -176.704 < inf | logz: -208.374 +/- 0.550 | dlogz: 35.096 > 0.109
iter: 2923 | bound: 42 | nc: 38 | ncall: 101068 | eff(%): 2.892 | loglstar: -inf < -176.684 < inf | logz: -208.248 +/- 0.550 | dlogz: 34.947 > 0.109
iter: 2924 | bound: 42 | nc: 38 | ncall: 101106 | eff(%): 2.892 | loglstar: -inf < -176.608 < inf | logz: -208.132 +/- 0.550 | dlogz: 34.812 > 0.109
iter: 2925 | bound: 42 | nc: 38 | ncall: 101144 | eff(%): 2.892 | loglstar: -inf < -176.432 < inf | logz: -208.016 +/- 0.550 | dlogz: 34.686 > 0.109
iter: 2926 | bound: 42 | nc: 38 | ncall: 101182 | eff(%): 2.892 | loglstar: -inf < -176.214 < inf | logz: -207.892 +/- 0.551 | dlogz: 34.560 > 0.109
iter: 2927 | bound: 42 | nc: 38 | ncall: 101220 | eff(%): 2.892 | loglstar: -inf < -176.207 < inf | logz: -207.771 +/- 0.551 | dlogz: 34.426 > 0.109
iter: 2928 | bound: 42 | nc: 38 | ncall: 101258 | eff(%): 2.892 | loglstar: -inf < -176.146 < inf | logz: -207.660 +/- 0.551 | dlogz: 34.295 > 0.109
iter: 2929 | bound: 42 | nc: 38 | ncall: 101296 | eff(%): 2.892 | loglstar: -inf < -176.089 < inf | logz: -207.556 +/- 0.551 | dlogz: 34.174 > 0.109
iter: 2930 | bound: 42 | nc: 38 | ncall: 101334 | eff(%): 2.891 | loglstar: -inf < -176.026 < inf | logz: -207.457 +/- 0.550 | dlogz: 34.060 > 0.109
iter: 2931 | bound: 42 | nc: 38 | ncall: 101372 | eff(%): 2.891 | loglstar: -inf < -175.999 < inf | logz: -207.364 +/- 0.550 | dlogz: 33.951 > 0.109
iter: 2932 | bound: 42 | nc: 38 | ncall: 101410 | eff(%): 2.891 | loglstar: -inf < -175.926 < inf | logz: -207.275 +/- 0.550 | dlogz: 33.848 > 0.109
iter: 2933 | bound: 42 | nc: 38 | ncall: 101448 | eff(%): 2.891 | loglstar: -inf < -175.912 < inf | logz: -207.191 +/- 0.550 | dlogz: 33.749 > 0.109
iter: 2934 | bound: 42 | nc: 38 | ncall: 101486 | eff(%): 2.891 | loglstar: -inf < -175.854 < inf | logz: -207.111 +/- 0.550 | dlogz: 33.655 > 0.109
iter: 2935 | bound: 42 | nc: 38 | ncall: 101524 | eff(%): 2.891 | loglstar: -inf < -175.594 < inf | logz: -207.026 +/- 0.550 | dlogz: 33.566 > 0.109
iter: 2936 | bound: 42 | nc: 38 | ncall: 101562 | eff(%): 2.891 | loglstar: -inf < -175.590 < inf | logz: -206.938 +/- 0.550 | dlogz: 33.470 > 0.109
iter: 2937 | bound: 42 | nc: 38 | ncall: 101600 | eff(%): 2.891 | loglstar: -inf < -175.444 < inf | logz: -206.852 +/- 0.550 | dlogz: 33.372 > 0.109
iter: 2938 | bound: 42 | nc: 38 | ncall: 101638 | eff(%): 2.891 | loglstar: -inf < -175.417 < inf | logz: -206.766 +/- 0.550 | dlogz: 33.276 > 0.109
iter: 2939 | bound: 42 | nc: 38 | ncall: 101676 | eff(%): 2.891 | loglstar: -inf < -175.239 < inf | logz: -206.680 +/- 0.550 | dlogz: 33.181 > 0.109
iter: 2940 | bound: 42 | nc: 38 | ncall: 101714 | eff(%): 2.890 | loglstar: -inf < -175.183 < inf | logz: -206.593 +/- 0.550 | dlogz: 33.085 > 0.109
iter: 2941 | bound: 42 | nc: 38 | ncall: 101752 | eff(%): 2.890 | loglstar: -inf < -175.161 < inf | logz: -206.510 +/- 0.549 | dlogz: 32.987 > 0.109
iter: 2942 | bound: 42 | nc: 38 | ncall: 101790 | eff(%): 2.890 | loglstar: -inf < -174.767 < inf | logz: -206.416 +/- 0.550 | dlogz: 32.895 > 0.109
iter: 2943 | bound: 42 | nc: 38 | ncall: 101828 | eff(%): 2.890 | loglstar: -inf < -174.664 < inf | logz: -206.310 +/- 0.550 | dlogz: 32.790 > 0.109
iter: 2944 | bound: 42 | nc: 38 | ncall: 101866 | eff(%): 2.890 | loglstar: -inf < -174.553 < inf | logz: -206.204 +/- 0.550 | dlogz: 32.674 > 0.109
iter: 2945 | bound: 42 | nc: 38 | ncall: 101904 | eff(%): 2.890 | loglstar: -inf < -174.534 < inf | logz: -206.104 +/- 0.550 | dlogz: 32.559 > 0.109
iter: 2946 | bound: 42 | nc: 38 | ncall: 101942 | eff(%): 2.890 | loglstar: -inf < -174.488 < inf | logz: -206.011 +/- 0.550 | dlogz: 32.449 > 0.109
iter: 2947 | bound: 42 | nc: 38 | ncall: 101980 | eff(%): 2.890 | loglstar: -inf < -174.426 < inf | logz: -205.922 +/- 0.550 | dlogz: 32.346 > 0.109
iter: 2948 | bound: 42 | nc: 38 | ncall: 102018 | eff(%): 2.890 | loglstar: -inf < -174.305 < inf | logz: -205.834 +/- 0.550 | dlogz: 32.247 > 0.109
iter: 2949 | bound: 42 | nc: 38 | ncall: 102056 | eff(%): 2.890 | loglstar: -inf < -174.022 < inf | logz: -205.735 +/- 0.550 | dlogz: 32.149 > 0.109
iter: 2950 | bound: 42 | nc: 38 | ncall: 102094 | eff(%): 2.889 | loglstar: -inf < -173.978 < inf | logz: -205.633 +/- 0.550 | dlogz: 32.040 > 0.109
iter: 2951 | bound: 42 | nc: 38 | ncall: 102132 | eff(%): 2.889 | loglstar: -inf < -173.915 < inf | logz: -205.535 +/- 0.550 | dlogz: 31.928 > 0.109
iter: 2952 | bound: 42 | nc: 38 | ncall: 102170 | eff(%): 2.889 | loglstar: -inf < -173.671 < inf | logz: -205.433 +/- 0.551 | dlogz: 31.821 > 0.109
iter: 2953 | bound: 42 | nc: 38 | ncall: 102208 | eff(%): 2.889 | loglstar: -inf < -173.645 < inf | logz: -205.330 +/- 0.551 | dlogz: 31.708 > 0.109
iter: 2954 | bound: 42 | nc: 38 | ncall: 102246 | eff(%): 2.889 | loglstar: -inf < -173.640 < inf | logz: -205.235 +/- 0.551 | dlogz: 31.595 > 0.109
iter: 2955 | bound: 42 | nc: 38 | ncall: 102284 | eff(%): 2.889 | loglstar: -inf < -173.538 < inf | logz: -205.145 +/- 0.551 | dlogz: 31.491 > 0.109
iter: 2956 | bound: 42 | nc: 38 | ncall: 102322 | eff(%): 2.889 | loglstar: -inf < -173.471 < inf | logz: -205.057 +/- 0.551 | dlogz: 31.391 > 0.109
iter: 2957 | bound: 42 | nc: 38 | ncall: 102360 | eff(%): 2.889 | loglstar: -inf < -173.410 < inf | logz: -204.971 +/- 0.551 | dlogz: 31.292 > 0.109
iter: 2958 | bound: 42 | nc: 38 | ncall: 102398 | eff(%): 2.889 | loglstar: -inf < -173.377 < inf | logz: -204.889 +/- 0.551 | dlogz: 31.196 > 0.109
iter: 2959 | bound: 42 | nc: 38 | ncall: 102436 | eff(%): 2.889 | loglstar: -inf < -173.362 < inf | logz: -204.812 +/- 0.551 | dlogz: 31.104 > 0.109
iter: 2960 | bound: 42 | nc: 38 | ncall: 102474 | eff(%): 2.889 | loglstar: -inf < -173.293 < inf | logz: -204.739 +/- 0.551 | dlogz: 31.018 > 0.109
iter: 2961 | bound: 42 | nc: 38 | ncall: 102512 | eff(%): 2.888 | loglstar: -inf < -173.067 < inf | logz: -204.660 +/- 0.551 | dlogz: 30.934 > 0.109
iter: 2962 | bound: 42 | nc: 38 | ncall: 102550 | eff(%): 2.888 | loglstar: -inf < -173.038 < inf | logz: -204.579 +/- 0.551 | dlogz: 30.846 > 0.109
iter: 2963 | bound: 42 | nc: 38 | ncall: 102588 | eff(%): 2.888 | loglstar: -inf < -173.037 < inf | logz: -204.504 +/- 0.551 | dlogz: 30.755 > 0.109
iter: 2964 | bound: 42 | nc: 38 | ncall: 102626 | eff(%): 2.888 | loglstar: -inf < -172.921 < inf | logz: -204.430 +/- 0.550 | dlogz: 30.670 > 0.109
iter: 2965 | bound: 42 | nc: 38 | ncall: 102664 | eff(%): 2.888 | loglstar: -inf < -172.804 < inf | logz: -204.354 +/- 0.550 | dlogz: 30.586 > 0.109
iter: 2966 | bound: 42 | nc: 38 | ncall: 102702 | eff(%): 2.888 | loglstar: -inf < -172.801 < inf | logz: -204.280 +/- 0.550 | dlogz: 30.500 > 0.109
iter: 2967 | bound: 42 | nc: 38 | ncall: 102740 | eff(%): 2.888 | loglstar: -inf < -172.659 < inf | logz: -204.207 +/- 0.550 | dlogz: 30.416 > 0.109
iter: 2968 | bound: 42 | nc: 38 | ncall: 102778 | eff(%): 2.888 | loglstar: -inf < -172.419 < inf | logz: -204.125 +/- 0.550 | dlogz: 30.333 > 0.109
iter: 2969 | bound: 43 | nc: 38 | ncall: 102816 | eff(%): 2.888 | loglstar: -inf < -172.378 < inf | logz: -204.040 +/- 0.551 | dlogz: 30.241 > 0.109
iter: 2970 | bound: 43 | nc: 38 | ncall: 102854 | eff(%): 2.888 | loglstar: -inf < -172.291 < inf | logz: -203.958 +/- 0.551 | dlogz: 30.146 > 0.109
iter: 2971 | bound: 43 | nc: 38 | ncall: 102892 | eff(%): 2.887 | loglstar: -inf < -172.177 < inf | logz: -203.874 +/- 0.551 | dlogz: 30.054 > 0.109
iter: 2972 | bound: 43 | nc: 38 | ncall: 102930 | eff(%): 2.887 | loglstar: -inf < -172.097 < inf | logz: -203.791 +/- 0.551 | dlogz: 29.960 > 0.109
iter: 2973 | bound: 43 | nc: 38 | ncall: 102968 | eff(%): 2.887 | loglstar: -inf < -172.019 < inf | logz: -203.708 +/- 0.551 | dlogz: 29.867 > 0.109
iter: 2974 | bound: 43 | nc: 38 | ncall: 103006 | eff(%): 2.887 | loglstar: -inf < -172.014 < inf | logz: -203.630 +/- 0.551 | dlogz: 29.775 > 0.109
iter: 2975 | bound: 43 | nc: 38 | ncall: 103044 | eff(%): 2.887 | loglstar: -inf < -171.702 < inf | logz: -203.545 +/- 0.551 | dlogz: 29.686 > 0.109
iter: 2976 | bound: 43 | nc: 38 | ncall: 103082 | eff(%): 2.887 | loglstar: -inf < -171.552 < inf | logz: -203.449 +/- 0.551 | dlogz: 29.592 > 0.109
iter: 2977 | bound: 43 | nc: 38 | ncall: 103120 | eff(%): 2.887 | loglstar: -inf < -171.452 < inf | logz: -203.352 +/- 0.551 | dlogz: 29.486 > 0.109
iter: 2978 | bound: 43 | nc: 38 | ncall: 103158 | eff(%): 2.887 | loglstar: -inf < -171.434 < inf | logz: -203.259 +/- 0.552 | dlogz: 29.379 > 0.109
iter: 2979 | bound: 43 | nc: 38 | ncall: 103196 | eff(%): 2.887 | loglstar: -inf < -171.325 < inf | logz: -203.170 +/- 0.552 | dlogz: 29.276 > 0.109
iter: 2980 | bound: 43 | nc: 38 | ncall: 103234 | eff(%): 2.887 | loglstar: -inf < -171.231 < inf | logz: -203.080 +/- 0.552 | dlogz: 29.176 > 0.109
iter: 2981 | bound: 43 | nc: 38 | ncall: 103272 | eff(%): 2.887 | loglstar: -inf < -171.187 < inf | logz: -202.993 +/- 0.552 | dlogz: 29.076 > 0.109
iter: 2982 | bound: 44 | nc: 38 | ncall: 103310 | eff(%): 2.886 | loglstar: -inf < -171.179 < inf | logz: -202.911 +/- 0.552 | dlogz: 28.979 > 0.109
iter: 2983 | bound: 44 | nc: 38 | ncall: 103348 | eff(%): 2.886 | loglstar: -inf < -170.601 < inf | logz: -202.809 +/- 0.552 | dlogz: 28.888 > 0.109
iter: 2984 | bound: 44 | nc: 38 | ncall: 103386 | eff(%): 2.886 | loglstar: -inf < -170.558 < inf | logz: -202.690 +/- 0.553 | dlogz: 28.776 > 0.109
iter: 2985 | bound: 44 | nc: 38 | ncall: 103424 | eff(%): 2.886 | loglstar: -inf < -170.543 < inf | logz: -202.582 +/- 0.553 | dlogz: 28.647 > 0.109
iter: 2986 | bound: 44 | nc: 38 | ncall: 103462 | eff(%): 2.886 | loglstar: -inf < -170.522 < inf | logz: -202.483 +/- 0.553 | dlogz: 28.528 > 0.109
iter: 2987 | bound: 44 | nc: 38 | ncall: 103500 | eff(%): 2.886 | loglstar: -inf < -170.486 < inf | logz: -202.392 +/- 0.553 | dlogz: 28.420 > 0.109
iter: 2988 | bound: 44 | nc: 38 | ncall: 103538 | eff(%): 2.886 | loglstar: -inf < -170.432 < inf | logz: -202.306 +/- 0.553 | dlogz: 28.319 > 0.109
iter: 2989 | bound: 44 | nc: 38 | ncall: 103576 | eff(%): 2.886 | loglstar: -inf < -170.348 < inf | logz: -202.221 +/- 0.553 | dlogz: 28.223 > 0.109
iter: 2990 | bound: 44 | nc: 38 | ncall: 103614 | eff(%): 2.886 | loglstar: -inf < -170.330 < inf | logz: -202.140 +/- 0.553 | dlogz: 35.520 > 0.109
iter: 2991 | bound: 44 | nc: 38 | ncall: 103652 | eff(%): 2.886 | loglstar: -inf < -170.292 < inf | logz: -202.064 +/- 0.553 | dlogz: 35.429 > 0.109
iter: 2992 | bound: 44 | nc: 38 | ncall: 103690 | eff(%): 2.886 | loglstar: -inf < -170.260 < inf | logz: -201.992 +/- 0.553 | dlogz: 35.343 > 0.109
iter: 2993 | bound: 44 | nc: 38 | ncall: 103728 | eff(%): 2.885 | loglstar: -inf < -170.256 < inf | logz: -201.924 +/- 0.553 | dlogz: 35.261 > 0.109
iter: 2994 | bound: 44 | nc: 38 | ncall: 103766 | eff(%): 2.885 | loglstar: -inf < -170.108 < inf | logz: -201.856 +/- 0.553 | dlogz: 35.183 > 0.109
iter: 2995 | bound: 44 | nc: 38 | ncall: 103804 | eff(%): 2.885 | loglstar: -inf < -170.092 < inf | logz: -201.788 +/- 0.553 | dlogz: 35.104 > 0.109
iter: 2996 | bound: 44 | nc: 38 | ncall: 103842 | eff(%): 2.885 | loglstar: -inf < -170.029 < inf | logz: -201.722 +/- 0.553 | dlogz: 35.026 > 0.109
iter: 2997 | bound: 44 | nc: 38 | ncall: 103880 | eff(%): 2.885 | loglstar: -inf < -169.899 < inf | logz: -201.655 +/- 0.553 | dlogz: 34.951 > 0.109
iter: 2998 | bound: 44 | nc: 38 | ncall: 103918 | eff(%): 2.885 | loglstar: -inf < -169.644 < inf | logz: -201.579 +/- 0.553 | dlogz: 34.874 > 0.109
iter: 2999 | bound: 44 | nc: 38 | ncall: 103956 | eff(%): 2.885 | loglstar: -inf < -169.595 < inf | logz: -201.500 +/- 0.553 | dlogz: 34.788 > 0.109
iter: 3000 | bound: 44 | nc: 38 | ncall: 103994 | eff(%): 2.885 | loglstar: -inf < -169.536 < inf | logz: -201.422 +/- 0.553 | dlogz: 34.698 > 0.109
iter: 3001 | bound: 44 | nc: 38 | ncall: 104032 | eff(%): 2.885 | loglstar: -inf < -169.511 < inf | logz: -201.348 +/- 0.553 | dlogz: 34.611 > 0.109
iter: 3002 | bound: 44 | nc: 38 | ncall: 104070 | eff(%): 2.885 | loglstar: -inf < -169.457 < inf | logz: -201.278 +/- 0.553 | dlogz: 34.527 > 0.109
iter: 3003 | bound: 44 | nc: 38 | ncall: 104108 | eff(%): 2.885 | loglstar: -inf < -169.452 < inf | logz: -201.210 +/- 0.553 | dlogz: 43.246 > 0.109
iter: 3004 | bound: 44 | nc: 38 | ncall: 104146 | eff(%): 2.884 | loglstar: -inf < -169.324 < inf | logz: -201.144 +/- 0.553 | dlogz: 43.169 > 0.109
iter: 3005 | bound: 44 | nc: 38 | ncall: 104184 | eff(%): 2.884 | loglstar: -inf < -169.272 < inf | logz: -201.076 +/- 0.553 | dlogz: 43.092 > 0.109
iter: 3006 | bound: 44 | nc: 38 | ncall: 104222 | eff(%): 2.884 | loglstar: -inf < -169.206 < inf | logz: -201.010 +/- 0.553 | dlogz: 43.015 > 0.109
iter: 3007 | bound: 44 | nc: 38 | ncall: 104260 | eff(%): 2.884 | loglstar: -inf < -169.046 < inf | logz: -200.941 +/- 0.553 | dlogz: 42.938 > 0.109
iter: 3008 | bound: 44 | nc: 38 | ncall: 104298 | eff(%): 2.884 | loglstar: -inf < -168.956 < inf | logz: -200.869 +/- 0.553 | dlogz: 42.859 > 0.109
iter: 3009 | bound: 44 | nc: 38 | ncall: 104336 | eff(%): 2.884 | loglstar: -inf < -168.746 < inf | logz: -200.792 +/- 0.553 | dlogz: 42.778 > 0.109
iter: 3010 | bound: 44 | nc: 38 | ncall: 104374 | eff(%): 2.884 | loglstar: -inf < -168.694 < inf | logz: -200.712 +/- 0.553 | dlogz: 42.691 > 0.109
iter: 3011 | bound: 44 | nc: 38 | ncall: 104412 | eff(%): 2.884 | loglstar: -inf < -168.624 < inf | logz: -200.634 +/- 0.553 | dlogz: 42.601 > 0.109
iter: 3012 | bound: 44 | nc: 38 | ncall: 104450 | eff(%): 2.884 | loglstar: -inf < -168.614 < inf | logz: -200.559 +/- 0.553 | dlogz: 42.513 > 0.109
iter: 3013 | bound: 44 | nc: 38 | ncall: 104488 | eff(%): 2.884 | loglstar: -inf < -168.603 < inf | logz: -200.490 +/- 0.553 | dlogz: 42.428 > 0.109
iter: 3014 | bound: 44 | nc: 38 | ncall: 104526 | eff(%): 2.883 | loglstar: -inf < -168.537 < inf | logz: -200.424 +/- 0.553 | dlogz: 42.349 > 0.109
iter: 3015 | bound: 44 | nc: 38 | ncall: 104564 | eff(%): 2.883 | loglstar: -inf < -168.504 < inf | logz: -200.359 +/- 0.553 | dlogz: 42.273 > 0.109
iter: 3016 | bound: 44 | nc: 38 | ncall: 104602 | eff(%): 2.883 | loglstar: -inf < -168.438 < inf | logz: -200.296 +/- 0.553 | dlogz: 42.198 > 0.109
iter: 3017 | bound: 44 | nc: 38 | ncall: 104640 | eff(%): 2.883 | loglstar: -inf < -167.997 < inf | logz: -200.218 +/- 0.554 | dlogz: 42.125 > 0.109
iter: 3018 | bound: 44 | nc: 38 | ncall: 104678 | eff(%): 2.883 | loglstar: -inf < -167.844 < inf | logz: -200.126 +/- 0.554 | dlogz: 42.038 > 0.109
iter: 3019 | bound: 44 | nc: 38 | ncall: 104716 | eff(%): 2.883 | loglstar: -inf < -167.616 < inf | logz: -200.025 +/- 0.554 | dlogz: 41.935 > 0.109
iter: 3020 | bound: 44 | nc: 38 | ncall: 104754 | eff(%): 2.883 | loglstar: -inf < -167.579 < inf | logz: -199.923 +/- 0.555 | dlogz: 41.825 > 0.109
iter: 3021 | bound: 44 | nc: 38 | ncall: 104792 | eff(%): 2.883 | loglstar: -inf < -167.498 < inf | logz: -199.826 +/- 0.555 | dlogz: 41.712 > 0.109
iter: 3022 | bound: 44 | nc: 38 | ncall: 104830 | eff(%): 2.883 | loglstar: -inf < -167.334 < inf | logz: -199.727 +/- 0.555 | dlogz: 41.605 > 0.109
iter: 3023 | bound: 44 | nc: 38 | ncall: 104868 | eff(%): 2.883 | loglstar: -inf < -167.323 < inf | logz: -199.630 +/- 0.555 | dlogz: 41.496 > 0.109
iter: 3024 | bound: 44 | nc: 38 | ncall: 104906 | eff(%): 2.883 | loglstar: -inf < -167.270 < inf | logz: -199.540 +/- 0.555 | dlogz: 41.390 > 0.109
iter: 3025 | bound: 44 | nc: 38 | ncall: 104944 | eff(%): 2.882 | loglstar: -inf < -167.199 < inf | logz: -199.453 +/- 0.556 | dlogz: 41.290 > 0.109
iter: 3026 | bound: 44 | nc: 38 | ncall: 104982 | eff(%): 2.882 | loglstar: -inf < -167.076 < inf | logz: -199.366 +/- 0.556 | dlogz: 41.193 > 0.109
iter: 3027 | bound: 44 | nc: 38 | ncall: 105020 | eff(%): 2.882 | loglstar: -inf < -166.946 < inf | logz: -199.277 +/- 0.556 | dlogz: 41.096 > 0.109
iter: 3028 | bound: 44 | nc: 38 | ncall: 105058 | eff(%): 2.882 | loglstar: -inf < -166.935 < inf | logz: -199.190 +/- 0.556 | dlogz: 40.996 > 0.109
iter: 3029 | bound: 44 | nc: 38 | ncall: 105096 | eff(%): 2.882 | loglstar: -inf < -166.796 < inf | logz: -199.105 +/- 0.556 | dlogz: 40.900 > 0.109
iter: 3030 | bound: 44 | nc: 38 | ncall: 105134 | eff(%): 2.882 | loglstar: -inf < -166.755 < inf | logz: -199.020 +/- 0.556 | dlogz: 40.804 > 0.109
iter: 3031 | bound: 44 | nc: 38 | ncall: 105172 | eff(%): 2.882 | loglstar: -inf < -166.718 < inf | logz: -198.940 +/- 0.556 | dlogz: 40.710 > 0.109
iter: 3032 | bound: 44 | nc: 38 | ncall: 105210 | eff(%): 2.882 | loglstar: -inf < -166.615 < inf | logz: -198.861 +/- 0.556 | dlogz: 40.620 > 0.109
iter: 3033 | bound: 44 | nc: 38 | ncall: 105248 | eff(%): 2.882 | loglstar: -inf < -166.544 < inf | logz: -198.782 +/- 0.556 | dlogz: 40.531 > 0.109
iter: 3034 | bound: 44 | nc: 38 | ncall: 105286 | eff(%): 2.882 | loglstar: -inf < -166.403 < inf | logz: -198.702 +/- 0.556 | dlogz: 40.442 > 0.109
iter: 3035 | bound: 44 | nc: 38 | ncall: 105324 | eff(%): 2.882 | loglstar: -inf < -166.355 < inf | logz: -198.622 +/- 0.556 | dlogz: 40.352 > 0.109
iter: 3036 | bound: 44 | nc: 38 | ncall: 105362 | eff(%): 2.881 | loglstar: -inf < -166.307 < inf | logz: -198.545 +/- 0.556 | dlogz: 40.262 > 0.109
iter: 3037 | bound: 44 | nc: 38 | ncall: 105400 | eff(%): 2.881 | loglstar: -inf < -166.032 < inf | logz: -198.461 +/- 0.556 | dlogz: 40.175 > 0.109
iter: 3038 | bound: 44 | nc: 38 | ncall: 105438 | eff(%): 2.881 | loglstar: -inf < -166.023 < inf | logz: -198.375 +/- 0.557 | dlogz: 40.082 > 0.109
iter: 3039 | bound: 44 | nc: 38 | ncall: 105476 | eff(%): 2.881 | loglstar: -inf < -165.945 < inf | logz: -198.292 +/- 0.557 | dlogz: 39.985 > 0.109
iter: 3040 | bound: 44 | nc: 38 | ncall: 105514 | eff(%): 2.881 | loglstar: -inf < -165.706 < inf | logz: -198.204 +/- 0.557 | dlogz: 39.893 > 0.109
iter: 3041 | bound: 44 | nc: 38 | ncall: 105552 | eff(%): 2.881 | loglstar: -inf < -165.691 < inf | logz: -198.114 +/- 0.557 | dlogz: 39.794 > 0.109
iter: 3042 | bound: 44 | nc: 38 | ncall: 105590 | eff(%): 2.881 | loglstar: -inf < -165.600 < inf | logz: -198.027 +/- 0.557 | dlogz: 39.694 > 0.109
iter: 3043 | bound: 44 | nc: 38 | ncall: 105628 | eff(%): 2.881 | loglstar: -inf < -165.591 < inf | logz: -197.945 +/- 0.557 | dlogz: 39.598 > 0.109
iter: 3044 | bound: 44 | nc: 38 | ncall: 105666 | eff(%): 2.881 | loglstar: -inf < -165.577 < inf | logz: -197.868 +/- 0.557 | dlogz: 39.505 > 0.109
iter: 3045 | bound: 44 | nc: 38 | ncall: 105704 | eff(%): 2.881 | loglstar: -inf < -165.562 < inf | logz: -197.797 +/- 0.557 | dlogz: 39.419 > 0.109
iter: 3046 | bound: 44 | nc: 38 | ncall: 105742 | eff(%): 2.881 | loglstar: -inf < -165.485 < inf | logz: -197.728 +/- 0.557 | dlogz: 39.338 > 0.109
iter: 3047 | bound: 44 | nc: 38 | ncall: 105780 | eff(%): 2.881 | loglstar: -inf < -165.231 < inf | logz: -197.653 +/- 0.557 | dlogz: 39.259 > 0.109
iter: 3048 | bound: 44 | nc: 38 | ncall: 105818 | eff(%): 2.880 | loglstar: -inf < -165.179 < inf | logz: -197.573 +/- 0.557 | dlogz: 39.174 > 0.109
iter: 3049 | bound: 44 | nc: 38 | ncall: 105856 | eff(%): 2.880 | loglstar: -inf < -164.900 < inf | logz: -197.486 +/- 0.557 | dlogz: 39.084 > 0.109
iter: 3050 | bound: 44 | nc: 38 | ncall: 105894 | eff(%): 2.880 | loglstar: -inf < -164.856 < inf | logz: -197.395 +/- 0.558 | dlogz: 38.987 > 0.109
iter: 3051 | bound: 44 | nc: 38 | ncall: 105932 | eff(%): 2.880 | loglstar: -inf < -164.787 < inf | logz: -197.307 +/- 0.558 | dlogz: 38.886 > 0.109
iter: 3052 | bound: 44 | nc: 38 | ncall: 105970 | eff(%): 2.880 | loglstar: -inf < -164.758 < inf | logz: -197.224 +/- 0.558 | dlogz: 38.788 > 0.109
iter: 3053 | bound: 44 | nc: 38 | ncall: 106008 | eff(%): 2.880 | loglstar: -inf < -164.734 < inf | logz: -197.145 +/- 0.558 | dlogz: 38.695 > 0.109
iter: 3054 | bound: 44 | nc: 38 | ncall: 106046 | eff(%): 2.880 | loglstar: -inf < -164.584 < inf | logz: -197.067 +/- 0.558 | dlogz: 38.606 > 0.109
iter: 3055 | bound: 44 | nc: 38 | ncall: 106084 | eff(%): 2.880 | loglstar: -inf < -164.441 < inf | logz: -196.984 +/- 0.558 | dlogz: 38.518 > 0.109
iter: 3056 | bound: 44 | nc: 38 | ncall: 106122 | eff(%): 2.880 | loglstar: -inf < -164.414 < inf | logz: -196.902 +/- 0.558 | dlogz: 38.425 > 0.109
iter: 3057 | bound: 44 | nc: 38 | ncall: 106160 | eff(%): 2.880 | loglstar: -inf < -164.395 < inf | logz: -196.825 +/- 0.558 | dlogz: 38.333 > 0.109
iter: 3058 | bound: 44 | nc: 38 | ncall: 106198 | eff(%): 2.880 | loglstar: -inf < -164.391 < inf | logz: -196.753 +/- 0.558 | dlogz: 38.246 > 0.109
iter: 3059 | bound: 44 | nc: 38 | ncall: 106236 | eff(%): 2.879 | loglstar: -inf < -164.341 < inf | logz: -196.686 +/- 0.558 | dlogz: 38.165 > 0.109
iter: 3060 | bound: 44 | nc: 38 | ncall: 106274 | eff(%): 2.879 | loglstar: -inf < -164.046 < inf | logz: -196.610 +/- 0.558 | dlogz: 38.087 > 0.109
iter: 3061 | bound: 44 | nc: 38 | ncall: 106312 | eff(%): 2.879 | loglstar: -inf < -163.998 < inf | logz: -196.530 +/- 0.558 | dlogz: 38.002 > 0.109
iter: 3062 | bound: 44 | nc: 38 | ncall: 106350 | eff(%): 2.879 | loglstar: -inf < -163.980 < inf | logz: -196.453 +/- 0.558 | dlogz: 37.911 > 0.109
iter: 3063 | bound: 44 | nc: 38 | ncall: 106388 | eff(%): 2.879 | loglstar: -inf < -163.943 < inf | logz: -196.381 +/- 0.558 | dlogz: 37.825 > 0.109
iter: 3064 | bound: 44 | nc: 38 | ncall: 106426 | eff(%): 2.879 | loglstar: -inf < -163.847 < inf | logz: -196.310 +/- 0.558 | dlogz: 37.743 > 0.109
iter: 3065 | bound: 44 | nc: 38 | ncall: 106464 | eff(%): 2.879 | loglstar: -inf < -163.783 < inf | logz: -196.239 +/- 0.558 | dlogz: 37.662 > 0.109
iter: 3066 | bound: 44 | nc: 38 | ncall: 106502 | eff(%): 2.879 | loglstar: -inf < -163.781 < inf | logz: -196.171 +/- 0.558 | dlogz: 37.581 > 0.109
iter: 3067 | bound: 44 | nc: 38 | ncall: 106540 | eff(%): 2.879 | loglstar: -inf < -163.714 < inf | logz: -196.106 +/- 0.558 | dlogz: 37.503 > 0.109
iter: 3068 | bound: 44 | nc: 38 | ncall: 106578 | eff(%): 2.879 | loglstar: -inf < -163.599 < inf | logz: -196.040 +/- 0.558 | dlogz: 37.428 > 0.109
iter: 3069 | bound: 44 | nc: 38 | ncall: 106616 | eff(%): 2.879 | loglstar: -inf < -163.536 < inf | logz: -195.973 +/- 0.558 | dlogz: 37.352 > 0.109
iter: 3070 | bound: 44 | nc: 38 | ncall: 106654 | eff(%): 2.878 | loglstar: -inf < -163.510 < inf | logz: -195.908 +/- 0.558 | dlogz: 37.275 > 0.109
iter: 3071 | bound: 44 | nc: 38 | ncall: 106692 | eff(%): 2.878 | loglstar: -inf < -163.420 < inf | logz: -195.844 +/- 0.558 | dlogz: 37.200 > 0.109
iter: 3072 | bound: 44 | nc: 38 | ncall: 106730 | eff(%): 2.878 | loglstar: -inf < -163.412 < inf | logz: -195.782 +/- 0.558 | dlogz: 37.126 > 0.109
iter: 3073 | bound: 44 | nc: 38 | ncall: 106768 | eff(%): 2.878 | loglstar: -inf < -163.412 < inf | logz: -195.724 +/- 0.558 | dlogz: 37.054 > 0.109
iter: 3074 | bound: 44 | nc: 38 | ncall: 106806 | eff(%): 2.878 | loglstar: -inf < -163.302 < inf | logz: -195.666 +/- 0.558 | dlogz: 36.986 > 0.109
iter: 3075 | bound: 44 | nc: 38 | ncall: 106844 | eff(%): 2.878 | loglstar: -inf < -163.298 < inf | logz: -195.609 +/- 0.558 | dlogz: 36.918 > 0.109
iter: 3076 | bound: 44 | nc: 38 | ncall: 106882 | eff(%): 2.878 | loglstar: -inf < -163.260 < inf | logz: -195.555 +/- 0.558 | dlogz: 36.851 > 0.109
iter: 3077 | bound: 44 | nc: 38 | ncall: 106920 | eff(%): 2.878 | loglstar: -inf < -163.236 < inf | logz: -195.502 +/- 0.558 | dlogz: 36.787 > 0.109
iter: 3078 | bound: 44 | nc: 38 | ncall: 106958 | eff(%): 2.878 | loglstar: -inf < -163.235 < inf | logz: -195.452 +/- 0.558 | dlogz: 36.724 > 0.109
iter: 3079 | bound: 44 | nc: 38 | ncall: 106996 | eff(%): 2.878 | loglstar: -inf < -163.064 < inf | logz: -195.400 +/- 0.558 | dlogz: 36.664 > 0.109
iter: 3080 | bound: 44 | nc: 38 | ncall: 107034 | eff(%): 2.878 | loglstar: -inf < -162.838 < inf | logz: -195.341 +/- 0.558 | dlogz: 36.603 > 0.109
iter: 3081 | bound: 45 | nc: 38 | ncall: 107072 | eff(%): 2.878 | loglstar: -inf < -162.831 < inf | logz: -195.280 +/- 0.558 | dlogz: 36.534 > 0.109
iter: 3082 | bound: 45 | nc: 38 | ncall: 107110 | eff(%): 2.877 | loglstar: -inf < -162.618 < inf | logz: -195.215 +/- 0.558 | dlogz: 36.462 > 0.109
iter: 3083 | bound: 45 | nc: 38 | ncall: 107148 | eff(%): 2.877 | loglstar: -inf < -162.402 < inf | logz: -195.142 +/- 0.558 | dlogz: 36.388 > 0.109
iter: 3084 | bound: 45 | nc: 38 | ncall: 107186 | eff(%): 2.877 | loglstar: -inf < -162.390 < inf | logz: -195.066 +/- 0.558 | dlogz: 36.304 > 0.109
iter: 3085 | bound: 45 | nc: 38 | ncall: 107224 | eff(%): 2.877 | loglstar: -inf < -162.270 < inf | logz: -194.992 +/- 0.559 | dlogz: 36.219 > 0.109
iter: 3086 | bound: 45 | nc: 38 | ncall: 107262 | eff(%): 2.877 | loglstar: -inf < -162.144 < inf | logz: -194.915 +/- 0.559 | dlogz: 36.135 > 0.109
iter: 3087 | bound: 45 | nc: 38 | ncall: 107300 | eff(%): 2.877 | loglstar: -inf < -162.121 < inf | logz: -194.839 +/- 0.559 | dlogz: 36.048 > 0.109
iter: 3088 | bound: 45 | nc: 38 | ncall: 107338 | eff(%): 2.877 | loglstar: -inf < -162.096 < inf | logz: -194.768 +/- 0.559 | dlogz: 35.962 > 0.109
iter: 3089 | bound: 45 | nc: 38 | ncall: 107376 | eff(%): 2.877 | loglstar: -inf < -162.058 < inf | logz: -194.700 +/- 0.559 | dlogz: 35.881 > 0.109
iter: 3090 | bound: 45 | nc: 38 | ncall: 107414 | eff(%): 2.877 | loglstar: -inf < -162.019 < inf | logz: -194.634 +/- 0.559 | dlogz: 39.987 > 0.109
iter: 3091 | bound: 45 | nc: 38 | ncall: 107452 | eff(%): 2.877 | loglstar: -inf < -162.000 < inf | logz: -194.571 +/- 0.559 | dlogz: 39.911 > 0.109
iter: 3092 | bound: 45 | nc: 38 | ncall: 107490 | eff(%): 2.877 | loglstar: -inf < -161.973 < inf | logz: -194.512 +/- 0.559 | dlogz: 39.839 > 0.109
iter: 3093 | bound: 45 | nc: 38 | ncall: 107528 | eff(%): 2.876 | loglstar: -inf < -161.966 < inf | logz: -194.455 +/- 0.559 | dlogz: 39.769 > 0.109
iter: 3094 | bound: 45 | nc: 38 | ncall: 107566 | eff(%): 2.876 | loglstar: -inf < -161.918 < inf | logz: -194.400 +/- 0.559 | dlogz: 39.702 > 0.109
iter: 3095 | bound: 45 | nc: 38 | ncall: 107604 | eff(%): 2.876 | loglstar: -inf < -161.877 < inf | logz: -194.347 +/- 0.559 | dlogz: 39.638 > 0.109
iter: 3096 | bound: 45 | nc: 38 | ncall: 107642 | eff(%): 2.876 | loglstar: -inf < -161.856 < inf | logz: -194.295 +/- 0.559 | dlogz: 39.574 > 0.109
iter: 3097 | bound: 45 | nc: 38 | ncall: 107680 | eff(%): 2.876 | loglstar: -inf < -161.488 < inf | logz: -194.235 +/- 0.559 | dlogz: 39.512 > 0.109
iter: 3098 | bound: 45 | nc: 38 | ncall: 107718 | eff(%): 2.876 | loglstar: -inf < -161.441 < inf | logz: -194.167 +/- 0.559 | dlogz: 39.442 > 0.109
iter: 3099 | bound: 45 | nc: 38 | ncall: 107756 | eff(%): 2.876 | loglstar: -inf < -161.384 < inf | logz: -194.101 +/- 0.559 | dlogz: 39.365 > 0.109
iter: 3100 | bound: 45 | nc: 38 | ncall: 107794 | eff(%): 2.876 | loglstar: -inf < -161.376 < inf | logz: -194.038 +/- 0.560 | dlogz: 39.289 > 0.109
iter: 3101 | bound: 45 | nc: 38 | ncall: 107832 | eff(%): 2.876 | loglstar: -inf < -161.228 < inf | logz: -193.975 +/- 0.560 | dlogz: 39.216 > 0.109
iter: 3102 | bound: 45 | nc: 38 | ncall: 107870 | eff(%): 2.876 | loglstar: -inf < -161.173 < inf | logz: -193.909 +/- 0.560 | dlogz: 39.142 > 0.109
iter: 3103 | bound: 45 | nc: 38 | ncall: 107908 | eff(%): 2.876 | loglstar: -inf < -161.084 < inf | logz: -193.844 +/- 0.560 | dlogz: 39.067 > 0.109
iter: 3104 | bound: 45 | nc: 38 | ncall: 107946 | eff(%): 2.876 | loglstar: -inf < -161.074 < inf | logz: -193.781 +/- 0.560 | dlogz: 38.992 > 0.109
iter: 3105 | bound: 45 | nc: 38 | ncall: 107984 | eff(%): 2.875 | loglstar: -inf < -161.026 < inf | logz: -193.720 +/- 0.560 | dlogz: 38.919 > 0.109
iter: 3106 | bound: 45 | nc: 38 | ncall: 108022 | eff(%): 2.875 | loglstar: -inf < -161.022 < inf | logz: -193.662 +/- 0.560 | dlogz: 38.848 > 0.109
iter: 3107 | bound: 45 | nc: 38 | ncall: 108060 | eff(%): 2.875 | loglstar: -inf < -161.010 < inf | logz: -193.607 +/- 0.560 | dlogz: 38.780 > 0.109
iter: 3108 | bound: 45 | nc: 38 | ncall: 108098 | eff(%): 2.875 | loglstar: -inf < -161.008 < inf | logz: -193.556 +/- 0.560 | dlogz: 38.715 > 0.109
iter: 3109 | bound: 45 | nc: 38 | ncall: 108136 | eff(%): 2.875 | loglstar: -inf < -161.001 < inf | logz: -193.506 +/- 0.560 | dlogz: 38.654 > 0.109
iter: 3110 | bound: 45 | nc: 38 | ncall: 108174 | eff(%): 2.875 | loglstar: -inf < -160.558 < inf | logz: -193.447 +/- 0.560 | dlogz: 38.595 > 0.109
iter: 3111 | bound: 45 | nc: 38 | ncall: 108212 | eff(%): 2.875 | loglstar: -inf < -160.519 < inf | logz: -193.379 +/- 0.560 | dlogz: 38.526 > 0.109
iter: 3112 | bound: 45 | nc: 38 | ncall: 108250 | eff(%): 2.875 | loglstar: -inf < -160.331 < inf | logz: -193.309 +/- 0.560 | dlogz: 38.448 > 0.109
iter: 3113 | bound: 45 | nc: 38 | ncall: 108288 | eff(%): 2.875 | loglstar: -inf < -160.312 < inf | logz: -193.237 +/- 0.561 | dlogz: 38.367 > 0.109
iter: 3114 | bound: 45 | nc: 38 | ncall: 108326 | eff(%): 2.875 | loglstar: -inf < -160.151 < inf | logz: -193.164 +/- 0.561 | dlogz: 38.285 > 0.109
iter: 3115 | bound: 45 | nc: 38 | ncall: 108364 | eff(%): 2.875 | loglstar: -inf < -160.123 < inf | logz: -193.090 +/- 0.561 | dlogz: 38.202 > 0.109
iter: 3116 | bound: 45 | nc: 38 | ncall: 108402 | eff(%): 2.874 | loglstar: -inf < -160.036 < inf | logz: -193.019 +/- 0.561 | dlogz: 38.119 > 0.109
iter: 3117 | bound: 45 | nc: 38 | ncall: 108440 | eff(%): 2.874 | loglstar: -inf < -159.988 < inf | logz: -192.948 +/- 0.561 | dlogz: 38.037 > 0.109
iter: 3118 | bound: 45 | nc: 38 | ncall: 108478 | eff(%): 2.874 | loglstar: -inf < -159.987 < inf | logz: -192.881 +/- 0.561 | dlogz: 37.957 > 0.109
iter: 3119 | bound: 45 | nc: 38 | ncall: 108516 | eff(%): 2.874 | loglstar: -inf < -159.935 < inf | logz: -192.817 +/- 0.561 | dlogz: 37.880 > 0.109
iter: 3120 | bound: 45 | nc: 38 | ncall: 108554 | eff(%): 2.874 | loglstar: -inf < -159.927 < inf | logz: -192.756 +/- 0.561 | dlogz: 37.806 > 0.109
iter: 3121 | bound: 45 | nc: 38 | ncall: 108592 | eff(%): 2.874 | loglstar: -inf < -159.913 < inf | logz: -192.699 +/- 0.561 | dlogz: 37.735 > 0.109
iter: 3122 | bound: 45 | nc: 38 | ncall: 108630 | eff(%): 2.874 | loglstar: -inf < -159.901 < inf | logz: -192.644 +/- 0.561 | dlogz: 37.667 > 0.109
iter: 3123 | bound: 45 | nc: 38 | ncall: 108668 | eff(%): 2.874 | loglstar: -inf < -159.860 < inf | logz: -192.591 +/- 0.561 | dlogz: 37.603 > 0.109
iter: 3124 | bound: 45 | nc: 38 | ncall: 108706 | eff(%): 2.874 | loglstar: -inf < -159.694 < inf | logz: -192.536 +/- 0.561 | dlogz: 37.540 > 0.109
iter: 3125 | bound: 46 | nc: 38 | ncall: 108744 | eff(%): 2.874 | loglstar: -inf < -159.636 < inf | logz: -192.479 +/- 0.561 | dlogz: 37.475 > 0.109
iter: 3126 | bound: 46 | nc: 38 | ncall: 108782 | eff(%): 2.874 | loglstar: -inf < -159.534 < inf | logz: -192.421 +/- 0.561 | dlogz: 37.408 > 0.109
iter: 3127 | bound: 46 | nc: 38 | ncall: 108820 | eff(%): 2.874 | loglstar: -inf < -159.415 < inf | logz: -192.360 +/- 0.562 | dlogz: 37.340 > 0.109
iter: 3128 | bound: 46 | nc: 38 | ncall: 108858 | eff(%): 2.873 | loglstar: -inf < -159.347 < inf | logz: -192.298 +/- 0.562 | dlogz: 37.269 > 0.109
iter: 3129 | bound: 46 | nc: 38 | ncall: 108896 | eff(%): 2.873 | loglstar: -inf < -159.322 < inf | logz: -192.238 +/- 0.562 | dlogz: 37.197 > 0.109
iter: 3130 | bound: 46 | nc: 38 | ncall: 108934 | eff(%): 2.873 | loglstar: -inf < -159.242 < inf | logz: -192.179 +/- 0.562 | dlogz: 37.127 > 0.109
iter: 3131 | bound: 46 | nc: 38 | ncall: 108972 | eff(%): 2.873 | loglstar: -inf < -159.163 < inf | logz: -192.119 +/- 0.562 | dlogz: 37.058 > 0.109
iter: 3132 | bound: 46 | nc: 38 | ncall: 109010 | eff(%): 2.873 | loglstar: -inf < -159.132 < inf | logz: -192.060 +/- 0.562 | dlogz: 36.988 > 0.109
iter: 3133 | bound: 46 | nc: 38 | ncall: 109048 | eff(%): 2.873 | loglstar: -inf < -158.977 < inf | logz: -191.999 +/- 0.562 | dlogz: 36.919 > 0.109
iter: 3134 | bound: 46 | nc: 38 | ncall: 109086 | eff(%): 2.873 | loglstar: -inf < -158.728 < inf | logz: -191.930 +/- 0.562 | dlogz: 36.848 > 0.109
iter: 3135 | bound: 46 | nc: 38 | ncall: 109124 | eff(%): 2.873 | loglstar: -inf < -158.719 < inf | logz: -191.858 +/- 0.562 | dlogz: 36.769 > 0.109
iter: 3136 | bound: 46 | nc: 38 | ncall: 109162 | eff(%): 2.873 | loglstar: -inf < -158.705 < inf | logz: -191.790 +/- 0.562 | dlogz: 36.687 > 0.109
iter: 3137 | bound: 46 | nc: 38 | ncall: 109200 | eff(%): 2.873 | loglstar: -inf < -158.692 < inf | logz: -191.727 +/- 0.563 | dlogz: 36.610 > 0.109
iter: 3138 | bound: 46 | nc: 38 | ncall: 109238 | eff(%): 2.873 | loglstar: -inf < -158.556 < inf | logz: -191.664 +/- 0.563 | dlogz: 36.537 > 0.109
iter: 3139 | bound: 46 | nc: 38 | ncall: 109276 | eff(%): 2.873 | loglstar: -inf < -158.544 < inf | logz: -191.600 +/- 0.563 | dlogz: 36.463 > 0.109
iter: 3140 | bound: 46 | nc: 38 | ncall: 109314 | eff(%): 2.872 | loglstar: -inf < -158.517 < inf | logz: -191.540 +/- 0.563 | dlogz: 36.390 > 0.109
iter: 3141 | bound: 46 | nc: 38 | ncall: 109352 | eff(%): 2.872 | loglstar: -inf < -158.449 < inf | logz: -191.481 +/- 0.563 | dlogz: 36.320 > 0.109
iter: 3142 | bound: 46 | nc: 38 | ncall: 109390 | eff(%): 2.872 | loglstar: -inf < -158.379 < inf | logz: -191.422 +/- 0.563 | dlogz: 36.251 > 0.109
iter: 3143 | bound: 46 | nc: 38 | ncall: 109428 | eff(%): 2.872 | loglstar: -inf < -158.251 < inf | logz: -191.362 +/- 0.563 | dlogz: 36.182 > 0.109
iter: 3144 | bound: 46 | nc: 38 | ncall: 109466 | eff(%): 2.872 | loglstar: -inf < -158.184 < inf | logz: -191.299 +/- 0.563 | dlogz: 36.111 > 0.109
iter: 3145 | bound: 46 | nc: 38 | ncall: 109504 | eff(%): 2.872 | loglstar: -inf < -158.152 < inf | logz: -191.239 +/- 0.563 | dlogz: 36.039 > 0.109
iter: 3146 | bound: 46 | nc: 38 | ncall: 109542 | eff(%): 2.872 | loglstar: -inf < -158.105 < inf | logz: -191.179 +/- 0.563 | dlogz: 35.968 > 0.109
iter: 3147 | bound: 46 | nc: 38 | ncall: 109580 | eff(%): 2.872 | loglstar: -inf < -157.890 < inf | logz: -191.116 +/- 0.563 | dlogz: 35.899 > 0.109
iter: 3148 | bound: 46 | nc: 38 | ncall: 109618 | eff(%): 2.872 | loglstar: -inf < -157.759 < inf | logz: -191.047 +/- 0.563 | dlogz: 35.826 > 0.109
iter: 3149 | bound: 46 | nc: 38 | ncall: 109656 | eff(%): 2.872 | loglstar: -inf < -157.682 < inf | logz: -190.976 +/- 0.564 | dlogz: 35.747 > 0.109
iter: 3150 | bound: 46 | nc: 38 | ncall: 109694 | eff(%): 2.872 | loglstar: -inf < -157.645 < inf | logz: -190.907 +/- 0.564 | dlogz: 35.667 > 0.109
iter: 3151 | bound: 46 | nc: 38 | ncall: 109732 | eff(%): 2.872 | loglstar: -inf < -157.583 < inf | logz: -190.840 +/- 0.564 | dlogz: 35.587 > 0.109
iter: 3152 | bound: 46 | nc: 38 | ncall: 109770 | eff(%): 2.871 | loglstar: -inf < -157.425 < inf | logz: -190.770 +/- 0.564 | dlogz: 35.510 > 0.109
iter: 3153 | bound: 46 | nc: 38 | ncall: 109808 | eff(%): 2.871 | loglstar: -inf < -157.220 < inf | logz: -190.694 +/- 0.564 | dlogz: 35.431 > 0.109
iter: 3154 | bound: 46 | nc: 38 | ncall: 109846 | eff(%): 2.871 | loglstar: -inf < -157.179 < inf | logz: -190.614 +/- 0.565 | dlogz: 35.344 > 0.109
iter: 3155 | bound: 46 | nc: 38 | ncall: 109884 | eff(%): 2.871 | loglstar: -inf < -157.041 < inf | logz: -190.535 +/- 0.565 | dlogz: 35.255 > 0.109
iter: 3156 | bound: 46 | nc: 38 | ncall: 109922 | eff(%): 2.871 | loglstar: -inf < -157.038 < inf | logz: -190.457 +/- 0.565 | dlogz: 35.693 > 0.109
iter: 3157 | bound: 46 | nc: 38 | ncall: 109960 | eff(%): 2.871 | loglstar: -inf < -156.940 < inf | logz: -190.382 +/- 0.565 | dlogz: 35.605 > 0.109
iter: 3158 | bound: 46 | nc: 38 | ncall: 109998 | eff(%): 2.871 | loglstar: -inf < -156.866 < inf | logz: -190.307 +/- 0.565 | dlogz: 35.520 > 0.109
iter: 3159 | bound: 46 | nc: 38 | ncall: 110036 | eff(%): 2.871 | loglstar: -inf < -156.853 < inf | logz: -190.235 +/- 0.565 | dlogz: 35.435 > 0.109
iter: 3160 | bound: 46 | nc: 38 | ncall: 110074 | eff(%): 2.871 | loglstar: -inf < -156.833 < inf | logz: -190.167 +/- 0.565 | dlogz: 35.353 > 0.109
iter: 3161 | bound: 46 | nc: 38 | ncall: 110112 | eff(%): 2.871 | loglstar: -inf < -156.798 < inf | logz: -190.102 +/- 0.566 | dlogz: 35.275 > 0.109
iter: 3162 | bound: 46 | nc: 38 | ncall: 110150 | eff(%): 2.871 | loglstar: -inf < -156.779 < inf | logz: -190.041 +/- 0.566 | dlogz: 35.201 > 0.109
iter: 3163 | bound: 46 | nc: 38 | ncall: 110188 | eff(%): 2.871 | loglstar: -inf < -156.544 < inf | logz: -189.975 +/- 0.566 | dlogz: 35.129 > 0.109
iter: 3164 | bound: 46 | nc: 38 | ncall: 110226 | eff(%): 2.870 | loglstar: -inf < -156.513 < inf | logz: -189.906 +/- 0.566 | dlogz: 35.054 > 0.109
iter: 3165 | bound: 46 | nc: 38 | ncall: 110264 | eff(%): 2.870 | loglstar: -inf < -156.506 < inf | logz: -189.841 +/- 0.566 | dlogz: 34.975 > 0.109
iter: 3166 | bound: 46 | nc: 38 | ncall: 110302 | eff(%): 2.870 | loglstar: -inf < -156.398 < inf | logz: -189.778 +/- 0.566 | dlogz: 34.900 > 0.109
iter: 3167 | bound: 46 | nc: 38 | ncall: 110340 | eff(%): 2.870 | loglstar: -inf < -156.157 < inf | logz: -189.707 +/- 0.566 | dlogz: 34.826 > 0.109
iter: 3168 | bound: 46 | nc: 38 | ncall: 110378 | eff(%): 2.870 | loglstar: -inf < -156.051 < inf | logz: -189.630 +/- 0.566 | dlogz: 34.745 > 0.109
iter: 3169 | bound: 46 | nc: 38 | ncall: 110416 | eff(%): 2.870 | loglstar: -inf < -156.048 < inf | logz: -189.555 +/- 0.566 | dlogz: 34.658 > 0.109
iter: 3170 | bound: 46 | nc: 38 | ncall: 110454 | eff(%): 2.870 | loglstar: -inf < -155.951 < inf | logz: -189.483 +/- 0.566 | dlogz: 34.574 > 0.109
iter: 3171 | bound: 46 | nc: 38 | ncall: 110492 | eff(%): 2.870 | loglstar: -inf < -155.895 < inf | logz: -189.411 +/- 0.566 | dlogz: 34.492 > 0.109
iter: 3172 | bound: 46 | nc: 38 | ncall: 110530 | eff(%): 2.870 | loglstar: -inf < -155.827 < inf | logz: -189.341 +/- 0.567 | dlogz: 34.410 > 0.109
iter: 3173 | bound: 46 | nc: 38 | ncall: 110568 | eff(%): 2.870 | loglstar: -inf < -155.820 < inf | logz: -189.273 +/- 0.567 | dlogz: 34.330 > 0.109
iter: 3174 | bound: 46 | nc: 38 | ncall: 110606 | eff(%): 2.870 | loglstar: -inf < -155.792 < inf | logz: -189.209 +/- 0.567 | dlogz: 34.252 > 0.109
iter: 3175 | bound: 46 | nc: 38 | ncall: 110644 | eff(%): 2.870 | loglstar: -inf < -155.682 < inf | logz: -189.146 +/- 0.567 | dlogz: 34.179 > 0.109
iter: 3176 | bound: 46 | nc: 38 | ncall: 110682 | eff(%): 2.869 | loglstar: -inf < -155.434 < inf | logz: -189.075 +/- 0.567 | dlogz: 34.105 > 0.109
iter: 3177 | bound: 46 | nc: 38 | ncall: 110720 | eff(%): 2.869 | loglstar: -inf < -155.380 < inf | logz: -189.000 +/- 0.567 | dlogz: 34.024 > 0.109
iter: 3178 | bound: 46 | nc: 38 | ncall: 110758 | eff(%): 2.869 | loglstar: -inf < -155.316 < inf | logz: -188.927 +/- 0.567 | dlogz: 33.939 > 0.109
iter: 3179 | bound: 46 | nc: 38 | ncall: 110796 | eff(%): 2.869 | loglstar: -inf < -155.301 < inf | logz: -188.856 +/- 0.567 | dlogz: 33.856 > 0.109
iter: 3180 | bound: 46 | nc: 38 | ncall: 110834 | eff(%): 2.869 | loglstar: -inf < -155.202 < inf | logz: -188.788 +/- 0.567 | dlogz: 33.776 > 0.109
iter: 3181 | bound: 46 | nc: 38 | ncall: 110872 | eff(%): 2.869 | loglstar: -inf < -155.198 < inf | logz: -188.721 +/- 0.567 | dlogz: 33.697 > 0.109
iter: 3182 | bound: 46 | nc: 38 | ncall: 110910 | eff(%): 2.869 | loglstar: -inf < -155.098 < inf | logz: -188.655 +/- 0.567 | dlogz: 33.620 > 0.109
iter: 3183 | bound: 46 | nc: 38 | ncall: 110948 | eff(%): 2.869 | loglstar: -inf < -154.691 < inf | logz: -188.576 +/- 0.568 | dlogz: 33.545 > 0.109
iter: 3184 | bound: 46 | nc: 38 | ncall: 110986 | eff(%): 2.869 | loglstar: -inf < -154.672 < inf | logz: -188.489 +/- 0.568 | dlogz: 33.456 > 0.109
iter: 3185 | bound: 46 | nc: 38 | ncall: 111024 | eff(%): 2.869 | loglstar: -inf < -154.577 < inf | logz: -188.405 +/- 0.568 | dlogz: 33.358 > 0.109
iter: 3186 | bound: 46 | nc: 38 | ncall: 111062 | eff(%): 2.869 | loglstar: -inf < -154.535 < inf | logz: -188.323 +/- 0.568 | dlogz: 33.264 > 0.109
iter: 3187 | bound: 46 | nc: 38 | ncall: 111100 | eff(%): 2.869 | loglstar: -inf < -154.525 < inf | logz: -188.246 +/- 0.568 | dlogz: 33.172 > 0.109
iter: 3188 | bound: 46 | nc: 38 | ncall: 111138 | eff(%): 2.869 | loglstar: -inf < -154.518 < inf | logz: -188.174 +/- 0.569 | dlogz: 33.085 > 0.109
iter: 3189 | bound: 46 | nc: 38 | ncall: 111176 | eff(%): 2.868 | loglstar: -inf < -154.517 < inf | logz: -188.108 +/- 0.569 | dlogz: 33.004 > 0.109
iter: 3190 | bound: 46 | nc: 38 | ncall: 111214 | eff(%): 2.868 | loglstar: -inf < -154.472 < inf | logz: -188.045 +/- 0.569 | dlogz: 32.928 > 0.109
iter: 3191 | bound: 46 | nc: 38 | ncall: 111252 | eff(%): 2.868 | loglstar: -inf < -154.424 < inf | logz: -187.984 +/- 0.569 | dlogz: 32.855 > 0.109
iter: 3192 | bound: 46 | nc: 38 | ncall: 111290 | eff(%): 2.868 | loglstar: -inf < -154.408 < inf | logz: -187.925 +/- 0.568 | dlogz: 32.784 > 0.109
iter: 3193 | bound: 46 | nc: 38 | ncall: 111328 | eff(%): 2.868 | loglstar: -inf < -154.403 < inf | logz: -187.869 +/- 0.568 | dlogz: 32.715 > 0.109
iter: 3194 | bound: 46 | nc: 38 | ncall: 111366 | eff(%): 2.868 | loglstar: -inf < -154.402 < inf | logz: -187.817 +/- 0.568 | dlogz: 32.649 > 0.109
iter: 3195 | bound: 46 | nc: 38 | ncall: 111404 | eff(%): 2.868 | loglstar: -inf < -154.285 < inf | logz: -187.764 +/- 0.568 | dlogz: 32.587 > 0.109
iter: 3196 | bound: 46 | nc: 38 | ncall: 111442 | eff(%): 2.868 | loglstar: -inf < -154.224 < inf | logz: -187.710 +/- 0.568 | dlogz: 32.524 > 0.109
iter: 3197 | bound: 46 | nc: 38 | ncall: 111480 | eff(%): 2.868 | loglstar: -inf < -154.222 < inf | logz: -187.658 +/- 0.568 | dlogz: 32.461 > 0.109
iter: 3198 | bound: 46 | nc: 38 | ncall: 111518 | eff(%): 2.868 | loglstar: -inf < -154.120 < inf | logz: -187.607 +/- 0.568 | dlogz: 32.399 > 0.109
iter: 3199 | bound: 46 | nc: 38 | ncall: 111556 | eff(%): 2.868 | loglstar: -inf < -154.086 < inf | logz: -187.555 +/- 0.568 | dlogz: 32.337 > 0.109
iter: 3200 | bound: 46 | nc: 38 | ncall: 111594 | eff(%): 2.868 | loglstar: -inf < -154.051 < inf | logz: -187.505 +/- 0.568 | dlogz: 32.275 > 0.109
iter: 3201 | bound: 46 | nc: 38 | ncall: 111632 | eff(%): 2.867 | loglstar: -inf < -154.034 < inf | logz: -187.456 +/- 0.568 | dlogz: 32.215 > 0.109
iter: 3202 | bound: 46 | nc: 38 | ncall: 111670 | eff(%): 2.867 | loglstar: -inf < -154.008 < inf | logz: -187.409 +/- 0.568 | dlogz: 32.156 > 0.109
iter: 3203 | bound: 46 | nc: 38 | ncall: 111708 | eff(%): 2.867 | loglstar: -inf < -153.953 < inf | logz: -187.362 +/- 0.568 | dlogz: 32.099 > 0.109
iter: 3204 | bound: 46 | nc: 38 | ncall: 111746 | eff(%): 2.867 | loglstar: -inf < -153.808 < inf | logz: -187.314 +/- 0.568 | dlogz: 32.043 > 0.109
iter: 3205 | bound: 46 | nc: 38 | ncall: 111784 | eff(%): 2.867 | loglstar: -inf < -153.777 < inf | logz: -187.264 +/- 0.568 | dlogz: 31.984 > 0.109
iter: 3206 | bound: 46 | nc: 38 | ncall: 111822 | eff(%): 2.867 | loglstar: -inf < -153.754 < inf | logz: -187.216 +/- 0.568 | dlogz: 31.925 > 0.109
iter: 3207 | bound: 46 | nc: 38 | ncall: 111860 | eff(%): 2.867 | loglstar: -inf < -153.704 < inf | logz: -187.169 +/- 0.568 | dlogz: 31.867 > 0.109
iter: 3208 | bound: 46 | nc: 38 | ncall: 111898 | eff(%): 2.867 | loglstar: -inf < -153.697 < inf | logz: -187.123 +/- 0.568 | dlogz: 31.809 > 0.109
iter: 3209 | bound: 46 | nc: 38 | ncall: 111936 | eff(%): 2.867 | loglstar: -inf < -153.691 < inf | logz: -187.079 +/- 0.568 | dlogz: 31.754 > 0.109
iter: 3210 | bound: 46 | nc: 38 | ncall: 111974 | eff(%): 2.867 | loglstar: -inf < -153.649 < inf | logz: -187.037 +/- 0.568 | dlogz: 31.700 > 0.109
iter: 3211 | bound: 46 | nc: 38 | ncall: 112012 | eff(%): 2.867 | loglstar: -inf < -153.641 < inf | logz: -186.995 +/- 0.568 | dlogz: 31.648 > 0.109
iter: 3212 | bound: 46 | nc: 38 | ncall: 112050 | eff(%): 2.867 | loglstar: -inf < -153.567 < inf | logz: -186.954 +/- 0.568 | dlogz: 31.596 > 0.109
iter: 3213 | bound: 46 | nc: 38 | ncall: 112088 | eff(%): 2.866 | loglstar: -inf < -153.527 < inf | logz: -186.913 +/- 0.568 | dlogz: 31.545 > 0.109
iter: 3214 | bound: 46 | nc: 38 | ncall: 112126 | eff(%): 2.866 | loglstar: -inf < -153.450 < inf | logz: -186.872 +/- 0.568 | dlogz: 31.494 > 0.109
iter: 3215 | bound: 46 | nc: 38 | ncall: 112164 | eff(%): 2.866 | loglstar: -inf < -153.422 < inf | logz: -186.830 +/- 0.568 | dlogz: 31.443 > 0.109
iter: 3216 | bound: 46 | nc: 38 | ncall: 112202 | eff(%): 2.866 | loglstar: -inf < -153.397 < inf | logz: -186.790 +/- 0.568 | dlogz: 31.391 > 0.109
iter: 3217 | bound: 46 | nc: 38 | ncall: 112240 | eff(%): 2.866 | loglstar: -inf < -153.266 < inf | logz: -186.748 +/- 0.568 | dlogz: 31.341 > 0.109
iter: 3218 | bound: 46 | nc: 38 | ncall: 112278 | eff(%): 2.866 | loglstar: -inf < -153.224 < inf | logz: -186.705 +/- 0.568 | dlogz: 31.289 > 0.109
iter: 3219 | bound: 46 | nc: 38 | ncall: 112316 | eff(%): 2.866 | loglstar: -inf < -153.195 < inf | logz: -186.663 +/- 0.568 | dlogz: 31.236 > 0.109
iter: 3220 | bound: 46 | nc: 38 | ncall: 112354 | eff(%): 2.866 | loglstar: -inf < -153.162 < inf | logz: -186.621 +/- 0.568 | dlogz: 31.184 > 0.109
iter: 3221 | bound: 46 | nc: 38 | ncall: 112392 | eff(%): 2.866 | loglstar: -inf < -153.134 < inf | logz: -186.580 +/- 0.568 | dlogz: 31.132 > 0.109
iter: 3222 | bound: 46 | nc: 38 | ncall: 112430 | eff(%): 2.866 | loglstar: -inf < -153.113 < inf | logz: -186.541 +/- 0.568 | dlogz: 31.082 > 0.109
iter: 3223 | bound: 46 | nc: 38 | ncall: 112468 | eff(%): 2.866 | loglstar: -inf < -153.062 < inf | logz: -186.502 +/- 0.568 | dlogz: 31.032 > 0.109
iter: 3224 | bound: 47 | nc: 38 | ncall: 112506 | eff(%): 2.866 | loglstar: -inf < -152.930 < inf | logz: -186.461 +/- 0.568 | dlogz: 30.983 > 0.109
iter: 3225 | bound: 47 | nc: 38 | ncall: 112544 | eff(%): 2.866 | loglstar: -inf < -152.743 < inf | logz: -186.415 +/- 0.568 | dlogz: 30.933 > 0.109
iter: 3226 | bound: 47 | nc: 38 | ncall: 112582 | eff(%): 2.865 | loglstar: -inf < -152.694 < inf | logz: -186.367 +/- 0.568 | dlogz: 30.877 > 0.109
iter: 3227 | bound: 47 | nc: 38 | ncall: 112620 | eff(%): 2.865 | loglstar: -inf < -152.651 < inf | logz: -186.320 +/- 0.568 | dlogz: 30.819 > 0.109
iter: 3228 | bound: 47 | nc: 38 | ncall: 112658 | eff(%): 2.865 | loglstar: -inf < -152.620 < inf | logz: -186.273 +/- 0.568 | dlogz: 30.761 > 0.109
iter: 3229 | bound: 47 | nc: 38 | ncall: 112696 | eff(%): 2.865 | loglstar: -inf < -152.542 < inf | logz: -186.226 +/- 0.568 | dlogz: 30.705 > 0.109
iter: 3230 | bound: 47 | nc: 38 | ncall: 112734 | eff(%): 2.865 | loglstar: -inf < -152.471 < inf | logz: -186.179 +/- 0.568 | dlogz: 30.648 > 0.109
iter: 3231 | bound: 47 | nc: 38 | ncall: 112772 | eff(%): 2.865 | loglstar: -inf < -152.411 < inf | logz: -186.131 +/- 0.568 | dlogz: 30.591 > 0.109
iter: 3232 | bound: 47 | nc: 38 | ncall: 112810 | eff(%): 2.865 | loglstar: -inf < -152.403 < inf | logz: -186.085 +/- 0.568 | dlogz: 30.533 > 0.109
iter: 3233 | bound: 47 | nc: 38 | ncall: 112848 | eff(%): 2.865 | loglstar: -inf < -152.211 < inf | logz: -186.036 +/- 0.568 | dlogz: 30.477 > 0.109
iter: 3234 | bound: 47 | nc: 38 | ncall: 112886 | eff(%): 2.865 | loglstar: -inf < -152.140 < inf | logz: -185.983 +/- 0.568 | dlogz: 30.418 > 0.109
iter: 3235 | bound: 47 | nc: 38 | ncall: 112924 | eff(%): 2.865 | loglstar: -inf < -151.995 < inf | logz: -185.929 +/- 0.569 | dlogz: 30.355 > 0.109
iter: 3236 | bound: 47 | nc: 38 | ncall: 112962 | eff(%): 2.865 | loglstar: -inf < -151.967 < inf | logz: -185.873 +/- 0.569 | dlogz: 30.291 > 0.109
iter: 3237 | bound: 47 | nc: 38 | ncall: 113000 | eff(%): 2.865 | loglstar: -inf < -151.805 < inf | logz: -185.815 +/- 0.569 | dlogz: 30.225 > 0.109
iter: 3238 | bound: 47 | nc: 38 | ncall: 113038 | eff(%): 2.865 | loglstar: -inf < -151.759 < inf | logz: -185.756 +/- 0.569 | dlogz: 30.157 > 0.109
iter: 3239 | bound: 47 | nc: 38 | ncall: 113076 | eff(%): 2.864 | loglstar: -inf < -151.690 < inf | logz: -185.697 +/- 0.569 | dlogz: 30.088 > 0.109
iter: 3240 | bound: 47 | nc: 38 | ncall: 113114 | eff(%): 2.864 | loglstar: -inf < -151.530 < inf | logz: -185.635 +/- 0.569 | dlogz: 30.019 > 0.109
iter: 3241 | bound: 47 | nc: 38 | ncall: 113152 | eff(%): 2.864 | loglstar: -inf < -151.526 < inf | logz: -185.573 +/- 0.570 | dlogz: 29.948 > 0.109
iter: 3242 | bound: 47 | nc: 38 | ncall: 113190 | eff(%): 2.864 | loglstar: -inf < -151.522 < inf | logz: -185.515 +/- 0.570 | dlogz: 29.876 > 0.109
iter: 3243 | bound: 47 | nc: 38 | ncall: 113228 | eff(%): 2.864 | loglstar: -inf < -151.379 < inf | logz: -185.456 +/- 0.570 | dlogz: 29.808 > 0.109
iter: 3244 | bound: 47 | nc: 38 | ncall: 113266 | eff(%): 2.864 | loglstar: -inf < -151.366 < inf | logz: -185.397 +/- 0.570 | dlogz: 29.739 > 0.109
iter: 3245 | bound: 47 | nc: 38 | ncall: 113304 | eff(%): 2.864 | loglstar: -inf < -151.343 < inf | logz: -185.341 +/- 0.570 | dlogz: 29.670 > 0.109
iter: 3246 | bound: 47 | nc: 38 | ncall: 113342 | eff(%): 2.864 | loglstar: -inf < -151.284 < inf | logz: -185.287 +/- 0.570 | dlogz: 29.604 > 0.109
iter: 3247 | bound: 47 | nc: 38 | ncall: 113380 | eff(%): 2.864 | loglstar: -inf < -151.192 < inf | logz: -185.231 +/- 0.570 | dlogz: 29.539 > 0.109
iter: 3248 | bound: 47 | nc: 38 | ncall: 113418 | eff(%): 2.864 | loglstar: -inf < -151.108 < inf | logz: -185.175 +/- 0.571 | dlogz: 29.474 > 0.109
iter: 3249 | bound: 47 | nc: 38 | ncall: 113456 | eff(%): 2.864 | loglstar: -inf < -151.046 < inf | logz: -185.118 +/- 0.571 | dlogz: 29.407 > 0.109
iter: 3250 | bound: 47 | nc: 38 | ncall: 113494 | eff(%): 2.864 | loglstar: -inf < -150.864 < inf | logz: -185.057 +/- 0.571 | dlogz: 29.340 > 0.109
iter: 3251 | bound: 47 | nc: 38 | ncall: 113532 | eff(%): 2.864 | loglstar: -inf < -150.442 < inf | logz: -184.981 +/- 0.571 | dlogz: 29.270 > 0.109
iter: 3252 | bound: 47 | nc: 38 | ncall: 113570 | eff(%): 2.863 | loglstar: -inf < -150.333 < inf | logz: -184.891 +/- 0.572 | dlogz: 29.183 > 0.109
iter: 3253 | bound: 47 | nc: 38 | ncall: 113608 | eff(%): 2.863 | loglstar: -inf < -150.305 < inf | logz: -184.805 +/- 0.572 | dlogz: 29.084 > 0.109
iter: 3254 | bound: 47 | nc: 38 | ncall: 113646 | eff(%): 2.863 | loglstar: -inf < -150.304 < inf | logz: -184.725 +/- 0.572 | dlogz: 28.988 > 0.109
iter: 3255 | bound: 48 | nc: 38 | ncall: 113684 | eff(%): 2.863 | loglstar: -inf < -150.208 < inf | logz: -184.648 +/- 0.573 | dlogz: 28.898 > 0.109
iter: 3256 | bound: 48 | nc: 38 | ncall: 113722 | eff(%): 2.863 | loglstar: -inf < -150.113 < inf | logz: -184.570 +/- 0.573 | dlogz: 28.811 > 0.109
iter: 3257 | bound: 48 | nc: 38 | ncall: 113760 | eff(%): 2.863 | loglstar: -inf < -150.108 < inf | logz: -184.495 +/- 0.573 | dlogz: 28.723 > 0.109
iter: 3258 | bound: 48 | nc: 38 | ncall: 113798 | eff(%): 2.863 | loglstar: -inf < -150.014 < inf | logz: -184.423 +/- 0.573 | dlogz: 28.638 > 0.109
iter: 3259 | bound: 48 | nc: 38 | ncall: 113836 | eff(%): 2.863 | loglstar: -inf < -150.004 < inf | logz: -184.352 +/- 0.573 | dlogz: 28.556 > 0.109
iter: 3260 | bound: 48 | nc: 38 | ncall: 113874 | eff(%): 2.863 | loglstar: -inf < -149.917 < inf | logz: -184.284 +/- 0.574 | dlogz: 28.476 > 0.109
iter: 3261 | bound: 48 | nc: 38 | ncall: 113912 | eff(%): 2.863 | loglstar: -inf < -149.913 < inf | logz: -184.218 +/- 0.574 | dlogz: 28.398 > 0.109
iter: 3262 | bound: 48 | nc: 38 | ncall: 113950 | eff(%): 2.863 | loglstar: -inf < -149.711 < inf | logz: -184.150 +/- 0.574 | dlogz: 28.322 > 0.109
iter: 3263 | bound: 48 | nc: 38 | ncall: 113988 | eff(%): 2.863 | loglstar: -inf < -149.664 < inf | logz: -184.079 +/- 0.574 | dlogz: 28.244 > 0.109
iter: 3264 | bound: 48 | nc: 38 | ncall: 114026 | eff(%): 2.863 | loglstar: -inf < -149.657 < inf | logz: -184.012 +/- 0.574 | dlogz: 28.163 > 0.109
iter: 3265 | bound: 48 | nc: 38 | ncall: 114064 | eff(%): 2.862 | loglstar: -inf < -149.545 < inf | logz: -183.946 +/- 0.574 | dlogz: 28.086 > 0.109
iter: 3266 | bound: 48 | nc: 38 | ncall: 114102 | eff(%): 2.862 | loglstar: -inf < -149.543 < inf | logz: -183.881 +/- 0.574 | dlogz: 28.009 > 0.109
iter: 3267 | bound: 48 | nc: 38 | ncall: 114140 | eff(%): 2.862 | loglstar: -inf < -149.503 < inf | logz: -183.819 +/- 0.574 | dlogz: 27.935 > 0.109
iter: 3268 | bound: 48 | nc: 38 | ncall: 114178 | eff(%): 2.862 | loglstar: -inf < -149.465 < inf | logz: -183.760 +/- 0.574 | dlogz: 27.863 > 0.109
iter: 3269 | bound: 48 | nc: 38 | ncall: 114216 | eff(%): 2.862 | loglstar: -inf < -149.397 < inf | logz: -183.701 +/- 0.574 | dlogz: 27.793 > 0.109
iter: 3270 | bound: 48 | nc: 38 | ncall: 114254 | eff(%): 2.862 | loglstar: -inf < -149.350 < inf | logz: -183.643 +/- 0.574 | dlogz: 27.725 > 0.109
iter: 3271 | bound: 48 | nc: 38 | ncall: 114292 | eff(%): 2.862 | loglstar: -inf < -149.321 < inf | logz: -183.586 +/- 0.574 | dlogz: 27.657 > 0.109
iter: 3272 | bound: 48 | nc: 38 | ncall: 114330 | eff(%): 2.862 | loglstar: -inf < -149.316 < inf | logz: -183.532 +/- 0.574 | dlogz: 27.590 > 0.109
iter: 3273 | bound: 48 | nc: 38 | ncall: 114368 | eff(%): 2.862 | loglstar: -inf < -149.159 < inf | logz: -183.478 +/- 0.574 | dlogz: 27.526 > 0.109
iter: 3274 | bound: 48 | nc: 38 | ncall: 114406 | eff(%): 2.862 | loglstar: -inf < -149.040 < inf | logz: -183.419 +/- 0.574 | dlogz: 27.462 > 0.109
iter: 3275 | bound: 48 | nc: 38 | ncall: 114444 | eff(%): 2.862 | loglstar: -inf < -148.945 < inf | logz: -183.358 +/- 0.574 | dlogz: 29.965 > 0.109
iter: 3276 | bound: 48 | nc: 38 | ncall: 114482 | eff(%): 2.862 | loglstar: -inf < -148.854 < inf | logz: -183.296 +/- 0.575 | dlogz: 29.894 > 0.109
iter: 3277 | bound: 48 | nc: 38 | ncall: 114520 | eff(%): 2.862 | loglstar: -inf < -148.722 < inf | logz: -183.231 +/- 0.575 | dlogz: 29.822 > 0.109
iter: 3278 | bound: 48 | nc: 38 | ncall: 114558 | eff(%): 2.861 | loglstar: -inf < -148.709 < inf | logz: -183.166 +/- 0.575 | dlogz: 29.747 > 0.109
iter: 3279 | bound: 48 | nc: 38 | ncall: 114596 | eff(%): 2.861 | loglstar: -inf < -148.663 < inf | logz: -183.104 +/- 0.575 | dlogz: 29.672 > 0.109
iter: 3280 | bound: 48 | nc: 38 | ncall: 114634 | eff(%): 2.861 | loglstar: -inf < -148.638 < inf | logz: -183.045 +/- 0.575 | dlogz: 29.601 > 0.109
iter: 3281 | bound: 48 | nc: 38 | ncall: 114672 | eff(%): 2.861 | loglstar: -inf < -148.494 < inf | logz: -182.984 +/- 0.575 | dlogz: 29.531 > 0.109
iter: 3282 | bound: 48 | nc: 38 | ncall: 114710 | eff(%): 2.861 | loglstar: -inf < -148.360 < inf | logz: -182.919 +/- 0.575 | dlogz: 29.461 > 0.109
iter: 3283 | bound: 48 | nc: 38 | ncall: 114748 | eff(%): 2.861 | loglstar: -inf < -148.032 < inf | logz: -182.843 +/- 0.575 | dlogz: 29.386 > 0.109
iter: 3284 | bound: 48 | nc: 38 | ncall: 114786 | eff(%): 2.861 | loglstar: -inf < -147.988 < inf | logz: -182.760 +/- 0.576 | dlogz: 29.300 > 0.109
iter: 3285 | bound: 48 | nc: 38 | ncall: 114824 | eff(%): 2.861 | loglstar: -inf < -147.869 < inf | logz: -182.678 +/- 0.576 | dlogz: 29.207 > 0.109
iter: 3286 | bound: 48 | nc: 38 | ncall: 114862 | eff(%): 2.861 | loglstar: -inf < -147.792 < inf | logz: -182.596 +/- 0.576 | dlogz: 29.115 > 0.109
iter: 3287 | bound: 48 | nc: 38 | ncall: 114900 | eff(%): 2.861 | loglstar: -inf < -147.774 < inf | logz: -182.517 +/- 0.576 | dlogz: 29.023 > 0.109
iter: 3288 | bound: 48 | nc: 38 | ncall: 114938 | eff(%): 2.861 | loglstar: -inf < -147.670 < inf | logz: -182.440 +/- 0.577 | dlogz: 28.934 > 0.109
iter: 3289 | bound: 48 | nc: 38 | ncall: 114976 | eff(%): 2.861 | loglstar: -inf < -147.585 < inf | logz: -182.363 +/- 0.577 | dlogz: 28.847 > 0.109
iter: 3290 | bound: 48 | nc: 38 | ncall: 115014 | eff(%): 2.861 | loglstar: -inf < -147.493 < inf | logz: -182.285 +/- 0.577 | dlogz: 28.760 > 0.109
iter: 3291 | bound: 49 | nc: 38 | ncall: 115052 | eff(%): 2.860 | loglstar: -inf < -147.419 < inf | logz: -182.208 +/- 0.577 | dlogz: 28.672 > 0.109
iter: 3292 | bound: 49 | nc: 38 | ncall: 115090 | eff(%): 2.860 | loglstar: -inf < -147.382 < inf | logz: -182.133 +/- 0.577 | dlogz: 28.585 > 0.109
iter: 3293 | bound: 49 | nc: 38 | ncall: 115128 | eff(%): 2.860 | loglstar: -inf < -147.296 < inf | logz: -182.060 +/- 0.577 | dlogz: 28.500 > 0.109
iter: 3294 | bound: 49 | nc: 38 | ncall: 115166 | eff(%): 2.860 | loglstar: -inf < -147.216 < inf | logz: -181.987 +/- 0.577 | dlogz: 28.417 > 0.109
iter: 3295 | bound: 49 | nc: 38 | ncall: 115204 | eff(%): 2.860 | loglstar: -inf < -147.190 < inf | logz: -181.916 +/- 0.577 | dlogz: 28.334 > 0.109
iter: 3296 | bound: 49 | nc: 38 | ncall: 115242 | eff(%): 2.860 | loglstar: -inf < -147.145 < inf | logz: -181.848 +/- 0.578 | dlogz: 28.253 > 0.109
iter: 3297 | bound: 49 | nc: 38 | ncall: 115280 | eff(%): 2.860 | loglstar: -inf < -147.115 < inf | logz: -181.782 +/- 0.578 | dlogz: 28.175 > 0.109
iter: 3298 | bound: 49 | nc: 38 | ncall: 115318 | eff(%): 2.860 | loglstar: -inf < -147.086 < inf | logz: -181.720 +/- 0.578 | dlogz: 28.100 > 0.109
iter: 3299 | bound: 49 | nc: 38 | ncall: 115356 | eff(%): 2.860 | loglstar: -inf < -147.084 < inf | logz: -181.661 +/- 0.578 | dlogz: 28.027 > 0.109
iter: 3300 | bound: 49 | nc: 38 | ncall: 115394 | eff(%): 2.860 | loglstar: -inf < -147.084 < inf | logz: -181.605 +/- 0.578 | dlogz: 27.958 > 0.109
iter: 3301 | bound: 49 | nc: 38 | ncall: 115432 | eff(%): 2.860 | loglstar: -inf < -146.972 < inf | logz: -181.550 +/- 0.578 | dlogz: 27.893 > 0.109
iter: 3302 | bound: 49 | nc: 38 | ncall: 115470 | eff(%): 2.860 | loglstar: -inf < -146.791 < inf | logz: -181.491 +/- 0.578 | dlogz: 30.597 > 0.109
iter: 3303 | bound: 49 | nc: 38 | ncall: 115508 | eff(%): 2.860 | loglstar: -inf < -146.786 < inf | logz: -181.430 +/- 0.578 | dlogz: 30.527 > 0.109
iter: 3304 | bound: 49 | nc: 38 | ncall: 115546 | eff(%): 2.859 | loglstar: -inf < -146.704 < inf | logz: -181.371 +/- 0.578 | dlogz: 30.456 > 0.109
iter: 3305 | bound: 49 | nc: 38 | ncall: 115584 | eff(%): 2.859 | loglstar: -inf < -146.681 < inf | logz: -181.312 +/- 0.578 | dlogz: 30.387 > 0.109
iter: 3306 | bound: 49 | nc: 38 | ncall: 115622 | eff(%): 2.859 | loglstar: -inf < -146.632 < inf | logz: -181.256 +/- 0.578 | dlogz: 31.363 > 0.109
iter: 3307 | bound: 49 | nc: 38 | ncall: 115660 | eff(%): 2.859 | loglstar: -inf < -146.450 < inf | logz: -181.197 +/- 0.578 | dlogz: 31.297 > 0.109
iter: 3308 | bound: 49 | nc: 38 | ncall: 115698 | eff(%): 2.859 | loglstar: -inf < -146.367 < inf | logz: -181.134 +/- 0.578 | dlogz: 31.227 > 0.109
iter: 3309 | bound: 49 | nc: 38 | ncall: 115736 | eff(%): 2.859 | loglstar: -inf < -146.359 < inf | logz: -181.072 +/- 0.578 | dlogz: 31.155 > 0.109
iter: 3310 | bound: 49 | nc: 38 | ncall: 115774 | eff(%): 2.859 | loglstar: -inf < -146.305 < inf | logz: -181.013 +/- 0.578 | dlogz: 31.083 > 0.109
iter: 3311 | bound: 49 | nc: 38 | ncall: 115812 | eff(%): 2.859 | loglstar: -inf < -146.227 < inf | logz: -180.954 +/- 0.578 | dlogz: 31.014 > 0.109
iter: 3312 | bound: 49 | nc: 38 | ncall: 115850 | eff(%): 2.859 | loglstar: -inf < -146.115 < inf | logz: -180.894 +/- 0.578 | dlogz: 30.946 > 0.109
iter: 3313 | bound: 49 | nc: 38 | ncall: 115888 | eff(%): 2.859 | loglstar: -inf < -146.029 < inf | logz: -180.832 +/- 0.578 | dlogz: 30.875 > 0.109
iter: 3314 | bound: 49 | nc: 38 | ncall: 115926 | eff(%): 2.859 | loglstar: -inf < -145.970 < inf | logz: -180.770 +/- 0.578 | dlogz: 30.803 > 0.109
iter: 3315 | bound: 49 | nc: 38 | ncall: 115964 | eff(%): 2.859 | loglstar: -inf < -145.930 < inf | logz: -180.709 +/- 0.578 | dlogz: 30.731 > 0.109
iter: 3316 | bound: 49 | nc: 38 | ncall: 116002 | eff(%): 2.859 | loglstar: -inf < -145.901 < inf | logz: -180.651 +/- 0.578 | dlogz: 30.661 > 0.109
iter: 3317 | bound: 49 | nc: 38 | ncall: 116040 | eff(%): 2.858 | loglstar: -inf < -145.885 < inf | logz: -180.595 +/- 0.578 | dlogz: 30.592 > 0.109
iter: 3318 | bound: 49 | nc: 38 | ncall: 116078 | eff(%): 2.858 | loglstar: -inf < -145.883 < inf | logz: -180.542 +/- 0.578 | dlogz: 30.526 > 0.109
iter: 3319 | bound: 49 | nc: 38 | ncall: 116116 | eff(%): 2.858 | loglstar: -inf < -145.812 < inf | logz: -180.490 +/- 0.578 | dlogz: 30.463 > 0.109
iter: 3320 | bound: 49 | nc: 38 | ncall: 116154 | eff(%): 2.858 | loglstar: -inf < -145.762 < inf | logz: -180.438 +/- 0.578 | dlogz: 30.401 > 0.109
iter: 3321 | bound: 49 | nc: 38 | ncall: 116192 | eff(%): 2.858 | loglstar: -inf < -145.754 < inf | logz: -180.388 +/- 0.578 | dlogz: 30.340 > 0.109
iter: 3322 | bound: 50 | nc: 38 | ncall: 116230 | eff(%): 2.858 | loglstar: -inf < -145.697 < inf | logz: -180.340 +/- 0.578 | dlogz: 30.280 > 0.109
iter: 3323 | bound: 50 | nc: 38 | ncall: 116268 | eff(%): 2.858 | loglstar: -inf < -145.678 < inf | logz: -180.292 +/- 0.578 | dlogz: 30.221 > 0.109
iter: 3324 | bound: 50 | nc: 38 | ncall: 116306 | eff(%): 2.858 | loglstar: -inf < -145.677 < inf | logz: -180.246 +/- 0.578 | dlogz: 30.164 > 0.109
iter: 3325 | bound: 50 | nc: 38 | ncall: 116344 | eff(%): 2.858 | loglstar: -inf < -145.651 < inf | logz: -180.203 +/- 0.578 | dlogz: 30.108 > 0.109
iter: 3326 | bound: 50 | nc: 38 | ncall: 116382 | eff(%): 2.858 | loglstar: -inf < -145.628 < inf | logz: -180.160 +/- 0.578 | dlogz: 30.055 > 0.109
iter: 3327 | bound: 50 | nc: 38 | ncall: 116420 | eff(%): 2.858 | loglstar: -inf < -145.548 < inf | logz: -180.118 +/- 0.578 | dlogz: 30.002 > 0.109
iter: 3328 | bound: 50 | nc: 38 | ncall: 116458 | eff(%): 2.858 | loglstar: -inf < -145.476 < inf | logz: -180.074 +/- 0.578 | dlogz: 29.950 > 0.109
iter: 3329 | bound: 50 | nc: 38 | ncall: 116496 | eff(%): 2.858 | loglstar: -inf < -145.469 < inf | logz: -180.032 +/- 0.578 | dlogz: 29.896 > 0.109
iter: 3330 | bound: 50 | nc: 38 | ncall: 116534 | eff(%): 2.858 | loglstar: -inf < -145.426 < inf | logz: -179.990 +/- 0.578 | dlogz: 29.844 > 0.109
iter: 3331 | bound: 50 | nc: 38 | ncall: 116572 | eff(%): 2.857 | loglstar: -inf < -145.420 < inf | logz: -179.949 +/- 0.578 | dlogz: 29.792 > 0.109
iter: 3332 | bound: 50 | nc: 38 | ncall: 116610 | eff(%): 2.857 | loglstar: -inf < -145.321 < inf | logz: -179.909 +/- 0.578 | dlogz: 29.741 > 0.109
iter: 3333 | bound: 50 | nc: 38 | ncall: 116648 | eff(%): 2.857 | loglstar: -inf < -145.271 < inf | logz: -179.867 +/- 0.578 | dlogz: 29.691 > 0.109
iter: 3334 | bound: 50 | nc: 38 | ncall: 116686 | eff(%): 2.857 | loglstar: -inf < -145.234 < inf | logz: -179.826 +/- 0.578 | dlogz: 29.639 > 0.109
iter: 3335 | bound: 50 | nc: 38 | ncall: 116724 | eff(%): 2.857 | loglstar: -inf < -145.065 < inf | logz: -179.782 +/- 0.578 | dlogz: 29.588 > 0.109
iter: 3336 | bound: 50 | nc: 38 | ncall: 116762 | eff(%): 2.857 | loglstar: -inf < -144.953 < inf | logz: -179.735 +/- 0.578 | dlogz: 29.534 > 0.109
iter: 3337 | bound: 50 | nc: 38 | ncall: 116800 | eff(%): 2.857 | loglstar: -inf < -144.857 < inf | logz: -179.685 +/- 0.578 | dlogz: 29.477 > 0.109
iter: 3338 | bound: 50 | nc: 38 | ncall: 116838 | eff(%): 2.857 | loglstar: -inf < -144.844 < inf | logz: -179.636 +/- 0.578 | dlogz: 29.417 > 0.109
iter: 3339 | bound: 50 | nc: 38 | ncall: 116876 | eff(%): 2.857 | loglstar: -inf < -144.839 < inf | logz: -179.589 +/- 0.578 | dlogz: 29.358 > 0.109
iter: 3340 | bound: 50 | nc: 38 | ncall: 116914 | eff(%): 2.857 | loglstar: -inf < -144.772 < inf | logz: -179.543 +/- 0.578 | dlogz: 29.301 > 0.109
iter: 3341 | bound: 50 | nc: 38 | ncall: 116952 | eff(%): 2.857 | loglstar: -inf < -144.639 < inf | logz: -179.495 +/- 0.578 | dlogz: 29.245 > 0.109
iter: 3342 | bound: 50 | nc: 38 | ncall: 116990 | eff(%): 2.857 | loglstar: -inf < -144.481 < inf | logz: -179.442 +/- 0.578 | dlogz: 29.187 > 0.109
iter: 3343 | bound: 50 | nc: 38 | ncall: 117028 | eff(%): 2.857 | loglstar: -inf < -144.468 < inf | logz: -179.389 +/- 0.578 | dlogz: 29.125 > 0.109
iter: 3344 | bound: 50 | nc: 38 | ncall: 117066 | eff(%): 2.857 | loglstar: -inf < -144.459 < inf | logz: -179.338 +/- 0.578 | dlogz: 29.062 > 0.109
iter: 3345 | bound: 50 | nc: 38 | ncall: 117104 | eff(%): 2.856 | loglstar: -inf < -144.376 < inf | logz: -179.288 +/- 0.578 | dlogz: 29.001 > 0.109
iter: 3346 | bound: 50 | nc: 38 | ncall: 117142 | eff(%): 2.856 | loglstar: -inf < -144.350 < inf | logz: -179.238 +/- 0.578 | dlogz: 28.941 > 0.109
iter: 3347 | bound: 50 | nc: 38 | ncall: 117180 | eff(%): 2.856 | loglstar: -inf < -144.304 < inf | logz: -179.190 +/- 0.579 | dlogz: 28.881 > 0.109
iter: 3348 | bound: 50 | nc: 38 | ncall: 117218 | eff(%): 2.856 | loglstar: -inf < -144.149 < inf | logz: -179.139 +/- 0.579 | dlogz: 28.823 > 0.109
iter: 3349 | bound: 50 | nc: 38 | ncall: 117256 | eff(%): 2.856 | loglstar: -inf < -144.002 < inf | logz: -179.083 +/- 0.579 | dlogz: 28.762 > 0.109
iter: 3350 | bound: 50 | nc: 38 | ncall: 117294 | eff(%): 2.856 | loglstar: -inf < -143.988 < inf | logz: -179.027 +/- 0.579 | dlogz: 28.696 > 0.109
iter: 3351 | bound: 50 | nc: 38 | ncall: 117332 | eff(%): 2.856 | loglstar: -inf < -143.911 < inf | logz: -178.972 +/- 0.579 | dlogz: 28.630 > 0.109
iter: 3352 | bound: 50 | nc: 38 | ncall: 117370 | eff(%): 2.856 | loglstar: -inf < -143.855 < inf | logz: -178.917 +/- 0.579 | dlogz: 28.565 > 0.109
iter: 3353 | bound: 50 | nc: 38 | ncall: 117408 | eff(%): 2.856 | loglstar: -inf < -143.742 < inf | logz: -178.861 +/- 0.579 | dlogz: 28.500 > 0.109
iter: 3354 | bound: 50 | nc: 38 | ncall: 117446 | eff(%): 2.856 | loglstar: -inf < -143.648 < inf | logz: -178.802 +/- 0.579 | dlogz: 28.434 > 0.109
iter: 3355 | bound: 50 | nc: 38 | ncall: 117484 | eff(%): 2.856 | loglstar: -inf < -143.619 < inf | logz: -178.745 +/- 0.580 | dlogz: 28.366 > 0.109
iter: 3356 | bound: 50 | nc: 38 | ncall: 117522 | eff(%): 2.856 | loglstar: -inf < -143.572 < inf | logz: -178.688 +/- 0.580 | dlogz: 28.298 > 0.109
iter: 3357 | bound: 50 | nc: 38 | ncall: 117560 | eff(%): 2.856 | loglstar: -inf < -143.530 < inf | logz: -178.633 +/- 0.580 | dlogz: 28.232 > 0.109
iter: 3358 | bound: 50 | nc: 38 | ncall: 117598 | eff(%): 2.855 | loglstar: -inf < -143.437 < inf | logz: -178.578 +/- 0.580 | dlogz: 28.167 > 0.109
iter: 3359 | bound: 50 | nc: 38 | ncall: 117636 | eff(%): 2.855 | loglstar: -inf < -143.228 < inf | logz: -178.518 +/- 0.580 | dlogz: 28.101 > 0.109
iter: 3360 | bound: 50 | nc: 38 | ncall: 117674 | eff(%): 2.855 | loglstar: -inf < -143.215 < inf | logz: -178.455 +/- 0.580 | dlogz: 28.031 > 0.109
iter: 3361 | bound: 50 | nc: 38 | ncall: 117712 | eff(%): 2.855 | loglstar: -inf < -143.161 < inf | logz: -178.395 +/- 0.580 | dlogz: 27.959 > 0.109
iter: 3362 | bound: 50 | nc: 38 | ncall: 117750 | eff(%): 2.855 | loglstar: -inf < -143.047 < inf | logz: -178.334 +/- 0.581 | dlogz: 27.889 > 0.109
iter: 3363 | bound: 50 | nc: 38 | ncall: 117788 | eff(%): 2.855 | loglstar: -inf < -142.931 < inf | logz: -178.271 +/- 0.581 | dlogz: 27.818 > 0.109
iter: 3364 | bound: 50 | nc: 38 | ncall: 117826 | eff(%): 2.855 | loglstar: -inf < -142.916 < inf | logz: -178.208 +/- 0.581 | dlogz: 27.744 > 0.109
iter: 3365 | bound: 50 | nc: 38 | ncall: 117864 | eff(%): 2.855 | loglstar: -inf < -142.698 < inf | logz: -178.141 +/- 0.581 | dlogz: 27.671 > 0.109
iter: 3366 | bound: 50 | nc: 38 | ncall: 117902 | eff(%): 2.855 | loglstar: -inf < -142.668 < inf | logz: -178.073 +/- 0.581 | dlogz: 27.595 > 0.109
iter: 3367 | bound: 50 | nc: 38 | ncall: 117940 | eff(%): 2.855 | loglstar: -inf < -142.628 < inf | logz: -178.007 +/- 0.582 | dlogz: 27.516 > 0.109
iter: 3368 | bound: 50 | nc: 38 | ncall: 117978 | eff(%): 2.855 | loglstar: -inf < -142.611 < inf | logz: -177.943 +/- 0.582 | dlogz: 27.440 > 0.109
iter: 3369 | bound: 50 | nc: 38 | ncall: 118016 | eff(%): 2.855 | loglstar: -inf < -142.411 < inf | logz: -177.878 +/- 0.582 | dlogz: 27.367 > 0.109
iter: 3370 | bound: 50 | nc: 38 | ncall: 118054 | eff(%): 2.855 | loglstar: -inf < -142.404 < inf | logz: -177.811 +/- 0.582 | dlogz: 27.292 > 0.109
iter: 3371 | bound: 50 | nc: 38 | ncall: 118092 | eff(%): 2.855 | loglstar: -inf < -142.312 < inf | logz: -177.745 +/- 0.582 | dlogz: 27.215 > 0.109
iter: 3372 | bound: 50 | nc: 38 | ncall: 118130 | eff(%): 2.854 | loglstar: -inf < -142.137 < inf | logz: -177.676 +/- 0.582 | dlogz: 27.140 > 0.109
iter: 3373 | bound: 50 | nc: 38 | ncall: 118168 | eff(%): 2.854 | loglstar: -inf < -142.038 < inf | logz: -177.603 +/- 0.583 | dlogz: 27.060 > 0.109
iter: 3374 | bound: 50 | nc: 38 | ncall: 118206 | eff(%): 2.854 | loglstar: -inf < -141.988 < inf | logz: -177.531 +/- 0.583 | dlogz: 26.977 > 0.109
iter: 3375 | bound: 50 | nc: 38 | ncall: 118244 | eff(%): 2.854 | loglstar: -inf < -141.981 < inf | logz: -177.462 +/- 0.583 | dlogz: 26.895 > 0.109
iter: 3376 | bound: 50 | nc: 38 | ncall: 118282 | eff(%): 2.854 | loglstar: -inf < -141.911 < inf | logz: -177.396 +/- 0.583 | dlogz: 26.816 > 0.109
iter: 3377 | bound: 50 | nc: 38 | ncall: 118320 | eff(%): 2.854 | loglstar: -inf < -141.715 < inf | logz: -177.325 +/- 0.583 | dlogz: 26.740 > 0.109
iter: 3378 | bound: 50 | nc: 38 | ncall: 118358 | eff(%): 2.854 | loglstar: -inf < -141.609 < inf | logz: -177.251 +/- 0.583 | dlogz: 26.660 > 0.109
iter: 3379 | bound: 50 | nc: 38 | ncall: 118396 | eff(%): 2.854 | loglstar: -inf < -141.550 < inf | logz: -177.176 +/- 0.584 | dlogz: 26.575 > 0.109
iter: 3380 | bound: 50 | nc: 38 | ncall: 118434 | eff(%): 2.854 | loglstar: -inf < -141.531 < inf | logz: -177.104 +/- 0.584 | dlogz: 26.490 > 0.109
iter: 3381 | bound: 50 | nc: 38 | ncall: 118472 | eff(%): 2.854 | loglstar: -inf < -141.458 < inf | logz: -177.035 +/- 0.584 | dlogz: 26.409 > 0.109
iter: 3382 | bound: 50 | nc: 38 | ncall: 118510 | eff(%): 2.854 | loglstar: -inf < -141.447 < inf | logz: -176.969 +/- 0.584 | dlogz: 26.330 > 0.109
iter: 3383 | bound: 50 | nc: 38 | ncall: 118548 | eff(%): 2.854 | loglstar: -inf < -141.421 < inf | logz: -176.906 +/- 0.584 | dlogz: 26.253 > 0.109
iter: 3384 | bound: 50 | nc: 38 | ncall: 118586 | eff(%): 2.854 | loglstar: -inf < -141.416 < inf | logz: -176.846 +/- 0.584 | dlogz: 26.180 > 0.109
iter: 3385 | bound: 50 | nc: 38 | ncall: 118624 | eff(%): 2.854 | loglstar: -inf < -141.204 < inf | logz: -176.784 +/- 0.584 | dlogz: 26.111 > 0.109
iter: 3386 | bound: 50 | nc: 38 | ncall: 118662 | eff(%): 2.853 | loglstar: -inf < -141.187 < inf | logz: -176.720 +/- 0.584 | dlogz: 26.039 > 0.109
iter: 3387 | bound: 50 | nc: 38 | ncall: 118700 | eff(%): 2.853 | loglstar: -inf < -141.164 < inf | logz: -176.658 +/- 0.584 | dlogz: 25.964 > 0.109
iter: 3388 | bound: 50 | nc: 38 | ncall: 118738 | eff(%): 2.853 | loglstar: -inf < -141.159 < inf | logz: -176.601 +/- 0.584 | dlogz: 25.893 > 0.109
iter: 3389 | bound: 50 | nc: 38 | ncall: 118776 | eff(%): 2.853 | loglstar: -inf < -140.996 < inf | logz: -176.542 +/- 0.584 | dlogz: 25.825 > 0.109
iter: 3390 | bound: 50 | nc: 38 | ncall: 118814 | eff(%): 2.853 | loglstar: -inf < -140.939 < inf | logz: -176.480 +/- 0.584 | dlogz: 25.757 > 0.109
iter: 3391 | bound: 50 | nc: 38 | ncall: 118852 | eff(%): 2.853 | loglstar: -inf < -140.906 < inf | logz: -176.421 +/- 0.585 | dlogz: 25.685 > 0.109
iter: 3392 | bound: 50 | nc: 38 | ncall: 118890 | eff(%): 2.853 | loglstar: -inf < -140.895 < inf | logz: -176.364 +/- 0.585 | dlogz: 25.616 > 0.109
iter: 3393 | bound: 50 | nc: 38 | ncall: 118928 | eff(%): 2.853 | loglstar: -inf < -140.870 < inf | logz: -176.310 +/- 0.585 | dlogz: 25.549 > 0.109
iter: 3394 | bound: 50 | nc: 38 | ncall: 118966 | eff(%): 2.853 | loglstar: -inf < -140.849 < inf | logz: -176.257 +/- 0.585 | dlogz: 25.485 > 0.109
iter: 3395 | bound: 50 | nc: 38 | ncall: 119004 | eff(%): 2.853 | loglstar: -inf < -140.720 < inf | logz: -176.205 +/- 0.585 | dlogz: 25.423 > 0.109
iter: 3396 | bound: 50 | nc: 38 | ncall: 119042 | eff(%): 2.853 | loglstar: -inf < -140.439 < inf | logz: -176.143 +/- 0.585 | dlogz: 25.360 > 0.109
iter: 3397 | bound: 50 | nc: 38 | ncall: 119080 | eff(%): 2.853 | loglstar: -inf < -140.431 < inf | logz: -176.078 +/- 0.585 | dlogz: 25.289 > 0.109
iter: 3398 | bound: 50 | nc: 38 | ncall: 119118 | eff(%): 2.853 | loglstar: -inf < -140.410 < inf | logz: -176.017 +/- 0.585 | dlogz: 25.214 > 0.109
iter: 3399 | bound: 50 | nc: 38 | ncall: 119156 | eff(%): 2.853 | loglstar: -inf < -140.321 < inf | logz: -175.956 +/- 0.585 | dlogz: 25.142 > 0.109
iter: 3400 | bound: 50 | nc: 38 | ncall: 119194 | eff(%): 2.852 | loglstar: -inf < -140.203 < inf | logz: -175.894 +/- 0.585 | dlogz: 25.072 > 0.109
iter: 3401 | bound: 50 | nc: 38 | ncall: 119232 | eff(%): 2.852 | loglstar: -inf < -140.125 < inf | logz: -175.830 +/- 0.585 | dlogz: 24.999 > 0.109
iter: 3402 | bound: 51 | nc: 38 | ncall: 119270 | eff(%): 2.852 | loglstar: -inf < -140.112 < inf | logz: -175.768 +/- 0.585 | dlogz: 24.925 > 0.109
iter: 3403 | bound: 51 | nc: 38 | ncall: 119308 | eff(%): 2.852 | loglstar: -inf < -140.081 < inf | logz: -175.708 +/- 0.585 | dlogz: 24.853 > 0.109
iter: 3404 | bound: 51 | nc: 38 | ncall: 119346 | eff(%): 2.852 | loglstar: -inf < -140.062 < inf | logz: -175.652 +/- 0.585 | dlogz: 24.784 > 0.109
iter: 3405 | bound: 51 | nc: 38 | ncall: 119384 | eff(%): 2.852 | loglstar: -inf < -140.011 < inf | logz: -175.597 +/- 0.585 | dlogz: 24.717 > 0.109
iter: 3406 | bound: 51 | nc: 38 | ncall: 119422 | eff(%): 2.852 | loglstar: -inf < -140.010 < inf | logz: -175.544 +/- 0.585 | dlogz: 28.519 > 0.109
iter: 3407 | bound: 51 | nc: 38 | ncall: 119460 | eff(%): 2.852 | loglstar: -inf < -140.007 < inf | logz: -175.494 +/- 0.585 | dlogz: 28.456 > 0.109
iter: 3408 | bound: 51 | nc: 38 | ncall: 119498 | eff(%): 2.852 | loglstar: -inf < -139.963 < inf | logz: -175.445 +/- 0.585 | dlogz: 28.396 > 0.109
iter: 3409 | bound: 51 | nc: 38 | ncall: 119536 | eff(%): 2.852 | loglstar: -inf < -139.875 < inf | logz: -175.397 +/- 0.585 | dlogz: 28.338 > 0.109
iter: 3410 | bound: 51 | nc: 38 | ncall: 119574 | eff(%): 2.852 | loglstar: -inf < -139.831 < inf | logz: -175.348 +/- 0.585 | dlogz: 28.279 > 0.109
iter: 3411 | bound: 51 | nc: 38 | ncall: 119612 | eff(%): 2.852 | loglstar: -inf < -139.751 < inf | logz: -175.299 +/- 0.585 | dlogz: 28.220 > 0.109
iter: 3412 | bound: 51 | nc: 38 | ncall: 119650 | eff(%): 2.852 | loglstar: -inf < -139.698 < inf | logz: -175.249 +/- 0.585 | dlogz: 28.161 > 0.109
iter: 3413 | bound: 51 | nc: 38 | ncall: 119688 | eff(%): 2.852 | loglstar: -inf < -139.693 < inf | logz: -175.201 +/- 0.585 | dlogz: 28.102 > 0.109
iter: 3414 | bound: 51 | nc: 38 | ncall: 119726 | eff(%): 2.852 | loglstar: -inf < -139.687 < inf | logz: -175.156 +/- 0.585 | dlogz: 28.044 > 0.109
iter: 3415 | bound: 51 | nc: 38 | ncall: 119764 | eff(%): 2.851 | loglstar: -inf < -139.679 < inf | logz: -175.112 +/- 0.585 | dlogz: 27.988 > 0.109
iter: 3416 | bound: 51 | nc: 38 | ncall: 119802 | eff(%): 2.851 | loglstar: -inf < -139.639 < inf | logz: -175.070 +/- 0.585 | dlogz: 27.935 > 0.109
iter: 3417 | bound: 51 | nc: 38 | ncall: 119840 | eff(%): 2.851 | loglstar: -inf < -139.621 < inf | logz: -175.029 +/- 0.585 | dlogz: 27.883 > 0.109
iter: 3418 | bound: 51 | nc: 38 | ncall: 119878 | eff(%): 2.851 | loglstar: -inf < -139.481 < inf | logz: -174.986 +/- 0.585 | dlogz: 27.832 > 0.109
iter: 3419 | bound: 51 | nc: 38 | ncall: 119916 | eff(%): 2.851 | loglstar: -inf < -139.444 < inf | logz: -174.942 +/- 0.585 | dlogz: 28.939 > 0.109
iter: 3420 | bound: 51 | nc: 38 | ncall: 119954 | eff(%): 2.851 | loglstar: -inf < -139.345 < inf | logz: -174.898 +/- 0.585 | dlogz: 28.885 > 0.109
iter: 3421 | bound: 51 | nc: 38 | ncall: 119992 | eff(%): 2.851 | loglstar: -inf < -139.099 < inf | logz: -174.847 +/- 0.585 | dlogz: 28.830 > 0.109
iter: 3422 | bound: 51 | nc: 38 | ncall: 120030 | eff(%): 2.851 | loglstar: -inf < -139.070 < inf | logz: -174.793 +/- 0.585 | dlogz: 28.770 > 0.109
iter: 3423 | bound: 51 | nc: 38 | ncall: 120068 | eff(%): 2.851 | loglstar: -inf < -139.001 < inf | logz: -174.740 +/- 0.585 | dlogz: 28.706 > 0.109
iter: 3424 | bound: 51 | nc: 38 | ncall: 120106 | eff(%): 2.851 | loglstar: -inf < -138.970 < inf | logz: -174.688 +/- 0.586 | dlogz: 28.643 > 0.109
iter: 3425 | bound: 51 | nc: 38 | ncall: 120144 | eff(%): 2.851 | loglstar: -inf < -138.761 < inf | logz: -174.632 +/- 0.586 | dlogz: 28.580 > 0.109
iter: 3426 | bound: 51 | nc: 38 | ncall: 120182 | eff(%): 2.851 | loglstar: -inf < -138.722 < inf | logz: -174.573 +/- 0.586 | dlogz: 28.515 > 0.109
iter: 3427 | bound: 51 | nc: 38 | ncall: 120220 | eff(%): 2.851 | loglstar: -inf < -138.525 < inf | logz: -174.511 +/- 0.586 | dlogz: 28.446 > 0.109
iter: 3428 | bound: 51 | nc: 38 | ncall: 120258 | eff(%): 2.851 | loglstar: -inf < -138.165 < inf | logz: -174.435 +/- 0.586 | dlogz: 28.374 > 0.109
iter: 3429 | bound: 51 | nc: 38 | ncall: 120296 | eff(%): 2.850 | loglstar: -inf < -138.140 < inf | logz: -174.352 +/- 0.587 | dlogz: 28.288 > 0.109
iter: 3430 | bound: 51 | nc: 38 | ncall: 120334 | eff(%): 2.850 | loglstar: -inf < -138.112 < inf | logz: -174.274 +/- 0.587 | dlogz: 28.195 > 0.109
iter: 3431 | bound: 51 | nc: 38 | ncall: 120372 | eff(%): 2.850 | loglstar: -inf < -138.069 < inf | logz: -174.199 +/- 0.587 | dlogz: 28.107 > 0.109
iter: 3432 | bound: 51 | nc: 38 | ncall: 120410 | eff(%): 2.850 | loglstar: -inf < -137.998 < inf | logz: -174.127 +/- 0.587 | dlogz: 28.022 > 0.109
iter: 3433 | bound: 51 | nc: 38 | ncall: 120448 | eff(%): 2.850 | loglstar: -inf < -137.971 < inf | logz: -174.057 +/- 0.588 | dlogz: 27.940 > 0.109
iter: 3434 | bound: 52 | nc: 38 | ncall: 120486 | eff(%): 2.850 | loglstar: -inf < -137.942 < inf | logz: -173.990 +/- 0.588 | dlogz: 27.860 > 0.109
iter: 3435 | bound: 52 | nc: 38 | ncall: 120524 | eff(%): 2.850 | loglstar: -inf < -137.932 < inf | logz: -173.927 +/- 0.588 | dlogz: 27.783 > 0.109
iter: 3436 | bound: 52 | nc: 38 | ncall: 120562 | eff(%): 2.850 | loglstar: -inf < -137.855 < inf | logz: -173.866 +/- 0.588 | dlogz: 27.710 > 0.109
iter: 3437 | bound: 52 | nc: 38 | ncall: 120600 | eff(%): 2.850 | loglstar: -inf < -137.829 < inf | logz: -173.806 +/- 0.588 | dlogz: 27.639 > 0.109
iter: 3438 | bound: 52 | nc: 38 | ncall: 120638 | eff(%): 2.850 | loglstar: -inf < -137.692 < inf | logz: -173.745 +/- 0.588 | dlogz: 27.569 > 0.109
iter: 3439 | bound: 52 | nc: 38 | ncall: 120676 | eff(%): 2.850 | loglstar: -inf < -137.661 < inf | logz: -173.683 +/- 0.588 | dlogz: 27.498 > 0.109
iter: 3440 | bound: 52 | nc: 38 | ncall: 120714 | eff(%): 2.850 | loglstar: -inf < -137.652 < inf | logz: -173.625 +/- 0.588 | dlogz: 27.427 > 0.109
iter: 3441 | bound: 52 | nc: 38 | ncall: 120752 | eff(%): 2.850 | loglstar: -inf < -137.602 < inf | logz: -173.568 +/- 0.588 | dlogz: 27.358 > 0.109
iter: 3442 | bound: 52 | nc: 38 | ncall: 120790 | eff(%): 2.850 | loglstar: -inf < -137.251 < inf | logz: -173.503 +/- 0.588 | dlogz: 27.292 > 0.109
iter: 3443 | bound: 52 | nc: 38 | ncall: 120828 | eff(%): 2.850 | loglstar: -inf < -137.234 < inf | logz: -173.432 +/- 0.589 | dlogz: 27.217 > 0.109
iter: 3444 | bound: 52 | nc: 38 | ncall: 120866 | eff(%): 2.849 | loglstar: -inf < -137.139 < inf | logz: -173.362 +/- 0.589 | dlogz: 27.135 > 0.109
iter: 3445 | bound: 52 | nc: 38 | ncall: 120904 | eff(%): 2.849 | loglstar: -inf < -137.044 < inf | logz: -173.291 +/- 0.589 | dlogz: 27.056 > 0.109
iter: 3446 | bound: 52 | nc: 38 | ncall: 120942 | eff(%): 2.849 | loglstar: -inf < -136.981 < inf | logz: -173.221 +/- 0.589 | dlogz: 26.975 > 0.109
iter: 3447 | bound: 52 | nc: 38 | ncall: 120980 | eff(%): 2.849 | loglstar: -inf < -136.959 < inf | logz: -173.153 +/- 0.589 | dlogz: 26.895 > 0.109
iter: 3448 | bound: 52 | nc: 38 | ncall: 121018 | eff(%): 2.849 | loglstar: -inf < -136.889 < inf | logz: -173.087 +/- 0.589 | dlogz: 26.817 > 0.109
iter: 3449 | bound: 52 | nc: 38 | ncall: 121056 | eff(%): 2.849 | loglstar: -inf < -136.867 < inf | logz: -173.023 +/- 0.589 | dlogz: 26.741 > 0.109
iter: 3450 | bound: 52 | nc: 38 | ncall: 121094 | eff(%): 2.849 | loglstar: -inf < -136.678 < inf | logz: -172.957 +/- 0.590 | dlogz: 26.667 > 0.109
iter: 3451 | bound: 52 | nc: 38 | ncall: 121132 | eff(%): 2.849 | loglstar: -inf < -136.649 < inf | logz: -172.888 +/- 0.590 | dlogz: 26.591 > 0.109
iter: 3452 | bound: 52 | nc: 38 | ncall: 121170 | eff(%): 2.849 | loglstar: -inf < -136.633 < inf | logz: -172.824 +/- 0.590 | dlogz: 26.512 > 0.109
iter: 3453 | bound: 52 | nc: 38 | ncall: 121208 | eff(%): 2.849 | loglstar: -inf < -136.534 < inf | logz: -172.760 +/- 0.590 | dlogz: 26.438 > 0.109
iter: 3454 | bound: 52 | nc: 38 | ncall: 121246 | eff(%): 2.849 | loglstar: -inf < -136.492 < inf | logz: -172.697 +/- 0.590 | dlogz: 26.364 > 0.109
iter: 3455 | bound: 52 | nc: 38 | ncall: 121284 | eff(%): 2.849 | loglstar: -inf < -136.344 < inf | logz: -172.632 +/- 0.590 | dlogz: 26.291 > 0.109
iter: 3456 | bound: 52 | nc: 38 | ncall: 121322 | eff(%): 2.849 | loglstar: -inf < -136.296 < inf | logz: -172.566 +/- 0.590 | dlogz: 26.216 > 0.109
iter: 3457 | bound: 52 | nc: 38 | ncall: 121360 | eff(%): 2.849 | loglstar: -inf < -136.261 < inf | logz: -172.502 +/- 0.590 | dlogz: 26.140 > 0.109
iter: 3458 | bound: 52 | nc: 38 | ncall: 121398 | eff(%): 2.848 | loglstar: -inf < -136.188 < inf | logz: -172.439 +/- 0.590 | dlogz: 26.066 > 0.109
iter: 3459 | bound: 52 | nc: 38 | ncall: 121436 | eff(%): 2.848 | loglstar: -inf < -136.126 < inf | logz: -172.377 +/- 0.590 | dlogz: 25.993 > 0.109
iter: 3460 | bound: 52 | nc: 38 | ncall: 121474 | eff(%): 2.848 | loglstar: -inf < -136.101 < inf | logz: -172.316 +/- 0.590 | dlogz: 25.921 > 0.109
iter: 3461 | bound: 52 | nc: 38 | ncall: 121512 | eff(%): 2.848 | loglstar: -inf < -136.097 < inf | logz: -172.258 +/- 0.590 | dlogz: 25.850 > 0.109
iter: 3462 | bound: 52 | nc: 38 | ncall: 121550 | eff(%): 2.848 | loglstar: -inf < -136.063 < inf | logz: -172.204 +/- 0.590 | dlogz: 25.783 > 0.109
iter: 3463 | bound: 52 | nc: 38 | ncall: 121588 | eff(%): 2.848 | loglstar: -inf < -136.003 < inf | logz: -172.150 +/- 0.590 | dlogz: 25.718 > 0.109
iter: 3464 | bound: 52 | nc: 38 | ncall: 121626 | eff(%): 2.848 | loglstar: -inf < -136.001 < inf | logz: -172.097 +/- 0.590 | dlogz: 25.654 > 0.109
iter: 3465 | bound: 52 | nc: 38 | ncall: 121664 | eff(%): 2.848 | loglstar: -inf < -135.973 < inf | logz: -172.048 +/- 0.590 | dlogz: 25.592 > 0.109
iter: 3466 | bound: 52 | nc: 38 | ncall: 121702 | eff(%): 2.848 | loglstar: -inf < -135.949 < inf | logz: -171.999 +/- 0.590 | dlogz: 25.532 > 0.109
iter: 3467 | bound: 52 | nc: 38 | ncall: 121740 | eff(%): 2.848 | loglstar: -inf < -135.943 < inf | logz: -171.953 +/- 0.590 | dlogz: 25.474 > 0.109
iter: 3468 | bound: 52 | nc: 38 | ncall: 121778 | eff(%): 2.848 | loglstar: -inf < -135.927 < inf | logz: -171.909 +/- 0.590 | dlogz: 25.418 > 0.109
iter: 3469 | bound: 52 | nc: 38 | ncall: 121816 | eff(%): 2.848 | loglstar: -inf < -135.906 < inf | logz: -171.866 +/- 0.590 | dlogz: 25.364 > 0.109
iter: 3470 | bound: 52 | nc: 38 | ncall: 121854 | eff(%): 2.848 | loglstar: -inf < -135.732 < inf | logz: -171.821 +/- 0.590 | dlogz: 25.311 > 0.109
iter: 3471 | bound: 52 | nc: 38 | ncall: 121892 | eff(%): 2.848 | loglstar: -inf < -135.656 < inf | logz: -171.774 +/- 0.590 | dlogz: 25.256 > 0.109
iter: 3472 | bound: 52 | nc: 38 | ncall: 121930 | eff(%): 2.848 | loglstar: -inf < -135.615 < inf | logz: -171.726 +/- 0.590 | dlogz: 25.199 > 0.109
iter: 3473 | bound: 52 | nc: 38 | ncall: 121968 | eff(%): 2.847 | loglstar: -inf < -135.429 < inf | logz: -171.675 +/- 0.590 | dlogz: 25.141 > 0.109
iter: 3474 | bound: 52 | nc: 38 | ncall: 122006 | eff(%): 2.847 | loglstar: -inf < -135.419 < inf | logz: -171.623 +/- 0.590 | dlogz: 25.080 > 0.109
iter: 3475 | bound: 52 | nc: 38 | ncall: 122044 | eff(%): 2.847 | loglstar: -inf < -135.402 < inf | logz: -171.573 +/- 0.590 | dlogz: 25.018 > 0.109
iter: 3476 | bound: 52 | nc: 38 | ncall: 122082 | eff(%): 2.847 | loglstar: -inf < -135.237 < inf | logz: -171.521 +/- 0.590 | dlogz: 24.958 > 0.109
iter: 3477 | bound: 52 | nc: 38 | ncall: 122120 | eff(%): 2.847 | loglstar: -inf < -135.136 < inf | logz: -171.466 +/- 0.590 | dlogz: 24.896 > 0.109
iter: 3478 | bound: 52 | nc: 38 | ncall: 122158 | eff(%): 2.847 | loglstar: -inf < -135.128 < inf | logz: -171.411 +/- 0.591 | dlogz: 24.831 > 0.109
iter: 3479 | bound: 52 | nc: 38 | ncall: 122196 | eff(%): 2.847 | loglstar: -inf < -135.121 < inf | logz: -171.359 +/- 0.591 | dlogz: 24.766 > 0.109
iter: 3480 | bound: 52 | nc: 38 | ncall: 122234 | eff(%): 2.847 | loglstar: -inf < -134.819 < inf | logz: -171.302 +/- 0.591 | dlogz: 24.705 > 0.109
iter: 3481 | bound: 52 | nc: 38 | ncall: 122272 | eff(%): 2.847 | loglstar: -inf < -134.654 < inf | logz: -171.236 +/- 0.591 | dlogz: 24.638 > 0.109
iter: 3482 | bound: 52 | nc: 38 | ncall: 122310 | eff(%): 2.847 | loglstar: -inf < -134.581 < inf | logz: -171.166 +/- 0.591 | dlogz: 24.561 > 0.109
iter: 3483 | bound: 52 | nc: 38 | ncall: 122348 | eff(%): 2.847 | loglstar: -inf < -134.520 < inf | logz: -171.098 +/- 0.591 | dlogz: 24.482 > 0.109
iter: 3484 | bound: 52 | nc: 38 | ncall: 122386 | eff(%): 2.847 | loglstar: -inf < -134.472 < inf | logz: -171.031 +/- 0.592 | dlogz: 24.403 > 0.109
iter: 3485 | bound: 52 | nc: 38 | ncall: 122424 | eff(%): 2.847 | loglstar: -inf < -134.427 < inf | logz: -170.966 +/- 0.592 | dlogz: 24.327 > 0.109
iter: 3486 | bound: 52 | nc: 38 | ncall: 122462 | eff(%): 2.847 | loglstar: -inf < -134.410 < inf | logz: -170.904 +/- 0.592 | dlogz: 24.252 > 0.109
iter: 3487 | bound: 52 | nc: 38 | ncall: 122500 | eff(%): 2.847 | loglstar: -inf < -134.308 < inf | logz: -170.842 +/- 0.592 | dlogz: 24.180 > 0.109
iter: 3488 | bound: 52 | nc: 38 | ncall: 122538 | eff(%): 2.846 | loglstar: -inf < -134.206 < inf | logz: -170.779 +/- 0.592 | dlogz: 24.108 > 0.109
iter: 3489 | bound: 52 | nc: 38 | ncall: 122576 | eff(%): 2.846 | loglstar: -inf < -134.196 < inf | logz: -170.717 +/- 0.592 | dlogz: 24.035 > 0.109
iter: 3490 | bound: 52 | nc: 38 | ncall: 122614 | eff(%): 2.846 | loglstar: -inf < -134.174 < inf | logz: -170.658 +/- 0.592 | dlogz: 23.962 > 0.109
iter: 3491 | bound: 52 | nc: 38 | ncall: 122652 | eff(%): 2.846 | loglstar: -inf < -134.038 < inf | logz: -170.598 +/- 0.592 | dlogz: 23.894 > 0.109
iter: 3492 | bound: 52 | nc: 38 | ncall: 122690 | eff(%): 2.846 | loglstar: -inf < -134.021 < inf | logz: -170.538 +/- 0.592 | dlogz: 23.824 > 0.109
iter: 3493 | bound: 52 | nc: 38 | ncall: 122728 | eff(%): 2.846 | loglstar: -inf < -134.020 < inf | logz: -170.481 +/- 0.592 | dlogz: 23.754 > 0.109
iter: 3494 | bound: 52 | nc: 38 | ncall: 122766 | eff(%): 2.846 | loglstar: -inf < -133.948 < inf | logz: -170.427 +/- 0.592 | dlogz: 23.688 > 0.109
iter: 3495 | bound: 52 | nc: 38 | ncall: 122804 | eff(%): 2.846 | loglstar: -inf < -133.915 < inf | logz: -170.372 +/- 0.593 | dlogz: 23.623 > 0.109
iter: 3496 | bound: 52 | nc: 38 | ncall: 122842 | eff(%): 2.846 | loglstar: -inf < -133.791 < inf | logz: -170.317 +/- 0.593 | dlogz: 23.559 > 0.109
iter: 3497 | bound: 52 | nc: 38 | ncall: 122880 | eff(%): 2.846 | loglstar: -inf < -133.765 < inf | logz: -170.262 +/- 0.593 | dlogz: 23.494 > 0.109
iter: 3498 | bound: 52 | nc: 38 | ncall: 122918 | eff(%): 2.846 | loglstar: -inf < -133.712 < inf | logz: -170.208 +/- 0.593 | dlogz: 23.428 > 0.109
iter: 3499 | bound: 52 | nc: 38 | ncall: 122956 | eff(%): 2.846 | loglstar: -inf < -133.678 < inf | logz: -170.155 +/- 0.593 | dlogz: 23.364 > 0.109
iter: 3500 | bound: 52 | nc: 38 | ncall: 122994 | eff(%): 2.846 | loglstar: -inf < -133.618 < inf | logz: -170.102 +/- 0.593 | dlogz: 23.301 > 0.109
iter: 3501 | bound: 53 | nc: 38 | ncall: 123032 | eff(%): 2.846 | loglstar: -inf < -133.591 < inf | logz: -170.051 +/- 0.593 | dlogz: 23.239 > 0.109
iter: 3502 | bound: 53 | nc: 38 | ncall: 123070 | eff(%): 2.846 | loglstar: -inf < -133.445 < inf | logz: -169.998 +/- 0.593 | dlogz: 23.177 > 0.109
iter: 3503 | bound: 53 | nc: 38 | ncall: 123108 | eff(%): 2.845 | loglstar: -inf < -133.207 < inf | logz: -169.938 +/- 0.593 | dlogz: 23.115 > 0.109
iter: 3504 | bound: 53 | nc: 38 | ncall: 123146 | eff(%): 2.845 | loglstar: -inf < -133.097 < inf | logz: -169.872 +/- 0.593 | dlogz: 23.045 > 0.109
iter: 3505 | bound: 53 | nc: 38 | ncall: 123184 | eff(%): 2.845 | loglstar: -inf < -133.065 < inf | logz: -169.807 +/- 0.593 | dlogz: 22.969 > 0.109
iter: 3506 | bound: 53 | nc: 38 | ncall: 123222 | eff(%): 2.845 | loglstar: -inf < -133.051 < inf | logz: -169.744 +/- 0.593 | dlogz: 22.893 > 0.109
iter: 3507 | bound: 53 | nc: 38 | ncall: 123260 | eff(%): 2.845 | loglstar: -inf < -133.020 < inf | logz: -169.685 +/- 0.593 | dlogz: 22.821 > 0.109
iter: 3508 | bound: 53 | nc: 38 | ncall: 123298 | eff(%): 2.845 | loglstar: -inf < -132.882 < inf | logz: -169.624 +/- 0.594 | dlogz: 22.752 > 0.109
iter: 3509 | bound: 53 | nc: 38 | ncall: 123336 | eff(%): 2.845 | loglstar: -inf < -132.764 < inf | logz: -169.561 +/- 0.594 | dlogz: 22.681 > 0.109
iter: 3510 | bound: 53 | nc: 38 | ncall: 123374 | eff(%): 2.845 | loglstar: -inf < -132.715 < inf | logz: -169.496 +/- 0.594 | dlogz: 22.607 > 0.109
iter: 3511 | bound: 53 | nc: 38 | ncall: 123412 | eff(%): 2.845 | loglstar: -inf < -132.710 < inf | logz: -169.435 +/- 0.594 | dlogz: 22.533 > 0.109
iter: 3512 | bound: 53 | nc: 38 | ncall: 123450 | eff(%): 2.845 | loglstar: -inf < -132.694 < inf | logz: -169.377 +/- 0.594 | dlogz: 22.462 > 0.109
iter: 3513 | bound: 53 | nc: 38 | ncall: 123488 | eff(%): 2.845 | loglstar: -inf < -132.594 < inf | logz: -169.319 +/- 0.594 | dlogz: 22.394 > 0.109
iter: 3514 | bound: 53 | nc: 38 | ncall: 123526 | eff(%): 2.845 | loglstar: -inf < -132.584 < inf | logz: -169.263 +/- 0.594 | dlogz: 22.326 > 0.109
iter: 3515 | bound: 53 | nc: 38 | ncall: 123564 | eff(%): 2.845 | loglstar: -inf < -132.550 < inf | logz: -169.208 +/- 0.594 | dlogz: 22.260 > 0.109
iter: 3516 | bound: 53 | nc: 38 | ncall: 123602 | eff(%): 2.845 | loglstar: -inf < -132.539 < inf | logz: -169.156 +/- 0.594 | dlogz: 22.195 > 0.109
iter: 3517 | bound: 53 | nc: 38 | ncall: 123640 | eff(%): 2.845 | loglstar: -inf < -132.510 < inf | logz: -169.106 +/- 0.594 | dlogz: 22.133 > 0.109
iter: 3518 | bound: 53 | nc: 38 | ncall: 123678 | eff(%): 2.844 | loglstar: -inf < -132.454 < inf | logz: -169.057 +/- 0.594 | dlogz: 22.073 > 0.109
iter: 3519 | bound: 53 | nc: 38 | ncall: 123716 | eff(%): 2.844 | loglstar: -inf < -132.422 < inf | logz: -169.008 +/- 0.594 | dlogz: 22.014 > 0.109
iter: 3520 | bound: 53 | nc: 38 | ncall: 123754 | eff(%): 2.844 | loglstar: -inf < -132.417 < inf | logz: -168.962 +/- 0.594 | dlogz: 21.956 > 0.109
iter: 3521 | bound: 53 | nc: 38 | ncall: 123792 | eff(%): 2.844 | loglstar: -inf < -132.413 < inf | logz: -168.917 +/- 0.594 | dlogz: 21.899 > 0.109
iter: 3522 | bound: 53 | nc: 38 | ncall: 123830 | eff(%): 2.844 | loglstar: -inf < -132.199 < inf | logz: -168.870 +/- 0.594 | dlogz: 21.845 > 0.109
iter: 3523 | bound: 53 | nc: 38 | ncall: 123868 | eff(%): 2.844 | loglstar: -inf < -132.136 < inf | logz: -168.820 +/- 0.594 | dlogz: 21.788 > 0.109
iter: 3524 | bound: 53 | nc: 38 | ncall: 123906 | eff(%): 2.844 | loglstar: -inf < -131.975 < inf | logz: -168.766 +/- 0.594 | dlogz: 21.727 > 0.109
iter: 3525 | bound: 53 | nc: 38 | ncall: 123944 | eff(%): 2.844 | loglstar: -inf < -131.939 < inf | logz: -168.711 +/- 0.594 | dlogz: 21.664 > 0.109
iter: 3526 | bound: 53 | nc: 38 | ncall: 123982 | eff(%): 2.844 | loglstar: -inf < -131.917 < inf | logz: -168.658 +/- 0.594 | dlogz: 21.599 > 0.109
iter: 3527 | bound: 53 | nc: 38 | ncall: 124020 | eff(%): 2.844 | loglstar: -inf < -131.916 < inf | logz: -168.608 +/- 0.595 | dlogz: 21.536 > 0.109
iter: 3528 | bound: 53 | nc: 38 | ncall: 124058 | eff(%): 2.844 | loglstar: -inf < -131.891 < inf | logz: -168.559 +/- 0.595 | dlogz: 21.476 > 0.109
iter: 3529 | bound: 53 | nc: 38 | ncall: 124096 | eff(%): 2.844 | loglstar: -inf < -131.844 < inf | logz: -168.512 +/- 0.595 | dlogz: 21.417 > 0.109
iter: 3530 | bound: 53 | nc: 38 | ncall: 124134 | eff(%): 2.844 | loglstar: -inf < -131.792 < inf | logz: -168.465 +/- 0.595 | dlogz: 21.360 > 0.109
iter: 3531 | bound: 53 | nc: 38 | ncall: 124172 | eff(%): 2.844 | loglstar: -inf < -131.672 < inf | logz: -168.417 +/- 0.595 | dlogz: 21.303 > 0.109
iter: 3532 | bound: 53 | nc: 38 | ncall: 124210 | eff(%): 2.844 | loglstar: -inf < -131.599 < inf | logz: -168.367 +/- 0.595 | dlogz: 21.245 > 0.109
iter: 3533 | bound: 53 | nc: 38 | ncall: 124248 | eff(%): 2.844 | loglstar: -inf < -131.520 < inf | logz: -168.316 +/- 0.595 | dlogz: 21.185 > 0.109
iter: 3534 | bound: 53 | nc: 38 | ncall: 124286 | eff(%): 2.843 | loglstar: -inf < -131.495 < inf | logz: -168.266 +/- 0.595 | dlogz: 21.124 > 0.109
iter: 3535 | bound: 53 | nc: 38 | ncall: 124324 | eff(%): 2.843 | loglstar: -inf < -131.469 < inf | logz: -168.217 +/- 0.595 | dlogz: 21.064 > 0.109
iter: 3536 | bound: 53 | nc: 38 | ncall: 124362 | eff(%): 2.843 | loglstar: -inf < -131.466 < inf | logz: -168.170 +/- 0.595 | dlogz: 21.005 > 0.109
iter: 3537 | bound: 53 | nc: 38 | ncall: 124400 | eff(%): 2.843 | loglstar: -inf < -131.374 < inf | logz: -168.124 +/- 0.595 | dlogz: 20.948 > 0.109
iter: 3538 | bound: 53 | nc: 38 | ncall: 124438 | eff(%): 2.843 | loglstar: -inf < -131.309 < inf | logz: -168.077 +/- 0.595 | dlogz: 20.892 > 0.109
iter: 3539 | bound: 53 | nc: 38 | ncall: 124476 | eff(%): 2.843 | loglstar: -inf < -131.294 < inf | logz: -168.030 +/- 0.595 | dlogz: 21.239 > 0.109
iter: 3540 | bound: 53 | nc: 38 | ncall: 124514 | eff(%): 2.843 | loglstar: -inf < -131.206 < inf | logz: -167.984 +/- 0.595 | dlogz: 21.182 > 0.109
iter: 3541 | bound: 53 | nc: 38 | ncall: 124552 | eff(%): 2.843 | loglstar: -inf < -131.193 < inf | logz: -167.938 +/- 0.595 | dlogz: 21.126 > 0.109
iter: 3542 | bound: 53 | nc: 38 | ncall: 124590 | eff(%): 2.843 | loglstar: -inf < -131.144 < inf | logz: -167.893 +/- 0.595 | dlogz: 21.070 > 0.109
iter: 3543 | bound: 53 | nc: 38 | ncall: 124628 | eff(%): 2.843 | loglstar: -inf < -130.938 < inf | logz: -167.844 +/- 0.595 | dlogz: 21.015 > 0.109
iter: 3544 | bound: 53 | nc: 38 | ncall: 124666 | eff(%): 2.843 | loglstar: -inf < -130.871 < inf | logz: -167.792 +/- 0.595 | dlogz: 20.957 > 0.109
iter: 3545 | bound: 53 | nc: 38 | ncall: 124704 | eff(%): 2.843 | loglstar: -inf < -130.836 < inf | logz: -167.741 +/- 0.595 | dlogz: 20.895 > 0.109
iter: 3546 | bound: 53 | nc: 38 | ncall: 124742 | eff(%): 2.843 | loglstar: -inf < -130.637 < inf | logz: -167.686 +/- 0.595 | dlogz: 20.834 > 0.109
iter: 3547 | bound: 53 | nc: 38 | ncall: 124780 | eff(%): 2.843 | loglstar: -inf < -130.612 < inf | logz: -167.629 +/- 0.596 | dlogz: 20.769 > 0.109
iter: 3548 | bound: 53 | nc: 38 | ncall: 124818 | eff(%): 2.843 | loglstar: -inf < -130.527 < inf | logz: -167.573 +/- 0.596 | dlogz: 20.702 > 0.109
iter: 3549 | bound: 53 | nc: 38 | ncall: 124856 | eff(%): 2.842 | loglstar: -inf < -130.477 < inf | logz: -167.517 +/- 0.596 | dlogz: 20.636 > 0.109
iter: 3550 | bound: 53 | nc: 38 | ncall: 124894 | eff(%): 2.842 | loglstar: -inf < -130.465 < inf | logz: -167.462 +/- 0.596 | dlogz: 20.570 > 0.109
iter: 3551 | bound: 53 | nc: 38 | ncall: 124932 | eff(%): 2.842 | loglstar: -inf < -130.321 < inf | logz: -167.407 +/- 0.596 | dlogz: 20.505 > 0.109
iter: 3552 | bound: 53 | nc: 38 | ncall: 124970 | eff(%): 2.842 | loglstar: -inf < -130.280 < inf | logz: -167.351 +/- 0.596 | dlogz: 20.440 > 0.109
iter: 3553 | bound: 53 | nc: 38 | ncall: 125008 | eff(%): 2.842 | loglstar: -inf < -130.108 < inf | logz: -167.292 +/- 0.596 | dlogz: 20.374 > 0.109
iter: 3554 | bound: 53 | nc: 38 | ncall: 125046 | eff(%): 2.842 | loglstar: -inf < -130.100 < inf | logz: -167.231 +/- 0.596 | dlogz: 20.305 > 0.109
iter: 3555 | bound: 53 | nc: 38 | ncall: 125084 | eff(%): 2.842 | loglstar: -inf < -130.091 < inf | logz: -167.175 +/- 0.597 | dlogz: 20.235 > 0.109
iter: 3556 | bound: 53 | nc: 38 | ncall: 125122 | eff(%): 2.842 | loglstar: -inf < -129.968 < inf | logz: -167.118 +/- 0.597 | dlogz: 20.168 > 0.109
iter: 3557 | bound: 53 | nc: 38 | ncall: 125160 | eff(%): 2.842 | loglstar: -inf < -129.940 < inf | logz: -167.061 +/- 0.597 | dlogz: 20.101 > 0.109
iter: 3558 | bound: 53 | nc: 38 | ncall: 125198 | eff(%): 2.842 | loglstar: -inf < -129.895 < inf | logz: -167.006 +/- 0.597 | dlogz: 20.034 > 0.109
iter: 3559 | bound: 53 | nc: 38 | ncall: 125236 | eff(%): 2.842 | loglstar: -inf < -129.851 < inf | logz: -166.952 +/- 0.597 | dlogz: 19.969 > 0.109
iter: 3560 | bound: 53 | nc: 38 | ncall: 125274 | eff(%): 2.842 | loglstar: -inf < -129.821 < inf | logz: -166.899 +/- 0.597 | dlogz: 21.742 > 0.109
iter: 3561 | bound: 53 | nc: 38 | ncall: 125312 | eff(%): 2.842 | loglstar: -inf < -129.787 < inf | logz: -166.847 +/- 0.597 | dlogz: 21.680 > 0.109
iter: 3562 | bound: 53 | nc: 38 | ncall: 125350 | eff(%): 2.842 | loglstar: -inf < -129.736 < inf | logz: -166.797 +/- 0.597 | dlogz: 21.618 > 0.109
iter: 3563 | bound: 53 | nc: 38 | ncall: 125388 | eff(%): 2.842 | loglstar: -inf < -129.674 < inf | logz: -166.747 +/- 0.597 | dlogz: 21.558 > 0.109
iter: 3564 | bound: 53 | nc: 38 | ncall: 125426 | eff(%): 2.842 | loglstar: -inf < -129.609 < inf | logz: -166.696 +/- 0.597 | dlogz: 21.498 > 0.109
iter: 3565 | bound: 53 | nc: 38 | ncall: 125464 | eff(%): 2.841 | loglstar: -inf < -129.431 < inf | logz: -166.643 +/- 0.597 | dlogz: 21.438 > 0.109
iter: 3566 | bound: 53 | nc: 38 | ncall: 125502 | eff(%): 2.841 | loglstar: -inf < -129.408 < inf | logz: -166.587 +/- 0.597 | dlogz: 21.374 > 0.109
iter: 3567 | bound: 53 | nc: 38 | ncall: 125540 | eff(%): 2.841 | loglstar: -inf < -129.373 < inf | logz: -166.534 +/- 0.598 | dlogz: 21.309 > 0.109
iter: 3568 | bound: 53 | nc: 38 | ncall: 125578 | eff(%): 2.841 | loglstar: -inf < -129.287 < inf | logz: -166.481 +/- 0.598 | dlogz: 21.245 > 0.109
iter: 3569 | bound: 53 | nc: 38 | ncall: 125616 | eff(%): 2.841 | loglstar: -inf < -129.177 < inf | logz: -166.425 +/- 0.598 | dlogz: 21.182 > 0.109
iter: 3570 | bound: 53 | nc: 38 | ncall: 125654 | eff(%): 2.841 | loglstar: -inf < -129.059 < inf | logz: -166.368 +/- 0.598 | dlogz: 21.117 > 0.109
iter: 3571 | bound: 53 | nc: 38 | ncall: 125692 | eff(%): 2.841 | loglstar: -inf < -129.051 < inf | logz: -166.310 +/- 0.598 | dlogz: 21.049 > 0.109
iter: 3572 | bound: 53 | nc: 38 | ncall: 125730 | eff(%): 2.841 | loglstar: -inf < -128.986 < inf | logz: -166.254 +/- 0.598 | dlogz: 20.982 > 0.109
iter: 3573 | bound: 53 | nc: 38 | ncall: 125768 | eff(%): 2.841 | loglstar: -inf < -128.986 < inf | logz: -166.200 +/- 0.598 | dlogz: 20.916 > 0.109
iter: 3574 | bound: 53 | nc: 38 | ncall: 125806 | eff(%): 2.841 | loglstar: -inf < -128.947 < inf | logz: -166.148 +/- 0.598 | dlogz: 20.852 > 0.109
iter: 3575 | bound: 53 | nc: 38 | ncall: 125844 | eff(%): 2.841 | loglstar: -inf < -128.905 < inf | logz: -166.098 +/- 0.598 | dlogz: 20.790 > 0.109
iter: 3576 | bound: 53 | nc: 38 | ncall: 125882 | eff(%): 2.841 | loglstar: -inf < -128.903 < inf | logz: -166.049 +/- 0.598 | dlogz: 20.729 > 0.109
iter: 3577 | bound: 53 | nc: 38 | ncall: 125920 | eff(%): 2.841 | loglstar: -inf < -128.902 < inf | logz: -166.003 +/- 0.598 | dlogz: 20.671 > 0.109
iter: 3578 | bound: 53 | nc: 38 | ncall: 125958 | eff(%): 2.841 | loglstar: -inf < -128.876 < inf | logz: -165.958 +/- 0.598 | dlogz: 20.614 > 0.109
iter: 3579 | bound: 53 | nc: 38 | ncall: 125996 | eff(%): 2.841 | loglstar: -inf < -128.796 < inf | logz: -165.914 +/- 0.598 | dlogz: 20.560 > 0.109
iter: 3580 | bound: 53 | nc: 38 | ncall: 126034 | eff(%): 2.841 | loglstar: -inf < -128.700 < inf | logz: -165.868 +/- 0.598 | dlogz: 20.506 > 0.109
iter: 3581 | bound: 53 | nc: 38 | ncall: 126072 | eff(%): 2.840 | loglstar: -inf < -128.688 < inf | logz: -165.823 +/- 0.598 | dlogz: 20.450 > 0.109
iter: 3582 | bound: 53 | nc: 38 | ncall: 126110 | eff(%): 2.840 | loglstar: -inf < -128.647 < inf | logz: -165.778 +/- 0.598 | dlogz: 20.395 > 0.109
iter: 3583 | bound: 53 | nc: 38 | ncall: 126148 | eff(%): 2.840 | loglstar: -inf < -128.619 < inf | logz: -165.735 +/- 0.598 | dlogz: 20.340 > 0.109
iter: 3584 | bound: 53 | nc: 38 | ncall: 126186 | eff(%): 2.840 | loglstar: -inf < -128.536 < inf | logz: -165.691 +/- 0.598 | dlogz: 20.287 > 0.109
iter: 3585 | bound: 53 | nc: 38 | ncall: 126224 | eff(%): 2.840 | loglstar: -inf < -128.511 < inf | logz: -165.648 +/- 0.598 | dlogz: 20.233 > 0.109
iter: 3586 | bound: 53 | nc: 38 | ncall: 126262 | eff(%): 2.840 | loglstar: -inf < -128.419 < inf | logz: -165.604 +/- 0.599 | dlogz: 20.180 > 0.109
iter: 3587 | bound: 53 | nc: 38 | ncall: 126300 | eff(%): 2.840 | loglstar: -inf < -128.388 < inf | logz: -165.560 +/- 0.599 | dlogz: 20.126 > 0.109
iter: 3588 | bound: 53 | nc: 38 | ncall: 126338 | eff(%): 2.840 | loglstar: -inf < -128.355 < inf | logz: -165.516 +/- 0.599 | dlogz: 20.072 > 0.109
iter: 3589 | bound: 53 | nc: 38 | ncall: 126376 | eff(%): 2.840 | loglstar: -inf < -128.286 < inf | logz: -165.473 +/- 0.599 | dlogz: 20.019 > 0.109
iter: 3590 | bound: 53 | nc: 38 | ncall: 126414 | eff(%): 2.840 | loglstar: -inf < -128.261 < inf | logz: -165.430 +/- 0.599 | dlogz: 19.966 > 0.109
iter: 3591 | bound: 53 | nc: 38 | ncall: 126452 | eff(%): 2.840 | loglstar: -inf < -128.245 < inf | logz: -165.389 +/- 0.599 | dlogz: 19.913 > 0.109
iter: 3592 | bound: 53 | nc: 38 | ncall: 126490 | eff(%): 2.840 | loglstar: -inf < -128.160 < inf | logz: -165.347 +/- 0.599 | dlogz: 19.861 > 0.109
iter: 3593 | bound: 53 | nc: 38 | ncall: 126528 | eff(%): 2.840 | loglstar: -inf < -127.918 < inf | logz: -165.301 +/- 0.599 | dlogz: 19.810 > 0.109
iter: 3594 | bound: 53 | nc: 38 | ncall: 126566 | eff(%): 2.840 | loglstar: -inf < -127.883 < inf | logz: -165.250 +/- 0.599 | dlogz: 19.753 > 0.109
iter: 3595 | bound: 53 | nc: 38 | ncall: 126604 | eff(%): 2.840 | loglstar: -inf < -127.761 < inf | logz: -165.199 +/- 0.599 | dlogz: 19.693 > 0.109
iter: 3596 | bound: 53 | nc: 38 | ncall: 126642 | eff(%): 2.840 | loglstar: -inf < -127.738 < inf | logz: -165.148 +/- 0.599 | dlogz: 19.632 > 0.109
iter: 3597 | bound: 53 | nc: 38 | ncall: 126680 | eff(%): 2.839 | loglstar: -inf < -127.733 < inf | logz: -165.098 +/- 0.599 | dlogz: 19.570 > 0.109
iter: 3598 | bound: 53 | nc: 38 | ncall: 126718 | eff(%): 2.839 | loglstar: -inf < -127.683 < inf | logz: -165.051 +/- 0.599 | dlogz: 19.511 > 0.109
iter: 3599 | bound: 53 | nc: 38 | ncall: 126756 | eff(%): 2.839 | loglstar: -inf < -127.638 < inf | logz: -165.003 +/- 0.599 | dlogz: 19.453 > 0.109
iter: 3600 | bound: 54 | nc: 38 | ncall: 126794 | eff(%): 2.839 | loglstar: -inf < -127.627 < inf | logz: -164.957 +/- 0.599 | dlogz: 19.396 > 0.109
iter: 3601 | bound: 54 | nc: 38 | ncall: 126832 | eff(%): 2.839 | loglstar: -inf < -127.579 < inf | logz: -164.913 +/- 0.599 | dlogz: 19.340 > 0.109
iter: 3602 | bound: 54 | nc: 38 | ncall: 126870 | eff(%): 2.839 | loglstar: -inf < -127.515 < inf | logz: -164.868 +/- 0.599 | dlogz: 19.286 > 0.109
iter: 3603 | bound: 54 | nc: 38 | ncall: 126908 | eff(%): 2.839 | loglstar: -inf < -127.460 < inf | logz: -164.823 +/- 0.599 | dlogz: 19.231 > 0.109
iter: 3604 | bound: 54 | nc: 38 | ncall: 126946 | eff(%): 2.839 | loglstar: -inf < -127.437 < inf | logz: -164.778 +/- 0.600 | dlogz: 19.176 > 0.109
iter: 3605 | bound: 54 | nc: 38 | ncall: 126984 | eff(%): 2.839 | loglstar: -inf < -127.392 < inf | logz: -164.735 +/- 0.600 | dlogz: 19.121 > 0.109
iter: 3606 | bound: 54 | nc: 38 | ncall: 127022 | eff(%): 2.839 | loglstar: -inf < -127.247 < inf | logz: -164.689 +/- 0.600 | dlogz: 19.068 > 0.109
iter: 3607 | bound: 54 | nc: 38 | ncall: 127060 | eff(%): 2.839 | loglstar: -inf < -127.225 < inf | logz: -164.643 +/- 0.600 | dlogz: 19.013 > 0.109
iter: 3608 | bound: 54 | nc: 38 | ncall: 127098 | eff(%): 2.839 | loglstar: -inf < -127.219 < inf | logz: -164.598 +/- 0.600 | dlogz: 18.956 > 0.109
iter: 3609 | bound: 54 | nc: 38 | ncall: 127136 | eff(%): 2.839 | loglstar: -inf < -127.166 < inf | logz: -164.555 +/- 0.600 | dlogz: 18.901 > 0.109
iter: 3610 | bound: 54 | nc: 38 | ncall: 127174 | eff(%): 2.839 | loglstar: -inf < -127.130 < inf | logz: -164.511 +/- 0.600 | dlogz: 18.848 > 0.109
iter: 3611 | bound: 54 | nc: 38 | ncall: 127212 | eff(%): 2.839 | loglstar: -inf < -127.112 < inf | logz: -164.469 +/- 0.600 | dlogz: 18.795 > 0.109
iter: 3612 | bound: 54 | nc: 38 | ncall: 127250 | eff(%): 2.839 | loglstar: -inf < -127.088 < inf | logz: -164.428 +/- 0.600 | dlogz: 18.743 > 0.109
iter: 3613 | bound: 54 | nc: 38 | ncall: 127288 | eff(%): 2.838 | loglstar: -inf < -127.066 < inf | logz: -164.389 +/- 0.600 | dlogz: 18.692 > 0.109
iter: 3614 | bound: 54 | nc: 38 | ncall: 127326 | eff(%): 2.838 | loglstar: -inf < -127.022 < inf | logz: -164.350 +/- 0.600 | dlogz: 18.642 > 0.109
iter: 3615 | bound: 54 | nc: 38 | ncall: 127364 | eff(%): 2.838 | loglstar: -inf < -127.014 < inf | logz: -164.311 +/- 0.600 | dlogz: 18.593 > 0.109
iter: 3616 | bound: 54 | nc: 38 | ncall: 127402 | eff(%): 2.838 | loglstar: -inf < -127.011 < inf | logz: -164.275 +/- 0.600 | dlogz: 18.545 > 0.109
iter: 3617 | bound: 54 | nc: 38 | ncall: 127440 | eff(%): 2.838 | loglstar: -inf < -126.848 < inf | logz: -164.237 +/- 0.600 | dlogz: 18.498 > 0.109
iter: 3618 | bound: 54 | nc: 38 | ncall: 127478 | eff(%): 2.838 | loglstar: -inf < -126.836 < inf | logz: -164.197 +/- 0.600 | dlogz: 18.450 > 0.109
iter: 3619 | bound: 54 | nc: 38 | ncall: 127516 | eff(%): 2.838 | loglstar: -inf < -126.597 < inf | logz: -164.154 +/- 0.600 | dlogz: 18.401 > 0.109
iter: 3620 | bound: 54 | nc: 38 | ncall: 127554 | eff(%): 2.838 | loglstar: -inf < -126.571 < inf | logz: -164.108 +/- 0.600 | dlogz: 18.348 > 0.109
iter: 3621 | bound: 55 | nc: 38 | ncall: 127592 | eff(%): 2.838 | loglstar: -inf < -126.415 < inf | logz: -164.060 +/- 0.600 | dlogz: 18.292 > 0.109
iter: 3622 | bound: 55 | nc: 38 | ncall: 127630 | eff(%): 2.838 | loglstar: -inf < -126.298 < inf | logz: -164.009 +/- 0.600 | dlogz: 18.234 > 0.109
iter: 3623 | bound: 55 | nc: 38 | ncall: 127668 | eff(%): 2.838 | loglstar: -inf < -126.209 < inf | logz: -163.955 +/- 0.601 | dlogz: 21.703 > 0.109
iter: 3624 | bound: 55 | nc: 38 | ncall: 127706 | eff(%): 2.838 | loglstar: -inf < -126.188 < inf | logz: -163.902 +/- 0.601 | dlogz: 21.639 > 0.109
iter: 3625 | bound: 55 | nc: 38 | ncall: 127744 | eff(%): 2.838 | loglstar: -inf < -126.141 < inf | logz: -163.851 +/- 0.601 | dlogz: 21.576 > 0.109
iter: 3626 | bound: 55 | nc: 38 | ncall: 127782 | eff(%): 2.838 | loglstar: -inf < -126.128 < inf | logz: -163.801 +/- 0.601 | dlogz: 21.514 > 0.109
iter: 3627 | bound: 55 | nc: 38 | ncall: 127820 | eff(%): 2.838 | loglstar: -inf < -126.097 < inf | logz: -163.752 +/- 0.601 | dlogz: 21.455 > 0.109
iter: 3628 | bound: 55 | nc: 38 | ncall: 127858 | eff(%): 2.838 | loglstar: -inf < -126.064 < inf | logz: -163.705 +/- 0.601 | dlogz: 21.396 > 0.109
iter: 3629 | bound: 55 | nc: 38 | ncall: 127896 | eff(%): 2.837 | loglstar: -inf < -126.056 < inf | logz: -163.660 +/- 0.601 | dlogz: 21.339 > 0.109
iter: 3630 | bound: 55 | nc: 38 | ncall: 127934 | eff(%): 2.837 | loglstar: -inf < -126.028 < inf | logz: -163.616 +/- 0.601 | dlogz: 21.284 > 0.109
iter: 3631 | bound: 55 | nc: 38 | ncall: 127972 | eff(%): 2.837 | loglstar: -inf < -125.908 < inf | logz: -163.572 +/- 0.601 | dlogz: 21.230 > 0.109
iter: 3632 | bound: 55 | nc: 38 | ncall: 128010 | eff(%): 2.837 | loglstar: -inf < -125.804 < inf | logz: -163.524 +/- 0.602 | dlogz: 21.176 > 0.109
iter: 3633 | bound: 55 | nc: 38 | ncall: 128048 | eff(%): 2.837 | loglstar: -inf < -125.735 < inf | logz: -163.476 +/- 0.602 | dlogz: 21.119 > 0.109
iter: 3634 | bound: 55 | nc: 38 | ncall: 128086 | eff(%): 2.837 | loglstar: -inf < -125.712 < inf | logz: -163.428 +/- 0.602 | dlogz: 21.060 > 0.109
iter: 3635 | bound: 55 | nc: 38 | ncall: 128124 | eff(%): 2.837 | loglstar: -inf < -125.490 < inf | logz: -163.377 +/- 0.602 | dlogz: 21.002 > 0.109
iter: 3636 | bound: 55 | nc: 38 | ncall: 128162 | eff(%): 2.837 | loglstar: -inf < -125.480 < inf | logz: -163.323 +/- 0.602 | dlogz: 20.941 > 0.109
iter: 3637 | bound: 55 | nc: 38 | ncall: 128200 | eff(%): 2.837 | loglstar: -inf < -125.350 < inf | logz: -163.268 +/- 0.602 | dlogz: 20.877 > 0.109
iter: 3638 | bound: 55 | nc: 38 | ncall: 128238 | eff(%): 2.837 | loglstar: -inf < -125.336 < inf | logz: -163.214 +/- 0.602 | dlogz: 20.813 > 0.109
iter: 3639 | bound: 55 | nc: 38 | ncall: 128276 | eff(%): 2.837 | loglstar: -inf < -125.162 < inf | logz: -163.157 +/- 0.603 | dlogz: 20.748 > 0.109
iter: 3640 | bound: 55 | nc: 38 | ncall: 128314 | eff(%): 2.837 | loglstar: -inf < -125.127 < inf | logz: -163.099 +/- 0.603 | dlogz: 20.682 > 0.109
iter: 3641 | bound: 55 | nc: 38 | ncall: 128352 | eff(%): 2.837 | loglstar: -inf < -125.088 < inf | logz: -163.043 +/- 0.603 | dlogz: 20.614 > 0.109
iter: 3642 | bound: 55 | nc: 38 | ncall: 128390 | eff(%): 2.837 | loglstar: -inf < -124.698 < inf | logz: -162.976 +/- 0.603 | dlogz: 20.547 > 0.109
iter: 3643 | bound: 55 | nc: 38 | ncall: 128428 | eff(%): 2.837 | loglstar: -inf < -124.696 < inf | logz: -162.903 +/- 0.603 | dlogz: 20.471 > 0.109
iter: 3644 | bound: 55 | nc: 38 | ncall: 128466 | eff(%): 2.837 | loglstar: -inf < -124.546 < inf | logz: -162.830 +/- 0.604 | dlogz: 20.387 > 0.109
iter: 3645 | bound: 55 | nc: 38 | ncall: 128504 | eff(%): 2.836 | loglstar: -inf < -124.443 < inf | logz: -162.754 +/- 0.604 | dlogz: 20.304 > 0.109
iter: 3646 | bound: 55 | nc: 38 | ncall: 128542 | eff(%): 2.836 | loglstar: -inf < -124.396 < inf | logz: -162.679 +/- 0.604 | dlogz: 20.219 > 0.109
iter: 3647 | bound: 55 | nc: 38 | ncall: 128580 | eff(%): 2.836 | loglstar: -inf < -124.308 < inf | logz: -162.605 +/- 0.605 | dlogz: 20.133 > 0.109
iter: 3648 | bound: 55 | nc: 38 | ncall: 128618 | eff(%): 2.836 | loglstar: -inf < -124.162 < inf | logz: -162.528 +/- 0.605 | dlogz: 20.050 > 0.109
iter: 3649 | bound: 55 | nc: 38 | ncall: 128656 | eff(%): 2.836 | loglstar: -inf < -124.045 < inf | logz: -162.449 +/- 0.605 | dlogz: 19.963 > 0.109
iter: 3650 | bound: 55 | nc: 38 | ncall: 128694 | eff(%): 2.836 | loglstar: -inf < -124.029 < inf | logz: -162.371 +/- 0.606 | dlogz: 19.874 > 0.109
iter: 3651 | bound: 55 | nc: 38 | ncall: 128732 | eff(%): 2.836 | loglstar: -inf < -123.975 < inf | logz: -162.297 +/- 0.606 | dlogz: 19.786 > 0.109
iter: 3652 | bound: 55 | nc: 38 | ncall: 128770 | eff(%): 2.836 | loglstar: -inf < -123.927 < inf | logz: -162.225 +/- 0.606 | dlogz: 23.437 > 0.109
iter: 3653 | bound: 55 | nc: 38 | ncall: 128808 | eff(%): 2.836 | loglstar: -inf < -123.842 < inf | logz: -162.154 +/- 0.606 | dlogz: 23.355 > 0.109
iter: 3654 | bound: 55 | nc: 38 | ncall: 128846 | eff(%): 2.836 | loglstar: -inf < -123.819 < inf | logz: -162.085 +/- 0.606 | dlogz: 23.275 > 0.109
iter: 3655 | bound: 55 | nc: 38 | ncall: 128884 | eff(%): 2.836 | loglstar: -inf < -123.795 < inf | logz: -162.020 +/- 0.606 | dlogz: 23.196 > 0.109
iter: 3656 | bound: 55 | nc: 38 | ncall: 128922 | eff(%): 2.836 | loglstar: -inf < -123.785 < inf | logz: -161.958 +/- 0.606 | dlogz: 23.121 > 0.109
iter: 3657 | bound: 55 | nc: 38 | ncall: 128960 | eff(%): 2.836 | loglstar: -inf < -123.777 < inf | logz: -161.900 +/- 0.607 | dlogz: 23.049 > 0.109
iter: 3658 | bound: 55 | nc: 38 | ncall: 128998 | eff(%): 2.836 | loglstar: -inf < -123.515 < inf | logz: -161.838 +/- 0.607 | dlogz: 22.981 > 0.109
iter: 3659 | bound: 55 | nc: 38 | ncall: 129036 | eff(%): 2.836 | loglstar: -inf < -123.505 < inf | logz: -161.772 +/- 0.607 | dlogz: 22.909 > 0.109
iter: 3660 | bound: 55 | nc: 38 | ncall: 129074 | eff(%): 2.836 | loglstar: -inf < -123.447 < inf | logz: -161.709 +/- 0.607 | dlogz: 22.833 > 0.109
iter: 3661 | bound: 55 | nc: 38 | ncall: 129112 | eff(%): 2.836 | loglstar: -inf < -123.318 < inf | logz: -161.644 +/- 0.607 | dlogz: 22.760 > 0.109
iter: 3662 | bound: 55 | nc: 38 | ncall: 129150 | eff(%): 2.835 | loglstar: -inf < -123.310 < inf | logz: -161.580 +/- 0.607 | dlogz: 22.685 > 0.109
iter: 3663 | bound: 55 | nc: 38 | ncall: 129188 | eff(%): 2.835 | loglstar: -inf < -123.268 < inf | logz: -161.519 +/- 0.607 | dlogz: 22.611 > 0.109
iter: 3664 | bound: 55 | nc: 38 | ncall: 129226 | eff(%): 2.835 | loglstar: -inf < -123.245 < inf | logz: -161.460 +/- 0.607 | dlogz: 22.540 > 0.109
iter: 3665 | bound: 55 | nc: 38 | ncall: 129264 | eff(%): 2.835 | loglstar: -inf < -123.213 < inf | logz: -161.403 +/- 0.607 | dlogz: 22.471 > 0.109
iter: 3666 | bound: 55 | nc: 38 | ncall: 129302 | eff(%): 2.835 | loglstar: -inf < -123.209 < inf | logz: -161.349 +/- 0.607 | dlogz: 22.404 > 0.109
iter: 3667 | bound: 55 | nc: 38 | ncall: 129340 | eff(%): 2.835 | loglstar: -inf < -123.143 < inf | logz: -161.297 +/- 0.607 | dlogz: 22.340 > 0.109
iter: 3668 | bound: 55 | nc: 38 | ncall: 129378 | eff(%): 2.835 | loglstar: -inf < -123.046 < inf | logz: -161.243 +/- 0.607 | dlogz: 22.278 > 0.109
iter: 3669 | bound: 55 | nc: 38 | ncall: 129416 | eff(%): 2.835 | loglstar: -inf < -122.926 < inf | logz: -161.187 +/- 0.607 | dlogz: 22.214 > 0.109
iter: 3670 | bound: 55 | nc: 38 | ncall: 129454 | eff(%): 2.835 | loglstar: -inf < -122.919 < inf | logz: -161.132 +/- 0.607 | dlogz: 22.149 > 0.109
iter: 3671 | bound: 55 | nc: 38 | ncall: 129492 | eff(%): 2.835 | loglstar: -inf < -122.902 < inf | logz: -161.079 +/- 0.607 | dlogz: 22.083 > 0.109
iter: 3672 | bound: 55 | nc: 38 | ncall: 129530 | eff(%): 2.835 | loglstar: -inf < -122.837 < inf | logz: -161.027 +/- 0.607 | dlogz: 22.020 > 0.109
iter: 3673 | bound: 55 | nc: 38 | ncall: 129568 | eff(%): 2.835 | loglstar: -inf < -122.785 < inf | logz: -160.975 +/- 0.607 | dlogz: 21.958 > 0.109
iter: 3674 | bound: 55 | nc: 38 | ncall: 129606 | eff(%): 2.835 | loglstar: -inf < -122.741 < inf | logz: -160.924 +/- 0.607 | dlogz: 21.897 > 0.109
iter: 3675 | bound: 55 | nc: 38 | ncall: 129644 | eff(%): 2.835 | loglstar: -inf < -122.737 < inf | logz: -160.875 +/- 0.607 | dlogz: 21.836 > 0.109
iter: 3676 | bound: 55 | nc: 38 | ncall: 129682 | eff(%): 2.835 | loglstar: -inf < -122.707 < inf | logz: -160.828 +/- 0.607 | dlogz: 21.777 > 0.109
iter: 3677 | bound: 55 | nc: 38 | ncall: 129720 | eff(%): 2.835 | loglstar: -inf < -122.575 < inf | logz: -160.780 +/- 0.607 | dlogz: 21.720 > 0.109
iter: 3678 | bound: 55 | nc: 38 | ncall: 129758 | eff(%): 2.835 | loglstar: -inf < -122.565 < inf | logz: -160.731 +/- 0.607 | dlogz: 21.661 > 0.109
iter: 3679 | bound: 55 | nc: 38 | ncall: 129796 | eff(%): 2.834 | loglstar: -inf < -122.515 < inf | logz: -160.683 +/- 0.607 | dlogz: 21.603 > 0.109
iter: 3680 | bound: 55 | nc: 38 | ncall: 129834 | eff(%): 2.834 | loglstar: -inf < -122.448 < inf | logz: -160.636 +/- 0.607 | dlogz: 21.545 > 0.109
iter: 3681 | bound: 55 | nc: 38 | ncall: 129872 | eff(%): 2.834 | loglstar: -inf < -122.438 < inf | logz: -160.589 +/- 0.607 | dlogz: 21.487 > 0.109
iter: 3682 | bound: 55 | nc: 38 | ncall: 129910 | eff(%): 2.834 | loglstar: -inf < -122.416 < inf | logz: -160.544 +/- 0.607 | dlogz: 21.431 > 0.109
iter: 3683 | bound: 56 | nc: 38 | ncall: 129948 | eff(%): 2.834 | loglstar: -inf < -122.329 < inf | logz: -160.499 +/- 0.607 | dlogz: 21.376 > 0.109
iter: 3684 | bound: 56 | nc: 38 | ncall: 129986 | eff(%): 2.834 | loglstar: -inf < -122.251 < inf | logz: -160.453 +/- 0.607 | dlogz: 21.321 > 0.109
iter: 3685 | bound: 56 | nc: 38 | ncall: 130024 | eff(%): 2.834 | loglstar: -inf < -122.250 < inf | logz: -160.408 +/- 0.607 | dlogz: 21.265 > 0.109
iter: 3686 | bound: 56 | nc: 38 | ncall: 130062 | eff(%): 2.834 | loglstar: -inf < -122.210 < inf | logz: -160.364 +/- 0.607 | dlogz: 21.210 > 0.109
iter: 3687 | bound: 56 | nc: 38 | ncall: 130100 | eff(%): 2.834 | loglstar: -inf < -122.127 < inf | logz: -160.320 +/- 0.607 | dlogz: 21.156 > 0.109
iter: 3688 | bound: 56 | nc: 38 | ncall: 130138 | eff(%): 2.834 | loglstar: -inf < -122.101 < inf | logz: -160.275 +/- 0.607 | dlogz: 21.102 > 0.109
iter: 3689 | bound: 56 | nc: 38 | ncall: 130176 | eff(%): 2.834 | loglstar: -inf < -121.974 < inf | logz: -160.230 +/- 0.607 | dlogz: 21.048 > 0.109
iter: 3690 | bound: 56 | nc: 38 | ncall: 130214 | eff(%): 2.834 | loglstar: -inf < -121.956 < inf | logz: -160.184 +/- 0.607 | dlogz: 20.993 > 0.109
iter: 3691 | bound: 56 | nc: 38 | ncall: 130252 | eff(%): 2.834 | loglstar: -inf < -121.903 < inf | logz: -160.139 +/- 0.607 | dlogz: 20.937 > 0.109
iter: 3692 | bound: 56 | nc: 38 | ncall: 130290 | eff(%): 2.834 | loglstar: -inf < -121.824 < inf | logz: -160.094 +/- 0.607 | dlogz: 20.882 > 0.109
iter: 3693 | bound: 56 | nc: 38 | ncall: 130328 | eff(%): 2.834 | loglstar: -inf < -121.670 < inf | logz: -160.045 +/- 0.607 | dlogz: 20.826 > 0.109
iter: 3694 | bound: 56 | nc: 38 | ncall: 130366 | eff(%): 2.834 | loglstar: -inf < -121.557 < inf | logz: -159.993 +/- 0.608 | dlogz: 20.768 > 0.109
iter: 3695 | bound: 56 | nc: 38 | ncall: 130404 | eff(%): 2.834 | loglstar: -inf < -121.503 < inf | logz: -159.940 +/- 0.608 | dlogz: 20.706 > 0.109
iter: 3696 | bound: 56 | nc: 38 | ncall: 130442 | eff(%): 2.833 | loglstar: -inf < -121.485 < inf | logz: -159.888 +/- 0.608 | dlogz: 20.643 > 0.109
iter: 3697 | bound: 56 | nc: 38 | ncall: 130480 | eff(%): 2.833 | loglstar: -inf < -121.422 < inf | logz: -159.838 +/- 0.608 | dlogz: 20.581 > 0.109
iter: 3698 | bound: 56 | nc: 38 | ncall: 130518 | eff(%): 2.833 | loglstar: -inf < -121.417 < inf | logz: -159.788 +/- 0.608 | dlogz: 20.520 > 0.109
iter: 3699 | bound: 56 | nc: 38 | ncall: 130556 | eff(%): 2.833 | loglstar: -inf < -121.322 < inf | logz: -159.740 +/- 0.608 | dlogz: 20.461 > 0.109
iter: 3700 | bound: 56 | nc: 38 | ncall: 130594 | eff(%): 2.833 | loglstar: -inf < -121.292 < inf | logz: -159.690 +/- 0.608 | dlogz: 20.402 > 0.109
iter: 3701 | bound: 56 | nc: 38 | ncall: 130632 | eff(%): 2.833 | loglstar: -inf < -121.278 < inf | logz: -159.643 +/- 0.608 | dlogz: 20.343 > 0.109
iter: 3702 | bound: 56 | nc: 38 | ncall: 130670 | eff(%): 2.833 | loglstar: -inf < -121.255 < inf | logz: -159.598 +/- 0.608 | dlogz: 20.286 > 0.109
iter: 3703 | bound: 56 | nc: 38 | ncall: 130708 | eff(%): 2.833 | loglstar: -inf < -121.133 < inf | logz: -159.551 +/- 0.608 | dlogz: 20.230 > 0.109
iter: 3704 | bound: 56 | nc: 38 | ncall: 130746 | eff(%): 2.833 | loglstar: -inf < -121.104 < inf | logz: -159.504 +/- 0.608 | dlogz: 20.174 > 0.109
iter: 3705 | bound: 56 | nc: 38 | ncall: 130784 | eff(%): 2.833 | loglstar: -inf < -121.007 < inf | logz: -159.456 +/- 0.608 | dlogz: 20.117 > 0.109
iter: 3706 | bound: 56 | nc: 38 | ncall: 130822 | eff(%): 2.833 | loglstar: -inf < -121.006 < inf | logz: -159.409 +/- 0.608 | dlogz: 20.059 > 0.109
iter: 3707 | bound: 56 | nc: 38 | ncall: 130860 | eff(%): 2.833 | loglstar: -inf < -120.922 < inf | logz: -159.363 +/- 0.608 | dlogz: 20.002 > 0.109
iter: 3708 | bound: 56 | nc: 38 | ncall: 130898 | eff(%): 2.833 | loglstar: -inf < -120.875 < inf | logz: -159.316 +/- 0.608 | dlogz: 19.946 > 0.109
iter: 3709 | bound: 56 | nc: 38 | ncall: 130936 | eff(%): 2.833 | loglstar: -inf < -120.780 < inf | logz: -159.268 +/- 0.608 | dlogz: 19.889 > 0.109
iter: 3710 | bound: 56 | nc: 38 | ncall: 130974 | eff(%): 2.833 | loglstar: -inf < -120.586 < inf | logz: -159.217 +/- 0.609 | dlogz: 19.832 > 0.109
iter: 3711 | bound: 56 | nc: 38 | ncall: 131012 | eff(%): 2.833 | loglstar: -inf < -120.532 < inf | logz: -159.162 +/- 0.609 | dlogz: 19.770 > 0.109
iter: 3712 | bound: 56 | nc: 38 | ncall: 131050 | eff(%): 2.833 | loglstar: -inf < -120.478 < inf | logz: -159.107 +/- 0.609 | dlogz: 19.705 > 0.109
iter: 3713 | bound: 56 | nc: 38 | ncall: 131088 | eff(%): 2.832 | loglstar: -inf < -120.432 < inf | logz: -159.054 +/- 0.609 | dlogz: 19.641 > 0.109
iter: 3714 | bound: 56 | nc: 38 | ncall: 131126 | eff(%): 2.832 | loglstar: -inf < -120.337 < inf | logz: -159.000 +/- 0.609 | dlogz: 19.577 > 0.109
iter: 3715 | bound: 56 | nc: 38 | ncall: 131164 | eff(%): 2.832 | loglstar: -inf < -120.219 < inf | logz: -158.943 +/- 0.609 | dlogz: 19.513 > 0.109
iter: 3716 | bound: 56 | nc: 38 | ncall: 131202 | eff(%): 2.832 | loglstar: -inf < -120.186 < inf | logz: -158.887 +/- 0.609 | dlogz: 19.447 > 0.109
iter: 3717 | bound: 57 | nc: 38 | ncall: 131240 | eff(%): 2.832 | loglstar: -inf < -120.106 < inf | logz: -158.830 +/- 0.609 | dlogz: 19.380 > 0.109
iter: 3718 | bound: 57 | nc: 38 | ncall: 131278 | eff(%): 2.832 | loglstar: -inf < -120.103 < inf | logz: -158.776 +/- 0.610 | dlogz: 19.314 > 0.109
iter: 3719 | bound: 57 | nc: 38 | ncall: 131316 | eff(%): 2.832 | loglstar: -inf < -120.030 < inf | logz: -158.722 +/- 0.610 | dlogz: 19.249 > 0.109
iter: 3720 | bound: 57 | nc: 38 | ncall: 131354 | eff(%): 2.832 | loglstar: -inf < -119.986 < inf | logz: -158.669 +/- 0.610 | dlogz: 19.186 > 0.109
iter: 3721 | bound: 57 | nc: 38 | ncall: 131392 | eff(%): 2.832 | loglstar: -inf < -119.892 < inf | logz: -158.615 +/- 0.610 | dlogz: 19.123 > 0.109
iter: 3722 | bound: 57 | nc: 38 | ncall: 131430 | eff(%): 2.832 | loglstar: -inf < -119.883 < inf | logz: -158.563 +/- 0.610 | dlogz: 19.059 > 0.109
iter: 3723 | bound: 57 | nc: 38 | ncall: 131468 | eff(%): 2.832 | loglstar: -inf < -119.881 < inf | logz: -158.513 +/- 0.610 | dlogz: 18.996 > 0.109
iter: 3724 | bound: 57 | nc: 38 | ncall: 131506 | eff(%): 2.832 | loglstar: -inf < -119.755 < inf | logz: -158.462 +/- 0.610 | dlogz: 18.936 > 0.109
iter: 3725 | bound: 57 | nc: 38 | ncall: 131544 | eff(%): 2.832 | loglstar: -inf < -119.556 < inf | logz: -158.406 +/- 0.610 | dlogz: 18.876 > 0.109
iter: 3726 | bound: 57 | nc: 38 | ncall: 131582 | eff(%): 2.832 | loglstar: -inf < -119.482 < inf | logz: -158.347 +/- 0.610 | dlogz: 18.811 > 0.109
iter: 3727 | bound: 57 | nc: 38 | ncall: 131620 | eff(%): 2.832 | loglstar: -inf < -119.353 < inf | logz: -158.286 +/- 0.611 | dlogz: 20.776 > 0.109
iter: 3728 | bound: 57 | nc: 38 | ncall: 131658 | eff(%): 2.832 | loglstar: -inf < -119.325 < inf | logz: -158.224 +/- 0.611 | dlogz: 20.705 > 0.109
iter: 3729 | bound: 57 | nc: 38 | ncall: 131696 | eff(%): 2.832 | loglstar: -inf < -119.229 < inf | logz: -158.163 +/- 0.611 | dlogz: 20.633 > 0.109
iter: 3730 | bound: 57 | nc: 38 | ncall: 131734 | eff(%): 2.831 | loglstar: -inf < -119.223 < inf | logz: -158.103 +/- 0.611 | dlogz: 20.562 > 0.109
iter: 3731 | bound: 57 | nc: 38 | ncall: 131772 | eff(%): 2.831 | loglstar: -inf < -119.214 < inf | logz: -158.046 +/- 0.611 | dlogz: 20.492 > 0.109
iter: 3732 | bound: 57 | nc: 38 | ncall: 131810 | eff(%): 2.831 | loglstar: -inf < -119.096 < inf | logz: -157.990 +/- 0.611 | dlogz: 20.426 > 0.109
iter: 3733 | bound: 57 | nc: 38 | ncall: 131848 | eff(%): 2.831 | loglstar: -inf < -119.065 < inf | logz: -157.933 +/- 0.611 | dlogz: 20.359 > 0.109
iter: 3734 | bound: 57 | nc: 38 | ncall: 131886 | eff(%): 2.831 | loglstar: -inf < -119.049 < inf | logz: -157.879 +/- 0.611 | dlogz: 20.293 > 0.109
iter: 3735 | bound: 57 | nc: 38 | ncall: 131924 | eff(%): 2.831 | loglstar: -inf < -118.998 < inf | logz: -157.826 +/- 0.612 | dlogz: 20.229 > 0.109
iter: 3736 | bound: 57 | nc: 38 | ncall: 131962 | eff(%): 2.831 | loglstar: -inf < -118.948 < inf | logz: -157.774 +/- 0.612 | dlogz: 20.166 > 0.109
iter: 3737 | bound: 57 | nc: 38 | ncall: 132000 | eff(%): 2.831 | loglstar: -inf < -118.785 < inf | logz: -157.719 +/- 0.612 | dlogz: 20.104 > 0.109
iter: 3738 | bound: 57 | nc: 38 | ncall: 132038 | eff(%): 2.831 | loglstar: -inf < -118.574 < inf | logz: -157.658 +/- 0.612 | dlogz: 20.039 > 0.109
iter: 3739 | bound: 57 | nc: 38 | ncall: 132076 | eff(%): 2.831 | loglstar: -inf < -118.508 < inf | logz: -157.592 +/- 0.612 | dlogz: 19.967 > 0.109
iter: 3740 | bound: 57 | nc: 38 | ncall: 132114 | eff(%): 2.831 | loglstar: -inf < -118.454 < inf | logz: -157.528 +/- 0.612 | dlogz: 19.892 > 0.109
iter: 3741 | bound: 57 | nc: 38 | ncall: 132152 | eff(%): 2.831 | loglstar: -inf < -118.406 < inf | logz: -157.465 +/- 0.612 | dlogz: 19.818 > 0.109
iter: 3742 | bound: 57 | nc: 38 | ncall: 132190 | eff(%): 2.831 | loglstar: -inf < -118.354 < inf | logz: -157.403 +/- 0.612 | dlogz: 19.745 > 0.109
iter: 3743 | bound: 57 | nc: 38 | ncall: 132228 | eff(%): 2.831 | loglstar: -inf < -118.329 < inf | logz: -157.343 +/- 0.613 | dlogz: 19.673 > 0.109
iter: 3744 | bound: 57 | nc: 38 | ncall: 132266 | eff(%): 2.831 | loglstar: -inf < -118.323 < inf | logz: -157.287 +/- 0.613 | dlogz: 19.603 > 0.109
iter: 3745 | bound: 57 | nc: 38 | ncall: 132304 | eff(%): 2.831 | loglstar: -inf < -118.183 < inf | logz: -157.230 +/- 0.613 | dlogz: 19.537 > 0.109
iter: 3746 | bound: 57 | nc: 38 | ncall: 132342 | eff(%): 2.831 | loglstar: -inf < -118.171 < inf | logz: -157.172 +/- 0.613 | dlogz: 19.470 > 0.109
iter: 3747 | bound: 57 | nc: 38 | ncall: 132380 | eff(%): 2.830 | loglstar: -inf < -118.145 < inf | logz: -157.117 +/- 0.613 | dlogz: 19.402 > 0.109
iter: 3748 | bound: 57 | nc: 38 | ncall: 132418 | eff(%): 2.830 | loglstar: -inf < -118.107 < inf | logz: -157.064 +/- 0.613 | dlogz: 19.338 > 0.109
iter: 3749 | bound: 57 | nc: 38 | ncall: 132456 | eff(%): 2.830 | loglstar: -inf < -118.093 < inf | logz: -157.013 +/- 0.613 | dlogz: 19.274 > 0.109
iter: 3750 | bound: 57 | nc: 38 | ncall: 132494 | eff(%): 2.830 | loglstar: -inf < -118.035 < inf | logz: -156.963 +/- 0.613 | dlogz: 19.213 > 0.109
iter: 3751 | bound: 57 | nc: 38 | ncall: 132532 | eff(%): 2.830 | loglstar: -inf < -117.886 < inf | logz: -156.911 +/- 0.613 | dlogz: 19.153 > 0.109
iter: 3752 | bound: 57 | nc: 38 | ncall: 132570 | eff(%): 2.830 | loglstar: -inf < -117.850 < inf | logz: -156.857 +/- 0.613 | dlogz: 19.091 > 0.109
iter: 3753 | bound: 57 | nc: 38 | ncall: 132608 | eff(%): 2.830 | loglstar: -inf < -117.846 < inf | logz: -156.806 +/- 0.613 | dlogz: 19.027 > 0.109
iter: 3754 | bound: 57 | nc: 38 | ncall: 132646 | eff(%): 2.830 | loglstar: -inf < -117.838 < inf | logz: -156.757 +/- 0.613 | dlogz: 18.966 > 0.109
iter: 3755 | bound: 58 | nc: 38 | ncall: 132684 | eff(%): 2.830 | loglstar: -inf < -117.779 < inf | logz: -156.709 +/- 0.613 | dlogz: 18.907 > 0.109
iter: 3756 | bound: 58 | nc: 38 | ncall: 132722 | eff(%): 2.830 | loglstar: -inf < -117.762 < inf | logz: -156.663 +/- 0.613 | dlogz: 18.850 > 0.109
iter: 3757 | bound: 58 | nc: 38 | ncall: 132760 | eff(%): 2.830 | loglstar: -inf < -117.594 < inf | logz: -156.614 +/- 0.613 | dlogz: 18.793 > 0.109
iter: 3758 | bound: 58 | nc: 38 | ncall: 132798 | eff(%): 2.830 | loglstar: -inf < -117.324 < inf | logz: -156.557 +/- 0.613 | dlogz: 18.735 > 0.109
iter: 3759 | bound: 58 | nc: 38 | ncall: 132836 | eff(%): 2.830 | loglstar: -inf < -117.235 < inf | logz: -156.494 +/- 0.614 | dlogz: 18.668 > 0.109
iter: 3760 | bound: 58 | nc: 38 | ncall: 132874 | eff(%): 2.830 | loglstar: -inf < -117.164 < inf | logz: -156.430 +/- 0.614 | dlogz: 18.595 > 0.109
iter: 3761 | bound: 58 | nc: 38 | ncall: 132912 | eff(%): 2.830 | loglstar: -inf < -117.088 < inf | logz: -156.367 +/- 0.614 | dlogz: 18.521 > 0.109
iter: 3762 | bound: 58 | nc: 38 | ncall: 132950 | eff(%): 2.830 | loglstar: -inf < -117.062 < inf | logz: -156.305 +/- 0.614 | dlogz: 18.448 > 0.109
iter: 3763 | bound: 58 | nc: 38 | ncall: 132988 | eff(%): 2.830 | loglstar: -inf < -117.020 < inf | logz: -156.245 +/- 0.614 | dlogz: 18.376 > 0.109
iter: 3764 | bound: 58 | nc: 38 | ncall: 133026 | eff(%): 2.830 | loglstar: -inf < -116.978 < inf | logz: -156.187 +/- 0.614 | dlogz: 18.306 > 0.109
iter: 3765 | bound: 58 | nc: 38 | ncall: 133064 | eff(%): 2.829 | loglstar: -inf < -116.968 < inf | logz: -156.131 +/- 0.614 | dlogz: 18.238 > 0.109
iter: 3766 | bound: 58 | nc: 38 | ncall: 133102 | eff(%): 2.829 | loglstar: -inf < -116.953 < inf | logz: -156.078 +/- 0.614 | dlogz: 18.172 > 0.109
iter: 3767 | bound: 58 | nc: 38 | ncall: 133140 | eff(%): 2.829 | loglstar: -inf < -116.917 < inf | logz: -156.026 +/- 0.614 | dlogz: 18.109 > 0.109
iter: 3768 | bound: 58 | nc: 38 | ncall: 133178 | eff(%): 2.829 | loglstar: -inf < -116.916 < inf | logz: -155.977 +/- 0.614 | dlogz: 18.048 > 0.109
iter: 3769 | bound: 58 | nc: 38 | ncall: 133216 | eff(%): 2.829 | loglstar: -inf < -116.741 < inf | logz: -155.927 +/- 0.614 | dlogz: 17.988 > 0.109
iter: 3770 | bound: 58 | nc: 38 | ncall: 133254 | eff(%): 2.829 | loglstar: -inf < -116.642 < inf | logz: -155.872 +/- 0.615 | dlogz: 24.844 > 0.109
iter: 3771 | bound: 58 | nc: 38 | ncall: 133292 | eff(%): 2.829 | loglstar: -inf < -116.566 < inf | logz: -155.816 +/- 0.615 | dlogz: 24.780 > 0.109
iter: 3772 | bound: 58 | nc: 38 | ncall: 133330 | eff(%): 2.829 | loglstar: -inf < -116.558 < inf | logz: -155.762 +/- 0.615 | dlogz: 24.714 > 0.109
iter: 3773 | bound: 58 | nc: 38 | ncall: 133368 | eff(%): 2.829 | loglstar: -inf < -116.519 < inf | logz: -155.710 +/- 0.615 | dlogz: 24.650 > 0.109
iter: 3774 | bound: 58 | nc: 38 | ncall: 133406 | eff(%): 2.829 | loglstar: -inf < -116.463 < inf | logz: -155.658 +/- 0.615 | dlogz: 24.588 > 0.109
iter: 3775 | bound: 58 | nc: 38 | ncall: 133444 | eff(%): 2.829 | loglstar: -inf < -116.367 < inf | logz: -155.606 +/- 0.615 | dlogz: 24.526 > 0.109
iter: 3776 | bound: 58 | nc: 38 | ncall: 133482 | eff(%): 2.829 | loglstar: -inf < -116.320 < inf | logz: -155.553 +/- 0.615 | dlogz: 24.464 > 0.109
iter: 3777 | bound: 58 | nc: 38 | ncall: 133520 | eff(%): 2.829 | loglstar: -inf < -116.282 < inf | logz: -155.501 +/- 0.615 | dlogz: 24.401 > 0.109
iter: 3778 | bound: 58 | nc: 38 | ncall: 133558 | eff(%): 2.829 | loglstar: -inf < -116.272 < inf | logz: -155.452 +/- 0.615 | dlogz: 24.339 > 0.109
iter: 3779 | bound: 58 | nc: 38 | ncall: 133596 | eff(%): 2.829 | loglstar: -inf < -116.255 < inf | logz: -155.404 +/- 0.615 | dlogz: 24.280 > 0.109
iter: 3780 | bound: 58 | nc: 38 | ncall: 133634 | eff(%): 2.829 | loglstar: -inf < -116.222 < inf | logz: -155.358 +/- 0.615 | dlogz: 24.222 > 0.109
iter: 3781 | bound: 58 | nc: 38 | ncall: 133672 | eff(%): 2.829 | loglstar: -inf < -116.115 < inf | logz: -155.311 +/- 0.615 | dlogz: 24.166 > 0.109
iter: 3782 | bound: 58 | nc: 38 | ncall: 133710 | eff(%): 2.829 | loglstar: -inf < -116.103 < inf | logz: -155.264 +/- 0.615 | dlogz: 24.109 > 0.109
iter: 3783 | bound: 58 | nc: 38 | ncall: 133748 | eff(%): 2.828 | loglstar: -inf < -116.042 < inf | logz: -155.218 +/- 0.615 | dlogz: 24.052 > 0.109
iter: 3784 | bound: 58 | nc: 38 | ncall: 133786 | eff(%): 2.828 | loglstar: -inf < -116.035 < inf | logz: -155.173 +/- 0.615 | dlogz: 23.996 > 0.109
iter: 3785 | bound: 58 | nc: 38 | ncall: 133824 | eff(%): 2.828 | loglstar: -inf < -116.015 < inf | logz: -155.130 +/- 0.615 | dlogz: 23.941 > 0.109
iter: 3786 | bound: 58 | nc: 38 | ncall: 133862 | eff(%): 2.828 | loglstar: -inf < -115.974 < inf | logz: -155.088 +/- 0.615 | dlogz: 23.888 > 0.109
iter: 3787 | bound: 58 | nc: 38 | ncall: 133900 | eff(%): 2.828 | loglstar: -inf < -115.973 < inf | logz: -155.047 +/- 0.615 | dlogz: 23.836 > 0.109
iter: 3788 | bound: 58 | nc: 38 | ncall: 133938 | eff(%): 2.828 | loglstar: -inf < -115.955 < inf | logz: -155.007 +/- 0.615 | dlogz: 23.785 > 0.109
iter: 3789 | bound: 58 | nc: 38 | ncall: 133976 | eff(%): 2.828 | loglstar: -inf < -115.844 < inf | logz: -154.967 +/- 0.615 | dlogz: 23.736 > 0.109
iter: 3790 | bound: 58 | nc: 38 | ncall: 134014 | eff(%): 2.828 | loglstar: -inf < -115.763 < inf | logz: -154.925 +/- 0.615 | dlogz: 23.686 > 0.109
iter: 3791 | bound: 58 | nc: 38 | ncall: 134052 | eff(%): 2.828 | loglstar: -inf < -115.681 < inf | logz: -154.882 +/- 0.615 | dlogz: 23.634 > 0.109
iter: 3792 | bound: 58 | nc: 38 | ncall: 134090 | eff(%): 2.828 | loglstar: -inf < -115.670 < inf | logz: -154.840 +/- 0.615 | dlogz: 23.581 > 0.109
iter: 3793 | bound: 58 | nc: 38 | ncall: 134128 | eff(%): 2.828 | loglstar: -inf < -115.606 < inf | logz: -154.798 +/- 0.615 | dlogz: 23.528 > 0.109
iter: 3794 | bound: 58 | nc: 38 | ncall: 134166 | eff(%): 2.828 | loglstar: -inf < -115.602 < inf | logz: -154.756 +/- 0.615 | dlogz: 23.476 > 0.109
iter: 3795 | bound: 58 | nc: 38 | ncall: 134204 | eff(%): 2.828 | loglstar: -inf < -115.593 < inf | logz: -154.717 +/- 0.615 | dlogz: 23.425 > 0.109
iter: 3796 | bound: 58 | nc: 38 | ncall: 134242 | eff(%): 2.828 | loglstar: -inf < -115.551 < inf | logz: -154.678 +/- 0.615 | dlogz: 23.375 > 0.109
iter: 3797 | bound: 58 | nc: 38 | ncall: 134280 | eff(%): 2.828 | loglstar: -inf < -115.508 < inf | logz: -154.639 +/- 0.615 | dlogz: 23.327 > 0.109
iter: 3798 | bound: 58 | nc: 38 | ncall: 134318 | eff(%): 2.828 | loglstar: -inf < -115.459 < inf | logz: -154.601 +/- 0.615 | dlogz: 23.278 > 0.109
iter: 3799 | bound: 58 | nc: 38 | ncall: 134356 | eff(%): 2.828 | loglstar: -inf < -115.370 < inf | logz: -154.562 +/- 0.615 | dlogz: 23.230 > 0.109
iter: 3800 | bound: 58 | nc: 38 | ncall: 134394 | eff(%): 2.828 | loglstar: -inf < -115.352 < inf | logz: -154.523 +/- 0.615 | dlogz: 23.181 > 0.109
iter: 3801 | bound: 58 | nc: 38 | ncall: 134432 | eff(%): 2.827 | loglstar: -inf < -115.275 < inf | logz: -154.483 +/- 0.615 | dlogz: 23.132 > 0.109
iter: 3802 | bound: 58 | nc: 38 | ncall: 134470 | eff(%): 2.827 | loglstar: -inf < -115.222 < inf | logz: -154.443 +/- 0.615 | dlogz: 23.082 > 0.109
iter: 3803 | bound: 58 | nc: 38 | ncall: 134508 | eff(%): 2.827 | loglstar: -inf < -115.208 < inf | logz: -154.404 +/- 0.615 | dlogz: 23.033 > 0.109
iter: 3804 | bound: 58 | nc: 38 | ncall: 134546 | eff(%): 2.827 | loglstar: -inf < -115.184 < inf | logz: -154.366 +/- 0.615 | dlogz: 22.983 > 0.109
iter: 3805 | bound: 58 | nc: 38 | ncall: 134584 | eff(%): 2.827 | loglstar: -inf < -115.072 < inf | logz: -154.327 +/- 0.615 | dlogz: 22.935 > 0.109
iter: 3806 | bound: 58 | nc: 38 | ncall: 134622 | eff(%): 2.827 | loglstar: -inf < -114.991 < inf | logz: -154.287 +/- 0.615 | dlogz: 22.887 > 0.109
iter: 3807 | bound: 58 | nc: 38 | ncall: 134660 | eff(%): 2.827 | loglstar: -inf < -114.864 < inf | logz: -154.244 +/- 0.615 | dlogz: 22.836 > 0.109
iter: 3808 | bound: 58 | nc: 38 | ncall: 134698 | eff(%): 2.827 | loglstar: -inf < -114.669 < inf | logz: -154.196 +/- 0.616 | dlogz: 22.783 > 0.109
iter: 3809 | bound: 58 | nc: 38 | ncall: 134736 | eff(%): 2.827 | loglstar: -inf < -114.412 < inf | logz: -154.139 +/- 0.616 | dlogz: 22.725 > 0.109
iter: 3810 | bound: 58 | nc: 38 | ncall: 134774 | eff(%): 2.827 | loglstar: -inf < -114.349 < inf | logz: -154.078 +/- 0.616 | dlogz: 22.659 > 0.109
iter: 3811 | bound: 58 | nc: 38 | ncall: 134812 | eff(%): 2.827 | loglstar: -inf < -114.336 < inf | logz: -154.018 +/- 0.616 | dlogz: 22.587 > 0.109
iter: 3812 | bound: 58 | nc: 38 | ncall: 134850 | eff(%): 2.827 | loglstar: -inf < -114.322 < inf | logz: -153.962 +/- 0.616 | dlogz: 22.518 > 0.109
iter: 3813 | bound: 58 | nc: 38 | ncall: 134888 | eff(%): 2.827 | loglstar: -inf < -114.237 < inf | logz: -153.906 +/- 0.617 | dlogz: 22.451 > 0.109
iter: 3814 | bound: 58 | nc: 38 | ncall: 134926 | eff(%): 2.827 | loglstar: -inf < -114.177 < inf | logz: -153.850 +/- 0.617 | dlogz: 22.386 > 0.109
iter: 3815 | bound: 58 | nc: 38 | ncall: 134964 | eff(%): 2.827 | loglstar: -inf < -114.177 < inf | logz: -153.797 +/- 0.617 | dlogz: 22.320 > 0.109
iter: 3816 | bound: 58 | nc: 38 | ncall: 135002 | eff(%): 2.827 | loglstar: -inf < -114.168 < inf | logz: -153.746 +/- 0.617 | dlogz: 22.256 > 0.109
iter: 3817 | bound: 58 | nc: 38 | ncall: 135040 | eff(%): 2.827 | loglstar: -inf < -114.089 < inf | logz: -153.696 +/- 0.617 | dlogz: 22.195 > 0.109
iter: 3818 | bound: 58 | nc: 38 | ncall: 135078 | eff(%): 2.827 | loglstar: -inf < -113.982 < inf | logz: -153.644 +/- 0.617 | dlogz: 22.135 > 0.109
iter: 3819 | bound: 58 | nc: 38 | ncall: 135116 | eff(%): 2.826 | loglstar: -inf < -113.980 < inf | logz: -153.592 +/- 0.617 | dlogz: 22.074 > 0.109
iter: 3820 | bound: 58 | nc: 38 | ncall: 135154 | eff(%): 2.826 | loglstar: -inf < -113.968 < inf | logz: -153.544 +/- 0.617 | dlogz: 22.012 > 0.109
iter: 3821 | bound: 58 | nc: 38 | ncall: 135192 | eff(%): 2.826 | loglstar: -inf < -113.968 < inf | logz: -153.498 +/- 0.617 | dlogz: 21.954 > 0.109
iter: 3822 | bound: 58 | nc: 38 | ncall: 135230 | eff(%): 2.826 | loglstar: -inf < -113.928 < inf | logz: -153.453 +/- 0.617 | dlogz: 21.898 > 0.109
iter: 3823 | bound: 58 | nc: 38 | ncall: 135268 | eff(%): 2.826 | loglstar: -inf < -113.898 < inf | logz: -153.409 +/- 0.617 | dlogz: 21.843 > 0.109
iter: 3824 | bound: 58 | nc: 38 | ncall: 135306 | eff(%): 2.826 | loglstar: -inf < -113.888 < inf | logz: -153.367 +/- 0.617 | dlogz: 21.789 > 0.109
iter: 3825 | bound: 58 | nc: 38 | ncall: 135344 | eff(%): 2.826 | loglstar: -inf < -113.859 < inf | logz: -153.326 +/- 0.618 | dlogz: 21.737 > 0.109
iter: 3826 | bound: 58 | nc: 38 | ncall: 135382 | eff(%): 2.826 | loglstar: -inf < -113.841 < inf | logz: -153.286 +/- 0.618 | dlogz: 21.686 > 0.109
iter: 3827 | bound: 58 | nc: 38 | ncall: 135420 | eff(%): 2.826 | loglstar: -inf < -113.824 < inf | logz: -153.247 +/- 0.618 | dlogz: 21.636 > 0.109
iter: 3828 | bound: 58 | nc: 38 | ncall: 135458 | eff(%): 2.826 | loglstar: -inf < -113.814 < inf | logz: -153.210 +/- 0.618 | dlogz: 21.587 > 0.109
iter: 3829 | bound: 58 | nc: 38 | ncall: 135496 | eff(%): 2.826 | loglstar: -inf < -113.751 < inf | logz: -153.173 +/- 0.618 | dlogz: 21.540 > 0.109
iter: 3830 | bound: 58 | nc: 38 | ncall: 135534 | eff(%): 2.826 | loglstar: -inf < -113.736 < inf | logz: -153.136 +/- 0.618 | dlogz: 21.493 > 0.109
iter: 3831 | bound: 58 | nc: 38 | ncall: 135572 | eff(%): 2.826 | loglstar: -inf < -113.686 < inf | logz: -153.100 +/- 0.618 | dlogz: 21.447 > 0.109
iter: 3832 | bound: 58 | nc: 38 | ncall: 135610 | eff(%): 2.826 | loglstar: -inf < -113.645 < inf | logz: -153.064 +/- 0.618 | dlogz: 21.400 > 0.109
iter: 3833 | bound: 58 | nc: 38 | ncall: 135648 | eff(%): 2.826 | loglstar: -inf < -113.624 < inf | logz: -153.028 +/- 0.618 | dlogz: 21.354 > 0.109
iter: 3834 | bound: 58 | nc: 38 | ncall: 135686 | eff(%): 2.826 | loglstar: -inf < -113.488 < inf | logz: -152.991 +/- 0.618 | dlogz: 21.309 > 0.109
iter: 3835 | bound: 58 | nc: 38 | ncall: 135724 | eff(%): 2.826 | loglstar: -inf < -113.412 < inf | logz: -152.952 +/- 0.618 | dlogz: 21.262 > 0.109
iter: 3836 | bound: 58 | nc: 38 | ncall: 135762 | eff(%): 2.826 | loglstar: -inf < -113.406 < inf | logz: -152.913 +/- 0.618 | dlogz: 21.213 > 0.109
iter: 3837 | bound: 58 | nc: 38 | ncall: 135800 | eff(%): 2.825 | loglstar: -inf < -113.385 < inf | logz: -152.876 +/- 0.618 | dlogz: 21.164 > 0.109
iter: 3838 | bound: 58 | nc: 38 | ncall: 135838 | eff(%): 2.825 | loglstar: -inf < -113.289 < inf | logz: -152.838 +/- 0.618 | dlogz: 21.117 > 0.109
iter: 3839 | bound: 58 | nc: 38 | ncall: 135876 | eff(%): 2.825 | loglstar: -inf < -113.196 < inf | logz: -152.799 +/- 0.618 | dlogz: 21.069 > 0.109
iter: 3840 | bound: 58 | nc: 38 | ncall: 135914 | eff(%): 2.825 | loglstar: -inf < -113.050 < inf | logz: -152.756 +/- 0.618 | dlogz: 21.020 > 0.109
iter: 3841 | bound: 58 | nc: 38 | ncall: 135952 | eff(%): 2.825 | loglstar: -inf < -113.024 < inf | logz: -152.712 +/- 0.618 | dlogz: 20.967 > 0.109
iter: 3842 | bound: 58 | nc: 38 | ncall: 135990 | eff(%): 2.825 | loglstar: -inf < -113.024 < inf | logz: -152.670 +/- 0.618 | dlogz: 20.913 > 0.109
iter: 3843 | bound: 58 | nc: 38 | ncall: 136028 | eff(%): 2.825 | loglstar: -inf < -113.014 < inf | logz: -152.630 +/- 0.618 | dlogz: 20.861 > 0.109
iter: 3844 | bound: 58 | nc: 38 | ncall: 136066 | eff(%): 2.825 | loglstar: -inf < -112.991 < inf | logz: -152.591 +/- 0.618 | dlogz: 20.811 > 0.109
iter: 3845 | bound: 58 | nc: 38 | ncall: 136104 | eff(%): 2.825 | loglstar: -inf < -112.964 < inf | logz: -152.553 +/- 0.618 | dlogz: 20.762 > 0.109
iter: 3846 | bound: 58 | nc: 38 | ncall: 136142 | eff(%): 2.825 | loglstar: -inf < -112.960 < inf | logz: -152.516 +/- 0.618 | dlogz: 20.715 > 0.109
iter: 3847 | bound: 58 | nc: 38 | ncall: 136180 | eff(%): 2.825 | loglstar: -inf < -112.912 < inf | logz: -152.480 +/- 0.618 | dlogz: 20.668 > 0.109
iter: 3848 | bound: 58 | nc: 38 | ncall: 136218 | eff(%): 2.825 | loglstar: -inf < -112.907 < inf | logz: -152.445 +/- 0.618 | dlogz: 20.622 > 0.109
iter: 3849 | bound: 59 | nc: 38 | ncall: 136256 | eff(%): 2.825 | loglstar: -inf < -112.879 < inf | logz: -152.411 +/- 0.618 | dlogz: 20.577 > 0.109
iter: 3850 | bound: 59 | nc: 38 | ncall: 136294 | eff(%): 2.825 | loglstar: -inf < -112.674 < inf | logz: -152.374 +/- 0.618 | dlogz: 20.532 > 0.109
iter: 3851 | bound: 59 | nc: 38 | ncall: 136332 | eff(%): 2.825 | loglstar: -inf < -112.666 < inf | logz: -152.334 +/- 0.618 | dlogz: 20.485 > 0.109
iter: 3852 | bound: 59 | nc: 38 | ncall: 136370 | eff(%): 2.825 | loglstar: -inf < -112.573 < inf | logz: -152.295 +/- 0.618 | dlogz: 20.436 > 0.109
iter: 3853 | bound: 59 | nc: 38 | ncall: 136408 | eff(%): 2.825 | loglstar: -inf < -112.499 < inf | logz: -152.255 +/- 0.618 | dlogz: 20.387 > 0.109
iter: 3854 | bound: 59 | nc: 38 | ncall: 136446 | eff(%): 2.825 | loglstar: -inf < -112.443 < inf | logz: -152.214 +/- 0.618 | dlogz: 20.336 > 0.109
iter: 3855 | bound: 59 | nc: 38 | ncall: 136484 | eff(%): 2.825 | loglstar: -inf < -112.284 < inf | logz: -152.170 +/- 0.619 | dlogz: 20.285 > 0.109
iter: 3856 | bound: 59 | nc: 38 | ncall: 136522 | eff(%): 2.824 | loglstar: -inf < -112.284 < inf | logz: -152.126 +/- 0.619 | dlogz: 20.232 > 0.109
iter: 3857 | bound: 59 | nc: 38 | ncall: 136560 | eff(%): 2.824 | loglstar: -inf < -112.264 < inf | logz: -152.083 +/- 0.619 | dlogz: 20.177 > 0.109
iter: 3858 | bound: 59 | nc: 38 | ncall: 136598 | eff(%): 2.824 | loglstar: -inf < -112.241 < inf | logz: -152.041 +/- 0.619 | dlogz: 20.125 > 0.109
iter: 3859 | bound: 59 | nc: 38 | ncall: 136636 | eff(%): 2.824 | loglstar: -inf < -112.200 < inf | logz: -152.001 +/- 0.619 | dlogz: 20.073 > 0.109
iter: 3860 | bound: 59 | nc: 38 | ncall: 136674 | eff(%): 2.824 | loglstar: -inf < -112.188 < inf | logz: -151.961 +/- 0.619 | dlogz: 20.023 > 0.109
iter: 3861 | bound: 59 | nc: 38 | ncall: 136712 | eff(%): 2.824 | loglstar: -inf < -112.178 < inf | logz: -151.923 +/- 0.619 | dlogz: 19.973 > 0.109
iter: 3862 | bound: 59 | nc: 38 | ncall: 136750 | eff(%): 2.824 | loglstar: -inf < -112.145 < inf | logz: -151.886 +/- 0.619 | dlogz: 19.925 > 0.109
iter: 3863 | bound: 59 | nc: 38 | ncall: 136788 | eff(%): 2.824 | loglstar: -inf < -112.090 < inf | logz: -151.849 +/- 0.619 | dlogz: 19.878 > 0.109
iter: 3864 | bound: 59 | nc: 38 | ncall: 136826 | eff(%): 2.824 | loglstar: -inf < -112.036 < inf | logz: -151.811 +/- 0.619 | dlogz: 19.831 > 0.109
iter: 3865 | bound: 59 | nc: 38 | ncall: 136864 | eff(%): 2.824 | loglstar: -inf < -112.018 < inf | logz: -151.774 +/- 0.619 | dlogz: 19.784 > 0.109
iter: 3866 | bound: 59 | nc: 38 | ncall: 136902 | eff(%): 2.824 | loglstar: -inf < -111.830 < inf | logz: -151.735 +/- 0.619 | dlogz: 19.737 > 0.109
iter: 3867 | bound: 59 | nc: 38 | ncall: 136940 | eff(%): 2.824 | loglstar: -inf < -111.752 < inf | logz: -151.693 +/- 0.619 | dlogz: 19.688 > 0.109
iter: 3868 | bound: 59 | nc: 38 | ncall: 136978 | eff(%): 2.824 | loglstar: -inf < -111.690 < inf | logz: -151.650 +/- 0.619 | dlogz: 19.635 > 0.109
iter: 3869 | bound: 59 | nc: 38 | ncall: 137016 | eff(%): 2.824 | loglstar: -inf < -111.668 < inf | logz: -151.607 +/- 0.620 | dlogz: 19.582 > 0.109
iter: 3870 | bound: 59 | nc: 38 | ncall: 137054 | eff(%): 2.824 | loglstar: -inf < -111.645 < inf | logz: -151.566 +/- 0.620 | dlogz: 19.530 > 0.109
iter: 3871 | bound: 59 | nc: 38 | ncall: 137092 | eff(%): 2.824 | loglstar: -inf < -111.638 < inf | logz: -151.526 +/- 0.620 | dlogz: 19.478 > 0.109
iter: 3872 | bound: 59 | nc: 38 | ncall: 137130 | eff(%): 2.824 | loglstar: -inf < -111.632 < inf | logz: -151.487 +/- 0.620 | dlogz: 19.428 > 0.109
iter: 3873 | bound: 59 | nc: 38 | ncall: 137168 | eff(%): 2.824 | loglstar: -inf < -111.604 < inf | logz: -151.450 +/- 0.620 | dlogz: 19.380 > 0.109
iter: 3874 | bound: 59 | nc: 38 | ncall: 137206 | eff(%): 2.823 | loglstar: -inf < -111.590 < inf | logz: -151.414 +/- 0.620 | dlogz: 19.333 > 0.109
iter: 3875 | bound: 59 | nc: 38 | ncall: 137244 | eff(%): 2.823 | loglstar: -inf < -111.504 < inf | logz: -151.378 +/- 0.620 | dlogz: 19.287 > 0.109
iter: 3876 | bound: 59 | nc: 38 | ncall: 137282 | eff(%): 2.823 | loglstar: -inf < -111.444 < inf | logz: -151.340 +/- 0.620 | dlogz: 19.241 > 0.109
iter: 3877 | bound: 59 | nc: 38 | ncall: 137320 | eff(%): 2.823 | loglstar: -inf < -111.437 < inf | logz: -151.304 +/- 0.620 | dlogz: 19.193 > 0.109
iter: 3878 | bound: 59 | nc: 38 | ncall: 137358 | eff(%): 2.823 | loglstar: -inf < -111.433 < inf | logz: -151.268 +/- 0.620 | dlogz: 19.147 > 0.109
iter: 3879 | bound: 59 | nc: 38 | ncall: 137396 | eff(%): 2.823 | loglstar: -inf < -111.414 < inf | logz: -151.234 +/- 0.620 | dlogz: 19.101 > 0.109
iter: 3880 | bound: 59 | nc: 38 | ncall: 137434 | eff(%): 2.823 | loglstar: -inf < -111.412 < inf | logz: -151.201 +/- 0.620 | dlogz: 19.057 > 0.109
iter: 3881 | bound: 59 | nc: 38 | ncall: 137472 | eff(%): 2.823 | loglstar: -inf < -111.284 < inf | logz: -151.167 +/- 0.620 | dlogz: 19.014 > 0.109
iter: 3882 | bound: 59 | nc: 38 | ncall: 137510 | eff(%): 2.823 | loglstar: -inf < -111.220 < inf | logz: -151.132 +/- 0.620 | dlogz: 18.970 > 0.109
iter: 3883 | bound: 59 | nc: 38 | ncall: 137548 | eff(%): 2.823 | loglstar: -inf < -111.192 < inf | logz: -151.096 +/- 0.620 | dlogz: 18.925 > 0.109
iter: 3884 | bound: 59 | nc: 38 | ncall: 137586 | eff(%): 2.823 | loglstar: -inf < -111.187 < inf | logz: -151.061 +/- 0.620 | dlogz: 18.879 > 0.109
iter: 3885 | bound: 59 | nc: 38 | ncall: 137624 | eff(%): 2.823 | loglstar: -inf < -111.170 < inf | logz: -151.028 +/- 0.620 | dlogz: 18.835 > 0.109
iter: 3886 | bound: 59 | nc: 38 | ncall: 137662 | eff(%): 2.823 | loglstar: -inf < -111.132 < inf | logz: -150.995 +/- 0.620 | dlogz: 18.791 > 0.109
iter: 3887 | bound: 59 | nc: 38 | ncall: 137700 | eff(%): 2.823 | loglstar: -inf < -111.117 < inf | logz: -150.963 +/- 0.620 | dlogz: 18.748 > 0.109
iter: 3888 | bound: 59 | nc: 38 | ncall: 137738 | eff(%): 2.823 | loglstar: -inf < -111.116 < inf | logz: -150.931 +/- 0.620 | dlogz: 18.706 > 0.109
iter: 3889 | bound: 59 | nc: 38 | ncall: 137776 | eff(%): 2.823 | loglstar: -inf < -111.111 < inf | logz: -150.901 +/- 0.620 | dlogz: 18.665 > 0.109
iter: 3890 | bound: 59 | nc: 38 | ncall: 137814 | eff(%): 2.823 | loglstar: -inf < -111.063 < inf | logz: -150.871 +/- 0.620 | dlogz: 18.625 > 0.109
iter: 3891 | bound: 59 | nc: 38 | ncall: 137852 | eff(%): 2.823 | loglstar: -inf < -111.061 < inf | logz: -150.842 +/- 0.620 | dlogz: 18.585 > 0.109
iter: 3892 | bound: 59 | nc: 38 | ncall: 137890 | eff(%): 2.823 | loglstar: -inf < -111.043 < inf | logz: -150.813 +/- 0.620 | dlogz: 18.545 > 0.109
iter: 3893 | bound: 59 | nc: 38 | ncall: 137928 | eff(%): 2.822 | loglstar: -inf < -111.039 < inf | logz: -150.786 +/- 0.620 | dlogz: 18.507 > 0.109
iter: 3894 | bound: 59 | nc: 38 | ncall: 137966 | eff(%): 2.822 | loglstar: -inf < -111.037 < inf | logz: -150.759 +/- 0.620 | dlogz: 18.469 > 0.109
iter: 3895 | bound: 59 | nc: 38 | ncall: 138004 | eff(%): 2.822 | loglstar: -inf < -111.022 < inf | logz: -150.733 +/- 0.620 | dlogz: 18.433 > 0.109
iter: 3896 | bound: 59 | nc: 38 | ncall: 138042 | eff(%): 2.822 | loglstar: -inf < -111.003 < inf | logz: -150.707 +/- 0.620 | dlogz: 18.397 > 0.109
iter: 3897 | bound: 59 | nc: 38 | ncall: 138080 | eff(%): 2.822 | loglstar: -inf < -111.001 < inf | logz: -150.682 +/- 0.620 | dlogz: 18.361 > 0.109
iter: 3898 | bound: 59 | nc: 38 | ncall: 138118 | eff(%): 2.822 | loglstar: -inf < -110.988 < inf | logz: -150.658 +/- 0.620 | dlogz: 18.326 > 0.109
iter: 3899 | bound: 59 | nc: 38 | ncall: 138156 | eff(%): 2.822 | loglstar: -inf < -110.974 < inf | logz: -150.634 +/- 0.620 | dlogz: 18.292 > 0.109
iter: 3900 | bound: 59 | nc: 38 | ncall: 138194 | eff(%): 2.822 | loglstar: -inf < -110.970 < inf | logz: -150.611 +/- 0.620 | dlogz: 18.258 > 0.109
iter: 3901 | bound: 59 | nc: 38 | ncall: 138232 | eff(%): 2.822 | loglstar: -inf < -110.881 < inf | logz: -150.587 +/- 0.620 | dlogz: 18.225 > 0.109
iter: 3902 | bound: 59 | nc: 38 | ncall: 138270 | eff(%): 2.822 | loglstar: -inf < -110.840 < inf | logz: -150.563 +/- 0.620 | dlogz: 18.191 > 0.109
iter: 3903 | bound: 59 | nc: 38 | ncall: 138308 | eff(%): 2.822 | loglstar: -inf < -110.838 < inf | logz: -150.539 +/- 0.620 | dlogz: 18.157 > 0.109
iter: 3904 | bound: 59 | nc: 38 | ncall: 138346 | eff(%): 2.822 | loglstar: -inf < -110.818 < inf | logz: -150.516 +/- 0.620 | dlogz: 18.123 > 0.109
iter: 3905 | bound: 59 | nc: 38 | ncall: 138384 | eff(%): 2.822 | loglstar: -inf < -110.747 < inf | logz: -150.492 +/- 0.620 | dlogz: 18.090 > 0.109
iter: 3906 | bound: 59 | nc: 38 | ncall: 138422 | eff(%): 2.822 | loglstar: -inf < -110.725 < inf | logz: -150.468 +/- 0.620 | dlogz: 18.056 > 0.109
iter: 3907 | bound: 59 | nc: 38 | ncall: 138460 | eff(%): 2.822 | loglstar: -inf < -110.674 < inf | logz: -150.444 +/- 0.620 | dlogz: 18.022 > 0.109
iter: 3908 | bound: 59 | nc: 38 | ncall: 138498 | eff(%): 2.822 | loglstar: -inf < -110.666 < inf | logz: -150.420 +/- 0.620 | dlogz: 17.988 > 0.109
iter: 3909 | bound: 59 | nc: 38 | ncall: 138536 | eff(%): 2.822 | loglstar: -inf < -110.611 < inf | logz: -150.396 +/- 0.620 | dlogz: 17.954 > 0.109
iter: 3910 | bound: 59 | nc: 38 | ncall: 138574 | eff(%): 2.822 | loglstar: -inf < -110.603 < inf | logz: -150.372 +/- 0.620 | dlogz: 17.920 > 0.109
iter: 3911 | bound: 59 | nc: 38 | ncall: 138612 | eff(%): 2.822 | loglstar: -inf < -110.580 < inf | logz: -150.348 +/- 0.620 | dlogz: 17.886 > 0.109
iter: 3912 | bound: 59 | nc: 38 | ncall: 138650 | eff(%): 2.821 | loglstar: -inf < -110.528 < inf | logz: -150.325 +/- 0.620 | dlogz: 17.853 > 0.109
iter: 3913 | bound: 59 | nc: 38 | ncall: 138688 | eff(%): 2.821 | loglstar: -inf < -110.526 < inf | logz: -150.302 +/- 0.620 | dlogz: 17.820 > 0.109
iter: 3914 | bound: 59 | nc: 38 | ncall: 138726 | eff(%): 2.821 | loglstar: -inf < -110.519 < inf | logz: -150.279 +/- 0.620 | dlogz: 17.786 > 0.109
iter: 3915 | bound: 59 | nc: 38 | ncall: 138764 | eff(%): 2.821 | loglstar: -inf < -110.507 < inf | logz: -150.257 +/- 0.620 | dlogz: 17.754 > 0.109
iter: 3916 | bound: 59 | nc: 38 | ncall: 138802 | eff(%): 2.821 | loglstar: -inf < -110.449 < inf | logz: -150.234 +/- 0.620 | dlogz: 17.721 > 0.109
iter: 3917 | bound: 59 | nc: 38 | ncall: 138840 | eff(%): 2.821 | loglstar: -inf < -110.447 < inf | logz: -150.212 +/- 0.620 | dlogz: 17.689 > 0.109
iter: 3918 | bound: 59 | nc: 38 | ncall: 138878 | eff(%): 2.821 | loglstar: -inf < -110.442 < inf | logz: -150.190 +/- 0.620 | dlogz: 17.657 > 0.109
iter: 3919 | bound: 59 | nc: 38 | ncall: 138916 | eff(%): 2.821 | loglstar: -inf < -110.385 < inf | logz: -150.169 +/- 0.620 | dlogz: 17.625 > 0.109
iter: 3920 | bound: 59 | nc: 38 | ncall: 138954 | eff(%): 2.821 | loglstar: -inf < -110.383 < inf | logz: -150.147 +/- 0.620 | dlogz: 17.594 > 0.109
iter: 3921 | bound: 59 | nc: 38 | ncall: 138992 | eff(%): 2.821 | loglstar: -inf < -110.370 < inf | logz: -150.126 +/- 0.620 | dlogz: 17.562 > 0.109
iter: 3922 | bound: 59 | nc: 38 | ncall: 139030 | eff(%): 2.821 | loglstar: -inf < -110.296 < inf | logz: -150.105 +/- 0.620 | dlogz: 17.531 > 0.109
iter: 3923 | bound: 60 | nc: 38 | ncall: 139068 | eff(%): 2.821 | loglstar: -inf < -110.257 < inf | logz: -150.083 +/- 0.620 | dlogz: 17.500 > 0.109
iter: 3924 | bound: 60 | nc: 38 | ncall: 139106 | eff(%): 2.821 | loglstar: -inf < -110.214 < inf | logz: -150.061 +/- 0.620 | dlogz: 17.468 > 0.109
iter: 3925 | bound: 60 | nc: 38 | ncall: 139144 | eff(%): 2.821 | loglstar: -inf < -110.210 < inf | logz: -150.039 +/- 0.620 | dlogz: 17.436 > 0.109
iter: 3926 | bound: 60 | nc: 38 | ncall: 139182 | eff(%): 2.821 | loglstar: -inf < -110.194 < inf | logz: -150.018 +/- 0.620 | dlogz: 17.404 > 0.109
iter: 3927 | bound: 60 | nc: 38 | ncall: 139220 | eff(%): 2.821 | loglstar: -inf < -110.158 < inf | logz: -149.997 +/- 0.620 | dlogz: 17.373 > 0.109
iter: 3928 | bound: 60 | nc: 38 | ncall: 139258 | eff(%): 2.821 | loglstar: -inf < -110.153 < inf | logz: -149.975 +/- 0.620 | dlogz: 17.342 > 0.109
iter: 3929 | bound: 60 | nc: 38 | ncall: 139296 | eff(%): 2.821 | loglstar: -inf < -110.144 < inf | logz: -149.955 +/- 0.620 | dlogz: 17.311 > 0.109
iter: 3930 | bound: 60 | nc: 38 | ncall: 139334 | eff(%): 2.821 | loglstar: -inf < -110.125 < inf | logz: -149.935 +/- 0.620 | dlogz: 17.280 > 0.109
iter: 3931 | bound: 60 | nc: 38 | ncall: 139372 | eff(%): 2.821 | loglstar: -inf < -110.078 < inf | logz: -149.914 +/- 0.620 | dlogz: 17.250 > 0.109
iter: 3932 | bound: 60 | nc: 38 | ncall: 139410 | eff(%): 2.820 | loglstar: -inf < -110.051 < inf | logz: -149.894 +/- 0.620 | dlogz: 17.220 > 0.109
iter: 3933 | bound: 60 | nc: 38 | ncall: 139448 | eff(%): 2.820 | loglstar: -inf < -110.015 < inf | logz: -149.874 +/- 0.620 | dlogz: 17.190 > 0.109
iter: 3934 | bound: 60 | nc: 38 | ncall: 139486 | eff(%): 2.820 | loglstar: -inf < -109.967 < inf | logz: -149.853 +/- 0.620 | dlogz: 17.159 > 0.109
iter: 3935 | bound: 60 | nc: 38 | ncall: 139524 | eff(%): 2.820 | loglstar: -inf < -109.915 < inf | logz: -149.832 +/- 0.620 | dlogz: 17.129 > 0.109
iter: 3936 | bound: 60 | nc: 38 | ncall: 139562 | eff(%): 2.820 | loglstar: -inf < -109.914 < inf | logz: -149.811 +/- 0.620 | dlogz: 17.098 > 0.109
iter: 3937 | bound: 60 | nc: 38 | ncall: 139600 | eff(%): 2.820 | loglstar: -inf < -109.902 < inf | logz: -149.790 +/- 0.620 | dlogz: 17.067 > 0.109
iter: 3938 | bound: 60 | nc: 38 | ncall: 139638 | eff(%): 2.820 | loglstar: -inf < -109.883 < inf | logz: -149.770 +/- 0.620 | dlogz: 17.036 > 0.109
iter: 3939 | bound: 60 | nc: 38 | ncall: 139676 | eff(%): 2.820 | loglstar: -inf < -109.880 < inf | logz: -149.750 +/- 0.620 | dlogz: 17.006 > 0.109
iter: 3940 | bound: 60 | nc: 38 | ncall: 139714 | eff(%): 2.820 | loglstar: -inf < -109.853 < inf | logz: -149.731 +/- 0.620 | dlogz: 16.976 > 0.109
iter: 3941 | bound: 60 | nc: 38 | ncall: 139752 | eff(%): 2.820 | loglstar: -inf < -109.819 < inf | logz: -149.711 +/- 0.620 | dlogz: 16.947 > 0.109
iter: 3942 | bound: 60 | nc: 38 | ncall: 139790 | eff(%): 2.820 | loglstar: -inf < -109.795 < inf | logz: -149.692 +/- 0.620 | dlogz: 16.917 > 0.109
iter: 3943 | bound: 60 | nc: 38 | ncall: 139828 | eff(%): 2.820 | loglstar: -inf < -109.783 < inf | logz: -149.672 +/- 0.620 | dlogz: 16.888 > 0.109
iter: 3944 | bound: 60 | nc: 38 | ncall: 139866 | eff(%): 2.820 | loglstar: -inf < -109.603 < inf | logz: -149.652 +/- 0.621 | dlogz: 16.859 > 0.109
iter: 3945 | bound: 60 | nc: 38 | ncall: 139904 | eff(%): 2.820 | loglstar: -inf < -109.524 < inf | logz: -149.629 +/- 0.621 | dlogz: 16.828 > 0.109
iter: 3946 | bound: 60 | nc: 38 | ncall: 139942 | eff(%): 2.820 | loglstar: -inf < -109.519 < inf | logz: -149.606 +/- 0.621 | dlogz: 16.795 > 0.109
iter: 3947 | bound: 60 | nc: 38 | ncall: 139980 | eff(%): 2.820 | loglstar: -inf < -109.425 < inf | logz: -149.583 +/- 0.621 | dlogz: 16.762 > 0.109
iter: 3948 | bound: 60 | nc: 38 | ncall: 140018 | eff(%): 2.820 | loglstar: -inf < -109.412 < inf | logz: -149.559 +/- 0.621 | dlogz: 16.729 > 0.109
iter: 3949 | bound: 60 | nc: 38 | ncall: 140056 | eff(%): 2.820 | loglstar: -inf < -109.374 < inf | logz: -149.535 +/- 0.621 | dlogz: 16.695 > 0.109
iter: 3950 | bound: 60 | nc: 38 | ncall: 140094 | eff(%): 2.820 | loglstar: -inf < -109.319 < inf | logz: -149.511 +/- 0.621 | dlogz: 16.662 > 0.109
iter: 3951 | bound: 60 | nc: 38 | ncall: 140132 | eff(%): 2.819 | loglstar: -inf < -109.273 < inf | logz: -149.487 +/- 0.621 | dlogz: 16.628 > 0.109
iter: 3952 | bound: 60 | nc: 38 | ncall: 140170 | eff(%): 2.819 | loglstar: -inf < -109.251 < inf | logz: -149.463 +/- 0.621 | dlogz: 16.594 > 0.109
iter: 3953 | bound: 60 | nc: 38 | ncall: 140208 | eff(%): 2.819 | loglstar: -inf < -109.173 < inf | logz: -149.438 +/- 0.621 | dlogz: 16.559 > 0.109
iter: 3954 | bound: 60 | nc: 38 | ncall: 140246 | eff(%): 2.819 | loglstar: -inf < -109.154 < inf | logz: -149.413 +/- 0.621 | dlogz: 16.525 > 0.109
iter: 3955 | bound: 60 | nc: 38 | ncall: 140284 | eff(%): 2.819 | loglstar: -inf < -109.073 < inf | logz: -149.387 +/- 0.621 | dlogz: 16.490 > 0.109
iter: 3956 | bound: 60 | nc: 38 | ncall: 140322 | eff(%): 2.819 | loglstar: -inf < -109.072 < inf | logz: -149.362 +/- 0.621 | dlogz: 16.454 > 0.109
iter: 3957 | bound: 60 | nc: 38 | ncall: 140360 | eff(%): 2.819 | loglstar: -inf < -108.992 < inf | logz: -149.336 +/- 0.621 | dlogz: 16.419 > 0.109
iter: 3958 | bound: 60 | nc: 38 | ncall: 140398 | eff(%): 2.819 | loglstar: -inf < -108.978 < inf | logz: -149.310 +/- 0.622 | dlogz: 16.383 > 0.109
iter: 3959 | bound: 60 | nc: 38 | ncall: 140436 | eff(%): 2.819 | loglstar: -inf < -108.970 < inf | logz: -149.285 +/- 0.622 | dlogz: 16.347 > 0.109
iter: 3960 | bound: 60 | nc: 38 | ncall: 140474 | eff(%): 2.819 | loglstar: -inf < -108.864 < inf | logz: -149.259 +/- 0.622 | dlogz: 16.312 > 0.109
iter: 3961 | bound: 60 | nc: 38 | ncall: 140512 | eff(%): 2.819 | loglstar: -inf < -108.862 < inf | logz: -149.233 +/- 0.622 | dlogz: 16.276 > 0.109
iter: 3962 | bound: 60 | nc: 38 | ncall: 140550 | eff(%): 2.819 | loglstar: -inf < -108.835 < inf | logz: -149.207 +/- 0.622 | dlogz: 16.240 > 0.109
iter: 3963 | bound: 60 | nc: 38 | ncall: 140588 | eff(%): 2.819 | loglstar: -inf < -108.819 < inf | logz: -149.182 +/- 0.622 | dlogz: 16.204 > 0.109
iter: 3964 | bound: 60 | nc: 38 | ncall: 140626 | eff(%): 2.819 | loglstar: -inf < -108.812 < inf | logz: -149.157 +/- 0.622 | dlogz: 16.169 > 0.109
iter: 3965 | bound: 61 | nc: 38 | ncall: 140664 | eff(%): 2.819 | loglstar: -inf < -108.729 < inf | logz: -149.132 +/- 0.622 | dlogz: 16.134 > 0.109
iter: 3966 | bound: 61 | nc: 38 | ncall: 140702 | eff(%): 2.819 | loglstar: -inf < -108.692 < inf | logz: -149.106 +/- 0.622 | dlogz: 16.099 > 0.109
iter: 3967 | bound: 61 | nc: 38 | ncall: 140740 | eff(%): 2.819 | loglstar: -inf < -108.680 < inf | logz: -149.080 +/- 0.622 | dlogz: 16.063 > 0.109
iter: 3968 | bound: 61 | nc: 38 | ncall: 140778 | eff(%): 2.819 | loglstar: -inf < -108.609 < inf | logz: -149.055 +/- 0.622 | dlogz: 16.028 > 0.109
iter: 3969 | bound: 61 | nc: 38 | ncall: 140816 | eff(%): 2.819 | loglstar: -inf < -108.593 < inf | logz: -149.029 +/- 0.622 | dlogz: 15.992 > 0.109
iter: 3970 | bound: 61 | nc: 38 | ncall: 140854 | eff(%): 2.819 | loglstar: -inf < -108.573 < inf | logz: -149.004 +/- 0.623 | dlogz: 15.957 > 0.109
iter: 3971 | bound: 61 | nc: 38 | ncall: 140892 | eff(%): 2.818 | loglstar: -inf < -108.532 < inf | logz: -148.979 +/- 0.623 | dlogz: 15.921 > 0.109
iter: 3972 | bound: 61 | nc: 38 | ncall: 140930 | eff(%): 2.818 | loglstar: -inf < -108.400 < inf | logz: -148.952 +/- 0.623 | dlogz: 15.886 > 0.109
iter: 3973 | bound: 61 | nc: 38 | ncall: 140968 | eff(%): 2.818 | loglstar: -inf < -108.393 < inf | logz: -148.925 +/- 0.623 | dlogz: 15.850 > 0.109
iter: 3974 | bound: 61 | nc: 38 | ncall: 141006 | eff(%): 2.818 | loglstar: -inf < -108.373 < inf | logz: -148.898 +/- 0.623 | dlogz: 15.812 > 0.109
iter: 3975 | bound: 61 | nc: 38 | ncall: 141044 | eff(%): 2.818 | loglstar: -inf < -108.344 < inf | logz: -148.871 +/- 0.623 | dlogz: 15.776 > 0.109
iter: 3976 | bound: 61 | nc: 38 | ncall: 141082 | eff(%): 2.818 | loglstar: -inf < -108.309 < inf | logz: -148.845 +/- 0.623 | dlogz: 15.739 > 0.109
iter: 3977 | bound: 61 | nc: 38 | ncall: 141120 | eff(%): 2.818 | loglstar: -inf < -108.292 < inf | logz: -148.819 +/- 0.623 | dlogz: 15.703 > 0.109
iter: 3978 | bound: 61 | nc: 38 | ncall: 141158 | eff(%): 2.818 | loglstar: -inf < -108.288 < inf | logz: -148.794 +/- 0.623 | dlogz: 15.667 > 0.109
iter: 3979 | bound: 61 | nc: 38 | ncall: 141196 | eff(%): 2.818 | loglstar: -inf < -108.246 < inf | logz: -148.768 +/- 0.623 | dlogz: 15.631 > 0.109
iter: 3980 | bound: 61 | nc: 38 | ncall: 141234 | eff(%): 2.818 | loglstar: -inf < -108.210 < inf | logz: -148.743 +/- 0.623 | dlogz: 15.596 > 0.109
iter: 3981 | bound: 61 | nc: 38 | ncall: 141272 | eff(%): 2.818 | loglstar: -inf < -108.135 < inf | logz: -148.718 +/- 0.623 | dlogz: 15.561 > 0.109
iter: 3982 | bound: 61 | nc: 38 | ncall: 141310 | eff(%): 2.818 | loglstar: -inf < -108.100 < inf | logz: -148.691 +/- 0.624 | dlogz: 15.526 > 0.109
iter: 3983 | bound: 61 | nc: 38 | ncall: 141348 | eff(%): 2.818 | loglstar: -inf < -108.090 < inf | logz: -148.665 +/- 0.624 | dlogz: 15.489 > 0.109
iter: 3984 | bound: 61 | nc: 38 | ncall: 141386 | eff(%): 2.818 | loglstar: -inf < -108.053 < inf | logz: -148.640 +/- 0.624 | dlogz: 15.454 > 0.109
iter: 3985 | bound: 61 | nc: 38 | ncall: 141424 | eff(%): 2.818 | loglstar: -inf < -108.049 < inf | logz: -148.615 +/- 0.624 | dlogz: 15.418 > 0.109
iter: 3986 | bound: 61 | nc: 38 | ncall: 141462 | eff(%): 2.818 | loglstar: -inf < -108.008 < inf | logz: -148.590 +/- 0.624 | dlogz: 15.383 > 0.109
iter: 3987 | bound: 61 | nc: 38 | ncall: 141500 | eff(%): 2.818 | loglstar: -inf < -107.936 < inf | logz: -148.564 +/- 0.624 | dlogz: 15.348 > 0.109
iter: 3988 | bound: 61 | nc: 38 | ncall: 141538 | eff(%): 2.818 | loglstar: -inf < -107.933 < inf | logz: -148.539 +/- 0.624 | dlogz: 15.313 > 0.109
iter: 3989 | bound: 61 | nc: 38 | ncall: 141576 | eff(%): 2.818 | loglstar: -inf < -107.861 < inf | logz: -148.513 +/- 0.624 | dlogz: 15.277 > 0.109
iter: 3990 | bound: 61 | nc: 38 | ncall: 141614 | eff(%): 2.818 | loglstar: -inf < -107.831 < inf | logz: -148.488 +/- 0.624 | dlogz: 15.242 > 0.109
iter: 3991 | bound: 61 | nc: 38 | ncall: 141652 | eff(%): 2.817 | loglstar: -inf < -107.791 < inf | logz: -148.462 +/- 0.624 | dlogz: 15.206 > 0.109
iter: 3992 | bound: 61 | nc: 38 | ncall: 141690 | eff(%): 2.817 | loglstar: -inf < -107.781 < inf | logz: -148.436 +/- 0.624 | dlogz: 15.170 > 0.109
iter: 3993 | bound: 61 | nc: 38 | ncall: 141728 | eff(%): 2.817 | loglstar: -inf < -107.735 < inf | logz: -148.411 +/- 0.624 | dlogz: 15.135 > 0.109
iter: 3994 | bound: 61 | nc: 38 | ncall: 141766 | eff(%): 2.817 | loglstar: -inf < -107.705 < inf | logz: -148.385 +/- 0.625 | dlogz: 15.099 > 0.109
iter: 3995 | bound: 61 | nc: 38 | ncall: 141804 | eff(%): 2.817 | loglstar: -inf < -107.704 < inf | logz: -148.360 +/- 0.625 | dlogz: 15.064 > 0.109
iter: 3996 | bound: 61 | nc: 38 | ncall: 141842 | eff(%): 2.817 | loglstar: -inf < -107.694 < inf | logz: -148.336 +/- 0.625 | dlogz: 15.029 > 0.109
iter: 3997 | bound: 61 | nc: 38 | ncall: 141880 | eff(%): 2.817 | loglstar: -inf < -107.641 < inf | logz: -148.312 +/- 0.625 | dlogz: 14.995 > 0.109
iter: 3998 | bound: 61 | nc: 38 | ncall: 141918 | eff(%): 2.817 | loglstar: -inf < -107.629 < inf | logz: -148.288 +/- 0.625 | dlogz: 14.961 > 0.109
iter: 3999 | bound: 61 | nc: 38 | ncall: 141956 | eff(%): 2.817 | loglstar: -inf < -107.578 < inf | logz: -148.263 +/- 0.625 | dlogz: 14.926 > 0.109
iter: 4000 | bound: 61 | nc: 38 | ncall: 141994 | eff(%): 2.817 | loglstar: -inf < -107.452 < inf | logz: -148.238 +/- 0.625 | dlogz: 14.892 > 0.109
iter: 4001 | bound: 61 | nc: 38 | ncall: 142032 | eff(%): 2.817 | loglstar: -inf < -107.393 < inf | logz: -148.211 +/- 0.625 | dlogz: 14.857 > 0.109
iter: 4002 | bound: 61 | nc: 38 | ncall: 142070 | eff(%): 2.817 | loglstar: -inf < -107.348 < inf | logz: -148.184 +/- 0.625 | dlogz: 14.820 > 0.109
iter: 4003 | bound: 61 | nc: 38 | ncall: 142108 | eff(%): 2.817 | loglstar: -inf < -107.268 < inf | logz: -148.156 +/- 0.625 | dlogz: 14.783 > 0.109
iter: 4004 | bound: 61 | nc: 38 | ncall: 142146 | eff(%): 2.817 | loglstar: -inf < -107.217 < inf | logz: -148.127 +/- 0.625 | dlogz: 14.745 > 0.109
iter: 4005 | bound: 61 | nc: 38 | ncall: 142184 | eff(%): 2.817 | loglstar: -inf < -107.173 < inf | logz: -148.098 +/- 0.625 | dlogz: 14.706 > 0.109
iter: 4006 | bound: 61 | nc: 38 | ncall: 142222 | eff(%): 2.817 | loglstar: -inf < -107.168 < inf | logz: -148.069 +/- 0.626 | dlogz: 14.667 > 0.109
iter: 4007 | bound: 61 | nc: 38 | ncall: 142260 | eff(%): 2.817 | loglstar: -inf < -107.119 < inf | logz: -148.041 +/- 0.626 | dlogz: 14.629 > 0.109
iter: 4008 | bound: 61 | nc: 38 | ncall: 142298 | eff(%): 2.817 | loglstar: -inf < -107.111 < inf | logz: -148.013 +/- 0.626 | dlogz: 14.590 > 0.109
iter: 4009 | bound: 61 | nc: 38 | ncall: 142336 | eff(%): 2.817 | loglstar: -inf < -107.108 < inf | logz: -147.986 +/- 0.626 | dlogz: 14.552 > 0.109
iter: 4010 | bound: 61 | nc: 38 | ncall: 142374 | eff(%): 2.817 | loglstar: -inf < -107.048 < inf | logz: -147.959 +/- 0.626 | dlogz: 14.515 > 0.109
iter: 4011 | bound: 61 | nc: 38 | ncall: 142412 | eff(%): 2.816 | loglstar: -inf < -107.006 < inf | logz: -147.932 +/- 0.626 | dlogz: 14.478 > 0.109
iter: 4012 | bound: 61 | nc: 38 | ncall: 142450 | eff(%): 2.816 | loglstar: -inf < -106.864 < inf | logz: -147.903 +/- 0.626 | dlogz: 14.441 > 0.109
iter: 4013 | bound: 61 | nc: 38 | ncall: 142488 | eff(%): 2.816 | loglstar: -inf < -106.849 < inf | logz: -147.873 +/- 0.626 | dlogz: 14.402 > 0.109
iter: 4014 | bound: 61 | nc: 38 | ncall: 142526 | eff(%): 2.816 | loglstar: -inf < -106.838 < inf | logz: -147.843 +/- 0.626 | dlogz: 14.362 > 0.109
iter: 4015 | bound: 61 | nc: 38 | ncall: 142564 | eff(%): 2.816 | loglstar: -inf < -106.817 < inf | logz: -147.815 +/- 0.627 | dlogz: 14.323 > 0.109
iter: 4016 | bound: 62 | nc: 38 | ncall: 142602 | eff(%): 2.816 | loglstar: -inf < -106.799 < inf | logz: -147.787 +/- 0.627 | dlogz: 14.285 > 0.109
iter: 4017 | bound: 62 | nc: 38 | ncall: 142640 | eff(%): 2.816 | loglstar: -inf < -106.757 < inf | logz: -147.759 +/- 0.627 | dlogz: 14.247 > 0.109
iter: 4018 | bound: 62 | nc: 38 | ncall: 142678 | eff(%): 2.816 | loglstar: -inf < -106.737 < inf | logz: -147.731 +/- 0.627 | dlogz: 14.209 > 0.109
iter: 4019 | bound: 62 | nc: 38 | ncall: 142716 | eff(%): 2.816 | loglstar: -inf < -106.586 < inf | logz: -147.702 +/- 0.627 | dlogz: 14.825 > 0.109
iter: 4020 | bound: 62 | nc: 38 | ncall: 142754 | eff(%): 2.816 | loglstar: -inf < -106.521 < inf | logz: -147.671 +/- 0.627 | dlogz: 14.786 > 0.109
iter: 4021 | bound: 62 | nc: 38 | ncall: 142792 | eff(%): 2.816 | loglstar: -inf < -106.519 < inf | logz: -147.640 +/- 0.627 | dlogz: 14.745 > 0.109
iter: 4022 | bound: 62 | nc: 38 | ncall: 142830 | eff(%): 2.816 | loglstar: -inf < -106.502 < inf | logz: -147.611 +/- 0.627 | dlogz: 14.704 > 0.109
iter: 4023 | bound: 62 | nc: 38 | ncall: 142868 | eff(%): 2.816 | loglstar: -inf < -106.493 < inf | logz: -147.582 +/- 0.627 | dlogz: 14.665 > 0.109
iter: 4024 | bound: 62 | nc: 38 | ncall: 142906 | eff(%): 2.816 | loglstar: -inf < -106.491 < inf | logz: -147.553 +/- 0.627 | dlogz: 14.626 > 0.109
iter: 4025 | bound: 62 | nc: 38 | ncall: 142944 | eff(%): 2.816 | loglstar: -inf < -106.407 < inf | logz: -147.525 +/- 0.628 | dlogz: 14.587 > 0.109
iter: 4026 | bound: 62 | nc: 38 | ncall: 142982 | eff(%): 2.816 | loglstar: -inf < -106.341 < inf | logz: -147.496 +/- 0.628 | dlogz: 14.549 > 0.109
iter: 4027 | bound: 62 | nc: 38 | ncall: 143020 | eff(%): 2.816 | loglstar: -inf < -106.336 < inf | logz: -147.467 +/- 0.628 | dlogz: 14.510 > 0.109
iter: 4028 | bound: 62 | nc: 38 | ncall: 143058 | eff(%): 2.816 | loglstar: -inf < -106.287 < inf | logz: -147.438 +/- 0.628 | dlogz: 14.471 > 0.109
iter: 4029 | bound: 62 | nc: 38 | ncall: 143096 | eff(%): 2.816 | loglstar: -inf < -106.265 < inf | logz: -147.409 +/- 0.628 | dlogz: 14.432 > 0.109
iter: 4030 | bound: 62 | nc: 38 | ncall: 143134 | eff(%): 2.816 | loglstar: -inf < -106.261 < inf | logz: -147.381 +/- 0.628 | dlogz: 14.393 > 0.109
iter: 4031 | bound: 62 | nc: 38 | ncall: 143172 | eff(%): 2.815 | loglstar: -inf < -106.205 < inf | logz: -147.353 +/- 0.628 | dlogz: 14.355 > 0.109
iter: 4032 | bound: 62 | nc: 38 | ncall: 143210 | eff(%): 2.815 | loglstar: -inf < -106.195 < inf | logz: -147.325 +/- 0.628 | dlogz: 14.817 > 0.109
iter: 4033 | bound: 62 | nc: 38 | ncall: 143248 | eff(%): 2.815 | loglstar: -inf < -106.194 < inf | logz: -147.299 +/- 0.628 | dlogz: 14.780 > 0.109
iter: 4034 | bound: 62 | nc: 38 | ncall: 143286 | eff(%): 2.815 | loglstar: -inf < -106.156 < inf | logz: -147.272 +/- 0.628 | dlogz: 14.743 > 0.109
iter: 4035 | bound: 62 | nc: 38 | ncall: 143324 | eff(%): 2.815 | loglstar: -inf < -106.117 < inf | logz: -147.246 +/- 0.628 | dlogz: 14.706 > 0.109
iter: 4036 | bound: 62 | nc: 38 | ncall: 143362 | eff(%): 2.815 | loglstar: -inf < -106.102 < inf | logz: -147.220 +/- 0.629 | dlogz: 14.670 > 0.109
iter: 4037 | bound: 62 | nc: 38 | ncall: 143400 | eff(%): 2.815 | loglstar: -inf < -106.095 < inf | logz: -147.194 +/- 0.629 | dlogz: 14.634 > 0.109
iter: 4038 | bound: 62 | nc: 38 | ncall: 143438 | eff(%): 2.815 | loglstar: -inf < -106.060 < inf | logz: -147.169 +/- 0.629 | dlogz: 14.598 > 0.109
iter: 4039 | bound: 62 | nc: 38 | ncall: 143476 | eff(%): 2.815 | loglstar: -inf < -105.893 < inf | logz: -147.142 +/- 0.629 | dlogz: 14.563 > 0.109
iter: 4040 | bound: 62 | nc: 38 | ncall: 143514 | eff(%): 2.815 | loglstar: -inf < -105.884 < inf | logz: -147.114 +/- 0.629 | dlogz: 14.526 > 0.109
iter: 4041 | bound: 62 | nc: 38 | ncall: 143552 | eff(%): 2.815 | loglstar: -inf < -105.867 < inf | logz: -147.086 +/- 0.629 | dlogz: 14.488 > 0.109
iter: 4042 | bound: 62 | nc: 38 | ncall: 143590 | eff(%): 2.815 | loglstar: -inf < -105.860 < inf | logz: -147.059 +/- 0.629 | dlogz: 14.451 > 0.109
iter: 4043 | bound: 62 | nc: 38 | ncall: 143628 | eff(%): 2.815 | loglstar: -inf < -105.846 < inf | logz: -147.033 +/- 0.629 | dlogz: 14.414 > 0.109
iter: 4044 | bound: 62 | nc: 38 | ncall: 143666 | eff(%): 2.815 | loglstar: -inf < -105.840 < inf | logz: -147.007 +/- 0.629 | dlogz: 14.378 > 0.109
iter: 4045 | bound: 62 | nc: 38 | ncall: 143704 | eff(%): 2.815 | loglstar: -inf < -105.720 < inf | logz: -146.981 +/- 0.629 | dlogz: 14.342 > 0.109
iter: 4046 | bound: 62 | nc: 38 | ncall: 143742 | eff(%): 2.815 | loglstar: -inf < -105.710 < inf | logz: -146.954 +/- 0.629 | dlogz: 14.306 > 0.109
iter: 4047 | bound: 62 | nc: 38 | ncall: 143780 | eff(%): 2.815 | loglstar: -inf < -105.655 < inf | logz: -146.927 +/- 0.629 | dlogz: 14.269 > 0.109
iter: 4048 | bound: 62 | nc: 38 | ncall: 143818 | eff(%): 2.815 | loglstar: -inf < -105.607 < inf | logz: -146.900 +/- 0.629 | dlogz: 14.232 > 0.109
iter: 4049 | bound: 62 | nc: 38 | ncall: 143856 | eff(%): 2.815 | loglstar: -inf < -105.585 < inf | logz: -146.873 +/- 0.629 | dlogz: 14.195 > 0.109
iter: 4050 | bound: 62 | nc: 38 | ncall: 143894 | eff(%): 2.815 | loglstar: -inf < -105.563 < inf | logz: -146.846 +/- 0.630 | dlogz: 14.158 > 0.109
iter: 4051 | bound: 62 | nc: 38 | ncall: 143932 | eff(%): 2.815 | loglstar: -inf < -105.530 < inf | logz: -146.820 +/- 0.630 | dlogz: 14.121 > 0.109
iter: 4052 | bound: 62 | nc: 38 | ncall: 143970 | eff(%): 2.814 | loglstar: -inf < -105.505 < inf | logz: -146.793 +/- 0.630 | dlogz: 14.085 > 0.109
iter: 4053 | bound: 62 | nc: 38 | ncall: 144008 | eff(%): 2.814 | loglstar: -inf < -105.458 < inf | logz: -146.767 +/- 0.630 | dlogz: 14.048 > 0.109
iter: 4054 | bound: 62 | nc: 38 | ncall: 144046 | eff(%): 2.814 | loglstar: -inf < -105.456 < inf | logz: -146.741 +/- 0.630 | dlogz: 14.012 > 0.109
iter: 4055 | bound: 62 | nc: 38 | ncall: 144084 | eff(%): 2.814 | loglstar: -inf < -105.416 < inf | logz: -146.715 +/- 0.630 | dlogz: 13.976 > 0.109
iter: 4056 | bound: 62 | nc: 38 | ncall: 144122 | eff(%): 2.814 | loglstar: -inf < -105.374 < inf | logz: -146.689 +/- 0.630 | dlogz: 13.940 > 0.109
iter: 4057 | bound: 62 | nc: 38 | ncall: 144160 | eff(%): 2.814 | loglstar: -inf < -105.325 < inf | logz: -146.663 +/- 0.630 | dlogz: 13.905 > 0.109
iter: 4058 | bound: 62 | nc: 38 | ncall: 144198 | eff(%): 2.814 | loglstar: -inf < -105.296 < inf | logz: -146.637 +/- 0.630 | dlogz: 13.869 > 0.109
iter: 4059 | bound: 62 | nc: 38 | ncall: 144236 | eff(%): 2.814 | loglstar: -inf < -105.268 < inf | logz: -146.611 +/- 0.630 | dlogz: 13.833 > 0.109
iter: 4060 | bound: 62 | nc: 38 | ncall: 144274 | eff(%): 2.814 | loglstar: -inf < -105.259 < inf | logz: -146.586 +/- 0.630 | dlogz: 21.605 > 0.109
iter: 4061 | bound: 62 | nc: 38 | ncall: 144312 | eff(%): 2.814 | loglstar: -inf < -105.205 < inf | logz: -146.560 +/- 0.630 | dlogz: 21.570 > 0.109
iter: 4062 | bound: 62 | nc: 38 | ncall: 144350 | eff(%): 2.814 | loglstar: -inf < -105.157 < inf | logz: -146.535 +/- 0.630 | dlogz: 21.534 > 0.109
iter: 4063 | bound: 62 | nc: 38 | ncall: 144388 | eff(%): 2.814 | loglstar: -inf < -105.090 < inf | logz: -146.508 +/- 0.630 | dlogz: 21.498 > 0.109
iter: 4064 | bound: 62 | nc: 38 | ncall: 144426 | eff(%): 2.814 | loglstar: -inf < -105.077 < inf | logz: -146.482 +/- 0.631 | dlogz: 21.462 > 0.109
iter: 4065 | bound: 62 | nc: 38 | ncall: 144464 | eff(%): 2.814 | loglstar: -inf < -105.001 < inf | logz: -146.455 +/- 0.631 | dlogz: 21.426 > 0.109
iter: 4066 | bound: 62 | nc: 38 | ncall: 144502 | eff(%): 2.814 | loglstar: -inf < -104.921 < inf | logz: -146.427 +/- 0.631 | dlogz: 21.389 > 0.109
iter: 4067 | bound: 62 | nc: 38 | ncall: 144540 | eff(%): 2.814 | loglstar: -inf < -104.819 < inf | logz: -146.398 +/- 0.631 | dlogz: 21.351 > 0.109
iter: 4068 | bound: 62 | nc: 38 | ncall: 144578 | eff(%): 2.814 | loglstar: -inf < -104.781 < inf | logz: -146.368 +/- 0.631 | dlogz: 21.312 > 0.109
iter: 4069 | bound: 62 | nc: 38 | ncall: 144616 | eff(%): 2.814 | loglstar: -inf < -104.765 < inf | logz: -146.338 +/- 0.631 | dlogz: 21.272 > 0.109
iter: 4070 | bound: 62 | nc: 38 | ncall: 144654 | eff(%): 2.814 | loglstar: -inf < -104.743 < inf | logz: -146.309 +/- 0.631 | dlogz: 21.232 > 0.109
iter: 4071 | bound: 62 | nc: 38 | ncall: 144692 | eff(%): 2.814 | loglstar: -inf < -104.676 < inf | logz: -146.280 +/- 0.631 | dlogz: 21.193 > 0.109
iter: 4072 | bound: 62 | nc: 38 | ncall: 144730 | eff(%): 2.814 | loglstar: -inf < -104.633 < inf | logz: -146.250 +/- 0.631 | dlogz: 21.154 > 0.109
iter: 4073 | bound: 62 | nc: 38 | ncall: 144768 | eff(%): 2.813 | loglstar: -inf < -104.553 < inf | logz: -146.219 +/- 0.631 | dlogz: 21.114 > 0.109
iter: 4074 | bound: 62 | nc: 38 | ncall: 144806 | eff(%): 2.813 | loglstar: -inf < -104.441 < inf | logz: -146.187 +/- 0.632 | dlogz: 21.074 > 0.109
iter: 4075 | bound: 62 | nc: 38 | ncall: 144844 | eff(%): 2.813 | loglstar: -inf < -104.433 < inf | logz: -146.154 +/- 0.632 | dlogz: 21.032 > 0.109
iter: 4076 | bound: 62 | nc: 38 | ncall: 144882 | eff(%): 2.813 | loglstar: -inf < -104.399 < inf | logz: -146.122 +/- 0.632 | dlogz: 20.989 > 0.109
iter: 4077 | bound: 62 | nc: 38 | ncall: 144920 | eff(%): 2.813 | loglstar: -inf < -104.397 < inf | logz: -146.091 +/- 0.632 | dlogz: 20.947 > 0.109
iter: 4078 | bound: 62 | nc: 38 | ncall: 144958 | eff(%): 2.813 | loglstar: -inf < -104.340 < inf | logz: -146.060 +/- 0.632 | dlogz: 20.906 > 0.109
iter: 4079 | bound: 62 | nc: 38 | ncall: 144996 | eff(%): 2.813 | loglstar: -inf < -104.183 < inf | logz: -146.027 +/- 0.632 | dlogz: 20.865 > 0.109
iter: 4080 | bound: 62 | nc: 38 | ncall: 145034 | eff(%): 2.813 | loglstar: -inf < -104.058 < inf | logz: -145.991 +/- 0.632 | dlogz: 20.822 > 0.109
iter: 4081 | bound: 62 | nc: 38 | ncall: 145072 | eff(%): 2.813 | loglstar: -inf < -104.040 < inf | logz: -145.954 +/- 0.633 | dlogz: 20.776 > 0.109
iter: 4082 | bound: 62 | nc: 38 | ncall: 145110 | eff(%): 2.813 | loglstar: -inf < -104.005 < inf | logz: -145.917 +/- 0.633 | dlogz: 20.728 > 0.109
iter: 4083 | bound: 62 | nc: 38 | ncall: 145148 | eff(%): 2.813 | loglstar: -inf < -103.971 < inf | logz: -145.881 +/- 0.633 | dlogz: 20.682 > 0.109
iter: 4084 | bound: 62 | nc: 38 | ncall: 145186 | eff(%): 2.813 | loglstar: -inf < -103.944 < inf | logz: -145.845 +/- 0.633 | dlogz: 20.636 > 0.109
iter: 4085 | bound: 62 | nc: 38 | ncall: 145224 | eff(%): 2.813 | loglstar: -inf < -103.914 < inf | logz: -145.811 +/- 0.633 | dlogz: 20.590 > 0.109
iter: 4086 | bound: 62 | nc: 38 | ncall: 145262 | eff(%): 2.813 | loglstar: -inf < -103.825 < inf | logz: -145.775 +/- 0.633 | dlogz: 20.546 > 0.109
iter: 4087 | bound: 63 | nc: 38 | ncall: 145300 | eff(%): 2.813 | loglstar: -inf < -103.775 < inf | logz: -145.739 +/- 0.634 | dlogz: 20.500 > 0.109
iter: 4088 | bound: 63 | nc: 38 | ncall: 145338 | eff(%): 2.813 | loglstar: -inf < -103.718 < inf | logz: -145.702 +/- 0.634 | dlogz: 20.454 > 0.109
iter: 4089 | bound: 63 | nc: 38 | ncall: 145376 | eff(%): 2.813 | loglstar: -inf < -103.681 < inf | logz: -145.666 +/- 0.634 | dlogz: 20.407 > 0.109
iter: 4090 | bound: 63 | nc: 38 | ncall: 145414 | eff(%): 2.813 | loglstar: -inf < -103.576 < inf | logz: -145.628 +/- 0.634 | dlogz: 20.361 > 0.109
iter: 4091 | bound: 63 | nc: 38 | ncall: 145452 | eff(%): 2.813 | loglstar: -inf < -103.546 < inf | logz: -145.590 +/- 0.634 | dlogz: 20.313 > 0.109
iter: 4092 | bound: 63 | nc: 38 | ncall: 145490 | eff(%): 2.813 | loglstar: -inf < -103.538 < inf | logz: -145.553 +/- 0.634 | dlogz: 20.265 > 0.109
iter: 4093 | bound: 63 | nc: 38 | ncall: 145528 | eff(%): 2.813 | loglstar: -inf < -103.512 < inf | logz: -145.517 +/- 0.634 | dlogz: 20.218 > 0.109
iter: 4094 | bound: 63 | nc: 38 | ncall: 145566 | eff(%): 2.812 | loglstar: -inf < -103.496 < inf | logz: -145.482 +/- 0.635 | dlogz: 20.172 > 0.109
iter: 4095 | bound: 63 | nc: 38 | ncall: 145604 | eff(%): 2.812 | loglstar: -inf < -103.411 < inf | logz: -145.446 +/- 0.635 | dlogz: 20.127 > 0.109
iter: 4096 | bound: 63 | nc: 38 | ncall: 145642 | eff(%): 2.812 | loglstar: -inf < -103.377 < inf | logz: -145.410 +/- 0.635 | dlogz: 20.082 > 0.109
iter: 4097 | bound: 63 | nc: 38 | ncall: 145680 | eff(%): 2.812 | loglstar: -inf < -103.346 < inf | logz: -145.375 +/- 0.635 | dlogz: 20.036 > 0.109
iter: 4098 | bound: 63 | nc: 38 | ncall: 145718 | eff(%): 2.812 | loglstar: -inf < -103.325 < inf | logz: -145.340 +/- 0.635 | dlogz: 19.991 > 0.109
iter: 4099 | bound: 63 | nc: 38 | ncall: 145756 | eff(%): 2.812 | loglstar: -inf < -103.325 < inf | logz: -145.307 +/- 0.635 | dlogz: 19.946 > 0.109
iter: 4100 | bound: 63 | nc: 38 | ncall: 145794 | eff(%): 2.812 | loglstar: -inf < -103.293 < inf | logz: -145.274 +/- 0.635 | dlogz: 19.903 > 0.109
iter: 4101 | bound: 63 | nc: 38 | ncall: 145832 | eff(%): 2.812 | loglstar: -inf < -103.238 < inf | logz: -145.241 +/- 0.635 | dlogz: 19.860 > 0.109
iter: 4102 | bound: 63 | nc: 38 | ncall: 145870 | eff(%): 2.812 | loglstar: -inf < -103.062 < inf | logz: -145.206 +/- 0.635 | dlogz: 19.817 > 0.109
iter: 4103 | bound: 63 | nc: 38 | ncall: 145908 | eff(%): 2.812 | loglstar: -inf < -102.998 < inf | logz: -145.168 +/- 0.636 | dlogz: 19.772 > 0.109
iter: 4104 | bound: 63 | nc: 38 | ncall: 145946 | eff(%): 2.812 | loglstar: -inf < -102.991 < inf | logz: -145.131 +/- 0.636 | dlogz: 19.724 > 0.109
iter: 4105 | bound: 63 | nc: 38 | ncall: 145984 | eff(%): 2.812 | loglstar: -inf < -102.985 < inf | logz: -145.095 +/- 0.636 | dlogz: 19.677 > 0.109
iter: 4106 | bound: 63 | nc: 38 | ncall: 146022 | eff(%): 2.812 | loglstar: -inf < -102.981 < inf | logz: -145.061 +/- 0.636 | dlogz: 19.631 > 0.109
iter: 4107 | bound: 63 | nc: 38 | ncall: 146060 | eff(%): 2.812 | loglstar: -inf < -102.928 < inf | logz: -145.027 +/- 0.636 | dlogz: 19.587 > 0.109
iter: 4108 | bound: 63 | nc: 38 | ncall: 146098 | eff(%): 2.812 | loglstar: -inf < -102.903 < inf | logz: -144.993 +/- 0.636 | dlogz: 19.543 > 0.109
iter: 4109 | bound: 63 | nc: 38 | ncall: 146136 | eff(%): 2.812 | loglstar: -inf < -102.864 < inf | logz: -144.960 +/- 0.636 | dlogz: 19.499 > 0.109
iter: 4110 | bound: 63 | nc: 38 | ncall: 146174 | eff(%): 2.812 | loglstar: -inf < -102.842 < inf | logz: -144.927 +/- 0.636 | dlogz: 19.456 > 0.109
iter: 4111 | bound: 63 | nc: 38 | ncall: 146212 | eff(%): 2.812 | loglstar: -inf < -102.780 < inf | logz: -144.894 +/- 0.636 | dlogz: 19.413 > 0.109
iter: 4112 | bound: 63 | nc: 38 | ncall: 146250 | eff(%): 2.812 | loglstar: -inf < -102.776 < inf | logz: -144.861 +/- 0.636 | dlogz: 19.370 > 0.109
iter: 4113 | bound: 63 | nc: 38 | ncall: 146288 | eff(%): 2.812 | loglstar: -inf < -102.733 < inf | logz: -144.829 +/- 0.636 | dlogz: 19.327 > 0.109
iter: 4114 | bound: 63 | nc: 38 | ncall: 146326 | eff(%): 2.812 | loglstar: -inf < -102.631 < inf | logz: -144.796 +/- 0.637 | dlogz: 19.285 > 0.109
iter: 4115 | bound: 63 | nc: 38 | ncall: 146364 | eff(%): 2.811 | loglstar: -inf < -102.629 < inf | logz: -144.763 +/- 0.637 | dlogz: 19.242 > 0.109
iter: 4116 | bound: 63 | nc: 38 | ncall: 146402 | eff(%): 2.811 | loglstar: -inf < -102.620 < inf | logz: -144.731 +/- 0.637 | dlogz: 19.199 > 0.109
iter: 4117 | bound: 63 | nc: 38 | ncall: 146440 | eff(%): 2.811 | loglstar: -inf < -102.530 < inf | logz: -144.698 +/- 0.637 | dlogz: 19.157 > 0.109
iter: 4118 | bound: 63 | nc: 38 | ncall: 146478 | eff(%): 2.811 | loglstar: -inf < -102.504 < inf | logz: -144.665 +/- 0.637 | dlogz: 19.115 > 0.109
iter: 4119 | bound: 63 | nc: 38 | ncall: 146516 | eff(%): 2.811 | loglstar: -inf < -102.485 < inf | logz: -144.633 +/- 0.637 | dlogz: 19.072 > 0.109
iter: 4120 | bound: 64 | nc: 38 | ncall: 146554 | eff(%): 2.811 | loglstar: -inf < -102.428 < inf | logz: -144.601 +/- 0.637 | dlogz: 19.030 > 0.109
iter: 4121 | bound: 64 | nc: 38 | ncall: 146592 | eff(%): 2.811 | loglstar: -inf < -102.425 < inf | logz: -144.570 +/- 0.637 | dlogz: 18.988 > 0.109
iter: 4122 | bound: 64 | nc: 38 | ncall: 146630 | eff(%): 2.811 | loglstar: -inf < -102.407 < inf | logz: -144.539 +/- 0.637 | dlogz: 18.946 > 0.109
iter: 4123 | bound: 64 | nc: 38 | ncall: 146668 | eff(%): 2.811 | loglstar: -inf < -102.364 < inf | logz: -144.508 +/- 0.637 | dlogz: 18.906 > 0.109
iter: 4124 | bound: 64 | nc: 38 | ncall: 146706 | eff(%): 2.811 | loglstar: -inf < -102.345 < inf | logz: -144.478 +/- 0.637 | dlogz: 18.865 > 0.109
iter: 4125 | bound: 64 | nc: 38 | ncall: 146744 | eff(%): 2.811 | loglstar: -inf < -102.341 < inf | logz: -144.449 +/- 0.637 | dlogz: 18.825 > 0.109
iter: 4126 | bound: 64 | nc: 38 | ncall: 146782 | eff(%): 2.811 | loglstar: -inf < -102.334 < inf | logz: -144.421 +/- 0.637 | dlogz: 18.786 > 0.109
iter: 4127 | bound: 64 | nc: 38 | ncall: 146820 | eff(%): 2.811 | loglstar: -inf < -102.314 < inf | logz: -144.393 +/- 0.637 | dlogz: 18.748 > 0.109
iter: 4128 | bound: 64 | nc: 38 | ncall: 146858 | eff(%): 2.811 | loglstar: -inf < -102.277 < inf | logz: -144.366 +/- 0.637 | dlogz: 18.710 > 0.109
iter: 4129 | bound: 64 | nc: 38 | ncall: 146896 | eff(%): 2.811 | loglstar: -inf < -102.260 < inf | logz: -144.338 +/- 0.637 | dlogz: 18.673 > 0.109
iter: 4130 | bound: 64 | nc: 38 | ncall: 146934 | eff(%): 2.811 | loglstar: -inf < -102.210 < inf | logz: -144.311 +/- 0.637 | dlogz: 18.636 > 0.109
iter: 4131 | bound: 64 | nc: 38 | ncall: 146972 | eff(%): 2.811 | loglstar: -inf < -102.188 < inf | logz: -144.284 +/- 0.637 | dlogz: 18.599 > 0.109
iter: 4132 | bound: 64 | nc: 38 | ncall: 147010 | eff(%): 2.811 | loglstar: -inf < -102.041 < inf | logz: -144.256 +/- 0.638 | dlogz: 18.562 > 0.109
iter: 4133 | bound: 64 | nc: 38 | ncall: 147048 | eff(%): 2.811 | loglstar: -inf < -102.015 < inf | logz: -144.226 +/- 0.638 | dlogz: 18.523 > 0.109
iter: 4134 | bound: 64 | nc: 38 | ncall: 147086 | eff(%): 2.811 | loglstar: -inf < -101.962 < inf | logz: -144.197 +/- 0.638 | dlogz: 18.484 > 0.109
iter: 4135 | bound: 64 | nc: 38 | ncall: 147124 | eff(%): 2.811 | loglstar: -inf < -101.956 < inf | logz: -144.167 +/- 0.638 | dlogz: 18.444 > 0.109
iter: 4136 | bound: 64 | nc: 38 | ncall: 147162 | eff(%): 2.811 | loglstar: -inf < -101.947 < inf | logz: -144.139 +/- 0.638 | dlogz: 18.405 > 0.109
iter: 4137 | bound: 64 | nc: 38 | ncall: 147200 | eff(%): 2.810 | loglstar: -inf < -101.947 < inf | logz: -144.111 +/- 0.638 | dlogz: 18.367 > 0.109
iter: 4138 | bound: 64 | nc: 38 | ncall: 147238 | eff(%): 2.810 | loglstar: -inf < -101.945 < inf | logz: -144.085 +/- 0.638 | dlogz: 18.329 > 0.109
iter: 4139 | bound: 64 | nc: 38 | ncall: 147276 | eff(%): 2.810 | loglstar: -inf < -101.935 < inf | logz: -144.059 +/- 0.638 | dlogz: 18.293 > 0.109
iter: 4140 | bound: 64 | nc: 38 | ncall: 147314 | eff(%): 2.810 | loglstar: -inf < -101.919 < inf | logz: -144.034 +/- 0.638 | dlogz: 18.257 > 0.109
iter: 4141 | bound: 64 | nc: 38 | ncall: 147352 | eff(%): 2.810 | loglstar: -inf < -101.912 < inf | logz: -144.009 +/- 0.638 | dlogz: 18.222 > 0.109
iter: 4142 | bound: 64 | nc: 38 | ncall: 147390 | eff(%): 2.810 | loglstar: -inf < -101.889 < inf | logz: -143.985 +/- 0.638 | dlogz: 18.187 > 0.109
iter: 4143 | bound: 64 | nc: 38 | ncall: 147428 | eff(%): 2.810 | loglstar: -inf < -101.849 < inf | logz: -143.961 +/- 0.638 | dlogz: 18.153 > 0.109
iter: 4144 | bound: 64 | nc: 38 | ncall: 147466 | eff(%): 2.810 | loglstar: -inf < -101.837 < inf | logz: -143.937 +/- 0.638 | dlogz: 18.119 > 0.109
iter: 4145 | bound: 64 | nc: 38 | ncall: 147504 | eff(%): 2.810 | loglstar: -inf < -101.799 < inf | logz: -143.913 +/- 0.638 | dlogz: 18.085 > 0.109
iter: 4146 | bound: 64 | nc: 38 | ncall: 147542 | eff(%): 2.810 | loglstar: -inf < -101.766 < inf | logz: -143.890 +/- 0.638 | dlogz: 18.052 > 0.109
iter: 4147 | bound: 64 | nc: 38 | ncall: 147580 | eff(%): 2.810 | loglstar: -inf < -101.756 < inf | logz: -143.866 +/- 0.638 | dlogz: 18.018 > 0.109
iter: 4148 | bound: 65 | nc: 38 | ncall: 147618 | eff(%): 2.810 | loglstar: -inf < -101.730 < inf | logz: -143.843 +/- 0.638 | dlogz: 17.984 > 0.109
iter: 4149 | bound: 65 | nc: 38 | ncall: 147656 | eff(%): 2.810 | loglstar: -inf < -101.711 < inf | logz: -143.820 +/- 0.638 | dlogz: 17.951 > 0.109
iter: 4150 | bound: 65 | nc: 38 | ncall: 147694 | eff(%): 2.810 | loglstar: -inf < -101.699 < inf | logz: -143.798 +/- 0.638 | dlogz: 17.919 > 0.109
iter: 4151 | bound: 65 | nc: 38 | ncall: 147732 | eff(%): 2.810 | loglstar: -inf < -101.593 < inf | logz: -143.775 +/- 0.638 | dlogz: 17.886 > 0.109
iter: 4152 | bound: 65 | nc: 38 | ncall: 147770 | eff(%): 2.810 | loglstar: -inf < -101.491 < inf | logz: -143.750 +/- 0.638 | dlogz: 17.853 > 0.109
iter: 4153 | bound: 65 | nc: 38 | ncall: 147808 | eff(%): 2.810 | loglstar: -inf < -101.429 < inf | logz: -143.724 +/- 0.638 | dlogz: 17.818 > 0.109
iter: 4154 | bound: 65 | nc: 38 | ncall: 147846 | eff(%): 2.810 | loglstar: -inf < -101.401 < inf | logz: -143.698 +/- 0.638 | dlogz: 17.783 > 0.109
iter: 4155 | bound: 65 | nc: 38 | ncall: 147884 | eff(%): 2.810 | loglstar: -inf < -101.382 < inf | logz: -143.672 +/- 0.638 | dlogz: 17.746 > 0.109
iter: 4156 | bound: 65 | nc: 38 | ncall: 147922 | eff(%): 2.810 | loglstar: -inf < -101.293 < inf | logz: -143.646 +/- 0.638 | dlogz: 17.711 > 0.109
iter: 4157 | bound: 65 | nc: 38 | ncall: 147960 | eff(%): 2.810 | loglstar: -inf < -101.289 < inf | logz: -143.619 +/- 0.638 | dlogz: 17.674 > 0.109
iter: 4158 | bound: 65 | nc: 38 | ncall: 147998 | eff(%): 2.809 | loglstar: -inf < -101.264 < inf | logz: -143.593 +/- 0.638 | dlogz: 17.638 > 0.109
iter: 4159 | bound: 65 | nc: 38 | ncall: 148036 | eff(%): 2.809 | loglstar: -inf < -101.183 < inf | logz: -143.567 +/- 0.639 | dlogz: 17.602 > 0.109
iter: 4160 | bound: 65 | nc: 38 | ncall: 148074 | eff(%): 2.809 | loglstar: -inf < -101.104 < inf | logz: -143.539 +/- 0.639 | dlogz: 17.566 > 0.109
iter: 4161 | bound: 65 | nc: 38 | ncall: 148112 | eff(%): 2.809 | loglstar: -inf < -101.096 < inf | logz: -143.511 +/- 0.639 | dlogz: 17.528 > 0.109
iter: 4162 | bound: 65 | nc: 38 | ncall: 148150 | eff(%): 2.809 | loglstar: -inf < -101.010 < inf | logz: -143.483 +/- 0.639 | dlogz: 17.490 > 0.109
iter: 4163 | bound: 65 | nc: 38 | ncall: 148188 | eff(%): 2.809 | loglstar: -inf < -100.899 < inf | logz: -143.454 +/- 0.639 | dlogz: 17.452 > 0.109
iter: 4164 | bound: 65 | nc: 38 | ncall: 148226 | eff(%): 2.809 | loglstar: -inf < -100.854 < inf | logz: -143.423 +/- 0.639 | dlogz: 17.413 > 0.109
iter: 4165 | bound: 65 | nc: 38 | ncall: 148264 | eff(%): 2.809 | loglstar: -inf < -100.834 < inf | logz: -143.392 +/- 0.639 | dlogz: 17.372 > 0.109
iter: 4166 | bound: 65 | nc: 38 | ncall: 148302 | eff(%): 2.809 | loglstar: -inf < -100.665 < inf | logz: -143.360 +/- 0.639 | dlogz: 17.331 > 0.109
iter: 4167 | bound: 65 | nc: 38 | ncall: 148340 | eff(%): 2.809 | loglstar: -inf < -100.581 < inf | logz: -143.325 +/- 0.639 | dlogz: 17.289 > 0.109
iter: 4168 | bound: 65 | nc: 38 | ncall: 148378 | eff(%): 2.809 | loglstar: -inf < -100.516 < inf | logz: -143.288 +/- 0.639 | dlogz: 17.244 > 0.109
iter: 4169 | bound: 65 | nc: 38 | ncall: 148416 | eff(%): 2.809 | loglstar: -inf < -100.503 < inf | logz: -143.253 +/- 0.640 | dlogz: 17.198 > 0.109
iter: 4170 | bound: 65 | nc: 38 | ncall: 148454 | eff(%): 2.809 | loglstar: -inf < -100.495 < inf | logz: -143.218 +/- 0.640 | dlogz: 17.152 > 0.109
iter: 4171 | bound: 65 | nc: 38 | ncall: 148492 | eff(%): 2.809 | loglstar: -inf < -100.453 < inf | logz: -143.184 +/- 0.640 | dlogz: 17.107 > 0.109
iter: 4172 | bound: 65 | nc: 38 | ncall: 148530 | eff(%): 2.809 | loglstar: -inf < -100.416 < inf | logz: -143.150 +/- 0.640 | dlogz: 17.063 > 0.109
iter: 4173 | bound: 65 | nc: 38 | ncall: 148568 | eff(%): 2.809 | loglstar: -inf < -100.415 < inf | logz: -143.117 +/- 0.640 | dlogz: 17.020 > 0.109
iter: 4174 | bound: 65 | nc: 38 | ncall: 148606 | eff(%): 2.809 | loglstar: -inf < -100.394 < inf | logz: -143.085 +/- 0.640 | dlogz: 16.977 > 0.109
iter: 4175 | bound: 65 | nc: 38 | ncall: 148644 | eff(%): 2.809 | loglstar: -inf < -100.379 < inf | logz: -143.054 +/- 0.640 | dlogz: 16.935 > 0.109
iter: 4176 | bound: 65 | nc: 38 | ncall: 148682 | eff(%): 2.809 | loglstar: -inf < -100.332 < inf | logz: -143.023 +/- 0.640 | dlogz: 16.893 > 0.109
iter: 4177 | bound: 65 | nc: 38 | ncall: 148720 | eff(%): 2.809 | loglstar: -inf < -100.310 < inf | logz: -142.992 +/- 0.641 | dlogz: 16.853 > 0.109
iter: 4178 | bound: 65 | nc: 38 | ncall: 148758 | eff(%): 2.809 | loglstar: -inf < -100.263 < inf | logz: -142.962 +/- 0.641 | dlogz: 16.812 > 0.109
iter: 4179 | bound: 65 | nc: 38 | ncall: 148796 | eff(%): 2.809 | loglstar: -inf < -100.241 < inf | logz: -142.931 +/- 0.641 | dlogz: 16.771 > 0.109
iter: 4180 | bound: 65 | nc: 38 | ncall: 148834 | eff(%): 2.808 | loglstar: -inf < -100.240 < inf | logz: -142.902 +/- 0.641 | dlogz: 16.731 > 0.109
iter: 4181 | bound: 65 | nc: 38 | ncall: 148872 | eff(%): 2.808 | loglstar: -inf < -100.203 < inf | logz: -142.873 +/- 0.641 | dlogz: 16.692 > 0.109
iter: 4182 | bound: 65 | nc: 38 | ncall: 148910 | eff(%): 2.808 | loglstar: -inf < -100.053 < inf | logz: -142.842 +/- 0.641 | dlogz: 16.653 > 0.109
iter: 4183 | bound: 65 | nc: 38 | ncall: 148948 | eff(%): 2.808 | loglstar: -inf < -99.987 < inf | logz: -142.810 +/- 0.641 | dlogz: 16.612 > 0.109
iter: 4184 | bound: 65 | nc: 38 | ncall: 148986 | eff(%): 2.808 | loglstar: -inf < -99.926 < inf | logz: -142.776 +/- 0.641 | dlogz: 16.569 > 0.109
iter: 4185 | bound: 65 | nc: 38 | ncall: 149024 | eff(%): 2.808 | loglstar: -inf < -99.925 < inf | logz: -142.743 +/- 0.641 | dlogz: 16.526 > 0.109
iter: 4186 | bound: 65 | nc: 38 | ncall: 149062 | eff(%): 2.808 | loglstar: -inf < -99.823 < inf | logz: -142.710 +/- 0.641 | dlogz: 16.483 > 0.109
iter: 4187 | bound: 65 | nc: 38 | ncall: 149100 | eff(%): 2.808 | loglstar: -inf < -99.730 < inf | logz: -142.675 +/- 0.641 | dlogz: 16.440 > 0.109
iter: 4188 | bound: 65 | nc: 38 | ncall: 149138 | eff(%): 2.808 | loglstar: -inf < -99.713 < inf | logz: -142.640 +/- 0.642 | dlogz: 16.395 > 0.109
iter: 4189 | bound: 65 | nc: 38 | ncall: 149176 | eff(%): 2.808 | loglstar: -inf < -99.630 < inf | logz: -142.604 +/- 0.642 | dlogz: 16.350 > 0.109
iter: 4190 | bound: 65 | nc: 38 | ncall: 149214 | eff(%): 2.808 | loglstar: -inf < -99.609 < inf | logz: -142.568 +/- 0.642 | dlogz: 16.304 > 0.109
iter: 4191 | bound: 65 | nc: 38 | ncall: 149252 | eff(%): 2.808 | loglstar: -inf < -99.598 < inf | logz: -142.534 +/- 0.642 | dlogz: 16.259 > 0.109
iter: 4192 | bound: 65 | nc: 38 | ncall: 149290 | eff(%): 2.808 | loglstar: -inf < -99.563 < inf | logz: -142.500 +/- 0.642 | dlogz: 16.214 > 0.109
iter: 4193 | bound: 65 | nc: 38 | ncall: 149328 | eff(%): 2.808 | loglstar: -inf < -99.462 < inf | logz: -142.465 +/- 0.642 | dlogz: 16.170 > 0.109
iter: 4194 | bound: 65 | nc: 38 | ncall: 149366 | eff(%): 2.808 | loglstar: -inf < -99.392 < inf | logz: -142.429 +/- 0.642 | dlogz: 16.125 > 0.109
iter: 4195 | bound: 65 | nc: 38 | ncall: 149404 | eff(%): 2.808 | loglstar: -inf < -99.391 < inf | logz: -142.393 +/- 0.642 | dlogz: 16.079 > 0.109
iter: 4196 | bound: 65 | nc: 38 | ncall: 149442 | eff(%): 2.808 | loglstar: -inf < -99.352 < inf | logz: -142.358 +/- 0.643 | dlogz: 16.033 > 0.109
iter: 4197 | bound: 65 | nc: 38 | ncall: 149480 | eff(%): 2.808 | loglstar: -inf < -99.318 < inf | logz: -142.323 +/- 0.643 | dlogz: 15.988 > 0.109
iter: 4198 | bound: 65 | nc: 38 | ncall: 149518 | eff(%): 2.808 | loglstar: -inf < -99.212 < inf | logz: -142.288 +/- 0.643 | dlogz: 15.944 > 0.109
iter: 4199 | bound: 65 | nc: 38 | ncall: 149556 | eff(%): 2.808 | loglstar: -inf < -99.189 < inf | logz: -142.251 +/- 0.643 | dlogz: 15.898 > 0.109
iter: 4200 | bound: 65 | nc: 38 | ncall: 149594 | eff(%): 2.808 | loglstar: -inf < -99.160 < inf | logz: -142.216 +/- 0.643 | dlogz: 15.852 > 0.109
iter: 4201 | bound: 65 | nc: 38 | ncall: 149632 | eff(%): 2.808 | loglstar: -inf < -99.121 < inf | logz: -142.181 +/- 0.643 | dlogz: 15.807 > 0.109
iter: 4202 | bound: 65 | nc: 38 | ncall: 149670 | eff(%): 2.808 | loglstar: -inf < -99.119 < inf | logz: -142.147 +/- 0.643 | dlogz: 15.762 > 0.109
iter: 4203 | bound: 65 | nc: 38 | ncall: 149708 | eff(%): 2.807 | loglstar: -inf < -99.105 < inf | logz: -142.113 +/- 0.643 | dlogz: 15.717 > 0.109
iter: 4204 | bound: 65 | nc: 38 | ncall: 149746 | eff(%): 2.807 | loglstar: -inf < -99.084 < inf | logz: -142.081 +/- 0.643 | dlogz: 15.674 > 0.109
iter: 4205 | bound: 65 | nc: 38 | ncall: 149784 | eff(%): 2.807 | loglstar: -inf < -98.975 < inf | logz: -142.048 +/- 0.643 | dlogz: 15.632 > 0.109
iter: 4206 | bound: 65 | nc: 38 | ncall: 149822 | eff(%): 2.807 | loglstar: -inf < -98.926 < inf | logz: -142.014 +/- 0.644 | dlogz: 15.589 > 0.109
iter: 4207 | bound: 65 | nc: 38 | ncall: 149860 | eff(%): 2.807 | loglstar: -inf < -98.902 < inf | logz: -141.980 +/- 0.644 | dlogz: 15.545 > 0.109
iter: 4208 | bound: 66 | nc: 38 | ncall: 149898 | eff(%): 2.807 | loglstar: -inf < -98.862 < inf | logz: -141.947 +/- 0.644 | dlogz: 15.501 > 0.109
iter: 4209 | bound: 66 | nc: 38 | ncall: 149936 | eff(%): 2.807 | loglstar: -inf < -98.789 < inf | logz: -141.913 +/- 0.644 | dlogz: 15.458 > 0.109
iter: 4210 | bound: 66 | nc: 38 | ncall: 149974 | eff(%): 2.807 | loglstar: -inf < -98.770 < inf | logz: -141.879 +/- 0.644 | dlogz: 15.414 > 0.109
iter: 4211 | bound: 66 | nc: 38 | ncall: 150012 | eff(%): 2.807 | loglstar: -inf < -98.770 < inf | logz: -141.846 +/- 0.644 | dlogz: 15.370 > 0.109
iter: 4212 | bound: 66 | nc: 38 | ncall: 150050 | eff(%): 2.807 | loglstar: -inf < -98.769 < inf | logz: -141.814 +/- 0.644 | dlogz: 15.327 > 0.109
iter: 4213 | bound: 66 | nc: 38 | ncall: 150088 | eff(%): 2.807 | loglstar: -inf < -98.733 < inf | logz: -141.783 +/- 0.644 | dlogz: 15.286 > 0.109
iter: 4214 | bound: 66 | nc: 38 | ncall: 150126 | eff(%): 2.807 | loglstar: -inf < -98.672 < inf | logz: -141.752 +/- 0.644 | dlogz: 15.245 > 0.109
iter: 4215 | bound: 66 | nc: 38 | ncall: 150164 | eff(%): 2.807 | loglstar: -inf < -98.663 < inf | logz: -141.721 +/- 0.644 | dlogz: 15.204 > 0.109
iter: 4216 | bound: 66 | nc: 38 | ncall: 150202 | eff(%): 2.807 | loglstar: -inf < -98.604 < inf | logz: -141.691 +/- 0.644 | dlogz: 15.163 > 0.109
iter: 4217 | bound: 66 | nc: 38 | ncall: 150240 | eff(%): 2.807 | loglstar: -inf < -98.560 < inf | logz: -141.660 +/- 0.644 | dlogz: 15.122 > 0.109
iter: 4218 | bound: 66 | nc: 38 | ncall: 150278 | eff(%): 2.807 | loglstar: -inf < -98.533 < inf | logz: -141.629 +/- 0.644 | dlogz: 15.081 > 0.109
iter: 4219 | bound: 66 | nc: 38 | ncall: 150316 | eff(%): 2.807 | loglstar: -inf < -98.532 < inf | logz: -141.599 +/- 0.645 | dlogz: 15.041 > 0.109
iter: 4220 | bound: 66 | nc: 38 | ncall: 150354 | eff(%): 2.807 | loglstar: -inf < -98.488 < inf | logz: -141.569 +/- 0.645 | dlogz: 15.001 > 0.109
iter: 4221 | bound: 66 | nc: 38 | ncall: 150392 | eff(%): 2.807 | loglstar: -inf < -98.488 < inf | logz: -141.540 +/- 0.645 | dlogz: 14.961 > 0.109
iter: 4222 | bound: 66 | nc: 38 | ncall: 150430 | eff(%): 2.807 | loglstar: -inf < -98.441 < inf | logz: -141.512 +/- 0.645 | dlogz: 14.922 > 0.109
iter: 4223 | bound: 66 | nc: 38 | ncall: 150468 | eff(%): 2.807 | loglstar: -inf < -98.350 < inf | logz: -141.482 +/- 0.645 | dlogz: 14.884 > 0.109
iter: 4224 | bound: 66 | nc: 38 | ncall: 150506 | eff(%): 2.807 | loglstar: -inf < -98.324 < inf | logz: -141.452 +/- 0.645 | dlogz: 14.844 > 0.109
iter: 4225 | bound: 66 | nc: 38 | ncall: 150544 | eff(%): 2.806 | loglstar: -inf < -98.255 < inf | logz: -141.422 +/- 0.645 | dlogz: 14.804 > 0.109
iter: 4226 | bound: 66 | nc: 38 | ncall: 150582 | eff(%): 2.806 | loglstar: -inf < -98.111 < inf | logz: -141.390 +/- 0.645 | dlogz: 14.764 > 0.109
iter: 4227 | bound: 66 | nc: 38 | ncall: 150620 | eff(%): 2.806 | loglstar: -inf < -98.105 < inf | logz: -141.356 +/- 0.645 | dlogz: 14.722 > 0.109
iter: 4228 | bound: 66 | nc: 38 | ncall: 150658 | eff(%): 2.806 | loglstar: -inf < -98.028 < inf | logz: -141.323 +/- 0.645 | dlogz: 14.678 > 0.109
iter: 4229 | bound: 66 | nc: 38 | ncall: 150696 | eff(%): 2.806 | loglstar: -inf < -97.918 < inf | logz: -141.288 +/- 0.645 | dlogz: 14.635 > 0.109
iter: 4230 | bound: 66 | nc: 38 | ncall: 150734 | eff(%): 2.806 | loglstar: -inf < -97.881 < inf | logz: -141.252 +/- 0.645 | dlogz: 14.590 > 0.109
iter: 4231 | bound: 66 | nc: 38 | ncall: 150772 | eff(%): 2.806 | loglstar: -inf < -97.880 < inf | logz: -141.217 +/- 0.645 | dlogz: 14.544 > 0.109
iter: 4232 | bound: 66 | nc: 38 | ncall: 150810 | eff(%): 2.806 | loglstar: -inf < -97.849 < inf | logz: -141.183 +/- 0.646 | dlogz: 14.499 > 0.109
iter: 4233 | bound: 66 | nc: 38 | ncall: 150848 | eff(%): 2.806 | loglstar: -inf < -97.836 < inf | logz: -141.150 +/- 0.646 | dlogz: 14.455 > 0.109
iter: 4234 | bound: 66 | nc: 38 | ncall: 150886 | eff(%): 2.806 | loglstar: -inf < -97.789 < inf | logz: -141.117 +/- 0.646 | dlogz: 14.412 > 0.109
iter: 4235 | bound: 66 | nc: 38 | ncall: 150924 | eff(%): 2.806 | loglstar: -inf < -97.777 < inf | logz: -141.084 +/- 0.646 | dlogz: 14.369 > 0.109
iter: 4236 | bound: 66 | nc: 38 | ncall: 150962 | eff(%): 2.806 | loglstar: -inf < -97.720 < inf | logz: -141.052 +/- 0.646 | dlogz: 14.327 > 0.109
iter: 4237 | bound: 66 | nc: 38 | ncall: 151000 | eff(%): 2.806 | loglstar: -inf < -97.710 < inf | logz: -141.020 +/- 0.646 | dlogz: 14.285 > 0.109
iter: 4238 | bound: 66 | nc: 38 | ncall: 151038 | eff(%): 2.806 | loglstar: -inf < -97.694 < inf | logz: -140.989 +/- 0.646 | dlogz: 14.243 > 0.109
iter: 4239 | bound: 66 | nc: 38 | ncall: 151076 | eff(%): 2.806 | loglstar: -inf < -97.693 < inf | logz: -140.959 +/- 0.646 | dlogz: 14.202 > 0.109
iter: 4240 | bound: 66 | nc: 38 | ncall: 151114 | eff(%): 2.806 | loglstar: -inf < -97.683 < inf | logz: -140.930 +/- 0.646 | dlogz: 14.162 > 0.109
iter: 4241 | bound: 66 | nc: 38 | ncall: 151152 | eff(%): 2.806 | loglstar: -inf < -97.676 < inf | logz: -140.902 +/- 0.646 | dlogz: 14.123 > 0.109
iter: 4242 | bound: 66 | nc: 38 | ncall: 151190 | eff(%): 2.806 | loglstar: -inf < -97.620 < inf | logz: -140.874 +/- 0.646 | dlogz: 14.085 > 0.109
iter: 4243 | bound: 66 | nc: 38 | ncall: 151228 | eff(%): 2.806 | loglstar: -inf < -97.615 < inf | logz: -140.846 +/- 0.646 | dlogz: 14.047 > 0.109
iter: 4244 | bound: 66 | nc: 38 | ncall: 151266 | eff(%): 2.806 | loglstar: -inf < -97.614 < inf | logz: -140.819 +/- 0.646 | dlogz: 14.009 > 0.109
iter: 4245 | bound: 66 | nc: 38 | ncall: 151304 | eff(%): 2.806 | loglstar: -inf < -97.542 < inf | logz: -140.792 +/- 0.646 | dlogz: 13.972 > 0.109
iter: 4246 | bound: 66 | nc: 38 | ncall: 151342 | eff(%): 2.806 | loglstar: -inf < -97.531 < inf | logz: -140.765 +/- 0.646 | dlogz: 13.935 > 0.109
iter: 4247 | bound: 66 | nc: 38 | ncall: 151380 | eff(%): 2.806 | loglstar: -inf < -97.487 < inf | logz: -140.739 +/- 0.646 | dlogz: 13.899 > 0.109
iter: 4248 | bound: 66 | nc: 38 | ncall: 151418 | eff(%): 2.805 | loglstar: -inf < -97.480 < inf | logz: -140.712 +/- 0.646 | dlogz: 13.862 > 0.109
iter: 4249 | bound: 66 | nc: 38 | ncall: 151456 | eff(%): 2.805 | loglstar: -inf < -97.454 < inf | logz: -140.686 +/- 0.646 | dlogz: 13.825 > 0.109
iter: 4250 | bound: 66 | nc: 38 | ncall: 151494 | eff(%): 2.805 | loglstar: -inf < -97.429 < inf | logz: -140.661 +/- 0.646 | dlogz: 13.790 > 0.109
iter: 4251 | bound: 66 | nc: 38 | ncall: 151532 | eff(%): 2.805 | loglstar: -inf < -97.419 < inf | logz: -140.636 +/- 0.646 | dlogz: 13.754 > 0.109
iter: 4252 | bound: 66 | nc: 38 | ncall: 151570 | eff(%): 2.805 | loglstar: -inf < -97.407 < inf | logz: -140.611 +/- 0.646 | dlogz: 13.719 > 0.109
iter: 4253 | bound: 66 | nc: 38 | ncall: 151608 | eff(%): 2.805 | loglstar: -inf < -97.388 < inf | logz: -140.587 +/- 0.646 | dlogz: 13.684 > 0.109
iter: 4254 | bound: 66 | nc: 38 | ncall: 151646 | eff(%): 2.805 | loglstar: -inf < -97.368 < inf | logz: -140.563 +/- 0.647 | dlogz: 13.650 > 0.109
iter: 4255 | bound: 66 | nc: 38 | ncall: 151684 | eff(%): 2.805 | loglstar: -inf < -97.353 < inf | logz: -140.540 +/- 0.647 | dlogz: 13.616 > 0.109
iter: 4256 | bound: 66 | nc: 38 | ncall: 151722 | eff(%): 2.805 | loglstar: -inf < -97.349 < inf | logz: -140.517 +/- 0.647 | dlogz: 13.583 > 0.109
iter: 4257 | bound: 66 | nc: 38 | ncall: 151760 | eff(%): 2.805 | loglstar: -inf < -97.261 < inf | logz: -140.493 +/- 0.647 | dlogz: 13.550 > 0.109
iter: 4258 | bound: 66 | nc: 38 | ncall: 151798 | eff(%): 2.805 | loglstar: -inf < -97.244 < inf | logz: -140.470 +/- 0.647 | dlogz: 13.517 > 0.109
iter: 4259 | bound: 66 | nc: 38 | ncall: 151836 | eff(%): 2.805 | loglstar: -inf < -97.212 < inf | logz: -140.446 +/- 0.647 | dlogz: 13.484 > 0.109
iter: 4260 | bound: 66 | nc: 38 | ncall: 151874 | eff(%): 2.805 | loglstar: -inf < -97.144 < inf | logz: -140.423 +/- 0.647 | dlogz: 13.450 > 0.109
iter: 4261 | bound: 66 | nc: 38 | ncall: 151912 | eff(%): 2.805 | loglstar: -inf < -97.142 < inf | logz: -140.399 +/- 0.647 | dlogz: 13.416 > 0.109
iter: 4262 | bound: 66 | nc: 38 | ncall: 151950 | eff(%): 2.805 | loglstar: -inf < -97.112 < inf | logz: -140.375 +/- 0.647 | dlogz: 13.383 > 0.109
iter: 4263 | bound: 66 | nc: 38 | ncall: 151988 | eff(%): 2.805 | loglstar: -inf < -97.069 < inf | logz: -140.352 +/- 0.647 | dlogz: 13.349 > 0.109
iter: 4264 | bound: 66 | nc: 38 | ncall: 152026 | eff(%): 2.805 | loglstar: -inf < -97.062 < inf | logz: -140.329 +/- 0.647 | dlogz: 13.316 > 0.109
iter: 4265 | bound: 66 | nc: 38 | ncall: 152064 | eff(%): 2.805 | loglstar: -inf < -97.021 < inf | logz: -140.306 +/- 0.647 | dlogz: 13.283 > 0.109
iter: 4266 | bound: 66 | nc: 38 | ncall: 152102 | eff(%): 2.805 | loglstar: -inf < -97.005 < inf | logz: -140.283 +/- 0.647 | dlogz: 13.250 > 0.109
iter: 4267 | bound: 66 | nc: 38 | ncall: 152140 | eff(%): 2.805 | loglstar: -inf < -96.975 < inf | logz: -140.260 +/- 0.647 | dlogz: 13.217 > 0.109
iter: 4268 | bound: 66 | nc: 38 | ncall: 152178 | eff(%): 2.805 | loglstar: -inf < -96.974 < inf | logz: -140.237 +/- 0.647 | dlogz: 13.184 > 0.109
iter: 4269 | bound: 66 | nc: 38 | ncall: 152216 | eff(%): 2.805 | loglstar: -inf < -96.896 < inf | logz: -140.215 +/- 0.647 | dlogz: 13.152 > 0.109
iter: 4270 | bound: 66 | nc: 38 | ncall: 152254 | eff(%): 2.805 | loglstar: -inf < -96.879 < inf | logz: -140.192 +/- 0.647 | dlogz: 13.119 > 0.109
iter: 4271 | bound: 66 | nc: 38 | ncall: 152292 | eff(%): 2.804 | loglstar: -inf < -96.863 < inf | logz: -140.170 +/- 0.647 | dlogz: 13.086 > 0.109
iter: 4272 | bound: 66 | nc: 38 | ncall: 152330 | eff(%): 2.804 | loglstar: -inf < -96.860 < inf | logz: -140.148 +/- 0.647 | dlogz: 13.054 > 0.109
iter: 4273 | bound: 66 | nc: 38 | ncall: 152368 | eff(%): 2.804 | loglstar: -inf < -96.857 < inf | logz: -140.126 +/- 0.647 | dlogz: 13.022 > 0.109
iter: 4274 | bound: 66 | nc: 38 | ncall: 152406 | eff(%): 2.804 | loglstar: -inf < -96.803 < inf | logz: -140.105 +/- 0.647 | dlogz: 12.991 > 0.109
iter: 4275 | bound: 66 | nc: 38 | ncall: 152444 | eff(%): 2.804 | loglstar: -inf < -96.775 < inf | logz: -140.083 +/- 0.647 | dlogz: 12.959 > 0.109
iter: 4276 | bound: 66 | nc: 38 | ncall: 152482 | eff(%): 2.804 | loglstar: -inf < -96.773 < inf | logz: -140.062 +/- 0.647 | dlogz: 12.928 > 0.109
iter: 4277 | bound: 66 | nc: 38 | ncall: 152520 | eff(%): 2.804 | loglstar: -inf < -96.752 < inf | logz: -140.041 +/- 0.647 | dlogz: 12.897 > 0.109
iter: 4278 | bound: 66 | nc: 38 | ncall: 152558 | eff(%): 2.804 | loglstar: -inf < -96.751 < inf | logz: -140.021 +/- 0.647 | dlogz: 12.866 > 0.109
iter: 4279 | bound: 66 | nc: 38 | ncall: 152596 | eff(%): 2.804 | loglstar: -inf < -96.720 < inf | logz: -140.001 +/- 0.647 | dlogz: 12.836 > 0.109
iter: 4280 | bound: 66 | nc: 38 | ncall: 152634 | eff(%): 2.804 | loglstar: -inf < -96.699 < inf | logz: -139.981 +/- 0.647 | dlogz: 12.806 > 0.109
iter: 4281 | bound: 66 | nc: 38 | ncall: 152672 | eff(%): 2.804 | loglstar: -inf < -96.657 < inf | logz: -139.961 +/- 0.647 | dlogz: 12.776 > 0.109
iter: 4282 | bound: 66 | nc: 38 | ncall: 152710 | eff(%): 2.804 | loglstar: -inf < -96.608 < inf | logz: -139.941 +/- 0.647 | dlogz: 12.746 > 0.109
iter: 4283 | bound: 66 | nc: 38 | ncall: 152748 | eff(%): 2.804 | loglstar: -inf < -96.505 < inf | logz: -139.919 +/- 0.647 | dlogz: 12.715 > 0.109
iter: 4284 | bound: 66 | nc: 38 | ncall: 152786 | eff(%): 2.804 | loglstar: -inf < -96.401 < inf | logz: -139.896 +/- 0.647 | dlogz: 12.684 > 0.109
iter: 4285 | bound: 66 | nc: 38 | ncall: 152824 | eff(%): 2.804 | loglstar: -inf < -96.347 < inf | logz: -139.872 +/- 0.647 | dlogz: 12.651 > 0.109
iter: 4286 | bound: 66 | nc: 38 | ncall: 152862 | eff(%): 2.804 | loglstar: -inf < -96.333 < inf | logz: -139.849 +/- 0.647 | dlogz: 12.617 > 0.109
iter: 4287 | bound: 66 | nc: 38 | ncall: 152900 | eff(%): 2.804 | loglstar: -inf < -96.303 < inf | logz: -139.825 +/- 0.647 | dlogz: 12.584 > 0.109
iter: 4288 | bound: 66 | nc: 38 | ncall: 152938 | eff(%): 2.804 | loglstar: -inf < -96.301 < inf | logz: -139.802 +/- 0.647 | dlogz: 12.550 > 0.109
iter: 4289 | bound: 66 | nc: 38 | ncall: 152976 | eff(%): 2.804 | loglstar: -inf < -96.262 < inf | logz: -139.779 +/- 0.647 | dlogz: 12.517 > 0.109
iter: 4290 | bound: 66 | nc: 38 | ncall: 153014 | eff(%): 2.804 | loglstar: -inf < -96.258 < inf | logz: -139.756 +/- 0.648 | dlogz: 12.484 > 0.109
iter: 4291 | bound: 66 | nc: 38 | ncall: 153052 | eff(%): 2.804 | loglstar: -inf < -96.226 < inf | logz: -139.734 +/- 0.648 | dlogz: 12.451 > 0.109
iter: 4292 | bound: 66 | nc: 38 | ncall: 153090 | eff(%): 2.804 | loglstar: -inf < -96.211 < inf | logz: -139.711 +/- 0.648 | dlogz: 12.419 > 0.109
iter: 4293 | bound: 66 | nc: 38 | ncall: 153128 | eff(%): 2.804 | loglstar: -inf < -96.202 < inf | logz: -139.690 +/- 0.648 | dlogz: 12.387 > 0.109
iter: 4294 | bound: 66 | nc: 38 | ncall: 153166 | eff(%): 2.803 | loglstar: -inf < -96.201 < inf | logz: -139.669 +/- 0.648 | dlogz: 12.355 > 0.109
iter: 4295 | bound: 66 | nc: 38 | ncall: 153204 | eff(%): 2.803 | loglstar: -inf < -96.138 < inf | logz: -139.647 +/- 0.648 | dlogz: 12.324 > 0.109
iter: 4296 | bound: 66 | nc: 38 | ncall: 153242 | eff(%): 2.803 | loglstar: -inf < -96.128 < inf | logz: -139.626 +/- 0.648 | dlogz: 12.293 > 0.109
iter: 4297 | bound: 66 | nc: 38 | ncall: 153280 | eff(%): 2.803 | loglstar: -inf < -96.123 < inf | logz: -139.605 +/- 0.648 | dlogz: 12.262 > 0.109
iter: 4298 | bound: 66 | nc: 38 | ncall: 153318 | eff(%): 2.803 | loglstar: -inf < -96.046 < inf | logz: -139.584 +/- 0.648 | dlogz: 12.231 > 0.109
iter: 4299 | bound: 66 | nc: 38 | ncall: 153356 | eff(%): 2.803 | loglstar: -inf < -95.971 < inf | logz: -139.562 +/- 0.648 | dlogz: 12.200 > 0.109
iter: 4300 | bound: 66 | nc: 38 | ncall: 153394 | eff(%): 2.803 | loglstar: -inf < -95.947 < inf | logz: -139.540 +/- 0.648 | dlogz: 12.168 > 0.109
iter: 4301 | bound: 66 | nc: 38 | ncall: 153432 | eff(%): 2.803 | loglstar: -inf < -95.944 < inf | logz: -139.518 +/- 0.648 | dlogz: 12.136 > 0.109
iter: 4302 | bound: 66 | nc: 38 | ncall: 153470 | eff(%): 2.803 | loglstar: -inf < -95.931 < inf | logz: -139.497 +/- 0.648 | dlogz: 12.104 > 0.109
iter: 4303 | bound: 66 | nc: 38 | ncall: 153508 | eff(%): 2.803 | loglstar: -inf < -95.924 < inf | logz: -139.476 +/- 0.648 | dlogz: 12.072 > 0.109
iter: 4304 | bound: 66 | nc: 38 | ncall: 153546 | eff(%): 2.803 | loglstar: -inf < -95.921 < inf | logz: -139.455 +/- 0.648 | dlogz: 12.041 > 0.109
iter: 4305 | bound: 66 | nc: 38 | ncall: 153584 | eff(%): 2.803 | loglstar: -inf < -95.909 < inf | logz: -139.435 +/- 0.648 | dlogz: 12.011 > 0.109
iter: 4306 | bound: 66 | nc: 38 | ncall: 153622 | eff(%): 2.803 | loglstar: -inf < -95.901 < inf | logz: -139.415 +/- 0.648 | dlogz: 11.981 > 0.109
iter: 4307 | bound: 67 | nc: 38 | ncall: 153660 | eff(%): 2.803 | loglstar: -inf < -95.882 < inf | logz: -139.396 +/- 0.648 | dlogz: 11.952 > 0.109
iter: 4308 | bound: 67 | nc: 38 | ncall: 153698 | eff(%): 2.803 | loglstar: -inf < -95.872 < inf | logz: -139.377 +/- 0.648 | dlogz: 11.922 > 0.109
iter: 4309 | bound: 67 | nc: 38 | ncall: 153736 | eff(%): 2.803 | loglstar: -inf < -95.860 < inf | logz: -139.359 +/- 0.648 | dlogz: 11.893 > 0.109
iter: 4310 | bound: 67 | nc: 38 | ncall: 153774 | eff(%): 2.803 | loglstar: -inf < -95.805 < inf | logz: -139.340 +/- 0.648 | dlogz: 11.865 > 0.109
iter: 4311 | bound: 67 | nc: 38 | ncall: 153812 | eff(%): 2.803 | loglstar: -inf < -95.756 < inf | logz: -139.321 +/- 0.648 | dlogz: 11.836 > 0.109
iter: 4312 | bound: 67 | nc: 38 | ncall: 153850 | eff(%): 2.803 | loglstar: -inf < -95.725 < inf | logz: -139.301 +/- 0.648 | dlogz: 11.807 > 0.109
iter: 4313 | bound: 67 | nc: 38 | ncall: 153888 | eff(%): 2.803 | loglstar: -inf < -95.719 < inf | logz: -139.282 +/- 0.648 | dlogz: 11.777 > 0.109
iter: 4314 | bound: 67 | nc: 38 | ncall: 153926 | eff(%): 2.803 | loglstar: -inf < -95.634 < inf | logz: -139.262 +/- 0.648 | dlogz: 11.748 > 0.109
iter: 4315 | bound: 67 | nc: 38 | ncall: 153964 | eff(%): 2.803 | loglstar: -inf < -95.618 < inf | logz: -139.242 +/- 0.648 | dlogz: 11.719 > 0.109
iter: 4316 | bound: 67 | nc: 38 | ncall: 154002 | eff(%): 2.803 | loglstar: -inf < -95.581 < inf | logz: -139.223 +/- 0.648 | dlogz: 11.689 > 0.109
iter: 4317 | bound: 67 | nc: 38 | ncall: 154040 | eff(%): 2.803 | loglstar: -inf < -95.580 < inf | logz: -139.203 +/- 0.649 | dlogz: 11.659 > 0.109
iter: 4318 | bound: 67 | nc: 38 | ncall: 154078 | eff(%): 2.802 | loglstar: -inf < -95.573 < inf | logz: -139.184 +/- 0.649 | dlogz: 11.630 > 0.109
iter: 4319 | bound: 67 | nc: 38 | ncall: 154116 | eff(%): 2.802 | loglstar: -inf < -95.563 < inf | logz: -139.165 +/- 0.649 | dlogz: 11.600 > 0.109
iter: 4320 | bound: 67 | nc: 38 | ncall: 154154 | eff(%): 2.802 | loglstar: -inf < -95.551 < inf | logz: -139.147 +/- 0.649 | dlogz: 11.572 > 0.109
iter: 4321 | bound: 67 | nc: 38 | ncall: 154192 | eff(%): 2.802 | loglstar: -inf < -95.548 < inf | logz: -139.129 +/- 0.649 | dlogz: 11.543 > 0.109
iter: 4322 | bound: 67 | nc: 38 | ncall: 154230 | eff(%): 2.802 | loglstar: -inf < -95.545 < inf | logz: -139.111 +/- 0.649 | dlogz: 11.515 > 0.109
iter: 4323 | bound: 67 | nc: 38 | ncall: 154268 | eff(%): 2.802 | loglstar: -inf < -95.424 < inf | logz: -139.093 +/- 0.649 | dlogz: 11.488 > 0.109
iter: 4324 | bound: 67 | nc: 38 | ncall: 154306 | eff(%): 2.802 | loglstar: -inf < -95.401 < inf | logz: -139.074 +/- 0.649 | dlogz: 11.460 > 0.109
iter: 4325 | bound: 67 | nc: 38 | ncall: 154344 | eff(%): 2.802 | loglstar: -inf < -95.379 < inf | logz: -139.055 +/- 0.649 | dlogz: 11.431 > 0.109
iter: 4326 | bound: 67 | nc: 38 | ncall: 154382 | eff(%): 2.802 | loglstar: -inf < -95.222 < inf | logz: -139.034 +/- 0.649 | dlogz: 11.402 > 0.109
iter: 4327 | bound: 67 | nc: 38 | ncall: 154420 | eff(%): 2.802 | loglstar: -inf < -95.214 < inf | logz: -139.013 +/- 0.649 | dlogz: 11.372 > 0.109
iter: 4328 | bound: 67 | nc: 38 | ncall: 154458 | eff(%): 2.802 | loglstar: -inf < -95.191 < inf | logz: -138.992 +/- 0.649 | dlogz: 11.340 > 0.109
iter: 4329 | bound: 67 | nc: 38 | ncall: 154496 | eff(%): 2.802 | loglstar: -inf < -95.168 < inf | logz: -138.972 +/- 0.649 | dlogz: 11.310 > 0.109
iter: 4330 | bound: 67 | nc: 38 | ncall: 154534 | eff(%): 2.802 | loglstar: -inf < -95.076 < inf | logz: -138.951 +/- 0.649 | dlogz: 11.279 > 0.109
iter: 4331 | bound: 67 | nc: 38 | ncall: 154572 | eff(%): 2.802 | loglstar: -inf < -95.055 < inf | logz: -138.929 +/- 0.649 | dlogz: 11.248 > 0.109
iter: 4332 | bound: 67 | nc: 38 | ncall: 154610 | eff(%): 2.802 | loglstar: -inf < -95.006 < inf | logz: -138.907 +/- 0.649 | dlogz: 11.216 > 0.109
iter: 4333 | bound: 67 | nc: 38 | ncall: 154648 | eff(%): 2.802 | loglstar: -inf < -94.992 < inf | logz: -138.885 +/- 0.649 | dlogz: 11.184 > 0.109
iter: 4334 | bound: 67 | nc: 38 | ncall: 154686 | eff(%): 2.802 | loglstar: -inf < -94.992 < inf | logz: -138.864 +/- 0.649 | dlogz: 11.152 > 0.109
iter: 4335 | bound: 67 | nc: 38 | ncall: 154724 | eff(%): 2.802 | loglstar: -inf < -94.945 < inf | logz: -138.843 +/- 0.649 | dlogz: 11.121 > 0.109
iter: 4336 | bound: 67 | nc: 38 | ncall: 154762 | eff(%): 2.802 | loglstar: -inf < -94.847 < inf | logz: -138.821 +/- 0.650 | dlogz: 11.090 > 0.109
iter: 4337 | bound: 67 | nc: 38 | ncall: 154800 | eff(%): 2.802 | loglstar: -inf < -94.833 < inf | logz: -138.798 +/- 0.650 | dlogz: 11.058 > 0.109
iter: 4338 | bound: 67 | nc: 38 | ncall: 154838 | eff(%): 2.802 | loglstar: -inf < -94.779 < inf | logz: -138.775 +/- 0.650 | dlogz: 11.026 > 0.109
iter: 4339 | bound: 67 | nc: 38 | ncall: 154876 | eff(%): 2.802 | loglstar: -inf < -94.740 < inf | logz: -138.753 +/- 0.650 | dlogz: 10.993 > 0.109
iter: 4340 | bound: 67 | nc: 38 | ncall: 154914 | eff(%): 2.802 | loglstar: -inf < -94.671 < inf | logz: -138.729 +/- 0.650 | dlogz: 10.960 > 0.109
iter: 4341 | bound: 67 | nc: 38 | ncall: 154952 | eff(%): 2.802 | loglstar: -inf < -94.668 < inf | logz: -138.706 +/- 0.650 | dlogz: 10.927 > 0.109
iter: 4342 | bound: 67 | nc: 38 | ncall: 154990 | eff(%): 2.801 | loglstar: -inf < -94.664 < inf | logz: -138.683 +/- 0.650 | dlogz: 10.893 > 0.109
iter: 4343 | bound: 67 | nc: 38 | ncall: 155028 | eff(%): 2.801 | loglstar: -inf < -94.597 < inf | logz: -138.660 +/- 0.650 | dlogz: 10.861 > 0.109
iter: 4344 | bound: 67 | nc: 38 | ncall: 155066 | eff(%): 2.801 | loglstar: -inf < -94.547 < inf | logz: -138.637 +/- 0.650 | dlogz: 10.828 > 0.109
iter: 4345 | bound: 67 | nc: 38 | ncall: 155104 | eff(%): 2.801 | loglstar: -inf < -94.476 < inf | logz: -138.613 +/- 0.650 | dlogz: 10.795 > 0.109
iter: 4346 | bound: 67 | nc: 38 | ncall: 155142 | eff(%): 2.801 | loglstar: -inf < -94.472 < inf | logz: -138.588 +/- 0.650 | dlogz: 10.761 > 0.109
iter: 4347 | bound: 67 | nc: 38 | ncall: 155180 | eff(%): 2.801 | loglstar: -inf < -94.447 < inf | logz: -138.565 +/- 0.650 | dlogz: 10.726 > 0.109
iter: 4348 | bound: 67 | nc: 38 | ncall: 155218 | eff(%): 2.801 | loglstar: -inf < -94.348 < inf | logz: -138.540 +/- 0.651 | dlogz: 10.693 > 0.109
iter: 4349 | bound: 67 | nc: 38 | ncall: 155256 | eff(%): 2.801 | loglstar: -inf < -94.347 < inf | logz: -138.516 +/- 0.651 | dlogz: 10.658 > 0.109
iter: 4350 | bound: 67 | nc: 38 | ncall: 155294 | eff(%): 2.801 | loglstar: -inf < -94.288 < inf | logz: -138.491 +/- 0.651 | dlogz: 10.624 > 0.109
iter: 4351 | bound: 67 | nc: 38 | ncall: 155332 | eff(%): 2.801 | loglstar: -inf < -94.275 < inf | logz: -138.466 +/- 0.651 | dlogz: 10.589 > 0.109
iter: 4352 | bound: 67 | nc: 38 | ncall: 155370 | eff(%): 2.801 | loglstar: -inf < -94.250 < inf | logz: -138.442 +/- 0.651 | dlogz: 10.555 > 0.109
iter: 4353 | bound: 67 | nc: 38 | ncall: 155408 | eff(%): 2.801 | loglstar: -inf < -94.140 < inf | logz: -138.417 +/- 0.651 | dlogz: 10.520 > 0.109
iter: 4354 | bound: 67 | nc: 38 | ncall: 155446 | eff(%): 2.801 | loglstar: -inf < -94.126 < inf | logz: -138.391 +/- 0.651 | dlogz: 10.485 > 0.109
iter: 4355 | bound: 67 | nc: 38 | ncall: 155484 | eff(%): 2.801 | loglstar: -inf < -94.116 < inf | logz: -138.366 +/- 0.651 | dlogz: 10.450 > 0.109
iter: 4356 | bound: 67 | nc: 38 | ncall: 155522 | eff(%): 2.801 | loglstar: -inf < -94.046 < inf | logz: -138.341 +/- 0.651 | dlogz: 10.415 > 0.109
iter: 4357 | bound: 67 | nc: 38 | ncall: 155560 | eff(%): 2.801 | loglstar: -inf < -94.043 < inf | logz: -138.315 +/- 0.652 | dlogz: 10.379 > 0.109
iter: 4358 | bound: 67 | nc: 38 | ncall: 155598 | eff(%): 2.801 | loglstar: -inf < -94.013 < inf | logz: -138.291 +/- 0.652 | dlogz: 10.344 > 0.109
iter: 4359 | bound: 67 | nc: 38 | ncall: 155636 | eff(%): 2.801 | loglstar: -inf < -94.000 < inf | logz: -138.266 +/- 0.652 | dlogz: 10.309 > 0.109
iter: 4360 | bound: 67 | nc: 38 | ncall: 155674 | eff(%): 2.801 | loglstar: -inf < -93.982 < inf | logz: -138.242 +/- 0.652 | dlogz: 10.275 > 0.109
iter: 4361 | bound: 67 | nc: 38 | ncall: 155712 | eff(%): 2.801 | loglstar: -inf < -93.979 < inf | logz: -138.218 +/- 0.652 | dlogz: 10.241 > 0.109
iter: 4362 | bound: 67 | nc: 38 | ncall: 155750 | eff(%): 2.801 | loglstar: -inf < -93.872 < inf | logz: -138.194 +/- 0.652 | dlogz: 10.207 > 0.109
iter: 4363 | bound: 67 | nc: 38 | ncall: 155788 | eff(%): 2.801 | loglstar: -inf < -93.862 < inf | logz: -138.170 +/- 0.652 | dlogz: 10.173 > 0.109
iter: 4364 | bound: 67 | nc: 38 | ncall: 155826 | eff(%): 2.801 | loglstar: -inf < -93.833 < inf | logz: -138.145 +/- 0.652 | dlogz: 10.139 > 0.109
iter: 4365 | bound: 67 | nc: 38 | ncall: 155864 | eff(%): 2.801 | loglstar: -inf < -93.800 < inf | logz: -138.121 +/- 0.652 | dlogz: 10.104 > 0.109
iter: 4366 | bound: 67 | nc: 38 | ncall: 155902 | eff(%): 2.800 | loglstar: -inf < -93.791 < inf | logz: -138.097 +/- 0.652 | dlogz: 11.555 > 0.109
iter: 4367 | bound: 67 | nc: 38 | ncall: 155940 | eff(%): 2.800 | loglstar: -inf < -93.777 < inf | logz: -138.074 +/- 0.652 | dlogz: 11.521 > 0.109
iter: 4368 | bound: 67 | nc: 38 | ncall: 155978 | eff(%): 2.800 | loglstar: -inf < -93.769 < inf | logz: -138.051 +/- 0.652 | dlogz: 11.488 > 0.109
iter: 4369 | bound: 67 | nc: 38 | ncall: 156016 | eff(%): 2.800 | loglstar: -inf < -93.750 < inf | logz: -138.029 +/- 0.653 | dlogz: 11.455 > 0.109
iter: 4370 | bound: 67 | nc: 38 | ncall: 156054 | eff(%): 2.800 | loglstar: -inf < -93.656 < inf | logz: -138.006 +/- 0.653 | dlogz: 11.423 > 0.109
iter: 4371 | bound: 67 | nc: 38 | ncall: 156092 | eff(%): 2.800 | loglstar: -inf < -93.636 < inf | logz: -137.982 +/- 0.653 | dlogz: 11.390 > 0.109
iter: 4372 | bound: 67 | nc: 38 | ncall: 156130 | eff(%): 2.800 | loglstar: -inf < -93.633 < inf | logz: -137.959 +/- 0.653 | dlogz: 11.357 > 0.109
iter: 4373 | bound: 67 | nc: 38 | ncall: 156168 | eff(%): 2.800 | loglstar: -inf < -93.615 < inf | logz: -137.937 +/- 0.653 | dlogz: 11.324 > 0.109
iter: 4374 | bound: 67 | nc: 38 | ncall: 156206 | eff(%): 2.800 | loglstar: -inf < -93.606 < inf | logz: -137.915 +/- 0.653 | dlogz: 11.291 > 0.109
iter: 4375 | bound: 67 | nc: 38 | ncall: 156244 | eff(%): 2.800 | loglstar: -inf < -93.597 < inf | logz: -137.893 +/- 0.653 | dlogz: 11.259 > 0.109
iter: 4376 | bound: 67 | nc: 38 | ncall: 156282 | eff(%): 2.800 | loglstar: -inf < -93.579 < inf | logz: -137.872 +/- 0.653 | dlogz: 11.228 > 0.109
iter: 4377 | bound: 68 | nc: 38 | ncall: 156320 | eff(%): 2.800 | loglstar: -inf < -93.551 < inf | logz: -137.851 +/- 0.653 | dlogz: 11.197 > 0.109
iter: 4378 | bound: 68 | nc: 38 | ncall: 156358 | eff(%): 2.800 | loglstar: -inf < -93.518 < inf | logz: -137.830 +/- 0.653 | dlogz: 11.166 > 0.109
iter: 4379 | bound: 68 | nc: 38 | ncall: 156396 | eff(%): 2.800 | loglstar: -inf < -93.501 < inf | logz: -137.809 +/- 0.653 | dlogz: 12.423 > 0.109
iter: 4380 | bound: 68 | nc: 38 | ncall: 156434 | eff(%): 2.800 | loglstar: -inf < -93.441 < inf | logz: -137.788 +/- 0.653 | dlogz: 12.393 > 0.109
iter: 4381 | bound: 68 | nc: 38 | ncall: 156472 | eff(%): 2.800 | loglstar: -inf < -93.431 < inf | logz: -137.767 +/- 0.653 | dlogz: 12.362 > 0.109
iter: 4382 | bound: 68 | nc: 38 | ncall: 156510 | eff(%): 2.800 | loglstar: -inf < -93.416 < inf | logz: -137.746 +/- 0.653 | dlogz: 12.331 > 0.109
iter: 4383 | bound: 68 | nc: 38 | ncall: 156548 | eff(%): 2.800 | loglstar: -inf < -93.289 < inf | logz: -137.725 +/- 0.653 | dlogz: 12.300 > 0.109
iter: 4384 | bound: 68 | nc: 38 | ncall: 156586 | eff(%): 2.800 | loglstar: -inf < -93.257 < inf | logz: -137.702 +/- 0.653 | dlogz: 12.268 > 0.109
iter: 4385 | bound: 68 | nc: 38 | ncall: 156624 | eff(%): 2.800 | loglstar: -inf < -93.201 < inf | logz: -137.679 +/- 0.654 | dlogz: 12.236 > 0.109
iter: 4386 | bound: 68 | nc: 38 | ncall: 156662 | eff(%): 2.800 | loglstar: -inf < -93.138 < inf | logz: -137.656 +/- 0.654 | dlogz: 12.203 > 0.109
iter: 4387 | bound: 68 | nc: 38 | ncall: 156700 | eff(%): 2.800 | loglstar: -inf < -93.127 < inf | logz: -137.632 +/- 0.654 | dlogz: 12.169 > 0.109
iter: 4388 | bound: 68 | nc: 38 | ncall: 156738 | eff(%): 2.800 | loglstar: -inf < -93.123 < inf | logz: -137.609 +/- 0.654 | dlogz: 12.136 > 0.109
iter: 4389 | bound: 68 | nc: 38 | ncall: 156776 | eff(%): 2.800 | loglstar: -inf < -93.084 < inf | logz: -137.586 +/- 0.654 | dlogz: 12.103 > 0.109
iter: 4390 | bound: 68 | nc: 38 | ncall: 156814 | eff(%): 2.799 | loglstar: -inf < -93.020 < inf | logz: -137.563 +/- 0.654 | dlogz: 12.070 > 0.109
iter: 4391 | bound: 68 | nc: 38 | ncall: 156852 | eff(%): 2.799 | loglstar: -inf < -92.982 < inf | logz: -137.540 +/- 0.654 | dlogz: 12.037 > 0.109
iter: 4392 | bound: 68 | nc: 38 | ncall: 156890 | eff(%): 2.799 | loglstar: -inf < -92.969 < inf | logz: -137.516 +/- 0.654 | dlogz: 12.004 > 0.109
iter: 4393 | bound: 68 | nc: 38 | ncall: 156928 | eff(%): 2.799 | loglstar: -inf < -92.941 < inf | logz: -137.493 +/- 0.654 | dlogz: 11.970 > 0.109
iter: 4394 | bound: 68 | nc: 38 | ncall: 156966 | eff(%): 2.799 | loglstar: -inf < -92.925 < inf | logz: -137.470 +/- 0.654 | dlogz: 11.937 > 0.109
iter: 4395 | bound: 68 | nc: 38 | ncall: 157004 | eff(%): 2.799 | loglstar: -inf < -92.876 < inf | logz: -137.447 +/- 0.654 | dlogz: 11.904 > 0.109
iter: 4396 | bound: 68 | nc: 38 | ncall: 157042 | eff(%): 2.799 | loglstar: -inf < -92.866 < inf | logz: -137.425 +/- 0.654 | dlogz: 11.872 > 0.109
iter: 4397 | bound: 68 | nc: 38 | ncall: 157080 | eff(%): 2.799 | loglstar: -inf < -92.802 < inf | logz: -137.402 +/- 0.654 | dlogz: 11.839 > 0.109
iter: 4398 | bound: 68 | nc: 38 | ncall: 157118 | eff(%): 2.799 | loglstar: -inf < -92.749 < inf | logz: -137.378 +/- 0.655 | dlogz: 11.806 > 0.109
iter: 4399 | bound: 68 | nc: 38 | ncall: 157156 | eff(%): 2.799 | loglstar: -inf < -92.692 < inf | logz: -137.354 +/- 0.655 | dlogz: 19.961 > 0.109
iter: 4400 | bound: 68 | nc: 38 | ncall: 157194 | eff(%): 2.799 | loglstar: -inf < -92.591 < inf | logz: -137.329 +/- 0.655 | dlogz: 19.927 > 0.109
iter: 4401 | bound: 68 | nc: 38 | ncall: 157232 | eff(%): 2.799 | loglstar: -inf < -92.543 < inf | logz: -137.303 +/- 0.655 | dlogz: 19.892 > 0.109
iter: 4402 | bound: 68 | nc: 38 | ncall: 157270 | eff(%): 2.799 | loglstar: -inf < -92.502 < inf | logz: -137.277 +/- 0.655 | dlogz: 19.856 > 0.109
iter: 4403 | bound: 68 | nc: 38 | ncall: 157308 | eff(%): 2.799 | loglstar: -inf < -92.489 < inf | logz: -137.251 +/- 0.655 | dlogz: 19.820 > 0.109
iter: 4404 | bound: 69 | nc: 38 | ncall: 157346 | eff(%): 2.799 | loglstar: -inf < -92.483 < inf | logz: -137.226 +/- 0.655 | dlogz: 19.784 > 0.109
iter: 4405 | bound: 69 | nc: 38 | ncall: 157384 | eff(%): 2.799 | loglstar: -inf < -92.425 < inf | logz: -137.200 +/- 0.655 | dlogz: 19.749 > 0.109
iter: 4406 | bound: 69 | nc: 38 | ncall: 157422 | eff(%): 2.799 | loglstar: -inf < -92.414 < inf | logz: -137.175 +/- 0.655 | dlogz: 19.713 > 0.109
iter: 4407 | bound: 69 | nc: 38 | ncall: 157460 | eff(%): 2.799 | loglstar: -inf < -92.379 < inf | logz: -137.150 +/- 0.655 | dlogz: 19.678 > 0.109
iter: 4408 | bound: 69 | nc: 38 | ncall: 157498 | eff(%): 2.799 | loglstar: -inf < -92.339 < inf | logz: -137.125 +/- 0.656 | dlogz: 19.643 > 0.109
iter: 4409 | bound: 69 | nc: 38 | ncall: 157536 | eff(%): 2.799 | loglstar: -inf < -92.309 < inf | logz: -137.100 +/- 0.656 | dlogz: 19.608 > 0.109
iter: 4410 | bound: 69 | nc: 38 | ncall: 157574 | eff(%): 2.799 | loglstar: -inf < -92.252 < inf | logz: -137.075 +/- 0.656 | dlogz: 19.573 > 0.109
iter: 4411 | bound: 69 | nc: 38 | ncall: 157612 | eff(%): 2.799 | loglstar: -inf < -92.177 < inf | logz: -137.049 +/- 0.656 | dlogz: 19.538 > 0.109
iter: 4412 | bound: 69 | nc: 38 | ncall: 157650 | eff(%): 2.799 | loglstar: -inf < -92.133 < inf | logz: -137.022 +/- 0.656 | dlogz: 19.502 > 0.109
iter: 4413 | bound: 69 | nc: 38 | ncall: 157688 | eff(%): 2.799 | loglstar: -inf < -92.121 < inf | logz: -136.996 +/- 0.656 | dlogz: 19.466 > 0.109
iter: 4414 | bound: 69 | nc: 38 | ncall: 157726 | eff(%): 2.799 | loglstar: -inf < -92.098 < inf | logz: -136.970 +/- 0.656 | dlogz: 19.429 > 0.109
iter: 4415 | bound: 69 | nc: 38 | ncall: 157764 | eff(%): 2.798 | loglstar: -inf < -92.097 < inf | logz: -136.945 +/- 0.656 | dlogz: 19.394 > 0.109
iter: 4416 | bound: 69 | nc: 38 | ncall: 157802 | eff(%): 2.798 | loglstar: -inf < -92.050 < inf | logz: -136.920 +/- 0.656 | dlogz: 19.358 > 0.109
iter: 4417 | bound: 69 | nc: 38 | ncall: 157840 | eff(%): 2.798 | loglstar: -inf < -92.041 < inf | logz: -136.895 +/- 0.656 | dlogz: 19.323 > 0.109
iter: 4418 | bound: 69 | nc: 38 | ncall: 157878 | eff(%): 2.798 | loglstar: -inf < -92.038 < inf | logz: -136.871 +/- 0.657 | dlogz: 19.288 > 0.109
iter: 4419 | bound: 69 | nc: 38 | ncall: 157916 | eff(%): 2.798 | loglstar: -inf < -92.034 < inf | logz: -136.847 +/- 0.657 | dlogz: 19.254 > 0.109
iter: 4420 | bound: 69 | nc: 38 | ncall: 157954 | eff(%): 2.798 | loglstar: -inf < -92.032 < inf | logz: -136.825 +/- 0.657 | dlogz: 19.221 > 0.109
iter: 4421 | bound: 69 | nc: 38 | ncall: 157992 | eff(%): 2.798 | loglstar: -inf < -92.020 < inf | logz: -136.802 +/- 0.657 | dlogz: 19.188 > 0.109
iter: 4422 | bound: 69 | nc: 38 | ncall: 158030 | eff(%): 2.798 | loglstar: -inf < -92.000 < inf | logz: -136.781 +/- 0.657 | dlogz: 19.156 > 0.109
iter: 4423 | bound: 69 | nc: 38 | ncall: 158068 | eff(%): 2.798 | loglstar: -inf < -91.984 < inf | logz: -136.759 +/- 0.657 | dlogz: 19.124 > 0.109
iter: 4424 | bound: 69 | nc: 38 | ncall: 158106 | eff(%): 2.798 | loglstar: -inf < -91.975 < inf | logz: -136.738 +/- 0.657 | dlogz: 19.093 > 0.109
iter: 4425 | bound: 69 | nc: 38 | ncall: 158144 | eff(%): 2.798 | loglstar: -inf < -91.974 < inf | logz: -136.717 +/- 0.657 | dlogz: 19.062 > 0.109
iter: 4426 | bound: 69 | nc: 38 | ncall: 158182 | eff(%): 2.798 | loglstar: -inf < -91.904 < inf | logz: -136.697 +/- 0.657 | dlogz: 19.031 > 0.109
iter: 4427 | bound: 69 | nc: 38 | ncall: 158220 | eff(%): 2.798 | loglstar: -inf < -91.901 < inf | logz: -136.676 +/- 0.657 | dlogz: 19.001 > 0.109
iter: 4428 | bound: 69 | nc: 38 | ncall: 158258 | eff(%): 2.798 | loglstar: -inf < -91.840 < inf | logz: -136.655 +/- 0.657 | dlogz: 18.970 > 0.109
iter: 4429 | bound: 69 | nc: 38 | ncall: 158296 | eff(%): 2.798 | loglstar: -inf < -91.815 < inf | logz: -136.634 +/- 0.657 | dlogz: 18.939 > 0.109
iter: 4430 | bound: 69 | nc: 38 | ncall: 158334 | eff(%): 2.798 | loglstar: -inf < -91.815 < inf | logz: -136.613 +/- 0.657 | dlogz: 18.908 > 0.109
iter: 4431 | bound: 69 | nc: 38 | ncall: 158372 | eff(%): 2.798 | loglstar: -inf < -91.796 < inf | logz: -136.593 +/- 0.657 | dlogz: 18.877 > 0.109
iter: 4432 | bound: 69 | nc: 38 | ncall: 158410 | eff(%): 2.798 | loglstar: -inf < -91.784 < inf | logz: -136.573 +/- 0.657 | dlogz: 18.847 > 0.109
iter: 4433 | bound: 69 | nc: 38 | ncall: 158448 | eff(%): 2.798 | loglstar: -inf < -91.778 < inf | logz: -136.553 +/- 0.657 | dlogz: 18.817 > 0.109
iter: 4434 | bound: 69 | nc: 38 | ncall: 158486 | eff(%): 2.798 | loglstar: -inf < -91.752 < inf | logz: -136.534 +/- 0.657 | dlogz: 18.788 > 0.109
iter: 4435 | bound: 69 | nc: 38 | ncall: 158524 | eff(%): 2.798 | loglstar: -inf < -91.733 < inf | logz: -136.515 +/- 0.657 | dlogz: 18.759 > 0.109
iter: 4436 | bound: 69 | nc: 38 | ncall: 158562 | eff(%): 2.798 | loglstar: -inf < -91.699 < inf | logz: -136.496 +/- 0.657 | dlogz: 18.729 > 0.109
iter: 4437 | bound: 69 | nc: 38 | ncall: 158600 | eff(%): 2.798 | loglstar: -inf < -91.697 < inf | logz: -136.477 +/- 0.657 | dlogz: 18.700 > 0.109
iter: 4438 | bound: 69 | nc: 38 | ncall: 158638 | eff(%): 2.798 | loglstar: -inf < -91.608 < inf | logz: -136.458 +/- 0.657 | dlogz: 18.671 > 0.109
iter: 4439 | bound: 69 | nc: 38 | ncall: 158676 | eff(%): 2.798 | loglstar: -inf < -91.607 < inf | logz: -136.438 +/- 0.658 | dlogz: 18.642 > 0.109
iter: 4440 | bound: 69 | nc: 38 | ncall: 158714 | eff(%): 2.797 | loglstar: -inf < -91.602 < inf | logz: -136.419 +/- 0.658 | dlogz: 18.613 > 0.109
iter: 4441 | bound: 69 | nc: 38 | ncall: 158752 | eff(%): 2.797 | loglstar: -inf < -91.587 < inf | logz: -136.400 +/- 0.658 | dlogz: 18.584 > 0.109
iter: 4442 | bound: 69 | nc: 38 | ncall: 158790 | eff(%): 2.797 | loglstar: -inf < -91.568 < inf | logz: -136.382 +/- 0.658 | dlogz: 18.555 > 0.109
iter: 4443 | bound: 69 | nc: 38 | ncall: 158828 | eff(%): 2.797 | loglstar: -inf < -91.507 < inf | logz: -136.363 +/- 0.658 | dlogz: 18.527 > 0.109
iter: 4444 | bound: 69 | nc: 38 | ncall: 158866 | eff(%): 2.797 | loglstar: -inf < -91.502 < inf | logz: -136.344 +/- 0.658 | dlogz: 18.498 > 0.109
iter: 4445 | bound: 69 | nc: 38 | ncall: 158904 | eff(%): 2.797 | loglstar: -inf < -91.482 < inf | logz: -136.326 +/- 0.658 | dlogz: 18.469 > 0.109
iter: 4446 | bound: 69 | nc: 38 | ncall: 158942 | eff(%): 2.797 | loglstar: -inf < -91.388 < inf | logz: -136.307 +/- 0.658 | dlogz: 18.441 > 0.109
iter: 4447 | bound: 69 | nc: 38 | ncall: 158980 | eff(%): 2.797 | loglstar: -inf < -91.381 < inf | logz: -136.288 +/- 0.658 | dlogz: 18.412 > 0.109
iter: 4448 | bound: 69 | nc: 38 | ncall: 159018 | eff(%): 2.797 | loglstar: -inf < -91.366 < inf | logz: -136.269 +/- 0.658 | dlogz: 18.383 > 0.109
iter: 4449 | bound: 69 | nc: 38 | ncall: 159056 | eff(%): 2.797 | loglstar: -inf < -91.303 < inf | logz: -136.249 +/- 0.658 | dlogz: 18.354 > 0.109
iter: 4450 | bound: 69 | nc: 38 | ncall: 159094 | eff(%): 2.797 | loglstar: -inf < -91.257 < inf | logz: -136.230 +/- 0.658 | dlogz: 18.325 > 0.109
iter: 4451 | bound: 69 | nc: 38 | ncall: 159132 | eff(%): 2.797 | loglstar: -inf < -91.178 < inf | logz: -136.209 +/- 0.658 | dlogz: 18.295 > 0.109
iter: 4452 | bound: 69 | nc: 38 | ncall: 159170 | eff(%): 2.797 | loglstar: -inf < -91.165 < inf | logz: -136.189 +/- 0.658 | dlogz: 18.265 > 0.109
iter: 4453 | bound: 69 | nc: 38 | ncall: 159208 | eff(%): 2.797 | loglstar: -inf < -91.147 < inf | logz: -136.168 +/- 0.658 | dlogz: 18.234 > 0.109
iter: 4454 | bound: 69 | nc: 38 | ncall: 159246 | eff(%): 2.797 | loglstar: -inf < -91.126 < inf | logz: -136.148 +/- 0.658 | dlogz: 18.204 > 0.109
iter: 4455 | bound: 69 | nc: 38 | ncall: 159284 | eff(%): 2.797 | loglstar: -inf < -91.117 < inf | logz: -136.128 +/- 0.658 | dlogz: 18.173 > 0.109
iter: 4456 | bound: 69 | nc: 38 | ncall: 159322 | eff(%): 2.797 | loglstar: -inf < -91.116 < inf | logz: -136.109 +/- 0.658 | dlogz: 18.144 > 0.109
iter: 4457 | bound: 69 | nc: 38 | ncall: 159360 | eff(%): 2.797 | loglstar: -inf < -91.067 < inf | logz: -136.089 +/- 0.658 | dlogz: 18.114 > 0.109
iter: 4458 | bound: 69 | nc: 38 | ncall: 159398 | eff(%): 2.797 | loglstar: -inf < -91.041 < inf | logz: -136.070 +/- 0.658 | dlogz: 18.085 > 0.109
iter: 4459 | bound: 69 | nc: 38 | ncall: 159436 | eff(%): 2.797 | loglstar: -inf < -90.969 < inf | logz: -136.050 +/- 0.659 | dlogz: 18.056 > 0.109
iter: 4460 | bound: 69 | nc: 38 | ncall: 159474 | eff(%): 2.797 | loglstar: -inf < -90.956 < inf | logz: -136.030 +/- 0.659 | dlogz: 18.026 > 0.109
iter: 4461 | bound: 69 | nc: 38 | ncall: 159512 | eff(%): 2.797 | loglstar: -inf < -90.900 < inf | logz: -136.010 +/- 0.659 | dlogz: 17.996 > 0.109
iter: 4462 | bound: 69 | nc: 38 | ncall: 159550 | eff(%): 2.797 | loglstar: -inf < -90.841 < inf | logz: -135.989 +/- 0.659 | dlogz: 17.966 > 0.109
iter: 4463 | bound: 69 | nc: 38 | ncall: 159588 | eff(%): 2.797 | loglstar: -inf < -90.826 < inf | logz: -135.968 +/- 0.659 | dlogz: 17.935 > 0.109
iter: 4464 | bound: 69 | nc: 38 | ncall: 159626 | eff(%): 2.797 | loglstar: -inf < -90.807 < inf | logz: -135.948 +/- 0.659 | dlogz: 17.904 > 0.109
iter: 4465 | bound: 69 | nc: 38 | ncall: 159664 | eff(%): 2.796 | loglstar: -inf < -90.801 < inf | logz: -135.927 +/- 0.659 | dlogz: 17.874 > 0.109
iter: 4466 | bound: 69 | nc: 38 | ncall: 159702 | eff(%): 2.796 | loglstar: -inf < -90.796 < inf | logz: -135.908 +/- 0.659 | dlogz: 17.843 > 0.109
iter: 4467 | bound: 69 | nc: 38 | ncall: 159740 | eff(%): 2.796 | loglstar: -inf < -90.763 < inf | logz: -135.888 +/- 0.659 | dlogz: 17.814 > 0.109
iter: 4468 | bound: 69 | nc: 38 | ncall: 159778 | eff(%): 2.796 | loglstar: -inf < -90.762 < inf | logz: -135.869 +/- 0.659 | dlogz: 17.784 > 0.109
iter: 4469 | bound: 69 | nc: 38 | ncall: 159816 | eff(%): 2.796 | loglstar: -inf < -90.747 < inf | logz: -135.850 +/- 0.659 | dlogz: 17.755 > 0.109
iter: 4470 | bound: 69 | nc: 38 | ncall: 159854 | eff(%): 2.796 | loglstar: -inf < -90.717 < inf | logz: -135.831 +/- 0.659 | dlogz: 17.726 > 0.109
iter: 4471 | bound: 69 | nc: 38 | ncall: 159892 | eff(%): 2.796 | loglstar: -inf < -90.714 < inf | logz: -135.813 +/- 0.659 | dlogz: 17.697 > 0.109
iter: 4472 | bound: 69 | nc: 38 | ncall: 159930 | eff(%): 2.796 | loglstar: -inf < -90.657 < inf | logz: -135.794 +/- 0.659 | dlogz: 17.669 > 0.109
iter: 4473 | bound: 69 | nc: 38 | ncall: 159968 | eff(%): 2.796 | loglstar: -inf < -90.611 < inf | logz: -135.775 +/- 0.659 | dlogz: 17.640 > 0.109
iter: 4474 | bound: 69 | nc: 38 | ncall: 160006 | eff(%): 2.796 | loglstar: -inf < -90.600 < inf | logz: -135.756 +/- 0.659 | dlogz: 17.611 > 0.109
iter: 4475 | bound: 69 | nc: 38 | ncall: 160044 | eff(%): 2.796 | loglstar: -inf < -90.581 < inf | logz: -135.737 +/- 0.659 | dlogz: 17.583 > 0.109
iter: 4476 | bound: 69 | nc: 38 | ncall: 160082 | eff(%): 2.796 | loglstar: -inf < -90.574 < inf | logz: -135.719 +/- 0.659 | dlogz: 17.554 > 0.109
iter: 4477 | bound: 69 | nc: 38 | ncall: 160120 | eff(%): 2.796 | loglstar: -inf < -90.512 < inf | logz: -135.700 +/- 0.660 | dlogz: 17.525 > 0.109
iter: 4478 | bound: 69 | nc: 38 | ncall: 160158 | eff(%): 2.796 | loglstar: -inf < -90.486 < inf | logz: -135.682 +/- 0.660 | dlogz: 17.497 > 0.109
iter: 4479 | bound: 69 | nc: 38 | ncall: 160196 | eff(%): 2.796 | loglstar: -inf < -90.456 < inf | logz: -135.663 +/- 0.660 | dlogz: 17.468 > 0.109
iter: 4480 | bound: 69 | nc: 38 | ncall: 160234 | eff(%): 2.796 | loglstar: -inf < -90.427 < inf | logz: -135.644 +/- 0.660 | dlogz: 17.439 > 0.109
iter: 4481 | bound: 69 | nc: 38 | ncall: 160272 | eff(%): 2.796 | loglstar: -inf < -90.404 < inf | logz: -135.625 +/- 0.660 | dlogz: 17.411 > 0.109
iter: 4482 | bound: 69 | nc: 38 | ncall: 160310 | eff(%): 2.796 | loglstar: -inf < -90.402 < inf | logz: -135.607 +/- 0.660 | dlogz: 17.382 > 0.109
iter: 4483 | bound: 69 | nc: 38 | ncall: 160348 | eff(%): 2.796 | loglstar: -inf < -90.367 < inf | logz: -135.588 +/- 0.660 | dlogz: 17.353 > 0.109
iter: 4484 | bound: 69 | nc: 38 | ncall: 160386 | eff(%): 2.796 | loglstar: -inf < -90.364 < inf | logz: -135.570 +/- 0.660 | dlogz: 17.325 > 0.109
iter: 4485 | bound: 69 | nc: 38 | ncall: 160424 | eff(%): 2.796 | loglstar: -inf < -90.306 < inf | logz: -135.552 +/- 0.660 | dlogz: 17.297 > 0.109
iter: 4486 | bound: 69 | nc: 38 | ncall: 160462 | eff(%): 2.796 | loglstar: -inf < -90.298 < inf | logz: -135.534 +/- 0.660 | dlogz: 17.269 > 0.109
iter: 4487 | bound: 69 | nc: 38 | ncall: 160500 | eff(%): 2.796 | loglstar: -inf < -90.293 < inf | logz: -135.516 +/- 0.660 | dlogz: 17.241 > 0.109
iter: 4488 | bound: 69 | nc: 38 | ncall: 160538 | eff(%): 2.796 | loglstar: -inf < -90.283 < inf | logz: -135.498 +/- 0.660 | dlogz: 17.213 > 0.109
iter: 4489 | bound: 69 | nc: 38 | ncall: 160576 | eff(%): 2.796 | loglstar: -inf < -90.267 < inf | logz: -135.481 +/- 0.660 | dlogz: 17.185 > 0.109
iter: 4490 | bound: 69 | nc: 38 | ncall: 160614 | eff(%): 2.796 | loglstar: -inf < -90.246 < inf | logz: -135.464 +/- 0.660 | dlogz: 17.158 > 0.109
iter: 4491 | bound: 69 | nc: 38 | ncall: 160652 | eff(%): 2.795 | loglstar: -inf < -90.221 < inf | logz: -135.447 +/- 0.660 | dlogz: 17.131 > 0.109
iter: 4492 | bound: 69 | nc: 38 | ncall: 160690 | eff(%): 2.795 | loglstar: -inf < -90.202 < inf | logz: -135.430 +/- 0.660 | dlogz: 17.104 > 0.109
iter: 4493 | bound: 69 | nc: 38 | ncall: 160728 | eff(%): 2.795 | loglstar: -inf < -90.197 < inf | logz: -135.413 +/- 0.660 | dlogz: 17.077 > 0.109
iter: 4494 | bound: 69 | nc: 38 | ncall: 160766 | eff(%): 2.795 | loglstar: -inf < -90.195 < inf | logz: -135.397 +/- 0.660 | dlogz: 17.051 > 0.109
iter: 4495 | bound: 69 | nc: 38 | ncall: 160804 | eff(%): 2.795 | loglstar: -inf < -90.150 < inf | logz: -135.381 +/- 0.660 | dlogz: 17.024 > 0.109
iter: 4496 | bound: 69 | nc: 38 | ncall: 160842 | eff(%): 2.795 | loglstar: -inf < -90.113 < inf | logz: -135.364 +/- 0.660 | dlogz: 16.998 > 0.109
iter: 4497 | bound: 69 | nc: 38 | ncall: 160880 | eff(%): 2.795 | loglstar: -inf < -90.107 < inf | logz: -135.348 +/- 0.660 | dlogz: 16.972 > 0.109
iter: 4498 | bound: 69 | nc: 38 | ncall: 160918 | eff(%): 2.795 | loglstar: -inf < -90.104 < inf | logz: -135.331 +/- 0.660 | dlogz: 16.945 > 0.109
iter: 4499 | bound: 69 | nc: 38 | ncall: 160956 | eff(%): 2.795 | loglstar: -inf < -90.097 < inf | logz: -135.316 +/- 0.660 | dlogz: 16.919 > 0.109
iter: 4500 | bound: 69 | nc: 38 | ncall: 160994 | eff(%): 2.795 | loglstar: -inf < -90.082 < inf | logz: -135.300 +/- 0.661 | dlogz: 16.893 > 0.109
iter: 4501 | bound: 69 | nc: 38 | ncall: 161032 | eff(%): 2.795 | loglstar: -inf < -90.075 < inf | logz: -135.285 +/- 0.661 | dlogz: 16.868 > 0.109
iter: 4502 | bound: 69 | nc: 38 | ncall: 161070 | eff(%): 2.795 | loglstar: -inf < -90.063 < inf | logz: -135.270 +/- 0.661 | dlogz: 16.843 > 0.109
iter: 4503 | bound: 70 | nc: 38 | ncall: 161108 | eff(%): 2.795 | loglstar: -inf < -90.063 < inf | logz: -135.255 +/- 0.661 | dlogz: 16.818 > 0.109
iter: 4504 | bound: 70 | nc: 38 | ncall: 161146 | eff(%): 2.795 | loglstar: -inf < -90.052 < inf | logz: -135.240 +/- 0.661 | dlogz: 16.793 > 0.109
iter: 4505 | bound: 70 | nc: 38 | ncall: 161184 | eff(%): 2.795 | loglstar: -inf < -90.046 < inf | logz: -135.226 +/- 0.661 | dlogz: 16.768 > 0.109
iter: 4506 | bound: 70 | nc: 38 | ncall: 161222 | eff(%): 2.795 | loglstar: -inf < -90.034 < inf | logz: -135.212 +/- 0.661 | dlogz: 16.744 > 0.109
iter: 4507 | bound: 70 | nc: 38 | ncall: 161260 | eff(%): 2.795 | loglstar: -inf < -89.995 < inf | logz: -135.198 +/- 0.661 | dlogz: 16.720 > 0.109
iter: 4508 | bound: 70 | nc: 38 | ncall: 161298 | eff(%): 2.795 | loglstar: -inf < -89.995 < inf | logz: -135.184 +/- 0.661 | dlogz: 16.696 > 0.109
iter: 4509 | bound: 70 | nc: 38 | ncall: 161336 | eff(%): 2.795 | loglstar: -inf < -89.990 < inf | logz: -135.170 +/- 0.661 | dlogz: 16.672 > 0.109
iter: 4510 | bound: 70 | nc: 38 | ncall: 161374 | eff(%): 2.795 | loglstar: -inf < -89.954 < inf | logz: -135.156 +/- 0.661 | dlogz: 16.648 > 0.109
iter: 4511 | bound: 70 | nc: 38 | ncall: 161412 | eff(%): 2.795 | loglstar: -inf < -89.910 < inf | logz: -135.143 +/- 0.661 | dlogz: 16.625 > 0.109
iter: 4512 | bound: 70 | nc: 38 | ncall: 161450 | eff(%): 2.795 | loglstar: -inf < -89.890 < inf | logz: -135.129 +/- 0.661 | dlogz: 16.601 > 0.109
iter: 4513 | bound: 70 | nc: 38 | ncall: 161488 | eff(%): 2.795 | loglstar: -inf < -89.831 < inf | logz: -135.114 +/- 0.661 | dlogz: 16.577 > 0.109
iter: 4514 | bound: 70 | nc: 38 | ncall: 161526 | eff(%): 2.795 | loglstar: -inf < -89.823 < inf | logz: -135.100 +/- 0.661 | dlogz: 16.553 > 0.109
iter: 4515 | bound: 70 | nc: 38 | ncall: 161564 | eff(%): 2.795 | loglstar: -inf < -89.766 < inf | logz: -135.085 +/- 0.661 | dlogz: 16.528 > 0.109
iter: 4516 | bound: 70 | nc: 38 | ncall: 161602 | eff(%): 2.795 | loglstar: -inf < -89.720 < inf | logz: -135.071 +/- 0.661 | dlogz: 16.504 > 0.109
iter: 4517 | bound: 70 | nc: 38 | ncall: 161640 | eff(%): 2.794 | loglstar: -inf < -89.718 < inf | logz: -135.056 +/- 0.661 | dlogz: 16.479 > 0.109
iter: 4518 | bound: 70 | nc: 38 | ncall: 161678 | eff(%): 2.794 | loglstar: -inf < -89.695 < inf | logz: -135.041 +/- 0.661 | dlogz: 16.454 > 0.109
iter: 4519 | bound: 70 | nc: 38 | ncall: 161716 | eff(%): 2.794 | loglstar: -inf < -89.661 < inf | logz: -135.026 +/- 0.661 | dlogz: 16.430 > 0.109
iter: 4520 | bound: 70 | nc: 38 | ncall: 161754 | eff(%): 2.794 | loglstar: -inf < -89.631 < inf | logz: -135.011 +/- 0.661 | dlogz: 16.405 > 0.109
iter: 4521 | bound: 70 | nc: 38 | ncall: 161792 | eff(%): 2.794 | loglstar: -inf < -89.630 < inf | logz: -134.997 +/- 0.661 | dlogz: 16.380 > 0.109
iter: 4522 | bound: 70 | nc: 38 | ncall: 161830 | eff(%): 2.794 | loglstar: -inf < -89.625 < inf | logz: -134.982 +/- 0.661 | dlogz: 16.355 > 0.109
iter: 4523 | bound: 70 | nc: 38 | ncall: 161868 | eff(%): 2.794 | loglstar: -inf < -89.622 < inf | logz: -134.968 +/- 0.661 | dlogz: 16.331 > 0.109
iter: 4524 | bound: 70 | nc: 38 | ncall: 161906 | eff(%): 2.794 | loglstar: -inf < -89.596 < inf | logz: -134.954 +/- 0.661 | dlogz: 16.307 > 0.109
iter: 4525 | bound: 70 | nc: 38 | ncall: 161944 | eff(%): 2.794 | loglstar: -inf < -89.585 < inf | logz: -134.940 +/- 0.661 | dlogz: 16.283 > 0.109
iter: 4526 | bound: 70 | nc: 38 | ncall: 161982 | eff(%): 2.794 | loglstar: -inf < -89.530 < inf | logz: -134.926 +/- 0.661 | dlogz: 16.259 > 0.109
iter: 4527 | bound: 70 | nc: 38 | ncall: 162020 | eff(%): 2.794 | loglstar: -inf < -89.527 < inf | logz: -134.912 +/- 0.661 | dlogz: 16.235 > 0.109
iter: 4528 | bound: 70 | nc: 38 | ncall: 162058 | eff(%): 2.794 | loglstar: -inf < -89.511 < inf | logz: -134.898 +/- 0.661 | dlogz: 16.211 > 0.109
iter: 4529 | bound: 70 | nc: 38 | ncall: 162096 | eff(%): 2.794 | loglstar: -inf < -89.454 < inf | logz: -134.884 +/- 0.661 | dlogz: 16.187 > 0.109
iter: 4530 | bound: 70 | nc: 38 | ncall: 162134 | eff(%): 2.794 | loglstar: -inf < -89.450 < inf | logz: -134.870 +/- 0.661 | dlogz: 16.163 > 0.109
iter: 4531 | bound: 70 | nc: 38 | ncall: 162172 | eff(%): 2.794 | loglstar: -inf < -89.405 < inf | logz: -134.856 +/- 0.662 | dlogz: 16.139 > 0.109
iter: 4532 | bound: 70 | nc: 38 | ncall: 162210 | eff(%): 2.794 | loglstar: -inf < -89.404 < inf | logz: -134.842 +/- 0.662 | dlogz: 16.115 > 0.109
iter: 4533 | bound: 70 | nc: 38 | ncall: 162248 | eff(%): 2.794 | loglstar: -inf < -89.387 < inf | logz: -134.828 +/- 0.662 | dlogz: 16.091 > 0.109
iter: 4534 | bound: 70 | nc: 38 | ncall: 162286 | eff(%): 2.794 | loglstar: -inf < -89.304 < inf | logz: -134.813 +/- 0.662 | dlogz: 16.067 > 0.109
iter: 4535 | bound: 70 | nc: 38 | ncall: 162324 | eff(%): 2.794 | loglstar: -inf < -89.301 < inf | logz: -134.799 +/- 0.662 | dlogz: 16.043 > 0.109
iter: 4536 | bound: 70 | nc: 38 | ncall: 162362 | eff(%): 2.794 | loglstar: -inf < -89.246 < inf | logz: -134.784 +/- 0.662 | dlogz: 16.018 > 0.109
iter: 4537 | bound: 70 | nc: 38 | ncall: 162400 | eff(%): 2.794 | loglstar: -inf < -89.245 < inf | logz: -134.769 +/- 0.662 | dlogz: 15.993 > 0.109
iter: 4538 | bound: 70 | nc: 38 | ncall: 162438 | eff(%): 2.794 | loglstar: -inf < -89.148 < inf | logz: -134.754 +/- 0.662 | dlogz: 15.969 > 0.109
iter: 4539 | bound: 70 | nc: 38 | ncall: 162476 | eff(%): 2.794 | loglstar: -inf < -89.142 < inf | logz: -134.739 +/- 0.662 | dlogz: 15.944 > 0.109
iter: 4540 | bound: 70 | nc: 38 | ncall: 162514 | eff(%): 2.794 | loglstar: -inf < -89.130 < inf | logz: -134.724 +/- 0.662 | dlogz: 15.918 > 0.109
iter: 4541 | bound: 70 | nc: 38 | ncall: 162552 | eff(%): 2.794 | loglstar: -inf < -89.058 < inf | logz: -134.708 +/- 0.662 | dlogz: 15.893 > 0.109
iter: 4542 | bound: 70 | nc: 38 | ncall: 162590 | eff(%): 2.794 | loglstar: -inf < -89.049 < inf | logz: -134.692 +/- 0.662 | dlogz: 15.868 > 0.109
iter: 4543 | bound: 70 | nc: 38 | ncall: 162628 | eff(%): 2.793 | loglstar: -inf < -89.030 < inf | logz: -134.677 +/- 0.662 | dlogz: 15.842 > 0.109
iter: 4544 | bound: 70 | nc: 38 | ncall: 162666 | eff(%): 2.793 | loglstar: -inf < -89.001 < inf | logz: -134.661 +/- 0.662 | dlogz: 15.817 > 0.109
iter: 4545 | bound: 70 | nc: 38 | ncall: 162704 | eff(%): 2.793 | loglstar: -inf < -88.982 < inf | logz: -134.646 +/- 0.662 | dlogz: 15.791 > 0.109
iter: 4546 | bound: 70 | nc: 38 | ncall: 162742 | eff(%): 2.793 | loglstar: -inf < -88.942 < inf | logz: -134.630 +/- 0.662 | dlogz: 15.766 > 0.109
iter: 4547 | bound: 70 | nc: 38 | ncall: 162780 | eff(%): 2.793 | loglstar: -inf < -88.937 < inf | logz: -134.615 +/- 0.662 | dlogz: 15.740 > 0.109
iter: 4548 | bound: 70 | nc: 38 | ncall: 162818 | eff(%): 2.793 | loglstar: -inf < -88.923 < inf | logz: -134.600 +/- 0.662 | dlogz: 15.715 > 0.109
iter: 4549 | bound: 70 | nc: 38 | ncall: 162856 | eff(%): 2.793 | loglstar: -inf < -88.893 < inf | logz: -134.584 +/- 0.662 | dlogz: 15.690 > 0.109
iter: 4550 | bound: 70 | nc: 38 | ncall: 162894 | eff(%): 2.793 | loglstar: -inf < -88.880 < inf | logz: -134.569 +/- 0.662 | dlogz: 15.665 > 0.109
iter: 4551 | bound: 70 | nc: 38 | ncall: 162932 | eff(%): 2.793 | loglstar: -inf < -88.871 < inf | logz: -134.554 +/- 0.663 | dlogz: 15.639 > 0.109
iter: 4552 | bound: 70 | nc: 38 | ncall: 162970 | eff(%): 2.793 | loglstar: -inf < -88.804 < inf | logz: -134.539 +/- 0.663 | dlogz: 15.615 > 0.109
iter: 4553 | bound: 70 | nc: 38 | ncall: 163008 | eff(%): 2.793 | loglstar: -inf < -88.799 < inf | logz: -134.524 +/- 0.663 | dlogz: 15.589 > 0.109
iter: 4554 | bound: 70 | nc: 38 | ncall: 163046 | eff(%): 2.793 | loglstar: -inf < -88.772 < inf | logz: -134.509 +/- 0.663 | dlogz: 15.564 > 0.109
iter: 4555 | bound: 70 | nc: 38 | ncall: 163084 | eff(%): 2.793 | loglstar: -inf < -88.726 < inf | logz: -134.493 +/- 0.663 | dlogz: 15.539 > 0.109
iter: 4556 | bound: 70 | nc: 38 | ncall: 163122 | eff(%): 2.793 | loglstar: -inf < -88.708 < inf | logz: -134.478 +/- 0.663 | dlogz: 15.514 > 0.109
iter: 4557 | bound: 70 | nc: 38 | ncall: 163160 | eff(%): 2.793 | loglstar: -inf < -88.707 < inf | logz: -134.463 +/- 0.663 | dlogz: 15.488 > 0.109
iter: 4558 | bound: 70 | nc: 38 | ncall: 163198 | eff(%): 2.793 | loglstar: -inf < -88.658 < inf | logz: -134.448 +/- 0.663 | dlogz: 15.463 > 0.109
iter: 4559 | bound: 70 | nc: 38 | ncall: 163236 | eff(%): 2.793 | loglstar: -inf < -88.658 < inf | logz: -134.432 +/- 0.663 | dlogz: 15.438 > 0.109
iter: 4560 | bound: 70 | nc: 38 | ncall: 163274 | eff(%): 2.793 | loglstar: -inf < -88.629 < inf | logz: -134.417 +/- 0.663 | dlogz: 15.413 > 0.109
iter: 4561 | bound: 70 | nc: 38 | ncall: 163312 | eff(%): 2.793 | loglstar: -inf < -88.617 < inf | logz: -134.402 +/- 0.663 | dlogz: 15.388 > 0.109
iter: 4562 | bound: 70 | nc: 38 | ncall: 163350 | eff(%): 2.793 | loglstar: -inf < -88.597 < inf | logz: -134.388 +/- 0.663 | dlogz: 15.363 > 0.109
iter: 4563 | bound: 70 | nc: 38 | ncall: 163388 | eff(%): 2.793 | loglstar: -inf < -88.595 < inf | logz: -134.373 +/- 0.663 | dlogz: 15.338 > 0.109
iter: 4564 | bound: 70 | nc: 38 | ncall: 163426 | eff(%): 2.793 | loglstar: -inf < -88.587 < inf | logz: -134.359 +/- 0.663 | dlogz: 15.314 > 0.109
iter: 4565 | bound: 70 | nc: 38 | ncall: 163464 | eff(%): 2.793 | loglstar: -inf < -88.564 < inf | logz: -134.344 +/- 0.663 | dlogz: 15.289 > 0.109
iter: 4566 | bound: 70 | nc: 38 | ncall: 163502 | eff(%): 2.793 | loglstar: -inf < -88.527 < inf | logz: -134.330 +/- 0.663 | dlogz: 15.265 > 0.109
iter: 4567 | bound: 70 | nc: 38 | ncall: 163540 | eff(%): 2.793 | loglstar: -inf < -88.478 < inf | logz: -134.315 +/- 0.663 | dlogz: 15.241 > 0.109
iter: 4568 | bound: 70 | nc: 38 | ncall: 163578 | eff(%): 2.793 | loglstar: -inf < -88.456 < inf | logz: -134.301 +/- 0.663 | dlogz: 15.217 > 0.109
iter: 4569 | bound: 70 | nc: 38 | ncall: 163616 | eff(%): 2.793 | loglstar: -inf < -88.454 < inf | logz: -134.286 +/- 0.664 | dlogz: 15.192 > 0.109
iter: 4570 | bound: 70 | nc: 38 | ncall: 163654 | eff(%): 2.792 | loglstar: -inf < -88.362 < inf | logz: -134.271 +/- 0.664 | dlogz: 15.167 > 0.109
iter: 4571 | bound: 70 | nc: 38 | ncall: 163692 | eff(%): 2.792 | loglstar: -inf < -88.336 < inf | logz: -134.256 +/- 0.664 | dlogz: 15.143 > 0.109
iter: 4572 | bound: 70 | nc: 38 | ncall: 163730 | eff(%): 2.792 | loglstar: -inf < -88.303 < inf | logz: -134.241 +/- 0.664 | dlogz: 15.117 > 0.109
iter: 4573 | bound: 70 | nc: 38 | ncall: 163768 | eff(%): 2.792 | loglstar: -inf < -88.243 < inf | logz: -134.225 +/- 0.664 | dlogz: 15.092 > 0.109
iter: 4574 | bound: 70 | nc: 38 | ncall: 163806 | eff(%): 2.792 | loglstar: -inf < -88.223 < inf | logz: -134.209 +/- 0.664 | dlogz: 15.066 > 0.109
iter: 4575 | bound: 70 | nc: 38 | ncall: 163844 | eff(%): 2.792 | loglstar: -inf < -88.179 < inf | logz: -134.193 +/- 0.664 | dlogz: 15.040 > 0.109
iter: 4576 | bound: 70 | nc: 38 | ncall: 163882 | eff(%): 2.792 | loglstar: -inf < -88.163 < inf | logz: -134.176 +/- 0.664 | dlogz: 15.014 > 0.109
iter: 4577 | bound: 70 | nc: 38 | ncall: 163920 | eff(%): 2.792 | loglstar: -inf < -88.146 < inf | logz: -134.160 +/- 0.664 | dlogz: 14.988 > 0.109
iter: 4578 | bound: 70 | nc: 38 | ncall: 163958 | eff(%): 2.792 | loglstar: -inf < -88.135 < inf | logz: -134.145 +/- 0.664 | dlogz: 14.962 > 0.109
iter: 4579 | bound: 70 | nc: 38 | ncall: 163996 | eff(%): 2.792 | loglstar: -inf < -88.091 < inf | logz: -134.129 +/- 0.664 | dlogz: 14.936 > 0.109
iter: 4580 | bound: 70 | nc: 38 | ncall: 164034 | eff(%): 2.792 | loglstar: -inf < -88.082 < inf | logz: -134.113 +/- 0.664 | dlogz: 14.910 > 0.109
iter: 4581 | bound: 70 | nc: 38 | ncall: 164072 | eff(%): 2.792 | loglstar: -inf < -88.076 < inf | logz: -134.097 +/- 0.664 | dlogz: 14.885 > 0.109
iter: 4582 | bound: 70 | nc: 38 | ncall: 164110 | eff(%): 2.792 | loglstar: -inf < -88.046 < inf | logz: -134.082 +/- 0.664 | dlogz: 14.859 > 0.109
iter: 4583 | bound: 70 | nc: 38 | ncall: 164148 | eff(%): 2.792 | loglstar: -inf < -88.030 < inf | logz: -134.067 +/- 0.664 | dlogz: 14.834 > 0.109
iter: 4584 | bound: 70 | nc: 38 | ncall: 164186 | eff(%): 2.792 | loglstar: -inf < -87.899 < inf | logz: -134.050 +/- 0.665 | dlogz: 14.808 > 0.109
iter: 4585 | bound: 70 | nc: 38 | ncall: 164224 | eff(%): 2.792 | loglstar: -inf < -87.733 < inf | logz: -134.032 +/- 0.665 | dlogz: 14.782 > 0.109
iter: 4586 | bound: 70 | nc: 38 | ncall: 164262 | eff(%): 2.792 | loglstar: -inf < -87.712 < inf | logz: -134.013 +/- 0.665 | dlogz: 14.754 > 0.109
iter: 4587 | bound: 70 | nc: 38 | ncall: 164300 | eff(%): 2.792 | loglstar: -inf < -87.691 < inf | logz: -133.993 +/- 0.665 | dlogz: 14.725 > 0.109
iter: 4588 | bound: 70 | nc: 38 | ncall: 164338 | eff(%): 2.792 | loglstar: -inf < -87.689 < inf | logz: -133.974 +/- 0.665 | dlogz: 14.695 > 0.109
iter: 4589 | bound: 70 | nc: 38 | ncall: 164376 | eff(%): 2.792 | loglstar: -inf < -87.672 < inf | logz: -133.956 +/- 0.665 | dlogz: 14.666 > 0.109
iter: 4590 | bound: 70 | nc: 38 | ncall: 164414 | eff(%): 2.792 | loglstar: -inf < -87.663 < inf | logz: -133.937 +/- 0.665 | dlogz: 14.638 > 0.109
iter: 4591 | bound: 70 | nc: 38 | ncall: 164452 | eff(%): 2.792 | loglstar: -inf < -87.653 < inf | logz: -133.919 +/- 0.665 | dlogz: 14.610 > 0.109
iter: 4592 | bound: 70 | nc: 38 | ncall: 164490 | eff(%): 2.792 | loglstar: -inf < -87.614 < inf | logz: -133.901 +/- 0.665 | dlogz: 14.582 > 0.109
iter: 4593 | bound: 70 | nc: 38 | ncall: 164528 | eff(%): 2.792 | loglstar: -inf < -87.587 < inf | logz: -133.883 +/- 0.665 | dlogz: 14.554 > 0.109
iter: 4594 | bound: 70 | nc: 38 | ncall: 164566 | eff(%): 2.792 | loglstar: -inf < -87.584 < inf | logz: -133.866 +/- 0.666 | dlogz: 14.526 > 0.109
iter: 4595 | bound: 70 | nc: 38 | ncall: 164604 | eff(%): 2.792 | loglstar: -inf < -87.572 < inf | logz: -133.848 +/- 0.666 | dlogz: 14.498 > 0.109
iter: 4596 | bound: 70 | nc: 38 | ncall: 164642 | eff(%): 2.792 | loglstar: -inf < -87.563 < inf | logz: -133.831 +/- 0.666 | dlogz: 14.471 > 0.109
iter: 4597 | bound: 70 | nc: 38 | ncall: 164680 | eff(%): 2.791 | loglstar: -inf < -87.540 < inf | logz: -133.814 +/- 0.666 | dlogz: 14.444 > 0.109
iter: 4598 | bound: 70 | nc: 38 | ncall: 164718 | eff(%): 2.791 | loglstar: -inf < -87.475 < inf | logz: -133.797 +/- 0.666 | dlogz: 14.417 > 0.109
iter: 4599 | bound: 70 | nc: 38 | ncall: 164756 | eff(%): 2.791 | loglstar: -inf < -87.456 < inf | logz: -133.779 +/- 0.666 | dlogz: 14.389 > 0.109
iter: 4600 | bound: 70 | nc: 38 | ncall: 164794 | eff(%): 2.791 | loglstar: -inf < -87.437 < inf | logz: -133.762 +/- 0.666 | dlogz: 14.362 > 0.109
iter: 4601 | bound: 70 | nc: 38 | ncall: 164832 | eff(%): 2.791 | loglstar: -inf < -87.374 < inf | logz: -133.744 +/- 0.666 | dlogz: 14.335 > 0.109
iter: 4602 | bound: 70 | nc: 38 | ncall: 164870 | eff(%): 2.791 | loglstar: -inf < -87.347 < inf | logz: -133.726 +/- 0.666 | dlogz: 14.307 > 0.109
iter: 4603 | bound: 71 | nc: 38 | ncall: 164908 | eff(%): 2.791 | loglstar: -inf < -87.324 < inf | logz: -133.709 +/- 0.666 | dlogz: 14.279 > 0.109
iter: 4604 | bound: 71 | nc: 38 | ncall: 164946 | eff(%): 2.791 | loglstar: -inf < -87.306 < inf | logz: -133.691 +/- 0.666 | dlogz: 14.251 > 0.109
iter: 4605 | bound: 71 | nc: 38 | ncall: 164984 | eff(%): 2.791 | loglstar: -inf < -87.305 < inf | logz: -133.673 +/- 0.667 | dlogz: 14.224 > 0.109
iter: 4606 | bound: 71 | nc: 38 | ncall: 165022 | eff(%): 2.791 | loglstar: -inf < -87.276 < inf | logz: -133.656 +/- 0.667 | dlogz: 14.196 > 0.109
iter: 4607 | bound: 71 | nc: 38 | ncall: 165060 | eff(%): 2.791 | loglstar: -inf < -87.270 < inf | logz: -133.639 +/- 0.667 | dlogz: 14.169 > 0.109
iter: 4608 | bound: 71 | nc: 38 | ncall: 165098 | eff(%): 2.791 | loglstar: -inf < -87.269 < inf | logz: -133.623 +/- 0.667 | dlogz: 14.142 > 0.109
iter: 4609 | bound: 71 | nc: 38 | ncall: 165136 | eff(%): 2.791 | loglstar: -inf < -87.244 < inf | logz: -133.606 +/- 0.667 | dlogz: 14.116 > 0.109
iter: 4610 | bound: 71 | nc: 38 | ncall: 165174 | eff(%): 2.791 | loglstar: -inf < -87.204 < inf | logz: -133.590 +/- 0.667 | dlogz: 14.089 > 0.109
iter: 4611 | bound: 71 | nc: 38 | ncall: 165212 | eff(%): 2.791 | loglstar: -inf < -87.166 < inf | logz: -133.573 +/- 0.667 | dlogz: 14.063 > 0.109
iter: 4612 | bound: 71 | nc: 38 | ncall: 165250 | eff(%): 2.791 | loglstar: -inf < -87.163 < inf | logz: -133.556 +/- 0.667 | dlogz: 14.036 > 0.109
iter: 4613 | bound: 71 | nc: 38 | ncall: 165288 | eff(%): 2.791 | loglstar: -inf < -87.141 < inf | logz: -133.540 +/- 0.667 | dlogz: 14.010 > 0.109
iter: 4614 | bound: 71 | nc: 38 | ncall: 165326 | eff(%): 2.791 | loglstar: -inf < -87.132 < inf | logz: -133.524 +/- 0.667 | dlogz: 13.983 > 0.109
iter: 4615 | bound: 71 | nc: 38 | ncall: 165364 | eff(%): 2.791 | loglstar: -inf < -87.086 < inf | logz: -133.507 +/- 0.667 | dlogz: 13.957 > 0.109
iter: 4616 | bound: 71 | nc: 38 | ncall: 165402 | eff(%): 2.791 | loglstar: -inf < -87.080 < inf | logz: -133.491 +/- 0.667 | dlogz: 13.931 > 0.109
iter: 4617 | bound: 71 | nc: 38 | ncall: 165440 | eff(%): 2.791 | loglstar: -inf < -87.027 < inf | logz: -133.475 +/- 0.667 | dlogz: 13.905 > 0.109
iter: 4618 | bound: 71 | nc: 38 | ncall: 165478 | eff(%): 2.791 | loglstar: -inf < -87.020 < inf | logz: -133.459 +/- 0.667 | dlogz: 13.878 > 0.109
iter: 4619 | bound: 71 | nc: 38 | ncall: 165516 | eff(%): 2.791 | loglstar: -inf < -86.996 < inf | logz: -133.442 +/- 0.668 | dlogz: 13.852 > 0.109
iter: 4620 | bound: 71 | nc: 38 | ncall: 165554 | eff(%): 2.791 | loglstar: -inf < -86.991 < inf | logz: -133.426 +/- 0.668 | dlogz: 13.826 > 0.109
iter: 4621 | bound: 71 | nc: 38 | ncall: 165592 | eff(%): 2.791 | loglstar: -inf < -86.883 < inf | logz: -133.410 +/- 0.668 | dlogz: 13.800 > 0.109
iter: 4622 | bound: 71 | nc: 38 | ncall: 165630 | eff(%): 2.791 | loglstar: -inf < -86.879 < inf | logz: -133.393 +/- 0.668 | dlogz: 13.774 > 0.109
iter: 4623 | bound: 71 | nc: 38 | ncall: 165668 | eff(%): 2.791 | loglstar: -inf < -86.861 < inf | logz: -133.376 +/- 0.668 | dlogz: 13.747 > 0.109
iter: 4624 | bound: 71 | nc: 38 | ncall: 165706 | eff(%): 2.790 | loglstar: -inf < -86.837 < inf | logz: -133.360 +/- 0.668 | dlogz: 13.720 > 0.109
iter: 4625 | bound: 71 | nc: 38 | ncall: 165744 | eff(%): 2.790 | loglstar: -inf < -86.824 < inf | logz: -133.343 +/- 0.668 | dlogz: 13.693 > 0.109
iter: 4626 | bound: 71 | nc: 38 | ncall: 165782 | eff(%): 2.790 | loglstar: -inf < -86.815 < inf | logz: -133.327 +/- 0.668 | dlogz: 13.667 > 0.109
iter: 4627 | bound: 71 | nc: 38 | ncall: 165820 | eff(%): 2.790 | loglstar: -inf < -86.815 < inf | logz: -133.311 +/- 0.668 | dlogz: 13.641 > 0.109
iter: 4628 | bound: 71 | nc: 38 | ncall: 165858 | eff(%): 2.790 | loglstar: -inf < -86.795 < inf | logz: -133.295 +/- 0.668 | dlogz: 13.615 > 0.109
iter: 4629 | bound: 71 | nc: 38 | ncall: 165896 | eff(%): 2.790 | loglstar: -inf < -86.779 < inf | logz: -133.280 +/- 0.668 | dlogz: 13.589 > 0.109
iter: 4630 | bound: 71 | nc: 38 | ncall: 165934 | eff(%): 2.790 | loglstar: -inf < -86.769 < inf | logz: -133.265 +/- 0.668 | dlogz: 13.564 > 0.109
iter: 4631 | bound: 71 | nc: 38 | ncall: 165972 | eff(%): 2.790 | loglstar: -inf < -86.739 < inf | logz: -133.249 +/- 0.668 | dlogz: 13.539 > 0.109
iter: 4632 | bound: 71 | nc: 38 | ncall: 166010 | eff(%): 2.790 | loglstar: -inf < -86.733 < inf | logz: -133.234 +/- 0.668 | dlogz: 13.514 > 0.109
iter: 4633 | bound: 71 | nc: 38 | ncall: 166048 | eff(%): 2.790 | loglstar: -inf < -86.696 < inf | logz: -133.219 +/- 0.668 | dlogz: 13.488 > 0.109
iter: 4634 | bound: 71 | nc: 38 | ncall: 166086 | eff(%): 2.790 | loglstar: -inf < -86.676 < inf | logz: -133.204 +/- 0.669 | dlogz: 13.463 > 0.109
iter: 4635 | bound: 71 | nc: 38 | ncall: 166124 | eff(%): 2.790 | loglstar: -inf < -86.662 < inf | logz: -133.189 +/- 0.669 | dlogz: 13.438 > 0.109
iter: 4636 | bound: 71 | nc: 38 | ncall: 166162 | eff(%): 2.790 | loglstar: -inf < -86.653 < inf | logz: -133.174 +/- 0.669 | dlogz: 13.413 > 0.109
iter: 4637 | bound: 71 | nc: 38 | ncall: 166200 | eff(%): 2.790 | loglstar: -inf < -86.627 < inf | logz: -133.159 +/- 0.669 | dlogz: 13.389 > 0.109
iter: 4638 | bound: 71 | nc: 38 | ncall: 166238 | eff(%): 2.790 | loglstar: -inf < -86.627 < inf | logz: -133.145 +/- 0.669 | dlogz: 13.364 > 0.109
iter: 4639 | bound: 71 | nc: 38 | ncall: 166276 | eff(%): 2.790 | loglstar: -inf < -86.585 < inf | logz: -133.130 +/- 0.669 | dlogz: 13.339 > 0.109
iter: 4640 | bound: 71 | nc: 38 | ncall: 166314 | eff(%): 2.790 | loglstar: -inf < -86.541 < inf | logz: -133.116 +/- 0.669 | dlogz: 13.315 > 0.109
iter: 4641 | bound: 71 | nc: 38 | ncall: 166352 | eff(%): 2.790 | loglstar: -inf < -86.533 < inf | logz: -133.101 +/- 0.669 | dlogz: 13.290 > 0.109
iter: 4642 | bound: 71 | nc: 38 | ncall: 166390 | eff(%): 2.790 | loglstar: -inf < -86.506 < inf | logz: -133.086 +/- 0.669 | dlogz: 13.266 > 0.109
iter: 4643 | bound: 71 | nc: 38 | ncall: 166428 | eff(%): 2.790 | loglstar: -inf < -86.504 < inf | logz: -133.072 +/- 0.669 | dlogz: 13.241 > 0.109
iter: 4644 | bound: 71 | nc: 38 | ncall: 166466 | eff(%): 2.790 | loglstar: -inf < -86.357 < inf | logz: -133.056 +/- 0.669 | dlogz: 13.216 > 0.109
iter: 4645 | bound: 71 | nc: 38 | ncall: 166504 | eff(%): 2.790 | loglstar: -inf < -86.324 < inf | logz: -133.040 +/- 0.669 | dlogz: 13.191 > 0.109
iter: 4646 | bound: 71 | nc: 38 | ncall: 166542 | eff(%): 2.790 | loglstar: -inf < -86.305 < inf | logz: -133.024 +/- 0.669 | dlogz: 13.165 > 0.109
iter: 4647 | bound: 71 | nc: 38 | ncall: 166580 | eff(%): 2.790 | loglstar: -inf < -86.290 < inf | logz: -133.008 +/- 0.669 | dlogz: 13.139 > 0.109
iter: 4648 | bound: 71 | nc: 38 | ncall: 166618 | eff(%): 2.790 | loglstar: -inf < -86.281 < inf | logz: -132.992 +/- 0.669 | dlogz: 13.113 > 0.109
iter: 4649 | bound: 71 | nc: 38 | ncall: 166656 | eff(%): 2.790 | loglstar: -inf < -86.279 < inf | logz: -132.976 +/- 0.669 | dlogz: 13.087 > 0.109
iter: 4650 | bound: 71 | nc: 38 | ncall: 166694 | eff(%): 2.790 | loglstar: -inf < -86.266 < inf | logz: -132.961 +/- 0.669 | dlogz: 13.061 > 0.109
iter: 4651 | bound: 71 | nc: 38 | ncall: 166732 | eff(%): 2.790 | loglstar: -inf < -86.261 < inf | logz: -132.946 +/- 0.670 | dlogz: 13.036 > 0.109
iter: 4652 | bound: 71 | nc: 38 | ncall: 166770 | eff(%): 2.789 | loglstar: -inf < -86.235 < inf | logz: -132.931 +/- 0.670 | dlogz: 13.011 > 0.109
iter: 4653 | bound: 71 | nc: 38 | ncall: 166808 | eff(%): 2.789 | loglstar: -inf < -86.209 < inf | logz: -132.916 +/- 0.670 | dlogz: 12.986 > 0.109
iter: 4654 | bound: 71 | nc: 38 | ncall: 166846 | eff(%): 2.789 | loglstar: -inf < -86.194 < inf | logz: -132.901 +/- 0.670 | dlogz: 12.961 > 0.109
iter: 4655 | bound: 71 | nc: 38 | ncall: 166884 | eff(%): 2.789 | loglstar: -inf < -86.181 < inf | logz: -132.886 +/- 0.670 | dlogz: 12.936 > 0.109
iter: 4656 | bound: 71 | nc: 38 | ncall: 166922 | eff(%): 2.789 | loglstar: -inf < -86.122 < inf | logz: -132.871 +/- 0.670 | dlogz: 12.912 > 0.109
iter: 4657 | bound: 71 | nc: 38 | ncall: 166960 | eff(%): 2.789 | loglstar: -inf < -86.110 < inf | logz: -132.856 +/- 0.670 | dlogz: 12.887 > 0.109
iter: 4658 | bound: 71 | nc: 38 | ncall: 166998 | eff(%): 2.789 | loglstar: -inf < -86.071 < inf | logz: -132.841 +/- 0.670 | dlogz: 12.862 > 0.109
iter: 4659 | bound: 71 | nc: 38 | ncall: 167036 | eff(%): 2.789 | loglstar: -inf < -86.067 < inf | logz: -132.826 +/- 0.670 | dlogz: 12.837 > 0.109
iter: 4660 | bound: 71 | nc: 38 | ncall: 167074 | eff(%): 2.789 | loglstar: -inf < -86.050 < inf | logz: -132.812 +/- 0.670 | dlogz: 12.812 > 0.109
iter: 4661 | bound: 71 | nc: 38 | ncall: 167112 | eff(%): 2.789 | loglstar: -inf < -86.040 < inf | logz: -132.797 +/- 0.670 | dlogz: 12.787 > 0.109
iter: 4662 | bound: 71 | nc: 38 | ncall: 167150 | eff(%): 2.789 | loglstar: -inf < -86.011 < inf | logz: -132.782 +/- 0.670 | dlogz: 12.763 > 0.109
iter: 4663 | bound: 71 | nc: 38 | ncall: 167188 | eff(%): 2.789 | loglstar: -inf < -85.926 < inf | logz: -132.767 +/- 0.670 | dlogz: 12.738 > 0.109
iter: 4664 | bound: 71 | nc: 38 | ncall: 167226 | eff(%): 2.789 | loglstar: -inf < -85.843 < inf | logz: -132.751 +/- 0.670 | dlogz: 12.713 > 0.109
iter: 4665 | bound: 71 | nc: 38 | ncall: 167264 | eff(%): 2.789 | loglstar: -inf < -85.824 < inf | logz: -132.735 +/- 0.670 | dlogz: 12.687 > 0.109
iter: 4666 | bound: 71 | nc: 38 | ncall: 167302 | eff(%): 2.789 | loglstar: -inf < -85.813 < inf | logz: -132.719 +/- 0.670 | dlogz: 12.661 > 0.109
iter: 4667 | bound: 71 | nc: 38 | ncall: 167340 | eff(%): 2.789 | loglstar: -inf < -85.783 < inf | logz: -132.703 +/- 0.671 | dlogz: 12.635 > 0.109
iter: 4668 | bound: 71 | nc: 38 | ncall: 167378 | eff(%): 2.789 | loglstar: -inf < -85.781 < inf | logz: -132.687 +/- 0.671 | dlogz: 12.609 > 0.109
iter: 4669 | bound: 71 | nc: 38 | ncall: 167416 | eff(%): 2.789 | loglstar: -inf < -85.763 < inf | logz: -132.671 +/- 0.671 | dlogz: 12.583 > 0.109
iter: 4670 | bound: 71 | nc: 38 | ncall: 167454 | eff(%): 2.789 | loglstar: -inf < -85.759 < inf | logz: -132.656 +/- 0.671 | dlogz: 12.557 > 0.109
iter: 4671 | bound: 71 | nc: 38 | ncall: 167492 | eff(%): 2.789 | loglstar: -inf < -85.755 < inf | logz: -132.641 +/- 0.671 | dlogz: 12.532 > 0.109
iter: 4672 | bound: 71 | nc: 38 | ncall: 167530 | eff(%): 2.789 | loglstar: -inf < -85.738 < inf | logz: -132.626 +/- 0.671 | dlogz: 12.507 > 0.109
iter: 4673 | bound: 71 | nc: 38 | ncall: 167568 | eff(%): 2.789 | loglstar: -inf < -85.728 < inf | logz: -132.611 +/- 0.671 | dlogz: 12.482 > 0.109
iter: 4674 | bound: 71 | nc: 38 | ncall: 167606 | eff(%): 2.789 | loglstar: -inf < -85.671 < inf | logz: -132.596 +/- 0.671 | dlogz: 12.458 > 0.109
iter: 4675 | bound: 71 | nc: 38 | ncall: 167644 | eff(%): 2.789 | loglstar: -inf < -85.657 < inf | logz: -132.581 +/- 0.671 | dlogz: 12.433 > 0.109
iter: 4676 | bound: 71 | nc: 38 | ncall: 167682 | eff(%): 2.789 | loglstar: -inf < -85.638 < inf | logz: -132.566 +/- 0.671 | dlogz: 12.408 > 0.109
iter: 4677 | bound: 71 | nc: 38 | ncall: 167720 | eff(%): 2.789 | loglstar: -inf < -85.623 < inf | logz: -132.552 +/- 0.671 | dlogz: 12.383 > 0.109
iter: 4678 | bound: 71 | nc: 38 | ncall: 167758 | eff(%): 2.789 | loglstar: -inf < -85.619 < inf | logz: -132.537 +/- 0.671 | dlogz: 12.358 > 0.109
iter: 4679 | bound: 71 | nc: 38 | ncall: 167796 | eff(%): 2.789 | loglstar: -inf < -85.595 < inf | logz: -132.523 +/- 0.671 | dlogz: 12.334 > 0.109
iter: 4680 | bound: 71 | nc: 38 | ncall: 167834 | eff(%): 2.788 | loglstar: -inf < -85.588 < inf | logz: -132.508 +/- 0.671 | dlogz: 12.309 > 0.109
iter: 4681 | bound: 71 | nc: 38 | ncall: 167872 | eff(%): 2.788 | loglstar: -inf < -85.509 < inf | logz: -132.494 +/- 0.671 | dlogz: 12.285 > 0.109
iter: 4682 | bound: 71 | nc: 38 | ncall: 167910 | eff(%): 2.788 | loglstar: -inf < -85.493 < inf | logz: -132.479 +/- 0.672 | dlogz: 12.261 > 0.109
iter: 4683 | bound: 71 | nc: 38 | ncall: 167948 | eff(%): 2.788 | loglstar: -inf < -85.462 < inf | logz: -132.464 +/- 0.672 | dlogz: 12.236 > 0.109
iter: 4684 | bound: 71 | nc: 38 | ncall: 167986 | eff(%): 2.788 | loglstar: -inf < -85.457 < inf | logz: -132.449 +/- 0.672 | dlogz: 12.211 > 0.109
iter: 4685 | bound: 71 | nc: 38 | ncall: 168024 | eff(%): 2.788 | loglstar: -inf < -85.437 < inf | logz: -132.435 +/- 0.672 | dlogz: 12.186 > 0.109
iter: 4686 | bound: 71 | nc: 38 | ncall: 168062 | eff(%): 2.788 | loglstar: -inf < -85.425 < inf | logz: -132.420 +/- 0.672 | dlogz: 12.162 > 0.109
iter: 4687 | bound: 71 | nc: 38 | ncall: 168100 | eff(%): 2.788 | loglstar: -inf < -85.415 < inf | logz: -132.406 +/- 0.672 | dlogz: 12.137 > 0.109
iter: 4688 | bound: 71 | nc: 38 | ncall: 168138 | eff(%): 2.788 | loglstar: -inf < -85.389 < inf | logz: -132.392 +/- 0.672 | dlogz: 12.113 > 0.109
iter: 4689 | bound: 71 | nc: 38 | ncall: 168176 | eff(%): 2.788 | loglstar: -inf < -85.384 < inf | logz: -132.378 +/- 0.672 | dlogz: 12.089 > 0.109
iter: 4690 | bound: 71 | nc: 38 | ncall: 168214 | eff(%): 2.788 | loglstar: -inf < -85.383 < inf | logz: -132.364 +/- 0.672 | dlogz: 12.065 > 0.109
iter: 4691 | bound: 71 | nc: 38 | ncall: 168252 | eff(%): 2.788 | loglstar: -inf < -85.362 < inf | logz: -132.351 +/- 0.672 | dlogz: 12.041 > 0.109
iter: 4692 | bound: 71 | nc: 38 | ncall: 168290 | eff(%): 2.788 | loglstar: -inf < -85.354 < inf | logz: -132.337 +/- 0.672 | dlogz: 12.018 > 0.109
iter: 4693 | bound: 71 | nc: 38 | ncall: 168328 | eff(%): 2.788 | loglstar: -inf < -85.345 < inf | logz: -132.324 +/- 0.672 | dlogz: 11.994 > 0.109
iter: 4694 | bound: 71 | nc: 38 | ncall: 168366 | eff(%): 2.788 | loglstar: -inf < -85.265 < inf | logz: -132.310 +/- 0.672 | dlogz: 11.971 > 0.109
iter: 4695 | bound: 71 | nc: 38 | ncall: 168404 | eff(%): 2.788 | loglstar: -inf < -85.169 < inf | logz: -132.296 +/- 0.672 | dlogz: 11.948 > 0.109
iter: 4696 | bound: 71 | nc: 38 | ncall: 168442 | eff(%): 2.788 | loglstar: -inf < -85.165 < inf | logz: -132.281 +/- 0.672 | dlogz: 11.923 > 0.109
iter: 4697 | bound: 71 | nc: 38 | ncall: 168480 | eff(%): 2.788 | loglstar: -inf < -85.145 < inf | logz: -132.266 +/- 0.672 | dlogz: 11.898 > 0.109
iter: 4698 | bound: 71 | nc: 38 | ncall: 168518 | eff(%): 2.788 | loglstar: -inf < -85.124 < inf | logz: -132.252 +/- 0.672 | dlogz: 11.874 > 0.109
iter: 4699 | bound: 71 | nc: 38 | ncall: 168556 | eff(%): 2.788 | loglstar: -inf < -85.111 < inf | logz: -132.237 +/- 0.672 | dlogz: 11.849 > 0.109
iter: 4700 | bound: 71 | nc: 38 | ncall: 168594 | eff(%): 2.788 | loglstar: -inf < -85.079 < inf | logz: -132.223 +/- 0.673 | dlogz: 11.825 > 0.109
iter: 4701 | bound: 71 | nc: 38 | ncall: 168632 | eff(%): 2.788 | loglstar: -inf < -85.049 < inf | logz: -132.208 +/- 0.673 | dlogz: 11.801 > 0.109
iter: 4702 | bound: 71 | nc: 38 | ncall: 168670 | eff(%): 2.788 | loglstar: -inf < -84.982 < inf | logz: -132.193 +/- 0.673 | dlogz: 11.776 > 0.109
iter: 4703 | bound: 72 | nc: 38 | ncall: 168708 | eff(%): 2.788 | loglstar: -inf < -84.920 < inf | logz: -132.178 +/- 0.673 | dlogz: 11.751 > 0.109
iter: 4704 | bound: 72 | nc: 38 | ncall: 168746 | eff(%): 2.788 | loglstar: -inf < -84.904 < inf | logz: -132.162 +/- 0.673 | dlogz: 11.726 > 0.109
iter: 4705 | bound: 72 | nc: 38 | ncall: 168784 | eff(%): 2.788 | loglstar: -inf < -84.850 < inf | logz: -132.146 +/- 0.673 | dlogz: 11.700 > 0.109
iter: 4706 | bound: 72 | nc: 38 | ncall: 168822 | eff(%): 2.788 | loglstar: -inf < -84.847 < inf | logz: -132.131 +/- 0.673 | dlogz: 11.674 > 0.109
iter: 4707 | bound: 72 | nc: 38 | ncall: 168860 | eff(%): 2.788 | loglstar: -inf < -84.838 < inf | logz: -132.115 +/- 0.673 | dlogz: 11.648 > 0.109
iter: 4708 | bound: 72 | nc: 38 | ncall: 168898 | eff(%): 2.787 | loglstar: -inf < -84.837 < inf | logz: -132.100 +/- 0.673 | dlogz: 11.623 > 0.109
iter: 4709 | bound: 72 | nc: 38 | ncall: 168936 | eff(%): 2.787 | loglstar: -inf < -84.816 < inf | logz: -132.085 +/- 0.673 | dlogz: 11.598 > 0.109
iter: 4710 | bound: 72 | nc: 38 | ncall: 168974 | eff(%): 2.787 | loglstar: -inf < -84.804 < inf | logz: -132.070 +/- 0.673 | dlogz: 11.573 > 0.109
iter: 4711 | bound: 72 | nc: 38 | ncall: 169012 | eff(%): 2.787 | loglstar: -inf < -84.749 < inf | logz: -132.055 +/- 0.673 | dlogz: 11.548 > 0.109
iter: 4712 | bound: 72 | nc: 38 | ncall: 169050 | eff(%): 2.787 | loglstar: -inf < -84.706 < inf | logz: -132.039 +/- 0.673 | dlogz: 11.523 > 0.109
iter: 4713 | bound: 72 | nc: 38 | ncall: 169088 | eff(%): 2.787 | loglstar: -inf < -84.697 < inf | logz: -132.024 +/- 0.673 | dlogz: 11.498 > 0.109
iter: 4714 | bound: 72 | nc: 38 | ncall: 169126 | eff(%): 2.787 | loglstar: -inf < -84.655 < inf | logz: -132.008 +/- 0.674 | dlogz: 11.472 > 0.109
iter: 4715 | bound: 72 | nc: 38 | ncall: 169164 | eff(%): 2.787 | loglstar: -inf < -84.643 < inf | logz: -131.993 +/- 0.674 | dlogz: 11.447 > 0.109
iter: 4716 | bound: 72 | nc: 38 | ncall: 169202 | eff(%): 2.787 | loglstar: -inf < -84.636 < inf | logz: -131.978 +/- 0.674 | dlogz: 11.421 > 0.109
iter: 4717 | bound: 72 | nc: 38 | ncall: 169240 | eff(%): 2.787 | loglstar: -inf < -84.617 < inf | logz: -131.963 +/- 0.674 | dlogz: 11.396 > 0.109
iter: 4718 | bound: 72 | nc: 38 | ncall: 169278 | eff(%): 2.787 | loglstar: -inf < -84.593 < inf | logz: -131.948 +/- 0.674 | dlogz: 11.371 > 0.109
iter: 4719 | bound: 72 | nc: 38 | ncall: 169316 | eff(%): 2.787 | loglstar: -inf < -84.523 < inf | logz: -131.932 +/- 0.674 | dlogz: 11.346 > 0.109
iter: 4720 | bound: 72 | nc: 38 | ncall: 169354 | eff(%): 2.787 | loglstar: -inf < -84.511 < inf | logz: -131.917 +/- 0.674 | dlogz: 11.321 > 0.109
iter: 4721 | bound: 72 | nc: 38 | ncall: 169392 | eff(%): 2.787 | loglstar: -inf < -84.487 < inf | logz: -131.901 +/- 0.674 | dlogz: 11.296 > 0.109
iter: 4722 | bound: 72 | nc: 38 | ncall: 169430 | eff(%): 2.787 | loglstar: -inf < -84.441 < inf | logz: -131.886 +/- 0.674 | dlogz: 11.270 > 0.109
iter: 4723 | bound: 72 | nc: 38 | ncall: 169468 | eff(%): 2.787 | loglstar: -inf < -84.394 < inf | logz: -131.870 +/- 0.674 | dlogz: 11.245 > 0.109
iter: 4724 | bound: 72 | nc: 38 | ncall: 169506 | eff(%): 2.787 | loglstar: -inf < -84.367 < inf | logz: -131.854 +/- 0.674 | dlogz: 11.219 > 0.109
iter: 4725 | bound: 72 | nc: 38 | ncall: 169544 | eff(%): 2.787 | loglstar: -inf < -84.330 < inf | logz: -131.838 +/- 0.674 | dlogz: 11.193 > 0.109
iter: 4726 | bound: 72 | nc: 38 | ncall: 169582 | eff(%): 2.787 | loglstar: -inf < -84.317 < inf | logz: -131.822 +/- 0.674 | dlogz: 11.167 > 0.109
iter: 4727 | bound: 72 | nc: 38 | ncall: 169620 | eff(%): 2.787 | loglstar: -inf < -84.202 < inf | logz: -131.805 +/- 0.675 | dlogz: 11.141 > 0.109
iter: 4728 | bound: 72 | nc: 38 | ncall: 169658 | eff(%): 2.787 | loglstar: -inf < -84.174 < inf | logz: -131.787 +/- 0.675 | dlogz: 11.114 > 0.109
iter: 4729 | bound: 72 | nc: 38 | ncall: 169696 | eff(%): 2.787 | loglstar: -inf < -84.142 < inf | logz: -131.770 +/- 0.675 | dlogz: 11.086 > 0.109
iter: 4730 | bound: 72 | nc: 38 | ncall: 169734 | eff(%): 2.787 | loglstar: -inf < -84.140 < inf | logz: -131.752 +/- 0.675 | dlogz: 11.059 > 0.109
iter: 4731 | bound: 72 | nc: 38 | ncall: 169772 | eff(%): 2.787 | loglstar: -inf < -84.138 < inf | logz: -131.735 +/- 0.675 | dlogz: 11.031 > 0.109
iter: 4732 | bound: 72 | nc: 38 | ncall: 169810 | eff(%): 2.787 | loglstar: -inf < -84.135 < inf | logz: -131.719 +/- 0.675 | dlogz: 11.004 > 0.109
iter: 4733 | bound: 72 | nc: 38 | ncall: 169848 | eff(%): 2.787 | loglstar: -inf < -84.125 < inf | logz: -131.702 +/- 0.675 | dlogz: 10.978 > 0.109
iter: 4734 | bound: 72 | nc: 38 | ncall: 169886 | eff(%): 2.787 | loglstar: -inf < -84.114 < inf | logz: -131.686 +/- 0.675 | dlogz: 10.952 > 0.109
iter: 4735 | bound: 72 | nc: 38 | ncall: 169924 | eff(%): 2.787 | loglstar: -inf < -84.062 < inf | logz: -131.670 +/- 0.675 | dlogz: 10.926 > 0.109
iter: 4736 | bound: 72 | nc: 38 | ncall: 169962 | eff(%): 2.787 | loglstar: -inf < -84.060 < inf | logz: -131.654 +/- 0.675 | dlogz: 10.900 > 0.109
iter: 4737 | bound: 72 | nc: 38 | ncall: 170000 | eff(%): 2.786 | loglstar: -inf < -83.985 < inf | logz: -131.638 +/- 0.675 | dlogz: 10.874 > 0.109
iter: 4738 | bound: 72 | nc: 38 | ncall: 170038 | eff(%): 2.786 | loglstar: -inf < -83.966 < inf | logz: -131.621 +/- 0.676 | dlogz: 10.848 > 0.109
iter: 4739 | bound: 72 | nc: 38 | ncall: 170076 | eff(%): 2.786 | loglstar: -inf < -83.950 < inf | logz: -131.605 +/- 0.676 | dlogz: 10.821 > 0.109
iter: 4740 | bound: 72 | nc: 38 | ncall: 170114 | eff(%): 2.786 | loglstar: -inf < -83.941 < inf | logz: -131.589 +/- 0.676 | dlogz: 10.795 > 0.109
iter: 4741 | bound: 72 | nc: 38 | ncall: 170152 | eff(%): 2.786 | loglstar: -inf < -83.925 < inf | logz: -131.573 +/- 0.676 | dlogz: 10.768 > 0.109
iter: 4742 | bound: 72 | nc: 38 | ncall: 170190 | eff(%): 2.786 | loglstar: -inf < -83.913 < inf | logz: -131.557 +/- 0.676 | dlogz: 10.742 > 0.109
iter: 4743 | bound: 72 | nc: 38 | ncall: 170228 | eff(%): 2.786 | loglstar: -inf < -83.912 < inf | logz: -131.541 +/- 0.676 | dlogz: 10.717 > 0.109
iter: 4744 | bound: 72 | nc: 38 | ncall: 170266 | eff(%): 2.786 | loglstar: -inf < -83.901 < inf | logz: -131.526 +/- 0.676 | dlogz: 10.691 > 0.109
iter: 4745 | bound: 72 | nc: 38 | ncall: 170304 | eff(%): 2.786 | loglstar: -inf < -83.892 < inf | logz: -131.511 +/- 0.676 | dlogz: 10.666 > 0.109
iter: 4746 | bound: 72 | nc: 38 | ncall: 170342 | eff(%): 2.786 | loglstar: -inf < -83.890 < inf | logz: -131.496 +/- 0.676 | dlogz: 10.641 > 0.109
iter: 4747 | bound: 72 | nc: 38 | ncall: 170380 | eff(%): 2.786 | loglstar: -inf < -83.876 < inf | logz: -131.482 +/- 0.676 | dlogz: 10.616 > 0.109
iter: 4748 | bound: 72 | nc: 38 | ncall: 170418 | eff(%): 2.786 | loglstar: -inf < -83.799 < inf | logz: -131.467 +/- 0.676 | dlogz: 10.592 > 0.109
iter: 4749 | bound: 72 | nc: 38 | ncall: 170456 | eff(%): 2.786 | loglstar: -inf < -83.771 < inf | logz: -131.452 +/- 0.676 | dlogz: 10.567 > 0.109
iter: 4750 | bound: 72 | nc: 38 | ncall: 170494 | eff(%): 2.786 | loglstar: -inf < -83.696 < inf | logz: -131.436 +/- 0.676 | dlogz: 10.542 > 0.109
iter: 4751 | bound: 72 | nc: 38 | ncall: 170532 | eff(%): 2.786 | loglstar: -inf < -83.684 < inf | logz: -131.420 +/- 0.676 | dlogz: 10.516 > 0.109
iter: 4752 | bound: 72 | nc: 38 | ncall: 170570 | eff(%): 2.786 | loglstar: -inf < -83.673 < inf | logz: -131.405 +/- 0.677 | dlogz: 10.490 > 0.109
iter: 4753 | bound: 72 | nc: 38 | ncall: 170608 | eff(%): 2.786 | loglstar: -inf < -83.664 < inf | logz: -131.389 +/- 0.677 | dlogz: 10.465 > 0.109
iter: 4754 | bound: 72 | nc: 38 | ncall: 170646 | eff(%): 2.786 | loglstar: -inf < -83.582 < inf | logz: -131.373 +/- 0.677 | dlogz: 10.439 > 0.109
iter: 4755 | bound: 72 | nc: 38 | ncall: 170684 | eff(%): 2.786 | loglstar: -inf < -83.564 < inf | logz: -131.357 +/- 0.677 | dlogz: 10.414 > 0.109
iter: 4756 | bound: 72 | nc: 38 | ncall: 170722 | eff(%): 2.786 | loglstar: -inf < -83.546 < inf | logz: -131.341 +/- 0.677 | dlogz: 10.388 > 0.109
iter: 4757 | bound: 72 | nc: 38 | ncall: 170760 | eff(%): 2.786 | loglstar: -inf < -83.505 < inf | logz: -131.325 +/- 0.677 | dlogz: 10.362 > 0.109
iter: 4758 | bound: 72 | nc: 38 | ncall: 170798 | eff(%): 2.786 | loglstar: -inf < -83.491 < inf | logz: -131.309 +/- 0.677 | dlogz: 10.336 > 0.109
iter: 4759 | bound: 72 | nc: 38 | ncall: 170836 | eff(%): 2.786 | loglstar: -inf < -83.465 < inf | logz: -131.293 +/- 0.677 | dlogz: 10.310 > 0.109
iter: 4760 | bound: 72 | nc: 38 | ncall: 170874 | eff(%): 2.786 | loglstar: -inf < -83.427 < inf | logz: -131.277 +/- 0.677 | dlogz: 10.284 > 0.109
iter: 4761 | bound: 72 | nc: 38 | ncall: 170912 | eff(%): 2.786 | loglstar: -inf < -83.408 < inf | logz: -131.261 +/- 0.677 | dlogz: 10.258 > 0.109
iter: 4762 | bound: 72 | nc: 38 | ncall: 170950 | eff(%): 2.786 | loglstar: -inf < -83.406 < inf | logz: -131.245 +/- 0.677 | dlogz: 10.232 > 0.109
iter: 4763 | bound: 73 | nc: 38 | ncall: 170988 | eff(%): 2.786 | loglstar: -inf < -83.391 < inf | logz: -131.230 +/- 0.677 | dlogz: 10.206 > 0.109
iter: 4764 | bound: 73 | nc: 38 | ncall: 171026 | eff(%): 2.786 | loglstar: -inf < -83.337 < inf | logz: -131.214 +/- 0.677 | dlogz: 10.180 > 0.109
iter: 4765 | bound: 73 | nc: 38 | ncall: 171064 | eff(%): 2.786 | loglstar: -inf < -83.304 < inf | logz: -131.198 +/- 0.678 | dlogz: 10.155 > 0.109
iter: 4766 | bound: 73 | nc: 38 | ncall: 171102 | eff(%): 2.785 | loglstar: -inf < -83.262 < inf | logz: -131.182 +/- 0.678 | dlogz: 10.129 > 0.109
iter: 4767 | bound: 73 | nc: 38 | ncall: 171140 | eff(%): 2.785 | loglstar: -inf < -83.247 < inf | logz: -131.165 +/- 0.678 | dlogz: 10.103 > 0.109
iter: 4768 | bound: 73 | nc: 38 | ncall: 171178 | eff(%): 2.785 | loglstar: -inf < -83.210 < inf | logz: -131.149 +/- 0.678 | dlogz: 10.076 > 0.109
iter: 4769 | bound: 73 | nc: 38 | ncall: 171216 | eff(%): 2.785 | loglstar: -inf < -83.178 < inf | logz: -131.133 +/- 0.678 | dlogz: 10.050 > 0.109
iter: 4770 | bound: 73 | nc: 38 | ncall: 171254 | eff(%): 2.785 | loglstar: -inf < -83.176 < inf | logz: -131.117 +/- 0.678 | dlogz: 10.024 > 0.109
iter: 4771 | bound: 73 | nc: 38 | ncall: 171292 | eff(%): 2.785 | loglstar: -inf < -83.160 < inf | logz: -131.101 +/- 0.678 | dlogz: 9.998 > 0.109
iter: 4772 | bound: 73 | nc: 38 | ncall: 171330 | eff(%): 2.785 | loglstar: -inf < -83.153 < inf | logz: -131.085 +/- 0.678 | dlogz: 9.972 > 0.109
iter: 4773 | bound: 73 | nc: 38 | ncall: 171368 | eff(%): 2.785 | loglstar: -inf < -83.132 < inf | logz: -131.069 +/- 0.678 | dlogz: 9.946 > 0.109
iter: 4774 | bound: 73 | nc: 38 | ncall: 171406 | eff(%): 2.785 | loglstar: -inf < -83.121 < inf | logz: -131.054 +/- 0.678 | dlogz: 9.921 > 0.109
iter: 4775 | bound: 73 | nc: 38 | ncall: 171444 | eff(%): 2.785 | loglstar: -inf < -83.108 < inf | logz: -131.039 +/- 0.678 | dlogz: 9.895 > 0.109
iter: 4776 | bound: 73 | nc: 38 | ncall: 171482 | eff(%): 2.785 | loglstar: -inf < -83.095 < inf | logz: -131.024 +/- 0.678 | dlogz: 9.870 > 0.109
iter: 4777 | bound: 73 | nc: 38 | ncall: 171520 | eff(%): 2.785 | loglstar: -inf < -83.093 < inf | logz: -131.009 +/- 0.678 | dlogz: 9.845 > 0.109
iter: 4778 | bound: 73 | nc: 38 | ncall: 171558 | eff(%): 2.785 | loglstar: -inf < -83.092 < inf | logz: -130.995 +/- 0.678 | dlogz: 9.821 > 0.109
iter: 4779 | bound: 73 | nc: 38 | ncall: 171596 | eff(%): 2.785 | loglstar: -inf < -83.053 < inf | logz: -130.980 +/- 0.679 | dlogz: 9.796 > 0.109
iter: 4780 | bound: 73 | nc: 38 | ncall: 171634 | eff(%): 2.785 | loglstar: -inf < -83.029 < inf | logz: -130.966 +/- 0.679 | dlogz: 9.772 > 0.109
iter: 4781 | bound: 73 | nc: 38 | ncall: 171672 | eff(%): 2.785 | loglstar: -inf < -82.972 < inf | logz: -130.951 +/- 0.679 | dlogz: 9.747 > 0.109
iter: 4782 | bound: 73 | nc: 38 | ncall: 171710 | eff(%): 2.785 | loglstar: -inf < -82.944 < inf | logz: -130.936 +/- 0.679 | dlogz: 9.723 > 0.109
iter: 4783 | bound: 73 | nc: 38 | ncall: 171748 | eff(%): 2.785 | loglstar: -inf < -82.942 < inf | logz: -130.921 +/- 0.679 | dlogz: 9.698 > 0.109
iter: 4784 | bound: 73 | nc: 38 | ncall: 171786 | eff(%): 2.785 | loglstar: -inf < -82.912 < inf | logz: -130.907 +/- 0.679 | dlogz: 9.673 > 0.109
iter: 4785 | bound: 73 | nc: 38 | ncall: 171824 | eff(%): 2.785 | loglstar: -inf < -82.863 < inf | logz: -130.892 +/- 0.679 | dlogz: 9.649 > 0.109
iter: 4786 | bound: 73 | nc: 38 | ncall: 171862 | eff(%): 2.785 | loglstar: -inf < -82.862 < inf | logz: -130.877 +/- 0.679 | dlogz: 9.624 > 0.109
iter: 4787 | bound: 73 | nc: 38 | ncall: 171900 | eff(%): 2.785 | loglstar: -inf < -82.848 < inf | logz: -130.862 +/- 0.679 | dlogz: 9.599 > 0.109
iter: 4788 | bound: 73 | nc: 38 | ncall: 171938 | eff(%): 2.785 | loglstar: -inf < -82.845 < inf | logz: -130.848 +/- 0.679 | dlogz: 9.574 > 0.109
iter: 4789 | bound: 73 | nc: 38 | ncall: 171976 | eff(%): 2.785 | loglstar: -inf < -82.824 < inf | logz: -130.834 +/- 0.679 | dlogz: 9.550 > 0.109
iter: 4790 | bound: 73 | nc: 38 | ncall: 172014 | eff(%): 2.785 | loglstar: -inf < -82.754 < inf | logz: -130.819 +/- 0.679 | dlogz: 9.526 > 0.109
iter: 4791 | bound: 73 | nc: 38 | ncall: 172052 | eff(%): 2.785 | loglstar: -inf < -82.752 < inf | logz: -130.804 +/- 0.679 | dlogz: 9.501 > 0.109
iter: 4792 | bound: 73 | nc: 38 | ncall: 172090 | eff(%): 2.785 | loglstar: -inf < -82.725 < inf | logz: -130.790 +/- 0.679 | dlogz: 9.477 > 0.109
iter: 4793 | bound: 73 | nc: 38 | ncall: 172128 | eff(%): 2.785 | loglstar: -inf < -82.705 < inf | logz: -130.775 +/- 0.679 | dlogz: 9.452 > 0.109
iter: 4794 | bound: 73 | nc: 38 | ncall: 172166 | eff(%): 2.785 | loglstar: -inf < -82.696 < inf | logz: -130.761 +/- 0.679 | dlogz: 9.428 > 0.109
iter: 4795 | bound: 73 | nc: 38 | ncall: 172204 | eff(%): 2.784 | loglstar: -inf < -82.609 < inf | logz: -130.746 +/- 0.680 | dlogz: 9.403 > 0.109
iter: 4796 | bound: 73 | nc: 38 | ncall: 172242 | eff(%): 2.784 | loglstar: -inf < -82.605 < inf | logz: -130.731 +/- 0.680 | dlogz: 9.379 > 0.109
iter: 4797 | bound: 73 | nc: 38 | ncall: 172280 | eff(%): 2.784 | loglstar: -inf < -82.591 < inf | logz: -130.716 +/- 0.680 | dlogz: 9.354 > 0.109
iter: 4798 | bound: 73 | nc: 38 | ncall: 172318 | eff(%): 2.784 | loglstar: -inf < -82.577 < inf | logz: -130.702 +/- 0.680 | dlogz: 9.329 > 0.109
iter: 4799 | bound: 73 | nc: 38 | ncall: 172356 | eff(%): 2.784 | loglstar: -inf < -82.564 < inf | logz: -130.687 +/- 0.680 | dlogz: 9.304 > 0.109
iter: 4800 | bound: 73 | nc: 38 | ncall: 172394 | eff(%): 2.784 | loglstar: -inf < -82.552 < inf | logz: -130.673 +/- 0.680 | dlogz: 9.299 > 0.109
iter: 4801 | bound: 73 | nc: 38 | ncall: 172432 | eff(%): 2.784 | loglstar: -inf < -82.548 < inf | logz: -130.659 +/- 0.680 | dlogz: 9.274 > 0.109
iter: 4802 | bound: 73 | nc: 38 | ncall: 172470 | eff(%): 2.784 | loglstar: -inf < -82.523 < inf | logz: -130.645 +/- 0.680 | dlogz: 9.250 > 0.109
iter: 4803 | bound: 74 | nc: 38 | ncall: 172508 | eff(%): 2.784 | loglstar: -inf < -82.491 < inf | logz: -130.631 +/- 0.680 | dlogz: 9.227 > 0.109
iter: 4804 | bound: 74 | nc: 38 | ncall: 172546 | eff(%): 2.784 | loglstar: -inf < -82.486 < inf | logz: -130.617 +/- 0.680 | dlogz: 9.203 > 0.109
iter: 4805 | bound: 74 | nc: 38 | ncall: 172584 | eff(%): 2.784 | loglstar: -inf < -82.449 < inf | logz: -130.603 +/- 0.680 | dlogz: 9.179 > 0.109
iter: 4806 | bound: 74 | nc: 38 | ncall: 172622 | eff(%): 2.784 | loglstar: -inf < -82.441 < inf | logz: -130.589 +/- 0.680 | dlogz: 9.155 > 0.109
iter: 4807 | bound: 74 | nc: 38 | ncall: 172660 | eff(%): 2.784 | loglstar: -inf < -82.321 < inf | logz: -130.574 +/- 0.680 | dlogz: 9.131 > 0.109
iter: 4808 | bound: 74 | nc: 38 | ncall: 172698 | eff(%): 2.784 | loglstar: -inf < -82.314 < inf | logz: -130.559 +/- 0.680 | dlogz: 9.107 > 0.109
iter: 4809 | bound: 74 | nc: 38 | ncall: 172736 | eff(%): 2.784 | loglstar: -inf < -82.302 < inf | logz: -130.545 +/- 0.680 | dlogz: 9.082 > 0.109
iter: 4810 | bound: 74 | nc: 38 | ncall: 172774 | eff(%): 2.784 | loglstar: -inf < -82.263 < inf | logz: -130.530 +/- 0.680 | dlogz: 9.057 > 0.109
iter: 4811 | bound: 74 | nc: 38 | ncall: 172812 | eff(%): 2.784 | loglstar: -inf < -82.260 < inf | logz: -130.515 +/- 0.681 | dlogz: 9.032 > 0.109
iter: 4812 | bound: 74 | nc: 38 | ncall: 172850 | eff(%): 2.784 | loglstar: -inf < -82.249 < inf | logz: -130.501 +/- 0.681 | dlogz: 9.007 > 0.109
iter: 4813 | bound: 74 | nc: 38 | ncall: 172888 | eff(%): 2.784 | loglstar: -inf < -82.220 < inf | logz: -130.486 +/- 0.681 | dlogz: 8.983 > 0.109
iter: 4814 | bound: 74 | nc: 38 | ncall: 172926 | eff(%): 2.784 | loglstar: -inf < -82.198 < inf | logz: -130.472 +/- 0.681 | dlogz: 8.959 > 0.109
iter: 4815 | bound: 74 | nc: 38 | ncall: 172964 | eff(%): 2.784 | loglstar: -inf < -82.193 < inf | logz: -130.457 +/- 0.681 | dlogz: 8.934 > 0.109
iter: 4816 | bound: 74 | nc: 38 | ncall: 173002 | eff(%): 2.784 | loglstar: -inf < -82.101 < inf | logz: -130.443 +/- 0.681 | dlogz: 8.910 > 0.109
iter: 4817 | bound: 74 | nc: 38 | ncall: 173040 | eff(%): 2.784 | loglstar: -inf < -82.096 < inf | logz: -130.428 +/- 0.681 | dlogz: 8.885 > 0.109
iter: 4818 | bound: 74 | nc: 38 | ncall: 173078 | eff(%): 2.784 | loglstar: -inf < -82.004 < inf | logz: -130.412 +/- 0.681 | dlogz: 8.860 > 0.109
iter: 4819 | bound: 74 | nc: 38 | ncall: 173116 | eff(%): 2.784 | loglstar: -inf < -81.975 < inf | logz: -130.396 +/- 0.681 | dlogz: 8.835 > 0.109
iter: 4820 | bound: 75 | nc: 38 | ncall: 173154 | eff(%): 2.784 | loglstar: -inf < -81.959 < inf | logz: -130.381 +/- 0.681 | dlogz: 8.809 > 0.109
iter: 4821 | bound: 75 | nc: 38 | ncall: 173192 | eff(%): 2.784 | loglstar: -inf < -81.956 < inf | logz: -130.365 +/- 0.681 | dlogz: 8.783 > 0.109
iter: 4822 | bound: 75 | nc: 38 | ncall: 173230 | eff(%): 2.784 | loglstar: -inf < -81.933 < inf | logz: -130.350 +/- 0.681 | dlogz: 8.758 > 0.109
iter: 4823 | bound: 75 | nc: 38 | ncall: 173268 | eff(%): 2.784 | loglstar: -inf < -81.909 < inf | logz: -130.334 +/- 0.681 | dlogz: 8.733 > 0.109
iter: 4824 | bound: 75 | nc: 38 | ncall: 173306 | eff(%): 2.784 | loglstar: -inf < -81.909 < inf | logz: -130.319 +/- 0.681 | dlogz: 8.707 > 0.109
iter: 4825 | bound: 75 | nc: 38 | ncall: 173344 | eff(%): 2.783 | loglstar: -inf < -81.843 < inf | logz: -130.304 +/- 0.682 | dlogz: 8.682 > 0.109
iter: 4826 | bound: 75 | nc: 38 | ncall: 173382 | eff(%): 2.783 | loglstar: -inf < -81.836 < inf | logz: -130.288 +/- 0.682 | dlogz: 8.657 > 0.109
iter: 4827 | bound: 75 | nc: 38 | ncall: 173420 | eff(%): 2.783 | loglstar: -inf < -81.808 < inf | logz: -130.273 +/- 0.682 | dlogz: 8.631 > 0.109
iter: 4828 | bound: 75 | nc: 38 | ncall: 173458 | eff(%): 2.783 | loglstar: -inf < -81.708 < inf | logz: -130.257 +/- 0.682 | dlogz: 8.606 > 0.109
iter: 4829 | bound: 75 | nc: 38 | ncall: 173496 | eff(%): 2.783 | loglstar: -inf < -81.705 < inf | logz: -130.241 +/- 0.682 | dlogz: 8.580 > 0.109
iter: 4830 | bound: 75 | nc: 38 | ncall: 173534 | eff(%): 2.783 | loglstar: -inf < -81.683 < inf | logz: -130.225 +/- 0.682 | dlogz: 8.554 > 0.109
iter: 4831 | bound: 75 | nc: 38 | ncall: 173572 | eff(%): 2.783 | loglstar: -inf < -81.607 < inf | logz: -130.208 +/- 0.682 | dlogz: 8.528 > 0.109
iter: 4832 | bound: 75 | nc: 38 | ncall: 173610 | eff(%): 2.783 | loglstar: -inf < -81.575 < inf | logz: -130.191 +/- 0.682 | dlogz: 8.502 > 0.109
iter: 4833 | bound: 75 | nc: 38 | ncall: 173648 | eff(%): 2.783 | loglstar: -inf < -81.563 < inf | logz: -130.174 +/- 0.682 | dlogz: 8.475 > 0.109
iter: 4834 | bound: 75 | nc: 38 | ncall: 173686 | eff(%): 2.783 | loglstar: -inf < -81.530 < inf | logz: -130.158 +/- 0.682 | dlogz: 8.448 > 0.109
iter: 4835 | bound: 75 | nc: 38 | ncall: 173724 | eff(%): 2.783 | loglstar: -inf < -81.496 < inf | logz: -130.141 +/- 0.682 | dlogz: 8.421 > 0.109
iter: 4836 | bound: 75 | nc: 38 | ncall: 173762 | eff(%): 2.783 | loglstar: -inf < -81.459 < inf | logz: -130.124 +/- 0.682 | dlogz: 8.394 > 0.109
iter: 4837 | bound: 75 | nc: 38 | ncall: 173800 | eff(%): 2.783 | loglstar: -inf < -81.442 < inf | logz: -130.107 +/- 0.683 | dlogz: 8.367 > 0.109
iter: 4838 | bound: 75 | nc: 38 | ncall: 173838 | eff(%): 2.783 | loglstar: -inf < -81.438 < inf | logz: -130.090 +/- 0.683 | dlogz: 8.340 > 0.109
iter: 4839 | bound: 75 | nc: 38 | ncall: 173876 | eff(%): 2.783 | loglstar: -inf < -81.425 < inf | logz: -130.073 +/- 0.683 | dlogz: 8.313 > 0.109
iter: 4840 | bound: 75 | nc: 38 | ncall: 173914 | eff(%): 2.783 | loglstar: -inf < -81.411 < inf | logz: -130.057 +/- 0.683 | dlogz: 8.287 > 0.109
iter: 4841 | bound: 75 | nc: 38 | ncall: 173952 | eff(%): 2.783 | loglstar: -inf < -81.405 < inf | logz: -130.041 +/- 0.683 | dlogz: 8.261 > 0.109
iter: 4842 | bound: 75 | nc: 38 | ncall: 173990 | eff(%): 2.783 | loglstar: -inf < -81.357 < inf | logz: -130.025 +/- 0.683 | dlogz: 8.235 > 0.109
iter: 4843 | bound: 75 | nc: 38 | ncall: 174028 | eff(%): 2.783 | loglstar: -inf < -81.269 < inf | logz: -130.008 +/- 0.683 | dlogz: 8.209 > 0.109
iter: 4844 | bound: 75 | nc: 38 | ncall: 174066 | eff(%): 2.783 | loglstar: -inf < -81.258 < inf | logz: -129.991 +/- 0.683 | dlogz: 8.182 > 0.109
iter: 4845 | bound: 75 | nc: 38 | ncall: 174104 | eff(%): 2.783 | loglstar: -inf < -81.211 < inf | logz: -129.974 +/- 0.683 | dlogz: 8.155 > 0.109
iter: 4846 | bound: 75 | nc: 38 | ncall: 174142 | eff(%): 2.783 | loglstar: -inf < -81.199 < inf | logz: -129.957 +/- 0.683 | dlogz: 8.128 > 0.109
iter: 4847 | bound: 75 | nc: 38 | ncall: 174180 | eff(%): 2.783 | loglstar: -inf < -81.161 < inf | logz: -129.940 +/- 0.683 | dlogz: 8.101 > 0.109
iter: 4848 | bound: 75 | nc: 38 | ncall: 174218 | eff(%): 2.783 | loglstar: -inf < -81.143 < inf | logz: -129.923 +/- 0.684 | dlogz: 8.074 > 0.109
iter: 4849 | bound: 75 | nc: 38 | ncall: 174256 | eff(%): 2.783 | loglstar: -inf < -81.137 < inf | logz: -129.906 +/- 0.684 | dlogz: 8.047 > 0.109
iter: 4850 | bound: 75 | nc: 38 | ncall: 174294 | eff(%): 2.783 | loglstar: -inf < -81.128 < inf | logz: -129.889 +/- 0.684 | dlogz: 8.020 > 0.109
iter: 4851 | bound: 75 | nc: 38 | ncall: 174332 | eff(%): 2.783 | loglstar: -inf < -81.115 < inf | logz: -129.873 +/- 0.684 | dlogz: 7.994 > 0.109
iter: 4852 | bound: 75 | nc: 38 | ncall: 174370 | eff(%): 2.783 | loglstar: -inf < -81.090 < inf | logz: -129.857 +/- 0.684 | dlogz: 7.967 > 0.109
iter: 4853 | bound: 75 | nc: 38 | ncall: 174408 | eff(%): 2.783 | loglstar: -inf < -81.085 < inf | logz: -129.841 +/- 0.684 | dlogz: 7.941 > 0.109
iter: 4854 | bound: 75 | nc: 38 | ncall: 174446 | eff(%): 2.783 | loglstar: -inf < -81.058 < inf | logz: -129.825 +/- 0.684 | dlogz: 7.915 > 0.109
iter: 4855 | bound: 75 | nc: 38 | ncall: 174484 | eff(%): 2.782 | loglstar: -inf < -81.047 < inf | logz: -129.809 +/- 0.684 | dlogz: 7.889 > 0.109
iter: 4856 | bound: 75 | nc: 38 | ncall: 174522 | eff(%): 2.782 | loglstar: -inf < -81.039 < inf | logz: -129.793 +/- 0.684 | dlogz: 7.864 > 0.109
iter: 4857 | bound: 75 | nc: 38 | ncall: 174560 | eff(%): 2.782 | loglstar: -inf < -81.009 < inf | logz: -129.778 +/- 0.684 | dlogz: 7.838 > 0.109
iter: 4858 | bound: 75 | nc: 38 | ncall: 174598 | eff(%): 2.782 | loglstar: -inf < -81.005 < inf | logz: -129.763 +/- 0.684 | dlogz: 7.813 > 0.109
iter: 4859 | bound: 75 | nc: 38 | ncall: 174636 | eff(%): 2.782 | loglstar: -inf < -81.004 < inf | logz: -129.748 +/- 0.684 | dlogz: 7.788 > 0.109
iter: 4860 | bound: 75 | nc: 38 | ncall: 174674 | eff(%): 2.782 | loglstar: -inf < -81.002 < inf | logz: -129.733 +/- 0.684 | dlogz: 7.763 > 0.109
iter: 4861 | bound: 75 | nc: 38 | ncall: 174712 | eff(%): 2.782 | loglstar: -inf < -80.997 < inf | logz: -129.719 +/- 0.684 | dlogz: 7.738 > 0.109
iter: 4862 | bound: 75 | nc: 38 | ncall: 174750 | eff(%): 2.782 | loglstar: -inf < -80.905 < inf | logz: -129.704 +/- 0.685 | dlogz: 7.714 > 0.109
iter: 4863 | bound: 75 | nc: 38 | ncall: 174788 | eff(%): 2.782 | loglstar: -inf < -80.852 < inf | logz: -129.689 +/- 0.685 | dlogz: 7.690 > 0.109
iter: 4864 | bound: 75 | nc: 38 | ncall: 174826 | eff(%): 2.782 | loglstar: -inf < -80.846 < inf | logz: -129.674 +/- 0.685 | dlogz: 7.664 > 0.109
iter: 4865 | bound: 75 | nc: 38 | ncall: 174864 | eff(%): 2.782 | loglstar: -inf < -80.832 < inf | logz: -129.658 +/- 0.685 | dlogz: 7.639 > 0.109
iter: 4866 | bound: 75 | nc: 38 | ncall: 174902 | eff(%): 2.782 | loglstar: -inf < -80.797 < inf | logz: -129.643 +/- 0.685 | dlogz: 7.614 > 0.109
iter: 4867 | bound: 75 | nc: 38 | ncall: 174940 | eff(%): 2.782 | loglstar: -inf < -80.789 < inf | logz: -129.628 +/- 0.685 | dlogz: 7.589 > 0.109
iter: 4868 | bound: 75 | nc: 38 | ncall: 174978 | eff(%): 2.782 | loglstar: -inf < -80.783 < inf | logz: -129.613 +/- 0.685 | dlogz: 7.564 > 0.109
iter: 4869 | bound: 75 | nc: 38 | ncall: 175016 | eff(%): 2.782 | loglstar: -inf < -80.705 < inf | logz: -129.598 +/- 0.685 | dlogz: 7.539 > 0.109
iter: 4870 | bound: 75 | nc: 38 | ncall: 175054 | eff(%): 2.782 | loglstar: -inf < -80.651 < inf | logz: -129.582 +/- 0.685 | dlogz: 7.514 > 0.109
iter: 4871 | bound: 75 | nc: 38 | ncall: 175092 | eff(%): 2.782 | loglstar: -inf < -80.644 < inf | logz: -129.567 +/- 0.685 | dlogz: 7.488 > 0.109
iter: 4872 | bound: 75 | nc: 38 | ncall: 175130 | eff(%): 2.782 | loglstar: -inf < -80.634 < inf | logz: -129.551 +/- 0.685 | dlogz: 7.462 > 0.109
iter: 4873 | bound: 75 | nc: 38 | ncall: 175168 | eff(%): 2.782 | loglstar: -inf < -80.596 < inf | logz: -129.536 +/- 0.685 | dlogz: 7.437 > 0.109
iter: 4874 | bound: 75 | nc: 38 | ncall: 175206 | eff(%): 2.782 | loglstar: -inf < -80.538 < inf | logz: -129.520 +/- 0.685 | dlogz: 7.411 > 0.109
iter: 4875 | bound: 75 | nc: 38 | ncall: 175244 | eff(%): 2.782 | loglstar: -inf < -80.530 < inf | logz: -129.504 +/- 0.685 | dlogz: 7.386 > 0.109
iter: 4876 | bound: 76 | nc: 38 | ncall: 175282 | eff(%): 2.782 | loglstar: -inf < -80.506 < inf | logz: -129.488 +/- 0.686 | dlogz: 7.360 > 0.109
iter: 4877 | bound: 76 | nc: 38 | ncall: 175320 | eff(%): 2.782 | loglstar: -inf < -80.440 < inf | logz: -129.472 +/- 0.686 | dlogz: 7.334 > 0.109
iter: 4878 | bound: 76 | nc: 38 | ncall: 175358 | eff(%): 2.782 | loglstar: -inf < -80.428 < inf | logz: -129.455 +/- 0.686 | dlogz: 7.308 > 0.109
iter: 4879 | bound: 76 | nc: 38 | ncall: 175396 | eff(%): 2.782 | loglstar: -inf < -80.427 < inf | logz: -129.439 +/- 0.686 | dlogz: 7.282 > 0.109
iter: 4880 | bound: 76 | nc: 38 | ncall: 175434 | eff(%): 2.782 | loglstar: -inf < -80.364 < inf | logz: -129.423 +/- 0.686 | dlogz: 7.256 > 0.109
iter: 4881 | bound: 76 | nc: 38 | ncall: 175472 | eff(%): 2.782 | loglstar: -inf < -80.350 < inf | logz: -129.407 +/- 0.686 | dlogz: 7.230 > 0.109
iter: 4882 | bound: 77 | nc: 38 | ncall: 175510 | eff(%): 2.782 | loglstar: -inf < -80.336 < inf | logz: -129.391 +/- 0.686 | dlogz: 7.203 > 0.109
iter: 4883 | bound: 77 | nc: 38 | ncall: 175548 | eff(%): 2.782 | loglstar: -inf < -80.304 < inf | logz: -129.375 +/- 0.686 | dlogz: 7.177 > 0.109
iter: 4884 | bound: 77 | nc: 38 | ncall: 175586 | eff(%): 2.782 | loglstar: -inf < -80.277 < inf | logz: -129.359 +/- 0.686 | dlogz: 7.151 > 0.109
iter: 4885 | bound: 77 | nc: 38 | ncall: 175624 | eff(%): 2.782 | loglstar: -inf < -80.251 < inf | logz: -129.342 +/- 0.686 | dlogz: 7.125 > 0.109
iter: 4886 | bound: 77 | nc: 38 | ncall: 175662 | eff(%): 2.781 | loglstar: -inf < -80.195 < inf | logz: -129.326 +/- 0.686 | dlogz: 7.099 > 0.109
iter: 4887 | bound: 77 | nc: 38 | ncall: 175700 | eff(%): 2.781 | loglstar: -inf < -80.188 < inf | logz: -129.310 +/- 0.686 | dlogz: 7.073 > 0.109
iter: 4888 | bound: 77 | nc: 38 | ncall: 175738 | eff(%): 2.781 | loglstar: -inf < -80.175 < inf | logz: -129.293 +/- 0.686 | dlogz: 7.046 > 0.109
iter: 4889 | bound: 77 | nc: 38 | ncall: 175776 | eff(%): 2.781 | loglstar: -inf < -80.175 < inf | logz: -129.278 +/- 0.687 | dlogz: 7.020 > 0.109
iter: 4890 | bound: 77 | nc: 38 | ncall: 175814 | eff(%): 2.781 | loglstar: -inf < -80.150 < inf | logz: -129.262 +/- 0.687 | dlogz: 6.995 > 0.109
iter: 4891 | bound: 77 | nc: 38 | ncall: 175852 | eff(%): 2.781 | loglstar: -inf < -80.126 < inf | logz: -129.246 +/- 0.687 | dlogz: 6.969 > 0.109
iter: 4892 | bound: 77 | nc: 38 | ncall: 175890 | eff(%): 2.781 | loglstar: -inf < -80.104 < inf | logz: -129.231 +/- 0.687 | dlogz: 6.943 > 0.109
iter: 4893 | bound: 77 | nc: 38 | ncall: 175928 | eff(%): 2.781 | loglstar: -inf < -80.097 < inf | logz: -129.215 +/- 0.687 | dlogz: 6.918 > 0.109
iter: 4894 | bound: 77 | nc: 38 | ncall: 175966 | eff(%): 2.781 | loglstar: -inf < -80.095 < inf | logz: -129.200 +/- 0.687 | dlogz: 6.892 > 0.109
iter: 4895 | bound: 77 | nc: 38 | ncall: 176004 | eff(%): 2.781 | loglstar: -inf < -80.093 < inf | logz: -129.185 +/- 0.687 | dlogz: 6.867 > 0.109
iter: 4896 | bound: 77 | nc: 38 | ncall: 176042 | eff(%): 2.781 | loglstar: -inf < -80.046 < inf | logz: -129.171 +/- 0.687 | dlogz: 9.721 > 0.109
iter: 4897 | bound: 77 | nc: 38 | ncall: 176080 | eff(%): 2.781 | loglstar: -inf < -80.039 < inf | logz: -129.156 +/- 0.687 | dlogz: 9.696 > 0.109
iter: 4898 | bound: 77 | nc: 38 | ncall: 176118 | eff(%): 2.781 | loglstar: -inf < -80.034 < inf | logz: -129.141 +/- 0.687 | dlogz: 9.671 > 0.109
iter: 4899 | bound: 77 | nc: 38 | ncall: 176156 | eff(%): 2.781 | loglstar: -inf < -80.026 < inf | logz: -129.127 +/- 0.687 | dlogz: 9.647 > 0.109
iter: 4900 | bound: 77 | nc: 38 | ncall: 176194 | eff(%): 2.781 | loglstar: -inf < -80.021 < inf | logz: -129.113 +/- 0.687 | dlogz: 9.623 > 0.109
iter: 4901 | bound: 77 | nc: 38 | ncall: 176232 | eff(%): 2.781 | loglstar: -inf < -80.015 < inf | logz: -129.099 +/- 0.687 | dlogz: 9.599 > 0.109
iter: 4902 | bound: 77 | nc: 38 | ncall: 176270 | eff(%): 2.781 | loglstar: -inf < -79.997 < inf | logz: -129.085 +/- 0.687 | dlogz: 9.575 > 0.109
iter: 4903 | bound: 77 | nc: 38 | ncall: 176308 | eff(%): 2.781 | loglstar: -inf < -79.901 < inf | logz: -129.071 +/- 0.687 | dlogz: 9.552 > 0.109
iter: 4904 | bound: 78 | nc: 38 | ncall: 176346 | eff(%): 2.781 | loglstar: -inf < -79.893 < inf | logz: -129.057 +/- 0.687 | dlogz: 9.527 > 0.109
iter: 4905 | bound: 78 | nc: 38 | ncall: 176384 | eff(%): 2.781 | loglstar: -inf < -79.887 < inf | logz: -129.043 +/- 0.688 | dlogz: 9.503 > 0.109
iter: 4906 | bound: 78 | nc: 38 | ncall: 176422 | eff(%): 2.781 | loglstar: -inf < -79.884 < inf | logz: -129.029 +/- 0.688 | dlogz: 9.479 > 0.109
iter: 4907 | bound: 78 | nc: 38 | ncall: 176460 | eff(%): 2.781 | loglstar: -inf < -79.865 < inf | logz: -129.015 +/- 0.688 | dlogz: 9.455 > 0.109
iter: 4908 | bound: 78 | nc: 38 | ncall: 176498 | eff(%): 2.781 | loglstar: -inf < -79.864 < inf | logz: -129.001 +/- 0.688 | dlogz: 9.431 > 0.109
iter: 4909 | bound: 78 | nc: 38 | ncall: 176536 | eff(%): 2.781 | loglstar: -inf < -79.858 < inf | logz: -128.988 +/- 0.688 | dlogz: 9.408 > 0.109
iter: 4910 | bound: 78 | nc: 38 | ncall: 176574 | eff(%): 2.781 | loglstar: -inf < -79.847 < inf | logz: -128.975 +/- 0.688 | dlogz: 9.384 > 0.109
iter: 4911 | bound: 78 | nc: 38 | ncall: 176612 | eff(%): 2.781 | loglstar: -inf < -79.817 < inf | logz: -128.962 +/- 0.688 | dlogz: 9.361 > 0.109
iter: 4912 | bound: 78 | nc: 38 | ncall: 176650 | eff(%): 2.781 | loglstar: -inf < -79.809 < inf | logz: -128.949 +/- 0.688 | dlogz: 9.338 > 0.109
iter: 4913 | bound: 78 | nc: 38 | ncall: 176688 | eff(%): 2.781 | loglstar: -inf < -79.782 < inf | logz: -128.936 +/- 0.688 | dlogz: 9.315 > 0.109
iter: 4914 | bound: 78 | nc: 38 | ncall: 176726 | eff(%): 2.781 | loglstar: -inf < -79.774 < inf | logz: -128.923 +/- 0.688 | dlogz: 9.292 > 0.109
iter: 4915 | bound: 78 | nc: 38 | ncall: 176764 | eff(%): 2.781 | loglstar: -inf < -79.735 < inf | logz: -128.910 +/- 0.688 | dlogz: 9.270 > 0.109
iter: 4916 | bound: 78 | nc: 38 | ncall: 176802 | eff(%): 2.781 | loglstar: -inf < -79.727 < inf | logz: -128.897 +/- 0.688 | dlogz: 9.247 > 0.109
iter: 4917 | bound: 78 | nc: 38 | ncall: 176840 | eff(%): 2.780 | loglstar: -inf < -79.653 < inf | logz: -128.884 +/- 0.688 | dlogz: 9.224 > 0.109
iter: 4918 | bound: 78 | nc: 38 | ncall: 176878 | eff(%): 2.780 | loglstar: -inf < -79.594 < inf | logz: -128.870 +/- 0.688 | dlogz: 9.201 > 0.109
iter: 4919 | bound: 78 | nc: 38 | ncall: 176916 | eff(%): 2.780 | loglstar: -inf < -79.572 < inf | logz: -128.856 +/- 0.688 | dlogz: 9.177 > 0.109
iter: 4920 | bound: 78 | nc: 38 | ncall: 176954 | eff(%): 2.780 | loglstar: -inf < -79.561 < inf | logz: -128.842 +/- 0.688 | dlogz: 9.153 > 0.109
iter: 4921 | bound: 78 | nc: 38 | ncall: 176992 | eff(%): 2.780 | loglstar: -inf < -79.542 < inf | logz: -128.829 +/- 0.688 | dlogz: 9.129 > 0.109
iter: 4922 | bound: 78 | nc: 38 | ncall: 177030 | eff(%): 2.780 | loglstar: -inf < -79.521 < inf | logz: -128.815 +/- 0.688 | dlogz: 9.106 > 0.109
iter: 4923 | bound: 78 | nc: 38 | ncall: 177068 | eff(%): 2.780 | loglstar: -inf < -79.497 < inf | logz: -128.801 +/- 0.688 | dlogz: 9.082 > 0.109
iter: 4924 | bound: 78 | nc: 38 | ncall: 177106 | eff(%): 2.780 | loglstar: -inf < -79.494 < inf | logz: -128.788 +/- 0.689 | dlogz: 9.058 > 0.109
iter: 4925 | bound: 78 | nc: 38 | ncall: 177144 | eff(%): 2.780 | loglstar: -inf < -79.476 < inf | logz: -128.774 +/- 0.689 | dlogz: 9.035 > 0.109
iter: 4926 | bound: 78 | nc: 38 | ncall: 177182 | eff(%): 2.780 | loglstar: -inf < -79.467 < inf | logz: -128.761 +/- 0.689 | dlogz: 9.012 > 0.109
iter: 4927 | bound: 78 | nc: 38 | ncall: 177220 | eff(%): 2.780 | loglstar: -inf < -79.405 < inf | logz: -128.748 +/- 0.689 | dlogz: 8.988 > 0.109
iter: 4928 | bound: 78 | nc: 38 | ncall: 177258 | eff(%): 2.780 | loglstar: -inf < -79.368 < inf | logz: -128.734 +/- 0.689 | dlogz: 8.965 > 0.109
iter: 4929 | bound: 78 | nc: 38 | ncall: 177296 | eff(%): 2.780 | loglstar: -inf < -79.367 < inf | logz: -128.720 +/- 0.689 | dlogz: 8.941 > 0.109
iter: 4930 | bound: 78 | nc: 38 | ncall: 177334 | eff(%): 2.780 | loglstar: -inf < -79.360 < inf | logz: -128.707 +/- 0.689 | dlogz: 8.918 > 0.109
iter: 4931 | bound: 78 | nc: 38 | ncall: 177372 | eff(%): 2.780 | loglstar: -inf < -79.345 < inf | logz: -128.694 +/- 0.689 | dlogz: 8.894 > 0.109
iter: 4932 | bound: 78 | nc: 38 | ncall: 177410 | eff(%): 2.780 | loglstar: -inf < -79.334 < inf | logz: -128.681 +/- 0.689 | dlogz: 8.871 > 0.109
iter: 4933 | bound: 78 | nc: 38 | ncall: 177448 | eff(%): 2.780 | loglstar: -inf < -79.332 < inf | logz: -128.668 +/- 0.689 | dlogz: 8.848 > 0.109
iter: 4934 | bound: 78 | nc: 38 | ncall: 177486 | eff(%): 2.780 | loglstar: -inf < -79.327 < inf | logz: -128.655 +/- 0.689 | dlogz: 8.825 > 0.109
iter: 4935 | bound: 78 | nc: 38 | ncall: 177524 | eff(%): 2.780 | loglstar: -inf < -79.322 < inf | logz: -128.643 +/- 0.689 | dlogz: 8.803 > 0.109
iter: 4936 | bound: 78 | nc: 38 | ncall: 177562 | eff(%): 2.780 | loglstar: -inf < -79.243 < inf | logz: -128.630 +/- 0.689 | dlogz: 8.780 > 0.109
iter: 4937 | bound: 78 | nc: 38 | ncall: 177600 | eff(%): 2.780 | loglstar: -inf < -79.195 < inf | logz: -128.617 +/- 0.689 | dlogz: 8.758 > 0.109
iter: 4938 | bound: 78 | nc: 38 | ncall: 177638 | eff(%): 2.780 | loglstar: -inf < -79.143 < inf | logz: -128.603 +/- 0.689 | dlogz: 8.735 > 0.109
iter: 4939 | bound: 78 | nc: 38 | ncall: 177676 | eff(%): 2.780 | loglstar: -inf < -79.136 < inf | logz: -128.589 +/- 0.689 | dlogz: 8.711 > 0.109
iter: 4940 | bound: 78 | nc: 38 | ncall: 177714 | eff(%): 2.780 | loglstar: -inf < -79.128 < inf | logz: -128.576 +/- 0.689 | dlogz: 8.687 > 0.109
iter: 4941 | bound: 78 | nc: 38 | ncall: 177752 | eff(%): 2.780 | loglstar: -inf < -79.067 < inf | logz: -128.562 +/- 0.689 | dlogz: 8.664 > 0.109
iter: 4942 | bound: 78 | nc: 38 | ncall: 177790 | eff(%): 2.780 | loglstar: -inf < -79.027 < inf | logz: -128.548 +/- 0.689 | dlogz: 8.641 > 0.109
iter: 4943 | bound: 78 | nc: 38 | ncall: 177828 | eff(%): 2.780 | loglstar: -inf < -78.985 < inf | logz: -128.534 +/- 0.690 | dlogz: 8.617 > 0.109
iter: 4944 | bound: 78 | nc: 38 | ncall: 177866 | eff(%): 2.780 | loglstar: -inf < -78.972 < inf | logz: -128.520 +/- 0.690 | dlogz: 8.592 > 0.109
iter: 4945 | bound: 78 | nc: 38 | ncall: 177904 | eff(%): 2.780 | loglstar: -inf < -78.903 < inf | logz: -128.506 +/- 0.690 | dlogz: 8.568 > 0.109
iter: 4946 | bound: 78 | nc: 38 | ncall: 177942 | eff(%): 2.780 | loglstar: -inf < -78.870 < inf | logz: -128.491 +/- 0.690 | dlogz: 8.544 > 0.109
iter: 4947 | bound: 78 | nc: 38 | ncall: 177980 | eff(%): 2.780 | loglstar: -inf < -78.862 < inf | logz: -128.476 +/- 0.690 | dlogz: 8.519 > 0.109
iter: 4948 | bound: 78 | nc: 38 | ncall: 178018 | eff(%): 2.779 | loglstar: -inf < -78.841 < inf | logz: -128.461 +/- 0.690 | dlogz: 8.494 > 0.109
iter: 4949 | bound: 78 | nc: 38 | ncall: 178056 | eff(%): 2.779 | loglstar: -inf < -78.801 < inf | logz: -128.447 +/- 0.690 | dlogz: 8.470 > 0.109
iter: 4950 | bound: 78 | nc: 38 | ncall: 178094 | eff(%): 2.779 | loglstar: -inf < -78.796 < inf | logz: -128.432 +/- 0.690 | dlogz: 8.445 > 0.109
iter: 4951 | bound: 78 | nc: 38 | ncall: 178132 | eff(%): 2.779 | loglstar: -inf < -78.779 < inf | logz: -128.417 +/- 0.690 | dlogz: 8.420 > 0.109
iter: 4952 | bound: 78 | nc: 38 | ncall: 178170 | eff(%): 2.779 | loglstar: -inf < -78.775 < inf | logz: -128.403 +/- 0.690 | dlogz: 8.396 > 0.109
iter: 4953 | bound: 78 | nc: 38 | ncall: 178208 | eff(%): 2.779 | loglstar: -inf < -78.771 < inf | logz: -128.389 +/- 0.690 | dlogz: 8.372 > 0.109
iter: 4954 | bound: 78 | nc: 38 | ncall: 178246 | eff(%): 2.779 | loglstar: -inf < -78.745 < inf | logz: -128.375 +/- 0.690 | dlogz: 8.348 > 0.109
iter: 4955 | bound: 78 | nc: 38 | ncall: 178284 | eff(%): 2.779 | loglstar: -inf < -78.736 < inf | logz: -128.361 +/- 0.690 | dlogz: 8.324 > 0.109
iter: 4956 | bound: 78 | nc: 38 | ncall: 178322 | eff(%): 2.779 | loglstar: -inf < -78.734 < inf | logz: -128.348 +/- 0.690 | dlogz: 8.300 > 0.109
iter: 4957 | bound: 78 | nc: 38 | ncall: 178360 | eff(%): 2.779 | loglstar: -inf < -78.727 < inf | logz: -128.334 +/- 0.691 | dlogz: 8.277 > 0.109
iter: 4958 | bound: 78 | nc: 38 | ncall: 178398 | eff(%): 2.779 | loglstar: -inf < -78.664 < inf | logz: -128.321 +/- 0.691 | dlogz: 8.253 > 0.109
iter: 4959 | bound: 78 | nc: 38 | ncall: 178436 | eff(%): 2.779 | loglstar: -inf < -78.640 < inf | logz: -128.307 +/- 0.691 | dlogz: 8.230 > 0.109
iter: 4960 | bound: 78 | nc: 38 | ncall: 178474 | eff(%): 2.779 | loglstar: -inf < -78.600 < inf | logz: -128.293 +/- 0.691 | dlogz: 8.206 > 0.109
iter: 4961 | bound: 78 | nc: 38 | ncall: 178512 | eff(%): 2.779 | loglstar: -inf < -78.588 < inf | logz: -128.279 +/- 0.691 | dlogz: 8.182 > 0.109
iter: 4962 | bound: 78 | nc: 38 | ncall: 178550 | eff(%): 2.779 | loglstar: -inf < -78.583 < inf | logz: -128.266 +/- 0.691 | dlogz: 8.159 > 0.109
iter: 4963 | bound: 78 | nc: 38 | ncall: 178588 | eff(%): 2.779 | loglstar: -inf < -78.539 < inf | logz: -128.252 +/- 0.691 | dlogz: 8.135 > 0.109
iter: 4964 | bound: 78 | nc: 38 | ncall: 178626 | eff(%): 2.779 | loglstar: -inf < -78.504 < inf | logz: -128.238 +/- 0.691 | dlogz: 8.111 > 0.109
iter: 4965 | bound: 78 | nc: 38 | ncall: 178664 | eff(%): 2.779 | loglstar: -inf < -78.499 < inf | logz: -128.224 +/- 0.691 | dlogz: 8.088 > 0.109
iter: 4966 | bound: 78 | nc: 38 | ncall: 178702 | eff(%): 2.779 | loglstar: -inf < -78.478 < inf | logz: -128.211 +/- 0.691 | dlogz: 8.064 > 0.109
iter: 4967 | bound: 78 | nc: 38 | ncall: 178740 | eff(%): 2.779 | loglstar: -inf < -78.452 < inf | logz: -128.197 +/- 0.691 | dlogz: 8.040 > 0.109
iter: 4968 | bound: 78 | nc: 38 | ncall: 178778 | eff(%): 2.779 | loglstar: -inf < -78.409 < inf | logz: -128.183 +/- 0.691 | dlogz: 8.017 > 0.109
iter: 4969 | bound: 78 | nc: 38 | ncall: 178816 | eff(%): 2.779 | loglstar: -inf < -78.395 < inf | logz: -128.169 +/- 0.691 | dlogz: 7.993 > 0.109
iter: 4970 | bound: 78 | nc: 38 | ncall: 178854 | eff(%): 2.779 | loglstar: -inf < -78.372 < inf | logz: -128.155 +/- 0.691 | dlogz: 7.969 > 0.109
iter: 4971 | bound: 78 | nc: 38 | ncall: 178892 | eff(%): 2.779 | loglstar: -inf < -78.361 < inf | logz: -128.142 +/- 0.691 | dlogz: 7.945 > 0.109
iter: 4972 | bound: 78 | nc: 38 | ncall: 178930 | eff(%): 2.779 | loglstar: -inf < -78.350 < inf | logz: -128.128 +/- 0.691 | dlogz: 7.921 > 0.109
iter: 4973 | bound: 78 | nc: 38 | ncall: 178968 | eff(%): 2.779 | loglstar: -inf < -78.341 < inf | logz: -128.115 +/- 0.692 | dlogz: 7.898 > 0.109
iter: 4974 | bound: 78 | nc: 38 | ncall: 179006 | eff(%): 2.779 | loglstar: -inf < -78.338 < inf | logz: -128.102 +/- 0.692 | dlogz: 7.875 > 0.109
iter: 4975 | bound: 78 | nc: 38 | ncall: 179044 | eff(%): 2.779 | loglstar: -inf < -78.310 < inf | logz: -128.088 +/- 0.692 | dlogz: 7.851 > 0.109
iter: 4976 | bound: 78 | nc: 38 | ncall: 179082 | eff(%): 2.779 | loglstar: -inf < -78.310 < inf | logz: -128.076 +/- 0.692 | dlogz: 7.828 > 0.109
iter: 4977 | bound: 78 | nc: 38 | ncall: 179120 | eff(%): 2.779 | loglstar: -inf < -78.288 < inf | logz: -128.063 +/- 0.692 | dlogz: 7.806 > 0.109
iter: 4978 | bound: 78 | nc: 38 | ncall: 179158 | eff(%): 2.779 | loglstar: -inf < -78.288 < inf | logz: -128.050 +/- 0.692 | dlogz: 7.783 > 0.109
iter: 4979 | bound: 78 | nc: 38 | ncall: 179196 | eff(%): 2.779 | loglstar: -inf < -78.282 < inf | logz: -128.038 +/- 0.692 | dlogz: 7.760 > 0.109
iter: 4980 | bound: 78 | nc: 38 | ncall: 179234 | eff(%): 2.778 | loglstar: -inf < -78.252 < inf | logz: -128.025 +/- 0.692 | dlogz: 7.738 > 0.109
iter: 4981 | bound: 78 | nc: 38 | ncall: 179272 | eff(%): 2.778 | loglstar: -inf < -78.221 < inf | logz: -128.013 +/- 0.692 | dlogz: 7.716 > 0.109
iter: 4982 | bound: 78 | nc: 38 | ncall: 179310 | eff(%): 2.778 | loglstar: -inf < -78.168 < inf | logz: -128.000 +/- 0.692 | dlogz: 7.693 > 0.109
iter: 4983 | bound: 78 | nc: 38 | ncall: 179348 | eff(%): 2.778 | loglstar: -inf < -78.122 < inf | logz: -127.987 +/- 0.692 | dlogz: 7.671 > 0.109
iter: 4984 | bound: 78 | nc: 38 | ncall: 179386 | eff(%): 2.778 | loglstar: -inf < -78.108 < inf | logz: -127.974 +/- 0.692 | dlogz: 7.648 > 0.109
iter: 4985 | bound: 78 | nc: 38 | ncall: 179424 | eff(%): 2.778 | loglstar: -inf < -78.092 < inf | logz: -127.961 +/- 0.692 | dlogz: 7.625 > 0.109
iter: 4986 | bound: 78 | nc: 38 | ncall: 179462 | eff(%): 2.778 | loglstar: -inf < -78.069 < inf | logz: -127.948 +/- 0.692 | dlogz: 7.602 > 0.109
iter: 4987 | bound: 78 | nc: 38 | ncall: 179500 | eff(%): 2.778 | loglstar: -inf < -78.010 < inf | logz: -127.935 +/- 0.692 | dlogz: 7.579 > 0.109
iter: 4988 | bound: 78 | nc: 38 | ncall: 179538 | eff(%): 2.778 | loglstar: -inf < -77.995 < inf | logz: -127.921 +/- 0.692 | dlogz: 7.556 > 0.109
iter: 4989 | bound: 78 | nc: 38 | ncall: 179576 | eff(%): 2.778 | loglstar: -inf < -77.972 < inf | logz: -127.908 +/- 0.692 | dlogz: 7.532 > 0.109
iter: 4990 | bound: 78 | nc: 38 | ncall: 179614 | eff(%): 2.778 | loglstar: -inf < -77.940 < inf | logz: -127.895 +/- 0.692 | dlogz: 7.509 > 0.109
iter: 4991 | bound: 78 | nc: 38 | ncall: 179652 | eff(%): 2.778 | loglstar: -inf < -77.932 < inf | logz: -127.881 +/- 0.693 | dlogz: 7.486 > 0.109
iter: 4992 | bound: 78 | nc: 38 | ncall: 179690 | eff(%): 2.778 | loglstar: -inf < -77.910 < inf | logz: -127.868 +/- 0.693 | dlogz: 7.462 > 0.109
iter: 4993 | bound: 78 | nc: 38 | ncall: 179728 | eff(%): 2.778 | loglstar: -inf < -77.883 < inf | logz: -127.855 +/- 0.693 | dlogz: 7.439 > 0.109
iter: 4994 | bound: 78 | nc: 38 | ncall: 179766 | eff(%): 2.778 | loglstar: -inf < -77.883 < inf | logz: -127.842 +/- 0.693 | dlogz: 7.416 > 0.109
iter: 4995 | bound: 78 | nc: 38 | ncall: 179804 | eff(%): 2.778 | loglstar: -inf < -77.867 < inf | logz: -127.829 +/- 0.693 | dlogz: 7.393 > 0.109
iter: 4996 | bound: 78 | nc: 38 | ncall: 179842 | eff(%): 2.778 | loglstar: -inf < -77.865 < inf | logz: -127.816 +/- 0.693 | dlogz: 7.370 > 0.109
iter: 4997 | bound: 78 | nc: 38 | ncall: 179880 | eff(%): 2.778 | loglstar: -inf < -77.818 < inf | logz: -127.803 +/- 0.693 | dlogz: 7.347 > 0.109
iter: 4998 | bound: 78 | nc: 38 | ncall: 179918 | eff(%): 2.778 | loglstar: -inf < -77.783 < inf | logz: -127.790 +/- 0.693 | dlogz: 7.325 > 0.109
iter: 4999 | bound: 78 | nc: 38 | ncall: 179956 | eff(%): 2.778 | loglstar: -inf < -77.757 < inf | logz: -127.777 +/- 0.693 | dlogz: 7.302 > 0.109
iter: 5000 | bound: 78 | nc: 38 | ncall: 179994 | eff(%): 2.778 | loglstar: -inf < -77.754 < inf | logz: -127.764 +/- 0.693 | dlogz: 7.279 > 0.109
iter: 5001 | bound: 78 | nc: 38 | ncall: 180032 | eff(%): 2.778 | loglstar: -inf < -77.727 < inf | logz: -127.751 +/- 0.693 | dlogz: 7.256 > 0.109
iter: 5002 | bound: 78 | nc: 38 | ncall: 180070 | eff(%): 2.778 | loglstar: -inf < -77.721 < inf | logz: -127.738 +/- 0.693 | dlogz: 7.233 > 0.109
iter: 5003 | bound: 79 | nc: 38 | ncall: 180108 | eff(%): 2.778 | loglstar: -inf < -77.715 < inf | logz: -127.726 +/- 0.693 | dlogz: 7.210 > 0.109
iter: 5004 | bound: 79 | nc: 38 | ncall: 180146 | eff(%): 2.778 | loglstar: -inf < -77.697 < inf | logz: -127.713 +/- 0.693 | dlogz: 7.188 > 0.109
iter: 5005 | bound: 79 | nc: 38 | ncall: 180184 | eff(%): 2.778 | loglstar: -inf < -77.675 < inf | logz: -127.701 +/- 0.693 | dlogz: 7.165 > 0.109
iter: 5006 | bound: 79 | nc: 38 | ncall: 180222 | eff(%): 2.778 | loglstar: -inf < -77.633 < inf | logz: -127.688 +/- 0.693 | dlogz: 7.143 > 0.109
iter: 5007 | bound: 79 | nc: 38 | ncall: 180260 | eff(%): 2.778 | loglstar: -inf < -77.631 < inf | logz: -127.676 +/- 0.693 | dlogz: 7.120 > 0.109
iter: 5008 | bound: 79 | nc: 38 | ncall: 180298 | eff(%): 2.778 | loglstar: -inf < -77.602 < inf | logz: -127.663 +/- 0.694 | dlogz: 7.098 > 0.109
iter: 5009 | bound: 79 | nc: 38 | ncall: 180336 | eff(%): 2.778 | loglstar: -inf < -77.598 < inf | logz: -127.651 +/- 0.694 | dlogz: 7.075 > 0.109
iter: 5010 | bound: 79 | nc: 38 | ncall: 180374 | eff(%): 2.778 | loglstar: -inf < -77.577 < inf | logz: -127.639 +/- 0.694 | dlogz: 7.053 > 0.109
iter: 5011 | bound: 79 | nc: 38 | ncall: 180412 | eff(%): 2.778 | loglstar: -inf < -77.574 < inf | logz: -127.626 +/- 0.694 | dlogz: 7.031 > 0.109
iter: 5012 | bound: 79 | nc: 38 | ncall: 180450 | eff(%): 2.778 | loglstar: -inf < -77.550 < inf | logz: -127.614 +/- 0.694 | dlogz: 7.009 > 0.109
iter: 5013 | bound: 79 | nc: 38 | ncall: 180488 | eff(%): 2.777 | loglstar: -inf < -77.543 < inf | logz: -127.602 +/- 0.694 | dlogz: 6.987 > 0.109
iter: 5014 | bound: 79 | nc: 38 | ncall: 180526 | eff(%): 2.777 | loglstar: -inf < -77.510 < inf | logz: -127.590 +/- 0.694 | dlogz: 6.965 > 0.109
iter: 5015 | bound: 79 | nc: 38 | ncall: 180564 | eff(%): 2.777 | loglstar: -inf < -77.474 < inf | logz: -127.578 +/- 0.694 | dlogz: 6.943 > 0.109
iter: 5016 | bound: 79 | nc: 38 | ncall: 180602 | eff(%): 2.777 | loglstar: -inf < -77.469 < inf | logz: -127.566 +/- 0.694 | dlogz: 6.921 > 0.109
iter: 5017 | bound: 79 | nc: 38 | ncall: 180640 | eff(%): 2.777 | loglstar: -inf < -77.467 < inf | logz: -127.554 +/- 0.694 | dlogz: 6.899 > 0.109
iter: 5018 | bound: 79 | nc: 38 | ncall: 180678 | eff(%): 2.777 | loglstar: -inf < -77.467 < inf | logz: -127.543 +/- 0.694 | dlogz: 6.877 > 0.109
iter: 5019 | bound: 79 | nc: 38 | ncall: 180716 | eff(%): 2.777 | loglstar: -inf < -77.463 < inf | logz: -127.531 +/- 0.694 | dlogz: 6.856 > 0.109
iter: 5020 | bound: 79 | nc: 38 | ncall: 180754 | eff(%): 2.777 | loglstar: -inf < -77.462 < inf | logz: -127.520 +/- 0.694 | dlogz: 6.834 > 0.109
iter: 5021 | bound: 79 | nc: 38 | ncall: 180792 | eff(%): 2.777 | loglstar: -inf < -77.427 < inf | logz: -127.509 +/- 0.694 | dlogz: 6.813 > 0.109
iter: 5022 | bound: 79 | nc: 38 | ncall: 180830 | eff(%): 2.777 | loglstar: -inf < -77.382 < inf | logz: -127.498 +/- 0.694 | dlogz: 6.792 > 0.109
iter: 5023 | bound: 79 | nc: 38 | ncall: 180868 | eff(%): 2.777 | loglstar: -inf < -77.286 < inf | logz: -127.486 +/- 0.694 | dlogz: 6.771 > 0.109
iter: 5024 | bound: 79 | nc: 38 | ncall: 180906 | eff(%): 2.777 | loglstar: -inf < -77.283 < inf | logz: -127.474 +/- 0.694 | dlogz: 6.749 > 0.109
iter: 5025 | bound: 79 | nc: 38 | ncall: 180944 | eff(%): 2.777 | loglstar: -inf < -77.278 < inf | logz: -127.462 +/- 0.694 | dlogz: 6.727 > 0.109
iter: 5026 | bound: 79 | nc: 38 | ncall: 180982 | eff(%): 2.777 | loglstar: -inf < -77.270 < inf | logz: -127.450 +/- 0.694 | dlogz: 6.705 > 0.109
iter: 5027 | bound: 79 | nc: 38 | ncall: 181020 | eff(%): 2.777 | loglstar: -inf < -77.263 < inf | logz: -127.438 +/- 0.695 | dlogz: 6.683 > 0.109
iter: 5028 | bound: 79 | nc: 38 | ncall: 181058 | eff(%): 2.777 | loglstar: -inf < -77.257 < inf | logz: -127.426 +/- 0.695 | dlogz: 6.661 > 0.109
iter: 5029 | bound: 79 | nc: 38 | ncall: 181096 | eff(%): 2.777 | loglstar: -inf < -77.253 < inf | logz: -127.415 +/- 0.695 | dlogz: 6.640 > 0.109
iter: 5030 | bound: 79 | nc: 38 | ncall: 181134 | eff(%): 2.777 | loglstar: -inf < -77.239 < inf | logz: -127.404 +/- 0.695 | dlogz: 6.619 > 0.109
iter: 5031 | bound: 79 | nc: 38 | ncall: 181172 | eff(%): 2.777 | loglstar: -inf < -77.215 < inf | logz: -127.393 +/- 0.695 | dlogz: 6.598 > 0.109
iter: 5032 | bound: 79 | nc: 38 | ncall: 181210 | eff(%): 2.777 | loglstar: -inf < -77.184 < inf | logz: -127.382 +/- 0.695 | dlogz: 6.577 > 0.109
iter: 5033 | bound: 79 | nc: 38 | ncall: 181248 | eff(%): 2.777 | loglstar: -inf < -77.179 < inf | logz: -127.370 +/- 0.695 | dlogz: 6.555 > 0.109
iter: 5034 | bound: 79 | nc: 38 | ncall: 181286 | eff(%): 2.777 | loglstar: -inf < -77.130 < inf | logz: -127.359 +/- 0.695 | dlogz: 6.534 > 0.109
iter: 5035 | bound: 79 | nc: 38 | ncall: 181324 | eff(%): 2.777 | loglstar: -inf < -77.120 < inf | logz: -127.348 +/- 0.695 | dlogz: 10.118 > 0.109
iter: 5036 | bound: 79 | nc: 38 | ncall: 181362 | eff(%): 2.777 | loglstar: -inf < -77.109 < inf | logz: -127.336 +/- 0.695 | dlogz: 10.097 > 0.109
iter: 5037 | bound: 79 | nc: 38 | ncall: 181400 | eff(%): 2.777 | loglstar: -inf < -77.103 < inf | logz: -127.325 +/- 0.695 | dlogz: 10.076 > 0.109
iter: 5038 | bound: 79 | nc: 38 | ncall: 181438 | eff(%): 2.777 | loglstar: -inf < -77.086 < inf | logz: -127.314 +/- 0.695 | dlogz: 10.054 > 0.109
iter: 5039 | bound: 79 | nc: 38 | ncall: 181476 | eff(%): 2.777 | loglstar: -inf < -77.033 < inf | logz: -127.303 +/- 0.695 | dlogz: 10.034 > 0.109
iter: 5040 | bound: 79 | nc: 38 | ncall: 181514 | eff(%): 2.777 | loglstar: -inf < -77.027 < inf | logz: -127.292 +/- 0.695 | dlogz: 10.012 > 0.109
iter: 5041 | bound: 79 | nc: 38 | ncall: 181552 | eff(%): 2.777 | loglstar: -inf < -76.980 < inf | logz: -127.281 +/- 0.695 | dlogz: 9.991 > 0.109
iter: 5042 | bound: 79 | nc: 38 | ncall: 181590 | eff(%): 2.777 | loglstar: -inf < -76.973 < inf | logz: -127.269 +/- 0.695 | dlogz: 9.970 > 0.109
iter: 5043 | bound: 79 | nc: 38 | ncall: 181628 | eff(%): 2.777 | loglstar: -inf < -76.969 < inf | logz: -127.258 +/- 0.695 | dlogz: 9.949 > 0.109
iter: 5044 | bound: 79 | nc: 38 | ncall: 181666 | eff(%): 2.777 | loglstar: -inf < -76.953 < inf | logz: -127.247 +/- 0.695 | dlogz: 9.928 > 0.109
iter: 5045 | bound: 79 | nc: 38 | ncall: 181704 | eff(%): 2.776 | loglstar: -inf < -76.933 < inf | logz: -127.236 +/- 0.695 | dlogz: 9.907 > 0.109
iter: 5046 | bound: 79 | nc: 38 | ncall: 181742 | eff(%): 2.776 | loglstar: -inf < -76.908 < inf | logz: -127.225 +/- 0.695 | dlogz: 9.886 > 0.109
iter: 5047 | bound: 79 | nc: 38 | ncall: 181780 | eff(%): 2.776 | loglstar: -inf < -76.880 < inf | logz: -127.214 +/- 0.695 | dlogz: 9.865 > 0.109
iter: 5048 | bound: 79 | nc: 38 | ncall: 181818 | eff(%): 2.776 | loglstar: -inf < -76.872 < inf | logz: -127.203 +/- 0.696 | dlogz: 9.844 > 0.109
iter: 5049 | bound: 79 | nc: 38 | ncall: 181856 | eff(%): 2.776 | loglstar: -inf < -76.852 < inf | logz: -127.192 +/- 0.696 | dlogz: 9.822 > 0.109
iter: 5050 | bound: 79 | nc: 38 | ncall: 181894 | eff(%): 2.776 | loglstar: -inf < -76.849 < inf | logz: -127.181 +/- 0.696 | dlogz: 9.802 > 0.109
iter: 5051 | bound: 79 | nc: 38 | ncall: 181932 | eff(%): 2.776 | loglstar: -inf < -76.810 < inf | logz: -127.170 +/- 0.696 | dlogz: 9.781 > 0.109
iter: 5052 | bound: 79 | nc: 38 | ncall: 181970 | eff(%): 2.776 | loglstar: -inf < -76.765 < inf | logz: -127.159 +/- 0.696 | dlogz: 9.760 > 0.109
iter: 5053 | bound: 79 | nc: 38 | ncall: 182008 | eff(%): 2.776 | loglstar: -inf < -76.750 < inf | logz: -127.148 +/- 0.696 | dlogz: 9.739 > 0.109
iter: 5054 | bound: 79 | nc: 38 | ncall: 182046 | eff(%): 2.776 | loglstar: -inf < -76.712 < inf | logz: -127.136 +/- 0.696 | dlogz: 9.718 > 0.109
iter: 5055 | bound: 79 | nc: 38 | ncall: 182084 | eff(%): 2.776 | loglstar: -inf < -76.621 < inf | logz: -127.125 +/- 0.696 | dlogz: 9.696 > 0.109
iter: 5056 | bound: 79 | nc: 38 | ncall: 182122 | eff(%): 2.776 | loglstar: -inf < -76.597 < inf | logz: -127.112 +/- 0.696 | dlogz: 9.675 > 0.109
iter: 5057 | bound: 79 | nc: 38 | ncall: 182160 | eff(%): 2.776 | loglstar: -inf < -76.584 < inf | logz: -127.100 +/- 0.696 | dlogz: 9.652 > 0.109
iter: 5058 | bound: 79 | nc: 38 | ncall: 182198 | eff(%): 2.776 | loglstar: -inf < -76.574 < inf | logz: -127.088 +/- 0.696 | dlogz: 9.630 > 0.109
iter: 5059 | bound: 79 | nc: 38 | ncall: 182236 | eff(%): 2.776 | loglstar: -inf < -76.558 < inf | logz: -127.076 +/- 0.696 | dlogz: 9.608 > 0.109
iter: 5060 | bound: 79 | nc: 38 | ncall: 182274 | eff(%): 2.776 | loglstar: -inf < -76.491 < inf | logz: -127.064 +/- 0.696 | dlogz: 9.586 > 0.109
iter: 5061 | bound: 79 | nc: 38 | ncall: 182312 | eff(%): 2.776 | loglstar: -inf < -76.483 < inf | logz: -127.052 +/- 0.696 | dlogz: 9.564 > 0.109
iter: 5062 | bound: 79 | nc: 38 | ncall: 182350 | eff(%): 2.776 | loglstar: -inf < -76.479 < inf | logz: -127.040 +/- 0.696 | dlogz: 9.542 > 0.109
iter: 5063 | bound: 79 | nc: 38 | ncall: 182388 | eff(%): 2.776 | loglstar: -inf < -76.478 < inf | logz: -127.028 +/- 0.696 | dlogz: 9.520 > 0.109
iter: 5064 | bound: 79 | nc: 38 | ncall: 182426 | eff(%): 2.776 | loglstar: -inf < -76.471 < inf | logz: -127.016 +/- 0.696 | dlogz: 9.498 > 0.109
iter: 5065 | bound: 79 | nc: 38 | ncall: 182464 | eff(%): 2.776 | loglstar: -inf < -76.460 < inf | logz: -127.004 +/- 0.697 | dlogz: 9.476 > 0.109
iter: 5066 | bound: 79 | nc: 38 | ncall: 182502 | eff(%): 2.776 | loglstar: -inf < -76.441 < inf | logz: -126.993 +/- 0.697 | dlogz: 9.455 > 0.109
iter: 5067 | bound: 79 | nc: 38 | ncall: 182540 | eff(%): 2.776 | loglstar: -inf < -76.418 < inf | logz: -126.981 +/- 0.697 | dlogz: 9.433 > 0.109
iter: 5068 | bound: 79 | nc: 38 | ncall: 182578 | eff(%): 2.776 | loglstar: -inf < -76.395 < inf | logz: -126.970 +/- 0.697 | dlogz: 9.412 > 0.109
iter: 5069 | bound: 79 | nc: 38 | ncall: 182616 | eff(%): 2.776 | loglstar: -inf < -76.389 < inf | logz: -126.958 +/- 0.697 | dlogz: 9.391 > 0.109
iter: 5070 | bound: 79 | nc: 38 | ncall: 182654 | eff(%): 2.776 | loglstar: -inf < -76.388 < inf | logz: -126.947 +/- 0.697 | dlogz: 9.369 > 0.109
iter: 5071 | bound: 79 | nc: 38 | ncall: 182692 | eff(%): 2.776 | loglstar: -inf < -76.370 < inf | logz: -126.936 +/- 0.697 | dlogz: 9.348 > 0.109
iter: 5072 | bound: 79 | nc: 38 | ncall: 182730 | eff(%): 2.776 | loglstar: -inf < -76.357 < inf | logz: -126.925 +/- 0.697 | dlogz: 9.327 > 0.109
iter: 5073 | bound: 79 | nc: 38 | ncall: 182768 | eff(%): 2.776 | loglstar: -inf < -76.320 < inf | logz: -126.914 +/- 0.697 | dlogz: 9.306 > 0.109
iter: 5074 | bound: 79 | nc: 38 | ncall: 182806 | eff(%): 2.776 | loglstar: -inf < -76.297 < inf | logz: -126.903 +/- 0.697 | dlogz: 9.285 > 0.109
iter: 5075 | bound: 79 | nc: 38 | ncall: 182844 | eff(%): 2.776 | loglstar: -inf < -76.270 < inf | logz: -126.892 +/- 0.697 | dlogz: 9.264 > 0.109
iter: 5076 | bound: 79 | nc: 38 | ncall: 182882 | eff(%): 2.776 | loglstar: -inf < -76.255 < inf | logz: -126.880 +/- 0.697 | dlogz: 9.243 > 0.109
iter: 5077 | bound: 79 | nc: 38 | ncall: 182920 | eff(%): 2.776 | loglstar: -inf < -76.188 < inf | logz: -126.869 +/- 0.697 | dlogz: 9.222 > 0.109
iter: 5078 | bound: 79 | nc: 38 | ncall: 182958 | eff(%): 2.776 | loglstar: -inf < -76.185 < inf | logz: -126.857 +/- 0.697 | dlogz: 9.200 > 0.109
iter: 5079 | bound: 79 | nc: 38 | ncall: 182996 | eff(%): 2.775 | loglstar: -inf < -76.178 < inf | logz: -126.846 +/- 0.697 | dlogz: 9.179 > 0.109
iter: 5080 | bound: 79 | nc: 38 | ncall: 183034 | eff(%): 2.775 | loglstar: -inf < -76.168 < inf | logz: -126.835 +/- 0.697 | dlogz: 9.157 > 0.109
iter: 5081 | bound: 79 | nc: 38 | ncall: 183072 | eff(%): 2.775 | loglstar: -inf < -76.152 < inf | logz: -126.824 +/- 0.697 | dlogz: 9.136 > 0.109
iter: 5082 | bound: 79 | nc: 38 | ncall: 183110 | eff(%): 2.775 | loglstar: -inf < -76.151 < inf | logz: -126.813 +/- 0.697 | dlogz: 9.115 > 0.109
iter: 5083 | bound: 79 | nc: 38 | ncall: 183148 | eff(%): 2.775 | loglstar: -inf < -76.149 < inf | logz: -126.802 +/- 0.698 | dlogz: 9.094 > 0.109
iter: 5084 | bound: 79 | nc: 38 | ncall: 183186 | eff(%): 2.775 | loglstar: -inf < -76.148 < inf | logz: -126.791 +/- 0.698 | dlogz: 9.073 > 0.109
iter: 5085 | bound: 79 | nc: 38 | ncall: 183224 | eff(%): 2.775 | loglstar: -inf < -76.106 < inf | logz: -126.781 +/- 0.698 | dlogz: 9.053 > 0.109
iter: 5086 | bound: 79 | nc: 38 | ncall: 183262 | eff(%): 2.775 | loglstar: -inf < -76.092 < inf | logz: -126.770 +/- 0.698 | dlogz: 9.032 > 0.109
iter: 5087 | bound: 80 | nc: 38 | ncall: 183300 | eff(%): 2.775 | loglstar: -inf < -76.083 < inf | logz: -126.759 +/- 0.698 | dlogz: 9.011 > 0.109
iter: 5088 | bound: 80 | nc: 38 | ncall: 183338 | eff(%): 2.775 | loglstar: -inf < -76.073 < inf | logz: -126.749 +/- 0.698 | dlogz: 8.991 > 0.109
iter: 5089 | bound: 80 | nc: 38 | ncall: 183376 | eff(%): 2.775 | loglstar: -inf < -76.068 < inf | logz: -126.738 +/- 0.698 | dlogz: 8.970 > 0.109
iter: 5090 | bound: 80 | nc: 38 | ncall: 183414 | eff(%): 2.775 | loglstar: -inf < -76.067 < inf | logz: -126.728 +/- 0.698 | dlogz: 8.950 > 0.109
iter: 5091 | bound: 80 | nc: 38 | ncall: 183452 | eff(%): 2.775 | loglstar: -inf < -76.047 < inf | logz: -126.718 +/- 0.698 | dlogz: 8.930 > 0.109
iter: 5092 | bound: 80 | nc: 38 | ncall: 183490 | eff(%): 2.775 | loglstar: -inf < -76.013 < inf | logz: -126.708 +/- 0.698 | dlogz: 8.910 > 0.109
iter: 5093 | bound: 80 | nc: 38 | ncall: 183528 | eff(%): 2.775 | loglstar: -inf < -76.012 < inf | logz: -126.698 +/- 0.698 | dlogz: 8.890 > 0.109
iter: 5094 | bound: 80 | nc: 38 | ncall: 183566 | eff(%): 2.775 | loglstar: -inf < -76.007 < inf | logz: -126.688 +/- 0.698 | dlogz: 8.870 > 0.109
iter: 5095 | bound: 80 | nc: 38 | ncall: 183604 | eff(%): 2.775 | loglstar: -inf < -76.007 < inf | logz: -126.678 +/- 0.698 | dlogz: 8.850 > 0.109
iter: 5096 | bound: 80 | nc: 38 | ncall: 183642 | eff(%): 2.775 | loglstar: -inf < -75.981 < inf | logz: -126.668 +/- 0.698 | dlogz: 8.830 > 0.109
iter: 5097 | bound: 80 | nc: 38 | ncall: 183680 | eff(%): 2.775 | loglstar: -inf < -75.979 < inf | logz: -126.659 +/- 0.698 | dlogz: 8.811 > 0.109
iter: 5098 | bound: 80 | nc: 38 | ncall: 183718 | eff(%): 2.775 | loglstar: -inf < -75.974 < inf | logz: -126.649 +/- 0.698 | dlogz: 8.791 > 0.109
iter: 5099 | bound: 80 | nc: 38 | ncall: 183756 | eff(%): 2.775 | loglstar: -inf < -75.972 < inf | logz: -126.640 +/- 0.698 | dlogz: 8.771 > 0.109
iter: 5100 | bound: 80 | nc: 38 | ncall: 183794 | eff(%): 2.775 | loglstar: -inf < -75.957 < inf | logz: -126.631 +/- 0.698 | dlogz: 8.752 > 0.109
iter: 5101 | bound: 80 | nc: 38 | ncall: 183832 | eff(%): 2.775 | loglstar: -inf < -75.878 < inf | logz: -126.621 +/- 0.698 | dlogz: 8.733 > 0.109
iter: 5102 | bound: 80 | nc: 38 | ncall: 183870 | eff(%): 2.775 | loglstar: -inf < -75.872 < inf | logz: -126.611 +/- 0.698 | dlogz: 8.713 > 0.109
iter: 5103 | bound: 80 | nc: 38 | ncall: 183908 | eff(%): 2.775 | loglstar: -inf < -75.857 < inf | logz: -126.602 +/- 0.698 | dlogz: 8.694 > 0.109
iter: 5104 | bound: 80 | nc: 38 | ncall: 183946 | eff(%): 2.775 | loglstar: -inf < -75.853 < inf | logz: -126.592 +/- 0.698 | dlogz: 8.674 > 0.109
iter: 5105 | bound: 80 | nc: 38 | ncall: 183984 | eff(%): 2.775 | loglstar: -inf < -75.848 < inf | logz: -126.583 +/- 0.698 | dlogz: 8.655 > 0.109
iter: 5106 | bound: 80 | nc: 38 | ncall: 184022 | eff(%): 2.775 | loglstar: -inf < -75.822 < inf | logz: -126.573 +/- 0.699 | dlogz: 8.635 > 0.109
iter: 5107 | bound: 80 | nc: 38 | ncall: 184060 | eff(%): 2.775 | loglstar: -inf < -75.819 < inf | logz: -126.564 +/- 0.699 | dlogz: 8.616 > 0.109
iter: 5108 | bound: 80 | nc: 38 | ncall: 184098 | eff(%): 2.775 | loglstar: -inf < -75.773 < inf | logz: -126.555 +/- 0.699 | dlogz: 8.597 > 0.109
iter: 5109 | bound: 80 | nc: 38 | ncall: 184136 | eff(%): 2.775 | loglstar: -inf < -75.759 < inf | logz: -126.545 +/- 0.699 | dlogz: 8.577 > 0.109
iter: 5110 | bound: 80 | nc: 38 | ncall: 184174 | eff(%): 2.775 | loglstar: -inf < -75.740 < inf | logz: -126.536 +/- 0.699 | dlogz: 8.558 > 0.109
iter: 5111 | bound: 80 | nc: 38 | ncall: 184212 | eff(%): 2.775 | loglstar: -inf < -75.708 < inf | logz: -126.526 +/- 0.699 | dlogz: 8.539 > 0.109
iter: 5112 | bound: 80 | nc: 38 | ncall: 184250 | eff(%): 2.774 | loglstar: -inf < -75.702 < inf | logz: -126.517 +/- 0.699 | dlogz: 8.519 > 0.109
iter: 5113 | bound: 80 | nc: 38 | ncall: 184288 | eff(%): 2.774 | loglstar: -inf < -75.671 < inf | logz: -126.507 +/- 0.699 | dlogz: 8.500 > 0.109
iter: 5114 | bound: 80 | nc: 38 | ncall: 184326 | eff(%): 2.774 | loglstar: -inf < -75.530 < inf | logz: -126.497 +/- 0.699 | dlogz: 8.480 > 0.109
iter: 5115 | bound: 80 | nc: 38 | ncall: 184364 | eff(%): 2.774 | loglstar: -inf < -75.510 < inf | logz: -126.486 +/- 0.699 | dlogz: 8.460 > 0.109
iter: 5116 | bound: 80 | nc: 38 | ncall: 184402 | eff(%): 2.774 | loglstar: -inf < -75.465 < inf | logz: -126.475 +/- 0.699 | dlogz: 8.439 > 0.109
iter: 5117 | bound: 80 | nc: 38 | ncall: 184440 | eff(%): 2.774 | loglstar: -inf < -75.456 < inf | logz: -126.464 +/- 0.699 | dlogz: 8.419 > 0.109
iter: 5118 | bound: 80 | nc: 38 | ncall: 184478 | eff(%): 2.774 | loglstar: -inf < -75.453 < inf | logz: -126.454 +/- 0.699 | dlogz: 8.398 > 0.109
iter: 5119 | bound: 80 | nc: 38 | ncall: 184516 | eff(%): 2.774 | loglstar: -inf < -75.451 < inf | logz: -126.443 +/- 0.699 | dlogz: 8.377 > 0.109
iter: 5120 | bound: 80 | nc: 38 | ncall: 184554 | eff(%): 2.774 | loglstar: -inf < -75.447 < inf | logz: -126.433 +/- 0.699 | dlogz: 8.356 > 0.109
iter: 5121 | bound: 80 | nc: 38 | ncall: 184592 | eff(%): 2.774 | loglstar: -inf < -75.447 < inf | logz: -126.422 +/- 0.699 | dlogz: 8.336 > 0.109
iter: 5122 | bound: 80 | nc: 38 | ncall: 184630 | eff(%): 2.774 | loglstar: -inf < -75.409 < inf | logz: -126.412 +/- 0.699 | dlogz: 8.316 > 0.109
iter: 5123 | bound: 80 | nc: 38 | ncall: 184668 | eff(%): 2.774 | loglstar: -inf < -75.388 < inf | logz: -126.402 +/- 0.699 | dlogz: 8.296 > 0.109
iter: 5124 | bound: 80 | nc: 38 | ncall: 184706 | eff(%): 2.774 | loglstar: -inf < -75.381 < inf | logz: -126.391 +/- 0.699 | dlogz: 8.275 > 0.109
iter: 5125 | bound: 80 | nc: 38 | ncall: 184744 | eff(%): 2.774 | loglstar: -inf < -75.362 < inf | logz: -126.381 +/- 0.700 | dlogz: 8.255 > 0.109
iter: 5126 | bound: 80 | nc: 38 | ncall: 184782 | eff(%): 2.774 | loglstar: -inf < -75.359 < inf | logz: -126.371 +/- 0.700 | dlogz: 8.235 > 0.109
iter: 5127 | bound: 80 | nc: 38 | ncall: 184820 | eff(%): 2.774 | loglstar: -inf < -75.321 < inf | logz: -126.361 +/- 0.700 | dlogz: 8.215 > 0.109
iter: 5128 | bound: 80 | nc: 38 | ncall: 184858 | eff(%): 2.774 | loglstar: -inf < -75.307 < inf | logz: -126.351 +/- 0.700 | dlogz: 8.195 > 0.109
iter: 5129 | bound: 80 | nc: 38 | ncall: 184896 | eff(%): 2.774 | loglstar: -inf < -75.298 < inf | logz: -126.341 +/- 0.700 | dlogz: 8.175 > 0.109
iter: 5130 | bound: 80 | nc: 38 | ncall: 184934 | eff(%): 2.774 | loglstar: -inf < -75.291 < inf | logz: -126.331 +/- 0.700 | dlogz: 8.155 > 0.109
iter: 5131 | bound: 80 | nc: 38 | ncall: 184972 | eff(%): 2.774 | loglstar: -inf < -75.289 < inf | logz: -126.321 +/- 0.700 | dlogz: 8.135 > 0.109
iter: 5132 | bound: 80 | nc: 38 | ncall: 185010 | eff(%): 2.774 | loglstar: -inf < -75.278 < inf | logz: -126.311 +/- 0.700 | dlogz: 8.115 > 0.109
iter: 5133 | bound: 80 | nc: 38 | ncall: 185048 | eff(%): 2.774 | loglstar: -inf < -75.278 < inf | logz: -126.302 +/- 0.700 | dlogz: 8.096 > 0.109
iter: 5134 | bound: 80 | nc: 38 | ncall: 185086 | eff(%): 2.774 | loglstar: -inf < -75.272 < inf | logz: -126.293 +/- 0.700 | dlogz: 8.076 > 0.109
iter: 5135 | bound: 80 | nc: 38 | ncall: 185124 | eff(%): 2.774 | loglstar: -inf < -75.264 < inf | logz: -126.283 +/- 0.700 | dlogz: 8.057 > 0.109
iter: 5136 | bound: 80 | nc: 38 | ncall: 185162 | eff(%): 2.774 | loglstar: -inf < -75.260 < inf | logz: -126.274 +/- 0.700 | dlogz: 8.038 > 0.109
iter: 5137 | bound: 81 | nc: 38 | ncall: 185200 | eff(%): 2.774 | loglstar: -inf < -75.239 < inf | logz: -126.265 +/- 0.700 | dlogz: 8.018 > 0.109
iter: 5138 | bound: 81 | nc: 38 | ncall: 185238 | eff(%): 2.774 | loglstar: -inf < -75.237 < inf | logz: -126.256 +/- 0.700 | dlogz: 7.999 > 0.109
iter: 5139 | bound: 81 | nc: 38 | ncall: 185276 | eff(%): 2.774 | loglstar: -inf < -75.210 < inf | logz: -126.247 +/- 0.700 | dlogz: 7.980 > 0.109
iter: 5140 | bound: 81 | nc: 38 | ncall: 185314 | eff(%): 2.774 | loglstar: -inf < -75.204 < inf | logz: -126.238 +/- 0.700 | dlogz: 7.961 > 0.109
iter: 5141 | bound: 81 | nc: 38 | ncall: 185352 | eff(%): 2.774 | loglstar: -inf < -75.200 < inf | logz: -126.229 +/- 0.700 | dlogz: 7.943 > 0.109
iter: 5142 | bound: 81 | nc: 38 | ncall: 185390 | eff(%): 2.774 | loglstar: -inf < -75.173 < inf | logz: -126.220 +/- 0.700 | dlogz: 7.924 > 0.109
iter: 5143 | bound: 81 | nc: 38 | ncall: 185428 | eff(%): 2.774 | loglstar: -inf < -75.158 < inf | logz: -126.212 +/- 0.700 | dlogz: 7.905 > 0.109
iter: 5144 | bound: 81 | nc: 38 | ncall: 185466 | eff(%): 2.774 | loglstar: -inf < -75.150 < inf | logz: -126.203 +/- 0.700 | dlogz: 7.886 > 0.109
iter: 5145 | bound: 81 | nc: 38 | ncall: 185504 | eff(%): 2.774 | loglstar: -inf < -75.116 < inf | logz: -126.194 +/- 0.700 | dlogz: 7.868 > 0.109
iter: 5146 | bound: 81 | nc: 38 | ncall: 185542 | eff(%): 2.773 | loglstar: -inf < -75.101 < inf | logz: -126.185 +/- 0.700 | dlogz: 7.849 > 0.109
iter: 5147 | bound: 81 | nc: 38 | ncall: 185580 | eff(%): 2.773 | loglstar: -inf < -75.054 < inf | logz: -126.176 +/- 0.701 | dlogz: 7.830 > 0.109
iter: 5148 | bound: 81 | nc: 38 | ncall: 185618 | eff(%): 2.773 | loglstar: -inf < -75.048 < inf | logz: -126.167 +/- 0.701 | dlogz: 7.811 > 0.109
iter: 5149 | bound: 81 | nc: 38 | ncall: 185656 | eff(%): 2.773 | loglstar: -inf < -75.028 < inf | logz: -126.158 +/- 0.701 | dlogz: 7.792 > 0.109
iter: 5150 | bound: 81 | nc: 38 | ncall: 185694 | eff(%): 2.773 | loglstar: -inf < -75.027 < inf | logz: -126.149 +/- 0.701 | dlogz: 7.773 > 0.109
iter: 5151 | bound: 81 | nc: 38 | ncall: 185732 | eff(%): 2.773 | loglstar: -inf < -74.988 < inf | logz: -126.141 +/- 0.701 | dlogz: 7.755 > 0.109
iter: 5152 | bound: 81 | nc: 38 | ncall: 185770 | eff(%): 2.773 | loglstar: -inf < -74.988 < inf | logz: -126.132 +/- 0.701 | dlogz: 7.736 > 0.109
iter: 5153 | bound: 81 | nc: 38 | ncall: 185808 | eff(%): 2.773 | loglstar: -inf < -74.953 < inf | logz: -126.123 +/- 0.701 | dlogz: 7.717 > 0.109
iter: 5154 | bound: 81 | nc: 38 | ncall: 185846 | eff(%): 2.773 | loglstar: -inf < -74.924 < inf | logz: -126.114 +/- 0.701 | dlogz: 7.698 > 0.109
iter: 5155 | bound: 81 | nc: 38 | ncall: 185884 | eff(%): 2.773 | loglstar: -inf < -74.883 < inf | logz: -126.105 +/- 0.701 | dlogz: 7.679 > 0.109
iter: 5156 | bound: 81 | nc: 38 | ncall: 185922 | eff(%): 2.773 | loglstar: -inf < -74.880 < inf | logz: -126.095 +/- 0.701 | dlogz: 7.660 > 0.109
iter: 5157 | bound: 81 | nc: 38 | ncall: 185960 | eff(%): 2.773 | loglstar: -inf < -74.867 < inf | logz: -126.086 +/- 0.701 | dlogz: 7.641 > 0.109
iter: 5158 | bound: 81 | nc: 38 | ncall: 185998 | eff(%): 2.773 | loglstar: -inf < -74.852 < inf | logz: -126.077 +/- 0.701 | dlogz: 7.622 > 0.109
iter: 5159 | bound: 81 | nc: 38 | ncall: 186036 | eff(%): 2.773 | loglstar: -inf < -74.843 < inf | logz: -126.068 +/- 0.701 | dlogz: 7.603 > 0.109
iter: 5160 | bound: 81 | nc: 38 | ncall: 186074 | eff(%): 2.773 | loglstar: -inf < -74.826 < inf | logz: -126.059 +/- 0.701 | dlogz: 7.584 > 0.109
iter: 5161 | bound: 81 | nc: 38 | ncall: 186112 | eff(%): 2.773 | loglstar: -inf < -74.812 < inf | logz: -126.051 +/- 0.701 | dlogz: 8.378 > 0.109
iter: 5162 | bound: 81 | nc: 38 | ncall: 186150 | eff(%): 2.773 | loglstar: -inf < -74.811 < inf | logz: -126.042 +/- 0.701 | dlogz: 8.359 > 0.109
iter: 5163 | bound: 81 | nc: 38 | ncall: 186188 | eff(%): 2.773 | loglstar: -inf < -74.762 < inf | logz: -126.033 +/- 0.701 | dlogz: 8.340 > 0.109
iter: 5164 | bound: 81 | nc: 38 | ncall: 186226 | eff(%): 2.773 | loglstar: -inf < -74.752 < inf | logz: -126.024 +/- 0.701 | dlogz: 8.322 > 0.109
iter: 5165 | bound: 81 | nc: 38 | ncall: 186264 | eff(%): 2.773 | loglstar: -inf < -74.706 < inf | logz: -126.015 +/- 0.701 | dlogz: 8.303 > 0.109
iter: 5166 | bound: 81 | nc: 38 | ncall: 186302 | eff(%): 2.773 | loglstar: -inf < -74.700 < inf | logz: -126.006 +/- 0.701 | dlogz: 8.284 > 0.109
iter: 5167 | bound: 81 | nc: 38 | ncall: 186340 | eff(%): 2.773 | loglstar: -inf < -74.699 < inf | logz: -125.997 +/- 0.701 | dlogz: 8.265 > 0.109
iter: 5168 | bound: 81 | nc: 38 | ncall: 186378 | eff(%): 2.773 | loglstar: -inf < -74.663 < inf | logz: -125.988 +/- 0.701 | dlogz: 8.246 > 0.109
iter: 5169 | bound: 81 | nc: 38 | ncall: 186416 | eff(%): 2.773 | loglstar: -inf < -74.660 < inf | logz: -125.979 +/- 0.702 | dlogz: 8.227 > 0.109
iter: 5170 | bound: 81 | nc: 38 | ncall: 186454 | eff(%): 2.773 | loglstar: -inf < -74.610 < inf | logz: -125.970 +/- 0.702 | dlogz: 8.208 > 0.109
iter: 5171 | bound: 81 | nc: 38 | ncall: 186492 | eff(%): 2.773 | loglstar: -inf < -74.606 < inf | logz: -125.961 +/- 0.702 | dlogz: 8.189 > 0.109
iter: 5172 | bound: 81 | nc: 38 | ncall: 186530 | eff(%): 2.773 | loglstar: -inf < -74.579 < inf | logz: -125.952 +/- 0.702 | dlogz: 8.170 > 0.109
iter: 5173 | bound: 81 | nc: 38 | ncall: 186568 | eff(%): 2.773 | loglstar: -inf < -74.570 < inf | logz: -125.943 +/- 0.702 | dlogz: 8.151 > 0.109
iter: 5174 | bound: 81 | nc: 38 | ncall: 186606 | eff(%): 2.773 | loglstar: -inf < -74.564 < inf | logz: -125.934 +/- 0.702 | dlogz: 8.132 > 0.109
iter: 5175 | bound: 81 | nc: 38 | ncall: 186644 | eff(%): 2.773 | loglstar: -inf < -74.550 < inf | logz: -125.925 +/- 0.702 | dlogz: 8.113 > 0.109
iter: 5176 | bound: 81 | nc: 38 | ncall: 186682 | eff(%): 2.773 | loglstar: -inf < -74.547 < inf | logz: -125.916 +/- 0.702 | dlogz: 8.094 > 0.109
iter: 5177 | bound: 81 | nc: 38 | ncall: 186720 | eff(%): 2.773 | loglstar: -inf < -74.545 < inf | logz: -125.908 +/- 0.702 | dlogz: 8.076 > 0.109
iter: 5178 | bound: 81 | nc: 38 | ncall: 186758 | eff(%): 2.773 | loglstar: -inf < -74.524 < inf | logz: -125.899 +/- 0.702 | dlogz: 8.057 > 0.109
iter: 5179 | bound: 81 | nc: 38 | ncall: 186796 | eff(%): 2.773 | loglstar: -inf < -74.511 < inf | logz: -125.891 +/- 0.702 | dlogz: 8.039 > 0.109
iter: 5180 | bound: 81 | nc: 38 | ncall: 186834 | eff(%): 2.773 | loglstar: -inf < -74.506 < inf | logz: -125.882 +/- 0.702 | dlogz: 8.020 > 0.109
iter: 5181 | bound: 81 | nc: 38 | ncall: 186872 | eff(%): 2.772 | loglstar: -inf < -74.497 < inf | logz: -125.874 +/- 0.702 | dlogz: 8.002 > 0.109
iter: 5182 | bound: 81 | nc: 38 | ncall: 186910 | eff(%): 2.772 | loglstar: -inf < -74.492 < inf | logz: -125.866 +/- 0.702 | dlogz: 7.983 > 0.109
iter: 5183 | bound: 81 | nc: 38 | ncall: 186948 | eff(%): 2.772 | loglstar: -inf < -74.487 < inf | logz: -125.857 +/- 0.702 | dlogz: 7.965 > 0.109
iter: 5184 | bound: 81 | nc: 38 | ncall: 186986 | eff(%): 2.772 | loglstar: -inf < -74.480 < inf | logz: -125.849 +/- 0.702 | dlogz: 7.947 > 0.109
iter: 5185 | bound: 81 | nc: 38 | ncall: 187024 | eff(%): 2.772 | loglstar: -inf < -74.471 < inf | logz: -125.841 +/- 0.702 | dlogz: 7.929 > 0.109
iter: 5186 | bound: 81 | nc: 38 | ncall: 187062 | eff(%): 2.772 | loglstar: -inf < -74.467 < inf | logz: -125.833 +/- 0.702 | dlogz: 7.911 > 0.109
iter: 5187 | bound: 81 | nc: 38 | ncall: 187100 | eff(%): 2.772 | loglstar: -inf < -74.449 < inf | logz: -125.826 +/- 0.702 | dlogz: 7.893 > 0.109
iter: 5188 | bound: 81 | nc: 38 | ncall: 187138 | eff(%): 2.772 | loglstar: -inf < -74.447 < inf | logz: -125.818 +/- 0.702 | dlogz: 7.875 > 0.109
iter: 5189 | bound: 81 | nc: 38 | ncall: 187176 | eff(%): 2.772 | loglstar: -inf < -74.398 < inf | logz: -125.810 +/- 0.702 | dlogz: 7.858 > 0.109
iter: 5190 | bound: 81 | nc: 38 | ncall: 187214 | eff(%): 2.772 | loglstar: -inf < -74.343 < inf | logz: -125.802 +/- 0.702 | dlogz: 7.840 > 0.109
iter: 5191 | bound: 81 | nc: 38 | ncall: 187252 | eff(%): 2.772 | loglstar: -inf < -74.313 < inf | logz: -125.793 +/- 0.703 | dlogz: 7.822 > 0.109
iter: 5192 | bound: 81 | nc: 38 | ncall: 187290 | eff(%): 2.772 | loglstar: -inf < -74.309 < inf | logz: -125.785 +/- 0.703 | dlogz: 7.804 > 0.109
iter: 5193 | bound: 81 | nc: 38 | ncall: 187328 | eff(%): 2.772 | loglstar: -inf < -74.262 < inf | logz: -125.777 +/- 0.703 | dlogz: 7.785 > 0.109
iter: 5194 | bound: 81 | nc: 38 | ncall: 187366 | eff(%): 2.772 | loglstar: -inf < -74.249 < inf | logz: -125.768 +/- 0.703 | dlogz: 7.767 > 0.109
iter: 5195 | bound: 81 | nc: 38 | ncall: 187404 | eff(%): 2.772 | loglstar: -inf < -74.234 < inf | logz: -125.760 +/- 0.703 | dlogz: 7.749 > 0.109
iter: 5196 | bound: 81 | nc: 38 | ncall: 187442 | eff(%): 2.772 | loglstar: -inf < -74.214 < inf | logz: -125.751 +/- 0.703 | dlogz: 7.730 > 0.109
iter: 5197 | bound: 81 | nc: 38 | ncall: 187480 | eff(%): 2.772 | loglstar: -inf < -74.201 < inf | logz: -125.743 +/- 0.703 | dlogz: 7.712 > 0.109
iter: 5198 | bound: 81 | nc: 38 | ncall: 187518 | eff(%): 2.772 | loglstar: -inf < -74.199 < inf | logz: -125.735 +/- 0.703 | dlogz: 7.694 > 0.109
iter: 5199 | bound: 81 | nc: 38 | ncall: 187556 | eff(%): 2.772 | loglstar: -inf < -74.140 < inf | logz: -125.726 +/- 0.703 | dlogz: 7.721 > 0.109
iter: 5200 | bound: 81 | nc: 38 | ncall: 187594 | eff(%): 2.772 | loglstar: -inf < -74.130 < inf | logz: -125.718 +/- 0.703 | dlogz: 7.703 > 0.109
iter: 5201 | bound: 81 | nc: 38 | ncall: 187632 | eff(%): 2.772 | loglstar: -inf < -74.129 < inf | logz: -125.709 +/- 0.703 | dlogz: 7.685 > 0.109
iter: 5202 | bound: 81 | nc: 38 | ncall: 187670 | eff(%): 2.772 | loglstar: -inf < -74.115 < inf | logz: -125.701 +/- 0.703 | dlogz: 7.666 > 0.109
iter: 5203 | bound: 81 | nc: 38 | ncall: 187708 | eff(%): 2.772 | loglstar: -inf < -74.111 < inf | logz: -125.693 +/- 0.703 | dlogz: 7.648 > 0.109
iter: 5204 | bound: 81 | nc: 38 | ncall: 187746 | eff(%): 2.772 | loglstar: -inf < -74.093 < inf | logz: -125.684 +/- 0.703 | dlogz: 7.630 > 0.109
iter: 5205 | bound: 81 | nc: 38 | ncall: 187784 | eff(%): 2.772 | loglstar: -inf < -74.092 < inf | logz: -125.676 +/- 0.703 | dlogz: 7.612 > 0.109
iter: 5206 | bound: 81 | nc: 38 | ncall: 187822 | eff(%): 2.772 | loglstar: -inf < -74.089 < inf | logz: -125.668 +/- 0.703 | dlogz: 7.593 > 0.109
iter: 5207 | bound: 81 | nc: 38 | ncall: 187860 | eff(%): 2.772 | loglstar: -inf < -74.077 < inf | logz: -125.660 +/- 0.703 | dlogz: 7.575 > 0.109
iter: 5208 | bound: 81 | nc: 38 | ncall: 187898 | eff(%): 2.772 | loglstar: -inf < -74.052 < inf | logz: -125.652 +/- 0.703 | dlogz: 7.558 > 0.109
iter: 5209 | bound: 82 | nc: 38 | ncall: 187936 | eff(%): 2.772 | loglstar: -inf < -74.052 < inf | logz: -125.644 +/- 0.703 | dlogz: 7.540 > 0.109
iter: 5210 | bound: 82 | nc: 38 | ncall: 187974 | eff(%): 2.772 | loglstar: -inf < -74.003 < inf | logz: -125.637 +/- 0.703 | dlogz: 7.522 > 0.109
iter: 5211 | bound: 82 | nc: 38 | ncall: 188012 | eff(%): 2.772 | loglstar: -inf < -73.993 < inf | logz: -125.629 +/- 0.703 | dlogz: 7.504 > 0.109
iter: 5212 | bound: 82 | nc: 38 | ncall: 188050 | eff(%): 2.772 | loglstar: -inf < -73.983 < inf | logz: -125.621 +/- 0.703 | dlogz: 7.486 > 0.109
iter: 5213 | bound: 82 | nc: 38 | ncall: 188088 | eff(%): 2.772 | loglstar: -inf < -73.961 < inf | logz: -125.613 +/- 0.704 | dlogz: 7.468 > 0.109
iter: 5214 | bound: 82 | nc: 38 | ncall: 188126 | eff(%): 2.772 | loglstar: -inf < -73.953 < inf | logz: -125.605 +/- 0.704 | dlogz: 7.450 > 0.109
iter: 5215 | bound: 82 | nc: 38 | ncall: 188164 | eff(%): 2.772 | loglstar: -inf < -73.950 < inf | logz: -125.597 +/- 0.704 | dlogz: 7.432 > 0.109
iter: 5216 | bound: 82 | nc: 38 | ncall: 188202 | eff(%): 2.771 | loglstar: -inf < -73.950 < inf | logz: -125.589 +/- 0.704 | dlogz: 7.415 > 0.109
iter: 5217 | bound: 82 | nc: 38 | ncall: 188240 | eff(%): 2.771 | loglstar: -inf < -73.874 < inf | logz: -125.581 +/- 0.704 | dlogz: 7.397 > 0.109
iter: 5218 | bound: 82 | nc: 38 | ncall: 188278 | eff(%): 2.771 | loglstar: -inf < -73.859 < inf | logz: -125.573 +/- 0.704 | dlogz: 7.379 > 0.109
iter: 5219 | bound: 82 | nc: 38 | ncall: 188316 | eff(%): 2.771 | loglstar: -inf < -73.843 < inf | logz: -125.565 +/- 0.704 | dlogz: 7.361 > 0.109
iter: 5220 | bound: 82 | nc: 38 | ncall: 188354 | eff(%): 2.771 | loglstar: -inf < -73.842 < inf | logz: -125.557 +/- 0.704 | dlogz: 7.343 > 0.109
iter: 5221 | bound: 82 | nc: 38 | ncall: 188392 | eff(%): 2.771 | loglstar: -inf < -73.787 < inf | logz: -125.549 +/- 0.704 | dlogz: 7.325 > 0.109
iter: 5222 | bound: 82 | nc: 38 | ncall: 188430 | eff(%): 2.771 | loglstar: -inf < -73.779 < inf | logz: -125.541 +/- 0.704 | dlogz: 7.307 > 0.109
iter: 5223 | bound: 82 | nc: 38 | ncall: 188468 | eff(%): 2.771 | loglstar: -inf < -73.777 < inf | logz: -125.533 +/- 0.704 | dlogz: 7.289 > 0.109
iter: 5224 | bound: 82 | nc: 38 | ncall: 188506 | eff(%): 2.771 | loglstar: -inf < -73.765 < inf | logz: -125.525 +/- 0.704 | dlogz: 7.271 > 0.109
iter: 5225 | bound: 82 | nc: 38 | ncall: 188544 | eff(%): 2.771 | loglstar: -inf < -73.757 < inf | logz: -125.517 +/- 0.704 | dlogz: 7.253 > 0.109
iter: 5226 | bound: 82 | nc: 38 | ncall: 188582 | eff(%): 2.771 | loglstar: -inf < -73.748 < inf | logz: -125.509 +/- 0.704 | dlogz: 7.235 > 0.109
iter: 5227 | bound: 82 | nc: 38 | ncall: 188620 | eff(%): 2.771 | loglstar: -inf < -73.747 < inf | logz: -125.501 +/- 0.704 | dlogz: 7.217 > 0.109
iter: 5228 | bound: 82 | nc: 38 | ncall: 188658 | eff(%): 2.771 | loglstar: -inf < -73.711 < inf | logz: -125.493 +/- 0.704 | dlogz: 9.011 > 0.109
iter: 5229 | bound: 82 | nc: 38 | ncall: 188696 | eff(%): 2.771 | loglstar: -inf < -73.702 < inf | logz: -125.486 +/- 0.704 | dlogz: 8.994 > 0.109
iter: 5230 | bound: 82 | nc: 38 | ncall: 188734 | eff(%): 2.771 | loglstar: -inf < -73.700 < inf | logz: -125.478 +/- 0.704 | dlogz: 8.976 > 0.109
iter: 5231 | bound: 82 | nc: 38 | ncall: 188772 | eff(%): 2.771 | loglstar: -inf < -73.681 < inf | logz: -125.470 +/- 0.704 | dlogz: 8.958 > 0.109
iter: 5232 | bound: 82 | nc: 38 | ncall: 188810 | eff(%): 2.771 | loglstar: -inf < -73.669 < inf | logz: -125.463 +/- 0.704 | dlogz: 8.941 > 0.109
iter: 5233 | bound: 82 | nc: 38 | ncall: 188848 | eff(%): 2.771 | loglstar: -inf < -73.658 < inf | logz: -125.455 +/- 0.704 | dlogz: 8.923 > 0.109
iter: 5234 | bound: 82 | nc: 38 | ncall: 188886 | eff(%): 2.771 | loglstar: -inf < -73.655 < inf | logz: -125.447 +/- 0.705 | dlogz: 8.906 > 0.109
iter: 5235 | bound: 82 | nc: 38 | ncall: 188924 | eff(%): 2.771 | loglstar: -inf < -73.642 < inf | logz: -125.440 +/- 0.705 | dlogz: 8.888 > 0.109
iter: 5236 | bound: 82 | nc: 38 | ncall: 188962 | eff(%): 2.771 | loglstar: -inf < -73.641 < inf | logz: -125.433 +/- 0.705 | dlogz: 8.871 > 0.109
iter: 5237 | bound: 82 | nc: 38 | ncall: 189000 | eff(%): 2.771 | loglstar: -inf < -73.636 < inf | logz: -125.425 +/- 0.705 | dlogz: 8.853 > 0.109
iter: 5238 | bound: 82 | nc: 38 | ncall: 189038 | eff(%): 2.771 | loglstar: -inf < -73.612 < inf | logz: -125.418 +/- 0.705 | dlogz: 8.836 > 0.109
iter: 5239 | bound: 82 | nc: 38 | ncall: 189076 | eff(%): 2.771 | loglstar: -inf < -73.600 < inf | logz: -125.411 +/- 0.705 | dlogz: 8.819 > 0.109
iter: 5240 | bound: 82 | nc: 38 | ncall: 189114 | eff(%): 2.771 | loglstar: -inf < -73.596 < inf | logz: -125.404 +/- 0.705 | dlogz: 8.802 > 0.109
iter: 5241 | bound: 82 | nc: 38 | ncall: 189152 | eff(%): 2.771 | loglstar: -inf < -73.585 < inf | logz: -125.397 +/- 0.705 | dlogz: 8.785 > 0.109
iter: 5242 | bound: 82 | nc: 38 | ncall: 189190 | eff(%): 2.771 | loglstar: -inf < -73.577 < inf | logz: -125.390 +/- 0.705 | dlogz: 8.768 > 0.109
iter: 5243 | bound: 82 | nc: 38 | ncall: 189228 | eff(%): 2.771 | loglstar: -inf < -73.574 < inf | logz: -125.383 +/- 0.705 | dlogz: 8.751 > 0.109
iter: 5244 | bound: 82 | nc: 38 | ncall: 189266 | eff(%): 2.771 | loglstar: -inf < -73.573 < inf | logz: -125.376 +/- 0.705 | dlogz: 8.734 > 0.109
iter: 5245 | bound: 82 | nc: 38 | ncall: 189304 | eff(%): 2.771 | loglstar: -inf < -73.573 < inf | logz: -125.369 +/- 0.705 | dlogz: 8.717 > 0.109
iter: 5246 | bound: 82 | nc: 38 | ncall: 189342 | eff(%): 2.771 | loglstar: -inf < -73.560 < inf | logz: -125.362 +/- 0.705 | dlogz: 8.700 > 0.109
iter: 5247 | bound: 82 | nc: 38 | ncall: 189380 | eff(%): 2.771 | loglstar: -inf < -73.550 < inf | logz: -125.356 +/- 0.705 | dlogz: 8.684 > 0.109
iter: 5248 | bound: 82 | nc: 38 | ncall: 189418 | eff(%): 2.771 | loglstar: -inf < -73.513 < inf | logz: -125.349 +/- 0.705 | dlogz: 8.667 > 0.109
iter: 5249 | bound: 82 | nc: 38 | ncall: 189456 | eff(%): 2.771 | loglstar: -inf < -73.506 < inf | logz: -125.342 +/- 0.705 | dlogz: 8.650 > 0.109
iter: 5250 | bound: 82 | nc: 38 | ncall: 189494 | eff(%): 2.771 | loglstar: -inf < -73.504 < inf | logz: -125.336 +/- 0.705 | dlogz: 8.634 > 0.109
iter: 5251 | bound: 82 | nc: 38 | ncall: 189532 | eff(%): 2.771 | loglstar: -inf < -73.458 < inf | logz: -125.329 +/- 0.705 | dlogz: 8.617 > 0.109
iter: 5252 | bound: 82 | nc: 38 | ncall: 189570 | eff(%): 2.770 | loglstar: -inf < -73.445 < inf | logz: -125.322 +/- 0.705 | dlogz: 8.600 > 0.109
iter: 5253 | bound: 82 | nc: 38 | ncall: 189608 | eff(%): 2.770 | loglstar: -inf < -73.428 < inf | logz: -125.315 +/- 0.705 | dlogz: 8.584 > 0.109
iter: 5254 | bound: 82 | nc: 38 | ncall: 189646 | eff(%): 2.770 | loglstar: -inf < -73.426 < inf | logz: -125.308 +/- 0.705 | dlogz: 8.567 > 0.109
iter: 5255 | bound: 82 | nc: 38 | ncall: 189684 | eff(%): 2.770 | loglstar: -inf < -73.406 < inf | logz: -125.302 +/- 0.705 | dlogz: 8.550 > 0.109
iter: 5256 | bound: 82 | nc: 38 | ncall: 189722 | eff(%): 2.770 | loglstar: -inf < -73.388 < inf | logz: -125.295 +/- 0.705 | dlogz: 8.534 > 0.109
iter: 5257 | bound: 82 | nc: 38 | ncall: 189760 | eff(%): 2.770 | loglstar: -inf < -73.377 < inf | logz: -125.288 +/- 0.705 | dlogz: 8.517 > 0.109
iter: 5258 | bound: 82 | nc: 38 | ncall: 189798 | eff(%): 2.770 | loglstar: -inf < -73.370 < inf | logz: -125.282 +/- 0.705 | dlogz: 8.500 > 0.109
iter: 5259 | bound: 82 | nc: 38 | ncall: 189836 | eff(%): 2.770 | loglstar: -inf < -73.361 < inf | logz: -125.275 +/- 0.705 | dlogz: 8.484 > 0.109
iter: 5260 | bound: 82 | nc: 38 | ncall: 189874 | eff(%): 2.770 | loglstar: -inf < -73.340 < inf | logz: -125.269 +/- 0.706 | dlogz: 8.467 > 0.109
iter: 5261 | bound: 82 | nc: 38 | ncall: 189912 | eff(%): 2.770 | loglstar: -inf < -73.340 < inf | logz: -125.262 +/- 0.706 | dlogz: 8.451 > 0.109
iter: 5262 | bound: 82 | nc: 38 | ncall: 189950 | eff(%): 2.770 | loglstar: -inf < -73.271 < inf | logz: -125.255 +/- 0.706 | dlogz: 8.434 > 0.109
iter: 5263 | bound: 82 | nc: 38 | ncall: 189988 | eff(%): 2.770 | loglstar: -inf < -73.240 < inf | logz: -125.248 +/- 0.706 | dlogz: 8.418 > 0.109
iter: 5264 | bound: 82 | nc: 38 | ncall: 190026 | eff(%): 2.770 | loglstar: -inf < -73.225 < inf | logz: -125.242 +/- 0.706 | dlogz: 8.401 > 0.109
iter: 5265 | bound: 82 | nc: 38 | ncall: 190064 | eff(%): 2.770 | loglstar: -inf < -73.223 < inf | logz: -125.235 +/- 0.706 | dlogz: 8.384 > 0.109
iter: 5266 | bound: 82 | nc: 38 | ncall: 190102 | eff(%): 2.770 | loglstar: -inf < -73.223 < inf | logz: -125.228 +/- 0.706 | dlogz: 8.367 > 0.109
iter: 5267 | bound: 82 | nc: 38 | ncall: 190140 | eff(%): 2.770 | loglstar: -inf < -73.222 < inf | logz: -125.221 +/- 0.706 | dlogz: 8.350 > 0.109
iter: 5268 | bound: 82 | nc: 38 | ncall: 190178 | eff(%): 2.770 | loglstar: -inf < -73.164 < inf | logz: -125.215 +/- 0.706 | dlogz: 8.334 > 0.109
iter: 5269 | bound: 83 | nc: 38 | ncall: 190216 | eff(%): 2.770 | loglstar: -inf < -73.157 < inf | logz: -125.208 +/- 0.706 | dlogz: 8.317 > 0.109
iter: 5270 | bound: 83 | nc: 38 | ncall: 190254 | eff(%): 2.770 | loglstar: -inf < -73.142 < inf | logz: -125.201 +/- 0.706 | dlogz: 8.300 > 0.109
iter: 5271 | bound: 83 | nc: 38 | ncall: 190292 | eff(%): 2.770 | loglstar: -inf < -73.127 < inf | logz: -125.194 +/- 0.706 | dlogz: 8.283 > 0.109
iter: 5272 | bound: 83 | nc: 38 | ncall: 190330 | eff(%): 2.770 | loglstar: -inf < -73.098 < inf | logz: -125.187 +/- 0.706 | dlogz: 8.267 > 0.109
iter: 5273 | bound: 83 | nc: 38 | ncall: 190368 | eff(%): 2.770 | loglstar: -inf < -73.085 < inf | logz: -125.180 +/- 0.706 | dlogz: 8.250 > 0.109
iter: 5274 | bound: 83 | nc: 38 | ncall: 190406 | eff(%): 2.770 | loglstar: -inf < -73.074 < inf | logz: -125.174 +/- 0.706 | dlogz: 8.233 > 0.109
iter: 5275 | bound: 83 | nc: 38 | ncall: 190444 | eff(%): 2.770 | loglstar: -inf < -73.069 < inf | logz: -125.167 +/- 0.706 | dlogz: 8.216 > 0.109
iter: 5276 | bound: 83 | nc: 38 | ncall: 190482 | eff(%): 2.770 | loglstar: -inf < -73.050 < inf | logz: -125.160 +/- 0.706 | dlogz: 8.200 > 0.109
iter: 5277 | bound: 83 | nc: 38 | ncall: 190520 | eff(%): 2.770 | loglstar: -inf < -73.011 < inf | logz: -125.153 +/- 0.706 | dlogz: 8.183 > 0.109
iter: 5278 | bound: 83 | nc: 38 | ncall: 190558 | eff(%): 2.770 | loglstar: -inf < -73.005 < inf | logz: -125.146 +/- 0.706 | dlogz: 8.166 > 0.109
iter: 5279 | bound: 83 | nc: 38 | ncall: 190596 | eff(%): 2.770 | loglstar: -inf < -72.936 < inf | logz: -125.139 +/- 0.706 | dlogz: 8.149 > 0.109
iter: 5280 | bound: 83 | nc: 38 | ncall: 190634 | eff(%): 2.770 | loglstar: -inf < -72.911 < inf | logz: -125.132 +/- 0.706 | dlogz: 8.132 > 0.109
iter: 5281 | bound: 83 | nc: 38 | ncall: 190672 | eff(%): 2.770 | loglstar: -inf < -72.908 < inf | logz: -125.125 +/- 0.706 | dlogz: 8.115 > 0.109
iter: 5282 | bound: 83 | nc: 38 | ncall: 190710 | eff(%): 2.770 | loglstar: -inf < -72.867 < inf | logz: -125.118 +/- 0.706 | dlogz: 8.098 > 0.109
iter: 5283 | bound: 83 | nc: 38 | ncall: 190748 | eff(%): 2.770 | loglstar: -inf < -72.863 < inf | logz: -125.110 +/- 0.707 | dlogz: 8.081 > 0.109
iter: 5284 | bound: 83 | nc: 38 | ncall: 190786 | eff(%): 2.770 | loglstar: -inf < -72.841 < inf | logz: -125.103 +/- 0.707 | dlogz: 8.064 > 0.109
iter: 5285 | bound: 83 | nc: 38 | ncall: 190824 | eff(%): 2.770 | loglstar: -inf < -72.833 < inf | logz: -125.096 +/- 0.707 | dlogz: 8.047 > 0.109
iter: 5286 | bound: 83 | nc: 38 | ncall: 190862 | eff(%): 2.770 | loglstar: -inf < -72.827 < inf | logz: -125.089 +/- 0.707 | dlogz: 8.029 > 0.109
iter: 5287 | bound: 83 | nc: 38 | ncall: 190900 | eff(%): 2.770 | loglstar: -inf < -72.820 < inf | logz: -125.082 +/- 0.707 | dlogz: 8.012 > 0.109
iter: 5288 | bound: 83 | nc: 38 | ncall: 190938 | eff(%): 2.769 | loglstar: -inf < -72.804 < inf | logz: -125.075 +/- 0.707 | dlogz: 7.995 > 0.109
iter: 5289 | bound: 83 | nc: 38 | ncall: 190976 | eff(%): 2.769 | loglstar: -inf < -72.782 < inf | logz: -125.068 +/- 0.707 | dlogz: 7.978 > 0.109
iter: 5290 | bound: 83 | nc: 38 | ncall: 191014 | eff(%): 2.769 | loglstar: -inf < -72.773 < inf | logz: -125.061 +/- 0.707 | dlogz: 7.961 > 0.109
iter: 5291 | bound: 83 | nc: 38 | ncall: 191052 | eff(%): 2.769 | loglstar: -inf < -72.744 < inf | logz: -125.054 +/- 0.707 | dlogz: 7.944 > 0.109
iter: 5292 | bound: 83 | nc: 38 | ncall: 191090 | eff(%): 2.769 | loglstar: -inf < -72.678 < inf | logz: -125.046 +/- 0.707 | dlogz: 7.927 > 0.109
iter: 5293 | bound: 83 | nc: 38 | ncall: 191128 | eff(%): 2.769 | loglstar: -inf < -72.676 < inf | logz: -125.039 +/- 0.707 | dlogz: 7.910 > 0.109
iter: 5294 | bound: 83 | nc: 38 | ncall: 191166 | eff(%): 2.769 | loglstar: -inf < -72.670 < inf | logz: -125.032 +/- 0.707 | dlogz: 7.893 > 0.109
iter: 5295 | bound: 83 | nc: 38 | ncall: 191204 | eff(%): 2.769 | loglstar: -inf < -72.665 < inf | logz: -125.024 +/- 0.707 | dlogz: 7.876 > 0.109
iter: 5296 | bound: 83 | nc: 38 | ncall: 191242 | eff(%): 2.769 | loglstar: -inf < -72.652 < inf | logz: -125.017 +/- 0.707 | dlogz: 7.858 > 0.109
iter: 5297 | bound: 83 | nc: 38 | ncall: 191280 | eff(%): 2.769 | loglstar: -inf < -72.625 < inf | logz: -125.010 +/- 0.707 | dlogz: 7.841 > 0.109
iter: 5298 | bound: 83 | nc: 38 | ncall: 191318 | eff(%): 2.769 | loglstar: -inf < -72.622 < inf | logz: -125.003 +/- 0.707 | dlogz: 7.824 > 0.109
iter: 5299 | bound: 83 | nc: 38 | ncall: 191356 | eff(%): 2.769 | loglstar: -inf < -72.617 < inf | logz: -124.996 +/- 0.707 | dlogz: 7.807 > 0.109
iter: 5300 | bound: 83 | nc: 38 | ncall: 191394 | eff(%): 2.769 | loglstar: -inf < -72.598 < inf | logz: -124.989 +/- 0.707 | dlogz: 7.790 > 0.109
iter: 5301 | bound: 83 | nc: 38 | ncall: 191432 | eff(%): 2.769 | loglstar: -inf < -72.590 < inf | logz: -124.982 +/- 0.707 | dlogz: 7.773 > 0.109
iter: 5302 | bound: 83 | nc: 38 | ncall: 191470 | eff(%): 2.769 | loglstar: -inf < -72.574 < inf | logz: -124.975 +/- 0.707 | dlogz: 7.756 > 0.109
iter: 5303 | bound: 83 | nc: 38 | ncall: 191508 | eff(%): 2.769 | loglstar: -inf < -72.559 < inf | logz: -124.968 +/- 0.708 | dlogz: 7.739 > 0.109
iter: 5304 | bound: 83 | nc: 38 | ncall: 191546 | eff(%): 2.769 | loglstar: -inf < -72.548 < inf | logz: -124.961 +/- 0.708 | dlogz: 7.722 > 0.109
iter: 5305 | bound: 83 | nc: 38 | ncall: 191584 | eff(%): 2.769 | loglstar: -inf < -72.509 < inf | logz: -124.954 +/- 0.708 | dlogz: 7.706 > 0.109
iter: 5306 | bound: 83 | nc: 38 | ncall: 191622 | eff(%): 2.769 | loglstar: -inf < -72.508 < inf | logz: -124.947 +/- 0.708 | dlogz: 7.689 > 0.109
iter: 5307 | bound: 83 | nc: 38 | ncall: 191660 | eff(%): 2.769 | loglstar: -inf < -72.480 < inf | logz: -124.940 +/- 0.708 | dlogz: 7.672 > 0.109
iter: 5308 | bound: 83 | nc: 38 | ncall: 191698 | eff(%): 2.769 | loglstar: -inf < -72.464 < inf | logz: -124.933 +/- 0.708 | dlogz: 7.655 > 0.109
iter: 5309 | bound: 83 | nc: 38 | ncall: 191736 | eff(%): 2.769 | loglstar: -inf < -72.456 < inf | logz: -124.926 +/- 0.708 | dlogz: 7.638 > 0.109
iter: 5310 | bound: 83 | nc: 38 | ncall: 191774 | eff(%): 2.769 | loglstar: -inf < -72.422 < inf | logz: -124.919 +/- 0.708 | dlogz: 7.621 > 0.109
iter: 5311 | bound: 83 | nc: 38 | ncall: 191812 | eff(%): 2.769 | loglstar: -inf < -72.414 < inf | logz: -124.912 +/- 0.708 | dlogz: 7.604 > 0.109
iter: 5312 | bound: 83 | nc: 38 | ncall: 191850 | eff(%): 2.769 | loglstar: -inf < -72.388 < inf | logz: -124.905 +/- 0.708 | dlogz: 7.587 > 0.109
iter: 5313 | bound: 83 | nc: 38 | ncall: 191888 | eff(%): 2.769 | loglstar: -inf < -72.341 < inf | logz: -124.898 +/- 0.708 | dlogz: 7.570 > 0.109
iter: 5314 | bound: 83 | nc: 38 | ncall: 191926 | eff(%): 2.769 | loglstar: -inf < -72.338 < inf | logz: -124.890 +/- 0.708 | dlogz: 7.553 > 0.109
iter: 5315 | bound: 83 | nc: 38 | ncall: 191964 | eff(%): 2.769 | loglstar: -inf < -72.301 < inf | logz: -124.883 +/- 0.708 | dlogz: 7.536 > 0.109
iter: 5316 | bound: 83 | nc: 38 | ncall: 192002 | eff(%): 2.769 | loglstar: -inf < -72.296 < inf | logz: -124.876 +/- 0.708 | dlogz: 7.518 > 0.109
iter: 5317 | bound: 83 | nc: 38 | ncall: 192040 | eff(%): 2.769 | loglstar: -inf < -72.215 < inf | logz: -124.868 +/- 0.708 | dlogz: 7.501 > 0.109
iter: 5318 | bound: 83 | nc: 38 | ncall: 192078 | eff(%): 2.769 | loglstar: -inf < -72.190 < inf | logz: -124.861 +/- 0.708 | dlogz: 7.484 > 0.109
iter: 5319 | bound: 83 | nc: 38 | ncall: 192116 | eff(%): 2.769 | loglstar: -inf < -72.189 < inf | logz: -124.853 +/- 0.708 | dlogz: 7.466 > 0.109
iter: 5320 | bound: 83 | nc: 38 | ncall: 192154 | eff(%): 2.769 | loglstar: -inf < -72.162 < inf | logz: -124.845 +/- 0.708 | dlogz: 7.448 > 0.109
iter: 5321 | bound: 83 | nc: 38 | ncall: 192192 | eff(%): 2.769 | loglstar: -inf < -72.148 < inf | logz: -124.838 +/- 0.708 | dlogz: 7.431 > 0.109
iter: 5322 | bound: 84 | nc: 38 | ncall: 192230 | eff(%): 2.769 | loglstar: -inf < -72.119 < inf | logz: -124.830 +/- 0.709 | dlogz: 7.413 > 0.109
iter: 5323 | bound: 84 | nc: 38 | ncall: 192268 | eff(%): 2.769 | loglstar: -inf < -72.100 < inf | logz: -124.822 +/- 0.709 | dlogz: 7.395 > 0.109
iter: 5324 | bound: 84 | nc: 38 | ncall: 192306 | eff(%): 2.769 | loglstar: -inf < -72.097 < inf | logz: -124.814 +/- 0.709 | dlogz: 7.378 > 0.109
iter: 5325 | bound: 84 | nc: 38 | ncall: 192344 | eff(%): 2.768 | loglstar: -inf < -72.053 < inf | logz: -124.807 +/- 0.709 | dlogz: 7.360 > 0.109
iter: 5326 | bound: 84 | nc: 38 | ncall: 192382 | eff(%): 2.768 | loglstar: -inf < -72.041 < inf | logz: -124.799 +/- 0.709 | dlogz: 7.342 > 0.109
iter: 5327 | bound: 84 | nc: 38 | ncall: 192420 | eff(%): 2.768 | loglstar: -inf < -72.041 < inf | logz: -124.791 +/- 0.709 | dlogz: 7.325 > 0.109
iter: 5328 | bound: 84 | nc: 38 | ncall: 192458 | eff(%): 2.768 | loglstar: -inf < -72.037 < inf | logz: -124.783 +/- 0.709 | dlogz: 7.307 > 0.109
iter: 5329 | bound: 84 | nc: 38 | ncall: 192496 | eff(%): 2.768 | loglstar: -inf < -72.023 < inf | logz: -124.776 +/- 0.709 | dlogz: 7.289 > 0.109
iter: 5330 | bound: 84 | nc: 38 | ncall: 192534 | eff(%): 2.768 | loglstar: -inf < -72.022 < inf | logz: -124.768 +/- 0.709 | dlogz: 7.272 > 0.109
iter: 5331 | bound: 84 | nc: 38 | ncall: 192572 | eff(%): 2.768 | loglstar: -inf < -72.010 < inf | logz: -124.761 +/- 0.709 | dlogz: 7.254 > 0.109
iter: 5332 | bound: 84 | nc: 38 | ncall: 192610 | eff(%): 2.768 | loglstar: -inf < -71.997 < inf | logz: -124.753 +/- 0.709 | dlogz: 7.237 > 0.109
iter: 5333 | bound: 84 | nc: 38 | ncall: 192648 | eff(%): 2.768 | loglstar: -inf < -71.990 < inf | logz: -124.746 +/- 0.709 | dlogz: 7.220 > 0.109
iter: 5334 | bound: 84 | nc: 38 | ncall: 192686 | eff(%): 2.768 | loglstar: -inf < -71.965 < inf | logz: -124.739 +/- 0.709 | dlogz: 7.202 > 0.109
iter: 5335 | bound: 84 | nc: 38 | ncall: 192724 | eff(%): 2.768 | loglstar: -inf < -71.921 < inf | logz: -124.731 +/- 0.709 | dlogz: 7.185 > 0.109
iter: 5336 | bound: 84 | nc: 38 | ncall: 192762 | eff(%): 2.768 | loglstar: -inf < -71.889 < inf | logz: -124.724 +/- 0.709 | dlogz: 7.168 > 0.109
iter: 5337 | bound: 84 | nc: 38 | ncall: 192800 | eff(%): 2.768 | loglstar: -inf < -71.889 < inf | logz: -124.716 +/- 0.709 | dlogz: 7.150 > 0.109
iter: 5338 | bound: 84 | nc: 38 | ncall: 192838 | eff(%): 2.768 | loglstar: -inf < -71.871 < inf | logz: -124.709 +/- 0.710 | dlogz: 7.133 > 0.109
iter: 5339 | bound: 84 | nc: 38 | ncall: 192876 | eff(%): 2.768 | loglstar: -inf < -71.870 < inf | logz: -124.701 +/- 0.710 | dlogz: 7.115 > 0.109
iter: 5340 | bound: 84 | nc: 38 | ncall: 192914 | eff(%): 2.768 | loglstar: -inf < -71.867 < inf | logz: -124.694 +/- 0.710 | dlogz: 7.098 > 0.109
iter: 5341 | bound: 84 | nc: 38 | ncall: 192952 | eff(%): 2.768 | loglstar: -inf < -71.858 < inf | logz: -124.686 +/- 0.710 | dlogz: 7.080 > 0.109
iter: 5342 | bound: 84 | nc: 38 | ncall: 192990 | eff(%): 2.768 | loglstar: -inf < -71.852 < inf | logz: -124.679 +/- 0.710 | dlogz: 7.063 > 0.109
iter: 5343 | bound: 84 | nc: 38 | ncall: 193028 | eff(%): 2.768 | loglstar: -inf < -71.851 < inf | logz: -124.672 +/- 0.710 | dlogz: 7.046 > 0.109
iter: 5344 | bound: 84 | nc: 38 | ncall: 193066 | eff(%): 2.768 | loglstar: -inf < -71.833 < inf | logz: -124.665 +/- 0.710 | dlogz: 7.029 > 0.109
iter: 5345 | bound: 84 | nc: 38 | ncall: 193104 | eff(%): 2.768 | loglstar: -inf < -71.804 < inf | logz: -124.658 +/- 0.710 | dlogz: 7.012 > 0.109
iter: 5346 | bound: 84 | nc: 38 | ncall: 193142 | eff(%): 2.768 | loglstar: -inf < -71.790 < inf | logz: -124.651 +/- 0.710 | dlogz: 6.995 > 0.109
iter: 5347 | bound: 84 | nc: 38 | ncall: 193180 | eff(%): 2.768 | loglstar: -inf < -71.759 < inf | logz: -124.644 +/- 0.710 | dlogz: 6.978 > 0.109
iter: 5348 | bound: 84 | nc: 38 | ncall: 193218 | eff(%): 2.768 | loglstar: -inf < -71.758 < inf | logz: -124.637 +/- 0.710 | dlogz: 8.824 > 0.109
iter: 5349 | bound: 84 | nc: 38 | ncall: 193256 | eff(%): 2.768 | loglstar: -inf < -71.738 < inf | logz: -124.629 +/- 0.710 | dlogz: 8.807 > 0.109
iter: 5350 | bound: 84 | nc: 38 | ncall: 193294 | eff(%): 2.768 | loglstar: -inf < -71.722 < inf | logz: -124.622 +/- 0.710 | dlogz: 8.790 > 0.109
iter: 5351 | bound: 84 | nc: 38 | ncall: 193332 | eff(%): 2.768 | loglstar: -inf < -71.719 < inf | logz: -124.615 +/- 0.710 | dlogz: 8.773 > 0.109
iter: 5352 | bound: 84 | nc: 38 | ncall: 193370 | eff(%): 2.768 | loglstar: -inf < -71.707 < inf | logz: -124.608 +/- 0.710 | dlogz: 8.756 > 0.109
iter: 5353 | bound: 84 | nc: 38 | ncall: 193408 | eff(%): 2.768 | loglstar: -inf < -71.706 < inf | logz: -124.601 +/- 0.710 | dlogz: 8.739 > 0.109
iter: 5354 | bound: 84 | nc: 38 | ncall: 193446 | eff(%): 2.768 | loglstar: -inf < -71.705 < inf | logz: -124.594 +/- 0.710 | dlogz: 8.722 > 0.109
iter: 5355 | bound: 84 | nc: 38 | ncall: 193484 | eff(%): 2.768 | loglstar: -inf < -71.695 < inf | logz: -124.588 +/- 0.710 | dlogz: 8.706 > 0.109
iter: 5356 | bound: 84 | nc: 38 | ncall: 193522 | eff(%): 2.768 | loglstar: -inf < -71.660 < inf | logz: -124.581 +/- 0.711 | dlogz: 8.689 > 0.109
iter: 5357 | bound: 84 | nc: 38 | ncall: 193560 | eff(%): 2.768 | loglstar: -inf < -71.650 < inf | logz: -124.574 +/- 0.711 | dlogz: 8.672 > 0.109
iter: 5358 | bound: 84 | nc: 38 | ncall: 193598 | eff(%): 2.768 | loglstar: -inf < -71.646 < inf | logz: -124.567 +/- 0.711 | dlogz: 8.655 > 0.109
iter: 5359 | bound: 84 | nc: 38 | ncall: 193636 | eff(%): 2.768 | loglstar: -inf < -71.612 < inf | logz: -124.561 +/- 0.711 | dlogz: 8.639 > 0.109
iter: 5360 | bound: 84 | nc: 38 | ncall: 193674 | eff(%): 2.768 | loglstar: -inf < -71.587 < inf | logz: -124.554 +/- 0.711 | dlogz: 8.622 > 0.109
iter: 5361 | bound: 84 | nc: 38 | ncall: 193712 | eff(%): 2.768 | loglstar: -inf < -71.568 < inf | logz: -124.547 +/- 0.711 | dlogz: 8.605 > 0.109
iter: 5362 | bound: 84 | nc: 38 | ncall: 193750 | eff(%): 2.767 | loglstar: -inf < -71.562 < inf | logz: -124.540 +/- 0.711 | dlogz: 8.588 > 0.109
iter: 5363 | bound: 84 | nc: 38 | ncall: 193788 | eff(%): 2.767 | loglstar: -inf < -71.542 < inf | logz: -124.533 +/- 0.711 | dlogz: 8.571 > 0.109
iter: 5364 | bound: 84 | nc: 38 | ncall: 193826 | eff(%): 2.767 | loglstar: -inf < -71.530 < inf | logz: -124.526 +/- 0.711 | dlogz: 8.555 > 0.109
iter: 5365 | bound: 84 | nc: 38 | ncall: 193864 | eff(%): 2.767 | loglstar: -inf < -71.519 < inf | logz: -124.519 +/- 0.711 | dlogz: 8.538 > 0.109
iter: 5366 | bound: 84 | nc: 38 | ncall: 193902 | eff(%): 2.767 | loglstar: -inf < -71.512 < inf | logz: -124.513 +/- 0.711 | dlogz: 8.521 > 0.109
iter: 5367 | bound: 84 | nc: 38 | ncall: 193940 | eff(%): 2.767 | loglstar: -inf < -71.501 < inf | logz: -124.506 +/- 0.711 | dlogz: 8.504 > 0.109
iter: 5368 | bound: 84 | nc: 38 | ncall: 193978 | eff(%): 2.767 | loglstar: -inf < -71.465 < inf | logz: -124.499 +/- 0.711 | dlogz: 8.488 > 0.109
iter: 5369 | bound: 84 | nc: 38 | ncall: 194016 | eff(%): 2.767 | loglstar: -inf < -71.453 < inf | logz: -124.493 +/- 0.711 | dlogz: 8.471 > 0.109
iter: 5370 | bound: 84 | nc: 38 | ncall: 194054 | eff(%): 2.767 | loglstar: -inf < -71.450 < inf | logz: -124.486 +/- 0.711 | dlogz: 8.454 > 0.109
iter: 5371 | bound: 84 | nc: 38 | ncall: 194092 | eff(%): 2.767 | loglstar: -inf < -71.411 < inf | logz: -124.479 +/- 0.711 | dlogz: 8.438 > 0.109
iter: 5372 | bound: 84 | nc: 38 | ncall: 194130 | eff(%): 2.767 | loglstar: -inf < -71.360 < inf | logz: -124.472 +/- 0.711 | dlogz: 8.421 > 0.109
iter: 5373 | bound: 84 | nc: 38 | ncall: 194168 | eff(%): 2.767 | loglstar: -inf < -71.345 < inf | logz: -124.465 +/- 0.711 | dlogz: 8.404 > 0.109
iter: 5374 | bound: 84 | nc: 38 | ncall: 194206 | eff(%): 2.767 | loglstar: -inf < -71.334 < inf | logz: -124.458 +/- 0.711 | dlogz: 8.387 > 0.109
iter: 5375 | bound: 84 | nc: 38 | ncall: 194244 | eff(%): 2.767 | loglstar: -inf < -71.321 < inf | logz: -124.451 +/- 0.712 | dlogz: 8.370 > 0.109
iter: 5376 | bound: 84 | nc: 38 | ncall: 194282 | eff(%): 2.767 | loglstar: -inf < -71.318 < inf | logz: -124.444 +/- 0.712 | dlogz: 8.353 > 0.109
iter: 5377 | bound: 84 | nc: 38 | ncall: 194320 | eff(%): 2.767 | loglstar: -inf < -71.303 < inf | logz: -124.437 +/- 0.712 | dlogz: 8.336 > 0.109
iter: 5378 | bound: 84 | nc: 38 | ncall: 194358 | eff(%): 2.767 | loglstar: -inf < -71.298 < inf | logz: -124.430 +/- 0.712 | dlogz: 8.320 > 0.109
iter: 5379 | bound: 84 | nc: 38 | ncall: 194396 | eff(%): 2.767 | loglstar: -inf < -71.289 < inf | logz: -124.424 +/- 0.712 | dlogz: 8.303 > 0.109
iter: 5380 | bound: 84 | nc: 38 | ncall: 194434 | eff(%): 2.767 | loglstar: -inf < -71.283 < inf | logz: -124.417 +/- 0.712 | dlogz: 8.286 > 0.109
iter: 5381 | bound: 84 | nc: 38 | ncall: 194472 | eff(%): 2.767 | loglstar: -inf < -71.283 < inf | logz: -124.410 +/- 0.712 | dlogz: 8.269 > 0.109
iter: 5382 | bound: 84 | nc: 38 | ncall: 194510 | eff(%): 2.767 | loglstar: -inf < -71.253 < inf | logz: -124.404 +/- 0.712 | dlogz: 8.253 > 0.109
iter: 5383 | bound: 84 | nc: 38 | ncall: 194548 | eff(%): 2.767 | loglstar: -inf < -71.221 < inf | logz: -124.397 +/- 0.712 | dlogz: 8.236 > 0.109
iter: 5384 | bound: 84 | nc: 38 | ncall: 194586 | eff(%): 2.767 | loglstar: -inf < -71.189 < inf | logz: -124.390 +/- 0.712 | dlogz: 8.220 > 0.109
iter: 5385 | bound: 84 | nc: 38 | ncall: 194624 | eff(%): 2.767 | loglstar: -inf < -71.172 < inf | logz: -124.383 +/- 0.712 | dlogz: 8.203 > 0.109
iter: 5386 | bound: 84 | nc: 38 | ncall: 194662 | eff(%): 2.767 | loglstar: -inf < -71.160 < inf | logz: -124.376 +/- 0.712 | dlogz: 8.186 > 0.109
iter: 5387 | bound: 84 | nc: 38 | ncall: 194700 | eff(%): 2.767 | loglstar: -inf < -71.156 < inf | logz: -124.370 +/- 0.712 | dlogz: 8.169 > 0.109
iter: 5388 | bound: 84 | nc: 38 | ncall: 194738 | eff(%): 2.767 | loglstar: -inf < -71.119 < inf | logz: -124.363 +/- 0.712 | dlogz: 8.153 > 0.109
iter: 5389 | bound: 84 | nc: 38 | ncall: 194776 | eff(%): 2.767 | loglstar: -inf < -71.112 < inf | logz: -124.356 +/- 0.712 | dlogz: 8.136 > 0.109
iter: 5390 | bound: 84 | nc: 38 | ncall: 194814 | eff(%): 2.767 | loglstar: -inf < -71.102 < inf | logz: -124.349 +/- 0.712 | dlogz: 8.119 > 0.109
iter: 5391 | bound: 84 | nc: 38 | ncall: 194852 | eff(%): 2.767 | loglstar: -inf < -71.098 < inf | logz: -124.343 +/- 0.712 | dlogz: 8.102 > 0.109
iter: 5392 | bound: 84 | nc: 38 | ncall: 194890 | eff(%): 2.767 | loglstar: -inf < -71.098 < inf | logz: -124.336 +/- 0.712 | dlogz: 8.086 > 0.109
iter: 5393 | bound: 84 | nc: 38 | ncall: 194928 | eff(%): 2.767 | loglstar: -inf < -71.074 < inf | logz: -124.329 +/- 0.712 | dlogz: 8.069 > 0.109
iter: 5394 | bound: 84 | nc: 38 | ncall: 194966 | eff(%): 2.767 | loglstar: -inf < -71.061 < inf | logz: -124.323 +/- 0.713 | dlogz: 8.052 > 0.109
iter: 5395 | bound: 84 | nc: 38 | ncall: 195004 | eff(%): 2.767 | loglstar: -inf < -71.049 < inf | logz: -124.316 +/- 0.713 | dlogz: 8.036 > 0.109
iter: 5396 | bound: 84 | nc: 38 | ncall: 195042 | eff(%): 2.767 | loglstar: -inf < -71.032 < inf | logz: -124.310 +/- 0.713 | dlogz: 8.019 > 0.109
iter: 5397 | bound: 84 | nc: 38 | ncall: 195080 | eff(%): 2.767 | loglstar: -inf < -71.017 < inf | logz: -124.303 +/- 0.713 | dlogz: 8.003 > 0.109
iter: 5398 | bound: 84 | nc: 38 | ncall: 195118 | eff(%): 2.767 | loglstar: -inf < -70.974 < inf | logz: -124.296 +/- 0.713 | dlogz: 7.986 > 0.109
iter: 5399 | bound: 84 | nc: 38 | ncall: 195156 | eff(%): 2.767 | loglstar: -inf < -70.969 < inf | logz: -124.290 +/- 0.713 | dlogz: 7.970 > 0.109
iter: 5400 | bound: 84 | nc: 38 | ncall: 195194 | eff(%): 2.766 | loglstar: -inf < -70.966 < inf | logz: -124.283 +/- 0.713 | dlogz: 7.953 > 0.109
iter: 5401 | bound: 84 | nc: 38 | ncall: 195232 | eff(%): 2.766 | loglstar: -inf < -70.959 < inf | logz: -124.277 +/- 0.713 | dlogz: 7.937 > 0.109
iter: 5402 | bound: 84 | nc: 38 | ncall: 195270 | eff(%): 2.766 | loglstar: -inf < -70.958 < inf | logz: -124.270 +/- 0.713 | dlogz: 7.920 > 0.109
iter: 5403 | bound: 84 | nc: 38 | ncall: 195308 | eff(%): 2.766 | loglstar: -inf < -70.945 < inf | logz: -124.264 +/- 0.713 | dlogz: 7.904 > 0.109
iter: 5404 | bound: 84 | nc: 38 | ncall: 195346 | eff(%): 2.766 | loglstar: -inf < -70.932 < inf | logz: -124.257 +/- 0.713 | dlogz: 7.887 > 0.109
iter: 5405 | bound: 84 | nc: 38 | ncall: 195384 | eff(%): 2.766 | loglstar: -inf < -70.914 < inf | logz: -124.251 +/- 0.713 | dlogz: 7.871 > 0.109
iter: 5406 | bound: 84 | nc: 38 | ncall: 195422 | eff(%): 2.766 | loglstar: -inf < -70.910 < inf | logz: -124.245 +/- 0.713 | dlogz: 7.855 > 0.109
iter: 5407 | bound: 84 | nc: 38 | ncall: 195460 | eff(%): 2.766 | loglstar: -inf < -70.909 < inf | logz: -124.238 +/- 0.713 | dlogz: 7.839 > 0.109
iter: 5408 | bound: 84 | nc: 38 | ncall: 195498 | eff(%): 2.766 | loglstar: -inf < -70.891 < inf | logz: -124.232 +/- 0.713 | dlogz: 7.822 > 0.109
iter: 5409 | bound: 84 | nc: 38 | ncall: 195536 | eff(%): 2.766 | loglstar: -inf < -70.854 < inf | logz: -124.226 +/- 0.713 | dlogz: 7.806 > 0.109
iter: 5410 | bound: 84 | nc: 38 | ncall: 195574 | eff(%): 2.766 | loglstar: -inf < -70.854 < inf | logz: -124.220 +/- 0.713 | dlogz: 7.790 > 0.109
iter: 5411 | bound: 84 | nc: 38 | ncall: 195612 | eff(%): 2.766 | loglstar: -inf < -70.832 < inf | logz: -124.213 +/- 0.713 | dlogz: 7.774 > 0.109
iter: 5412 | bound: 84 | nc: 38 | ncall: 195650 | eff(%): 2.766 | loglstar: -inf < -70.800 < inf | logz: -124.207 +/- 0.713 | dlogz: 7.758 > 0.109
iter: 5413 | bound: 84 | nc: 38 | ncall: 195688 | eff(%): 2.766 | loglstar: -inf < -70.788 < inf | logz: -124.201 +/- 0.714 | dlogz: 7.741 > 0.109
iter: 5414 | bound: 84 | nc: 38 | ncall: 195726 | eff(%): 2.766 | loglstar: -inf < -70.756 < inf | logz: -124.194 +/- 0.714 | dlogz: 7.725 > 0.109
iter: 5415 | bound: 84 | nc: 38 | ncall: 195764 | eff(%): 2.766 | loglstar: -inf < -70.753 < inf | logz: -124.188 +/- 0.714 | dlogz: 7.709 > 0.109
iter: 5416 | bound: 84 | nc: 38 | ncall: 195802 | eff(%): 2.766 | loglstar: -inf < -70.708 < inf | logz: -124.181 +/- 0.714 | dlogz: 7.692 > 0.109
iter: 5417 | bound: 84 | nc: 38 | ncall: 195840 | eff(%): 2.766 | loglstar: -inf < -70.707 < inf | logz: -124.175 +/- 0.714 | dlogz: 7.676 > 0.109
iter: 5418 | bound: 84 | nc: 38 | ncall: 195878 | eff(%): 2.766 | loglstar: -inf < -70.702 < inf | logz: -124.168 +/- 0.714 | dlogz: 7.659 > 0.109
iter: 5419 | bound: 84 | nc: 38 | ncall: 195916 | eff(%): 2.766 | loglstar: -inf < -70.685 < inf | logz: -124.162 +/- 0.714 | dlogz: 7.643 > 0.109
iter: 5420 | bound: 84 | nc: 38 | ncall: 195954 | eff(%): 2.766 | loglstar: -inf < -70.653 < inf | logz: -124.156 +/- 0.714 | dlogz: 7.627 > 0.109
iter: 5421 | bound: 85 | nc: 38 | ncall: 195992 | eff(%): 2.766 | loglstar: -inf < -70.643 < inf | logz: -124.149 +/- 0.714 | dlogz: 7.610 > 0.109
iter: 5422 | bound: 85 | nc: 38 | ncall: 196030 | eff(%): 2.766 | loglstar: -inf < -70.637 < inf | logz: -124.143 +/- 0.714 | dlogz: 7.594 > 0.109
iter: 5423 | bound: 85 | nc: 38 | ncall: 196068 | eff(%): 2.766 | loglstar: -inf < -70.636 < inf | logz: -124.136 +/- 0.714 | dlogz: 7.578 > 0.109
iter: 5424 | bound: 85 | nc: 38 | ncall: 196106 | eff(%): 2.766 | loglstar: -inf < -70.632 < inf | logz: -124.130 +/- 0.714 | dlogz: 7.561 > 0.109
iter: 5425 | bound: 85 | nc: 38 | ncall: 196144 | eff(%): 2.766 | loglstar: -inf < -70.592 < inf | logz: -124.124 +/- 0.714 | dlogz: 7.545 > 0.109
iter: 5426 | bound: 85 | nc: 38 | ncall: 196182 | eff(%): 2.766 | loglstar: -inf < -70.579 < inf | logz: -124.118 +/- 0.714 | dlogz: 7.529 > 0.109
iter: 5427 | bound: 85 | nc: 38 | ncall: 196220 | eff(%): 2.766 | loglstar: -inf < -70.572 < inf | logz: -124.111 +/- 0.714 | dlogz: 7.513 > 0.109
iter: 5428 | bound: 85 | nc: 38 | ncall: 196258 | eff(%): 2.766 | loglstar: -inf < -70.557 < inf | logz: -124.105 +/- 0.714 | dlogz: 7.496 > 0.109
iter: 5429 | bound: 85 | nc: 38 | ncall: 196296 | eff(%): 2.766 | loglstar: -inf < -70.546 < inf | logz: -124.099 +/- 0.714 | dlogz: 7.480 > 0.109
iter: 5430 | bound: 85 | nc: 38 | ncall: 196334 | eff(%): 2.766 | loglstar: -inf < -70.522 < inf | logz: -124.093 +/- 0.714 | dlogz: 7.464 > 0.109
iter: 5431 | bound: 85 | nc: 38 | ncall: 196372 | eff(%): 2.766 | loglstar: -inf < -70.511 < inf | logz: -124.086 +/- 0.714 | dlogz: 7.448 > 0.109
iter: 5432 | bound: 85 | nc: 38 | ncall: 196410 | eff(%): 2.766 | loglstar: -inf < -70.508 < inf | logz: -124.080 +/- 0.714 | dlogz: 7.432 > 0.109
iter: 5433 | bound: 85 | nc: 38 | ncall: 196448 | eff(%): 2.766 | loglstar: -inf < -70.507 < inf | logz: -124.074 +/- 0.715 | dlogz: 7.416 > 0.109
iter: 5434 | bound: 85 | nc: 38 | ncall: 196486 | eff(%): 2.766 | loglstar: -inf < -70.504 < inf | logz: -124.068 +/- 0.715 | dlogz: 7.399 > 0.109
iter: 5435 | bound: 85 | nc: 38 | ncall: 196524 | eff(%): 2.766 | loglstar: -inf < -70.496 < inf | logz: -124.062 +/- 0.715 | dlogz: 7.383 > 0.109
iter: 5436 | bound: 85 | nc: 38 | ncall: 196562 | eff(%): 2.766 | loglstar: -inf < -70.477 < inf | logz: -124.056 +/- 0.715 | dlogz: 7.368 > 0.109
iter: 5437 | bound: 85 | nc: 38 | ncall: 196600 | eff(%): 2.766 | loglstar: -inf < -70.470 < inf | logz: -124.050 +/- 0.715 | dlogz: 7.352 > 0.109
iter: 5438 | bound: 85 | nc: 38 | ncall: 196638 | eff(%): 2.765 | loglstar: -inf < -70.458 < inf | logz: -124.044 +/- 0.715 | dlogz: 7.336 > 0.109
iter: 5439 | bound: 85 | nc: 38 | ncall: 196676 | eff(%): 2.765 | loglstar: -inf < -70.456 < inf | logz: -124.038 +/- 0.715 | dlogz: 7.320 > 0.109
iter: 5440 | bound: 85 | nc: 38 | ncall: 196714 | eff(%): 2.765 | loglstar: -inf < -70.456 < inf | logz: -124.033 +/- 0.715 | dlogz: 7.304 > 0.109
iter: 5441 | bound: 85 | nc: 38 | ncall: 196752 | eff(%): 2.765 | loglstar: -inf < -70.451 < inf | logz: -124.027 +/- 0.715 | dlogz: 7.288 > 0.109
iter: 5442 | bound: 85 | nc: 38 | ncall: 196790 | eff(%): 2.765 | loglstar: -inf < -70.450 < inf | logz: -124.021 +/- 0.715 | dlogz: 7.273 > 0.109
iter: 5443 | bound: 85 | nc: 38 | ncall: 196828 | eff(%): 2.765 | loglstar: -inf < -70.419 < inf | logz: -124.016 +/- 0.715 | dlogz: 7.257 > 0.109
iter: 5444 | bound: 85 | nc: 38 | ncall: 196866 | eff(%): 2.765 | loglstar: -inf < -70.396 < inf | logz: -124.010 +/- 0.715 | dlogz: 7.242 > 0.109
iter: 5445 | bound: 85 | nc: 38 | ncall: 196904 | eff(%): 2.765 | loglstar: -inf < -70.384 < inf | logz: -124.004 +/- 0.715 | dlogz: 7.226 > 0.109
iter: 5446 | bound: 85 | nc: 38 | ncall: 196942 | eff(%): 2.765 | loglstar: -inf < -70.376 < inf | logz: -123.999 +/- 0.715 | dlogz: 7.210 > 0.109
iter: 5447 | bound: 85 | nc: 38 | ncall: 196980 | eff(%): 2.765 | loglstar: -inf < -70.371 < inf | logz: -123.993 +/- 0.715 | dlogz: 7.195 > 0.109
iter: 5448 | bound: 85 | nc: 38 | ncall: 197018 | eff(%): 2.765 | loglstar: -inf < -70.312 < inf | logz: -123.987 +/- 0.715 | dlogz: 7.179 > 0.109
iter: 5449 | bound: 85 | nc: 38 | ncall: 197056 | eff(%): 2.765 | loglstar: -inf < -70.298 < inf | logz: -123.982 +/- 0.715 | dlogz: 7.164 > 0.109
iter: 5450 | bound: 85 | nc: 38 | ncall: 197094 | eff(%): 2.765 | loglstar: -inf < -70.297 < inf | logz: -123.976 +/- 0.715 | dlogz: 7.148 > 0.109
iter: 5451 | bound: 85 | nc: 38 | ncall: 197132 | eff(%): 2.765 | loglstar: -inf < -70.296 < inf | logz: -123.970 +/- 0.715 | dlogz: 7.132 > 0.109
iter: 5452 | bound: 85 | nc: 38 | ncall: 197170 | eff(%): 2.765 | loglstar: -inf < -70.274 < inf | logz: -123.964 +/- 0.715 | dlogz: 7.117 > 0.109
iter: 5453 | bound: 85 | nc: 38 | ncall: 197208 | eff(%): 2.765 | loglstar: -inf < -70.267 < inf | logz: -123.959 +/- 0.715 | dlogz: 7.101 > 0.109
iter: 5454 | bound: 85 | nc: 38 | ncall: 197246 | eff(%): 2.765 | loglstar: -inf < -70.253 < inf | logz: -123.953 +/- 0.716 | dlogz: 7.085 > 0.109
iter: 5455 | bound: 85 | nc: 38 | ncall: 197284 | eff(%): 2.765 | loglstar: -inf < -70.223 < inf | logz: -123.947 +/- 0.716 | dlogz: 7.070 > 0.109
iter: 5456 | bound: 85 | nc: 38 | ncall: 197322 | eff(%): 2.765 | loglstar: -inf < -70.206 < inf | logz: -123.942 +/- 0.716 | dlogz: 7.054 > 0.109
iter: 5457 | bound: 85 | nc: 38 | ncall: 197360 | eff(%): 2.765 | loglstar: -inf < -70.183 < inf | logz: -123.936 +/- 0.716 | dlogz: 7.039 > 0.109
iter: 5458 | bound: 85 | nc: 38 | ncall: 197398 | eff(%): 2.765 | loglstar: -inf < -70.161 < inf | logz: -123.930 +/- 0.716 | dlogz: 7.023 > 0.109
iter: 5459 | bound: 85 | nc: 38 | ncall: 197436 | eff(%): 2.765 | loglstar: -inf < -70.153 < inf | logz: -123.924 +/- 0.716 | dlogz: 7.007 > 0.109
iter: 5460 | bound: 85 | nc: 38 | ncall: 197474 | eff(%): 2.765 | loglstar: -inf < -70.108 < inf | logz: -123.919 +/- 0.716 | dlogz: 6.991 > 0.109
iter: 5461 | bound: 85 | nc: 38 | ncall: 197512 | eff(%): 2.765 | loglstar: -inf < -70.061 < inf | logz: -123.913 +/- 0.716 | dlogz: 6.976 > 0.109
iter: 5462 | bound: 85 | nc: 38 | ncall: 197550 | eff(%): 2.765 | loglstar: -inf < -70.057 < inf | logz: -123.907 +/- 0.716 | dlogz: 6.960 > 0.109
iter: 5463 | bound: 85 | nc: 38 | ncall: 197588 | eff(%): 2.765 | loglstar: -inf < -70.054 < inf | logz: -123.901 +/- 0.716 | dlogz: 6.944 > 0.109
iter: 5464 | bound: 85 | nc: 38 | ncall: 197626 | eff(%): 2.765 | loglstar: -inf < -70.032 < inf | logz: -123.895 +/- 0.716 | dlogz: 6.928 > 0.109
iter: 5465 | bound: 85 | nc: 38 | ncall: 197664 | eff(%): 2.765 | loglstar: -inf < -70.029 < inf | logz: -123.889 +/- 0.716 | dlogz: 6.912 > 0.109
iter: 5466 | bound: 85 | nc: 38 | ncall: 197702 | eff(%): 2.765 | loglstar: -inf < -69.995 < inf | logz: -123.883 +/- 0.716 | dlogz: 6.896 > 0.109
iter: 5467 | bound: 85 | nc: 38 | ncall: 197740 | eff(%): 2.765 | loglstar: -inf < -69.986 < inf | logz: -123.877 +/- 0.716 | dlogz: 6.880 > 0.109
iter: 5468 | bound: 85 | nc: 38 | ncall: 197778 | eff(%): 2.765 | loglstar: -inf < -69.983 < inf | logz: -123.871 +/- 0.716 | dlogz: 6.864 > 0.109
iter: 5469 | bound: 85 | nc: 38 | ncall: 197816 | eff(%): 2.765 | loglstar: -inf < -69.937 < inf | logz: -123.865 +/- 0.716 | dlogz: 6.848 > 0.109
iter: 5470 | bound: 85 | nc: 38 | ncall: 197854 | eff(%): 2.765 | loglstar: -inf < -69.909 < inf | logz: -123.859 +/- 0.716 | dlogz: 6.832 > 0.109
iter: 5471 | bound: 85 | nc: 38 | ncall: 197892 | eff(%): 2.765 | loglstar: -inf < -69.899 < inf | logz: -123.852 +/- 0.716 | dlogz: 6.816 > 0.109
iter: 5472 | bound: 85 | nc: 38 | ncall: 197930 | eff(%): 2.765 | loglstar: -inf < -69.895 < inf | logz: -123.846 +/- 0.716 | dlogz: 6.800 > 0.109
iter: 5473 | bound: 85 | nc: 38 | ncall: 197968 | eff(%): 2.765 | loglstar: -inf < -69.878 < inf | logz: -123.840 +/- 0.716 | dlogz: 6.784 > 0.109
iter: 5474 | bound: 85 | nc: 38 | ncall: 198006 | eff(%): 2.765 | loglstar: -inf < -69.868 < inf | logz: -123.834 +/- 0.717 | dlogz: 6.768 > 0.109
iter: 5475 | bound: 85 | nc: 38 | ncall: 198044 | eff(%): 2.765 | loglstar: -inf < -69.866 < inf | logz: -123.828 +/- 0.717 | dlogz: 6.752 > 0.109
iter: 5476 | bound: 85 | nc: 38 | ncall: 198082 | eff(%): 2.765 | loglstar: -inf < -69.861 < inf | logz: -123.822 +/- 0.717 | dlogz: 6.736 > 0.109
iter: 5477 | bound: 85 | nc: 38 | ncall: 198120 | eff(%): 2.764 | loglstar: -inf < -69.845 < inf | logz: -123.816 +/- 0.717 | dlogz: 6.721 > 0.109
iter: 5478 | bound: 85 | nc: 38 | ncall: 198158 | eff(%): 2.764 | loglstar: -inf < -69.801 < inf | logz: -123.811 +/- 0.717 | dlogz: 6.705 > 0.109
iter: 5479 | bound: 85 | nc: 38 | ncall: 198196 | eff(%): 2.764 | loglstar: -inf < -69.793 < inf | logz: -123.805 +/- 0.717 | dlogz: 6.689 > 0.109
iter: 5480 | bound: 85 | nc: 38 | ncall: 198234 | eff(%): 2.764 | loglstar: -inf < -69.789 < inf | logz: -123.799 +/- 0.717 | dlogz: 6.673 > 0.109
iter: 5481 | bound: 85 | nc: 38 | ncall: 198272 | eff(%): 2.764 | loglstar: -inf < -69.754 < inf | logz: -123.793 +/- 0.717 | dlogz: 6.657 > 0.109
iter: 5482 | bound: 85 | nc: 38 | ncall: 198310 | eff(%): 2.764 | loglstar: -inf < -69.747 < inf | logz: -123.787 +/- 0.717 | dlogz: 6.641 > 0.109
iter: 5483 | bound: 85 | nc: 38 | ncall: 198348 | eff(%): 2.764 | loglstar: -inf < -69.747 < inf | logz: -123.781 +/- 0.717 | dlogz: 6.625 > 0.109
iter: 5484 | bound: 85 | nc: 38 | ncall: 198386 | eff(%): 2.764 | loglstar: -inf < -69.742 < inf | logz: -123.775 +/- 0.717 | dlogz: 6.609 > 0.109
iter: 5485 | bound: 85 | nc: 38 | ncall: 198424 | eff(%): 2.764 | loglstar: -inf < -69.741 < inf | logz: -123.769 +/- 0.717 | dlogz: 6.594 > 0.109
iter: 5486 | bound: 85 | nc: 38 | ncall: 198462 | eff(%): 2.764 | loglstar: -inf < -69.723 < inf | logz: -123.763 +/- 0.717 | dlogz: 6.578 > 0.109
iter: 5487 | bound: 85 | nc: 38 | ncall: 198500 | eff(%): 2.764 | loglstar: -inf < -69.720 < inf | logz: -123.758 +/- 0.717 | dlogz: 6.562 > 0.109
iter: 5488 | bound: 85 | nc: 38 | ncall: 198538 | eff(%): 2.764 | loglstar: -inf < -69.712 < inf | logz: -123.752 +/- 0.717 | dlogz: 6.547 > 0.109
iter: 5489 | bound: 85 | nc: 38 | ncall: 198576 | eff(%): 2.764 | loglstar: -inf < -69.711 < inf | logz: -123.746 +/- 0.717 | dlogz: 6.531 > 0.109
iter: 5490 | bound: 85 | nc: 38 | ncall: 198614 | eff(%): 2.764 | loglstar: -inf < -69.709 < inf | logz: -123.741 +/- 0.717 | dlogz: 6.515 > 0.109
iter: 5491 | bound: 85 | nc: 38 | ncall: 198652 | eff(%): 2.764 | loglstar: -inf < -69.697 < inf | logz: -123.735 +/- 0.717 | dlogz: 6.500 > 0.109
iter: 5492 | bound: 85 | nc: 38 | ncall: 198690 | eff(%): 2.764 | loglstar: -inf < -69.661 < inf | logz: -123.730 +/- 0.717 | dlogz: 6.485 > 0.109
iter: 5493 | bound: 85 | nc: 38 | ncall: 198728 | eff(%): 2.764 | loglstar: -inf < -69.646 < inf | logz: -123.724 +/- 0.717 | dlogz: 6.469 > 0.109
iter: 5494 | bound: 85 | nc: 38 | ncall: 198766 | eff(%): 2.764 | loglstar: -inf < -69.644 < inf | logz: -123.719 +/- 0.718 | dlogz: 6.454 > 0.109
iter: 5495 | bound: 85 | nc: 38 | ncall: 198804 | eff(%): 2.764 | loglstar: -inf < -69.642 < inf | logz: -123.713 +/- 0.718 | dlogz: 6.438 > 0.109
iter: 5496 | bound: 85 | nc: 38 | ncall: 198842 | eff(%): 2.764 | loglstar: -inf < -69.604 < inf | logz: -123.708 +/- 0.718 | dlogz: 6.423 > 0.109
iter: 5497 | bound: 85 | nc: 38 | ncall: 198880 | eff(%): 2.764 | loglstar: -inf < -69.599 < inf | logz: -123.702 +/- 0.718 | dlogz: 6.407 > 0.109
iter: 5498 | bound: 85 | nc: 38 | ncall: 198918 | eff(%): 2.764 | loglstar: -inf < -69.592 < inf | logz: -123.697 +/- 0.718 | dlogz: 6.392 > 0.109
iter: 5499 | bound: 85 | nc: 38 | ncall: 198956 | eff(%): 2.764 | loglstar: -inf < -69.589 < inf | logz: -123.691 +/- 0.718 | dlogz: 6.377 > 0.109
iter: 5500 | bound: 85 | nc: 38 | ncall: 198994 | eff(%): 2.764 | loglstar: -inf < -69.585 < inf | logz: -123.686 +/- 0.718 | dlogz: 6.361 > 0.109
iter: 5501 | bound: 85 | nc: 38 | ncall: 199032 | eff(%): 2.764 | loglstar: -inf < -69.559 < inf | logz: -123.681 +/- 0.718 | dlogz: 6.346 > 0.109
iter: 5502 | bound: 85 | nc: 38 | ncall: 199070 | eff(%): 2.764 | loglstar: -inf < -69.541 < inf | logz: -123.675 +/- 0.718 | dlogz: 6.331 > 0.109
iter: 5503 | bound: 85 | nc: 38 | ncall: 199108 | eff(%): 2.764 | loglstar: -inf < -69.527 < inf | logz: -123.670 +/- 0.718 | dlogz: 6.315 > 0.109
iter: 5504 | bound: 85 | nc: 38 | ncall: 199146 | eff(%): 2.764 | loglstar: -inf < -69.524 < inf | logz: -123.665 +/- 0.718 | dlogz: 6.300 > 0.109
iter: 5505 | bound: 85 | nc: 38 | ncall: 199184 | eff(%): 2.764 | loglstar: -inf < -69.502 < inf | logz: -123.659 +/- 0.718 | dlogz: 6.285 > 0.109
iter: 5506 | bound: 85 | nc: 38 | ncall: 199222 | eff(%): 2.764 | loglstar: -inf < -69.486 < inf | logz: -123.654 +/- 0.718 | dlogz: 6.270 > 0.109
iter: 5507 | bound: 85 | nc: 38 | ncall: 199260 | eff(%): 2.764 | loglstar: -inf < -69.453 < inf | logz: -123.648 +/- 0.718 | dlogz: 6.254 > 0.109
iter: 5508 | bound: 85 | nc: 38 | ncall: 199298 | eff(%): 2.764 | loglstar: -inf < -69.404 < inf | logz: -123.643 +/- 0.718 | dlogz: 6.239 > 0.109
iter: 5509 | bound: 85 | nc: 38 | ncall: 199336 | eff(%): 2.764 | loglstar: -inf < -69.401 < inf | logz: -123.637 +/- 0.718 | dlogz: 6.223 > 0.109
iter: 5510 | bound: 85 | nc: 38 | ncall: 199374 | eff(%): 2.764 | loglstar: -inf < -69.393 < inf | logz: -123.632 +/- 0.718 | dlogz: 6.208 > 0.109
iter: 5511 | bound: 85 | nc: 38 | ncall: 199412 | eff(%): 2.764 | loglstar: -inf < -69.381 < inf | logz: -123.626 +/- 0.718 | dlogz: 6.193 > 0.109
iter: 5512 | bound: 85 | nc: 38 | ncall: 199450 | eff(%): 2.764 | loglstar: -inf < -69.340 < inf | logz: -123.621 +/- 0.718 | dlogz: 6.177 > 0.109
iter: 5513 | bound: 85 | nc: 38 | ncall: 199488 | eff(%): 2.764 | loglstar: -inf < -69.331 < inf | logz: -123.615 +/- 0.718 | dlogz: 6.162 > 0.109
iter: 5514 | bound: 85 | nc: 38 | ncall: 199526 | eff(%): 2.764 | loglstar: -inf < -69.329 < inf | logz: -123.609 +/- 0.718 | dlogz: 6.146 > 0.109
iter: 5515 | bound: 85 | nc: 38 | ncall: 199564 | eff(%): 2.764 | loglstar: -inf < -69.313 < inf | logz: -123.604 +/- 0.719 | dlogz: 6.131 > 0.109
iter: 5516 | bound: 85 | nc: 38 | ncall: 199602 | eff(%): 2.763 | loglstar: -inf < -69.301 < inf | logz: -123.598 +/- 0.719 | dlogz: 6.115 > 0.109
iter: 5517 | bound: 85 | nc: 38 | ncall: 199640 | eff(%): 2.763 | loglstar: -inf < -69.284 < inf | logz: -123.593 +/- 0.719 | dlogz: 6.100 > 0.109
iter: 5518 | bound: 85 | nc: 38 | ncall: 199678 | eff(%): 2.763 | loglstar: -inf < -69.263 < inf | logz: -123.587 +/- 0.719 | dlogz: 6.084 > 0.109
iter: 5519 | bound: 85 | nc: 38 | ncall: 199716 | eff(%): 2.763 | loglstar: -inf < -69.260 < inf | logz: -123.582 +/- 0.719 | dlogz: 6.069 > 0.109
iter: 5520 | bound: 85 | nc: 38 | ncall: 199754 | eff(%): 2.763 | loglstar: -inf < -69.138 < inf | logz: -123.576 +/- 0.719 | dlogz: 6.053 > 0.109
iter: 5521 | bound: 86 | nc: 38 | ncall: 199792 | eff(%): 2.763 | loglstar: -inf < -69.063 < inf | logz: -123.570 +/- 0.719 | dlogz: 6.038 > 0.109
iter: 5522 | bound: 86 | nc: 38 | ncall: 199830 | eff(%): 2.763 | loglstar: -inf < -69.057 < inf | logz: -123.563 +/- 0.719 | dlogz: 6.021 > 0.109
iter: 5523 | bound: 86 | nc: 38 | ncall: 199868 | eff(%): 2.763 | loglstar: -inf < -69.052 < inf | logz: -123.557 +/- 0.719 | dlogz: 6.005 > 0.109
iter: 5524 | bound: 86 | nc: 38 | ncall: 199906 | eff(%): 2.763 | loglstar: -inf < -69.028 < inf | logz: -123.551 +/- 0.719 | dlogz: 5.989 > 0.109
iter: 5525 | bound: 86 | nc: 38 | ncall: 199944 | eff(%): 2.763 | loglstar: -inf < -69.026 < inf | logz: -123.544 +/- 0.719 | dlogz: 5.973 > 0.109
iter: 5526 | bound: 86 | nc: 38 | ncall: 199982 | eff(%): 2.763 | loglstar: -inf < -69.006 < inf | logz: -123.538 +/- 0.719 | dlogz: 5.956 > 0.109
iter: 5527 | bound: 86 | nc: 38 | ncall: 200020 | eff(%): 2.763 | loglstar: -inf < -69.004 < inf | logz: -123.532 +/- 0.719 | dlogz: 5.940 > 0.109
iter: 5528 | bound: 86 | nc: 38 | ncall: 200058 | eff(%): 2.763 | loglstar: -inf < -69.001 < inf | logz: -123.525 +/- 0.719 | dlogz: 5.924 > 0.109
iter: 5529 | bound: 86 | nc: 38 | ncall: 200096 | eff(%): 2.763 | loglstar: -inf < -68.999 < inf | logz: -123.519 +/- 0.719 | dlogz: 5.908 > 0.109
iter: 5530 | bound: 86 | nc: 38 | ncall: 200134 | eff(%): 2.763 | loglstar: -inf < -68.998 < inf | logz: -123.513 +/- 0.719 | dlogz: 5.892 > 0.109
iter: 5531 | bound: 86 | nc: 38 | ncall: 200172 | eff(%): 2.763 | loglstar: -inf < -68.997 < inf | logz: -123.507 +/- 0.719 | dlogz: 5.876 > 0.109
iter: 5532 | bound: 86 | nc: 38 | ncall: 200210 | eff(%): 2.763 | loglstar: -inf < -68.997 < inf | logz: -123.502 +/- 0.720 | dlogz: 5.860 > 0.109
iter: 5533 | bound: 86 | nc: 38 | ncall: 200248 | eff(%): 2.763 | loglstar: -inf < -68.992 < inf | logz: -123.496 +/- 0.720 | dlogz: 5.844 > 0.109
iter: 5534 | bound: 86 | nc: 38 | ncall: 200286 | eff(%): 2.763 | loglstar: -inf < -68.987 < inf | logz: -123.490 +/- 0.720 | dlogz: 5.829 > 0.109
iter: 5535 | bound: 86 | nc: 38 | ncall: 200324 | eff(%): 2.763 | loglstar: -inf < -68.957 < inf | logz: -123.484 +/- 0.720 | dlogz: 5.813 > 0.109
iter: 5536 | bound: 86 | nc: 38 | ncall: 200362 | eff(%): 2.763 | loglstar: -inf < -68.955 < inf | logz: -123.479 +/- 0.720 | dlogz: 5.797 > 0.109
iter: 5537 | bound: 86 | nc: 38 | ncall: 200400 | eff(%): 2.763 | loglstar: -inf < -68.953 < inf | logz: -123.473 +/- 0.720 | dlogz: 5.782 > 0.109
iter: 5538 | bound: 86 | nc: 38 | ncall: 200438 | eff(%): 2.763 | loglstar: -inf < -68.913 < inf | logz: -123.467 +/- 0.720 | dlogz: 5.766 > 0.109
iter: 5539 | bound: 86 | nc: 38 | ncall: 200476 | eff(%): 2.763 | loglstar: -inf < -68.911 < inf | logz: -123.462 +/- 0.720 | dlogz: 5.751 > 0.109
iter: 5540 | bound: 86 | nc: 38 | ncall: 200514 | eff(%): 2.763 | loglstar: -inf < -68.911 < inf | logz: -123.456 +/- 0.720 | dlogz: 5.735 > 0.109
iter: 5541 | bound: 86 | nc: 38 | ncall: 200552 | eff(%): 2.763 | loglstar: -inf < -68.911 < inf | logz: -123.451 +/- 0.720 | dlogz: 5.720 > 0.109
iter: 5542 | bound: 86 | nc: 38 | ncall: 200590 | eff(%): 2.763 | loglstar: -inf < -68.910 < inf | logz: -123.445 +/- 0.720 | dlogz: 5.704 > 0.109
iter: 5543 | bound: 86 | nc: 38 | ncall: 200628 | eff(%): 2.763 | loglstar: -inf < -68.897 < inf | logz: -123.440 +/- 0.720 | dlogz: 5.689 > 0.109
iter: 5544 | bound: 86 | nc: 38 | ncall: 200666 | eff(%): 2.763 | loglstar: -inf < -68.847 < inf | logz: -123.434 +/- 0.720 | dlogz: 5.674 > 0.109
iter: 5545 | bound: 86 | nc: 38 | ncall: 200704 | eff(%): 2.763 | loglstar: -inf < -68.836 < inf | logz: -123.429 +/- 0.720 | dlogz: 5.658 > 0.109
iter: 5546 | bound: 86 | nc: 38 | ncall: 200742 | eff(%): 2.763 | loglstar: -inf < -68.827 < inf | logz: -123.423 +/- 0.720 | dlogz: 5.643 > 0.109
iter: 5547 | bound: 86 | nc: 38 | ncall: 200780 | eff(%): 2.763 | loglstar: -inf < -68.818 < inf | logz: -123.418 +/- 0.720 | dlogz: 5.627 > 0.109
iter: 5548 | bound: 86 | nc: 38 | ncall: 200818 | eff(%): 2.763 | loglstar: -inf < -68.816 < inf | logz: -123.412 +/- 0.720 | dlogz: 5.612 > 0.109
iter: 5549 | bound: 86 | nc: 38 | ncall: 200856 | eff(%): 2.763 | loglstar: -inf < -68.778 < inf | logz: -123.407 +/- 0.720 | dlogz: 5.597 > 0.109
iter: 5550 | bound: 86 | nc: 38 | ncall: 200894 | eff(%): 2.763 | loglstar: -inf < -68.777 < inf | logz: -123.401 +/- 0.720 | dlogz: 5.581 > 0.109
iter: 5551 | bound: 86 | nc: 38 | ncall: 200932 | eff(%): 2.763 | loglstar: -inf < -68.757 < inf | logz: -123.396 +/- 0.721 | dlogz: 5.566 > 0.109
iter: 5552 | bound: 86 | nc: 38 | ncall: 200970 | eff(%): 2.763 | loglstar: -inf < -68.713 < inf | logz: -123.390 +/- 0.721 | dlogz: 5.550 > 0.109
iter: 5553 | bound: 86 | nc: 38 | ncall: 201008 | eff(%): 2.763 | loglstar: -inf < -68.677 < inf | logz: -123.385 +/- 0.721 | dlogz: 5.535 > 0.109
iter: 5554 | bound: 86 | nc: 38 | ncall: 201046 | eff(%): 2.763 | loglstar: -inf < -68.672 < inf | logz: -123.379 +/- 0.721 | dlogz: 5.519 > 0.109
iter: 5555 | bound: 86 | nc: 38 | ncall: 201084 | eff(%): 2.763 | loglstar: -inf < -68.661 < inf | logz: -123.373 +/- 0.721 | dlogz: 5.504 > 0.109
iter: 5556 | bound: 86 | nc: 38 | ncall: 201122 | eff(%): 2.763 | loglstar: -inf < -68.649 < inf | logz: -123.368 +/- 0.721 | dlogz: 5.488 > 0.109
iter: 5557 | bound: 86 | nc: 38 | ncall: 201160 | eff(%): 2.762 | loglstar: -inf < -68.624 < inf | logz: -123.362 +/- 0.721 | dlogz: 5.473 > 0.109
iter: 5558 | bound: 86 | nc: 38 | ncall: 201198 | eff(%): 2.762 | loglstar: -inf < -68.601 < inf | logz: -123.356 +/- 0.721 | dlogz: 5.457 > 0.109
iter: 5559 | bound: 86 | nc: 38 | ncall: 201236 | eff(%): 2.762 | loglstar: -inf < -68.596 < inf | logz: -123.350 +/- 0.721 | dlogz: 5.442 > 0.109
iter: 5560 | bound: 86 | nc: 38 | ncall: 201274 | eff(%): 2.762 | loglstar: -inf < -68.581 < inf | logz: -123.345 +/- 0.721 | dlogz: 5.426 > 0.109
iter: 5561 | bound: 86 | nc: 38 | ncall: 201312 | eff(%): 2.762 | loglstar: -inf < -68.567 < inf | logz: -123.339 +/- 0.721 | dlogz: 5.410 > 0.109
iter: 5562 | bound: 86 | nc: 38 | ncall: 201350 | eff(%): 2.762 | loglstar: -inf < -68.557 < inf | logz: -123.333 +/- 0.721 | dlogz: 5.395 > 0.109
iter: 5563 | bound: 86 | nc: 38 | ncall: 201388 | eff(%): 2.762 | loglstar: -inf < -68.550 < inf | logz: -123.328 +/- 0.721 | dlogz: 5.379 > 0.109
iter: 5564 | bound: 86 | nc: 38 | ncall: 201426 | eff(%): 2.762 | loglstar: -inf < -68.541 < inf | logz: -123.322 +/- 0.721 | dlogz: 5.364 > 0.109
iter: 5565 | bound: 86 | nc: 38 | ncall: 201464 | eff(%): 2.762 | loglstar: -inf < -68.479 < inf | logz: -123.317 +/- 0.721 | dlogz: 5.348 > 0.109
iter: 5566 | bound: 86 | nc: 38 | ncall: 201502 | eff(%): 2.762 | loglstar: -inf < -68.477 < inf | logz: -123.311 +/- 0.721 | dlogz: 5.333 > 0.109
iter: 5567 | bound: 86 | nc: 38 | ncall: 201540 | eff(%): 2.762 | loglstar: -inf < -68.475 < inf | logz: -123.305 +/- 0.721 | dlogz: 5.317 > 0.109
iter: 5568 | bound: 86 | nc: 38 | ncall: 201578 | eff(%): 2.762 | loglstar: -inf < -68.448 < inf | logz: -123.299 +/- 0.721 | dlogz: 5.302 > 0.109
iter: 5569 | bound: 86 | nc: 38 | ncall: 201616 | eff(%): 2.762 | loglstar: -inf < -68.445 < inf | logz: -123.294 +/- 0.722 | dlogz: 5.286 > 0.109
iter: 5570 | bound: 86 | nc: 38 | ncall: 201654 | eff(%): 2.762 | loglstar: -inf < -68.431 < inf | logz: -123.288 +/- 0.722 | dlogz: 5.270 > 0.109
iter: 5571 | bound: 86 | nc: 38 | ncall: 201692 | eff(%): 2.762 | loglstar: -inf < -68.429 < inf | logz: -123.282 +/- 0.722 | dlogz: 5.255 > 0.109
iter: 5572 | bound: 86 | nc: 38 | ncall: 201730 | eff(%): 2.762 | loglstar: -inf < -68.421 < inf | logz: -123.277 +/- 0.722 | dlogz: 5.239 > 0.109
iter: 5573 | bound: 86 | nc: 38 | ncall: 201768 | eff(%): 2.762 | loglstar: -inf < -68.413 < inf | logz: -123.271 +/- 0.722 | dlogz: 5.224 > 0.109
iter: 5574 | bound: 86 | nc: 38 | ncall: 201806 | eff(%): 2.762 | loglstar: -inf < -68.390 < inf | logz: -123.266 +/- 0.722 | dlogz: 5.209 > 0.109
iter: 5575 | bound: 86 | nc: 38 | ncall: 201844 | eff(%): 2.762 | loglstar: -inf < -68.353 < inf | logz: -123.260 +/- 0.722 | dlogz: 5.193 > 0.109
iter: 5576 | bound: 86 | nc: 38 | ncall: 201882 | eff(%): 2.762 | loglstar: -inf < -68.326 < inf | logz: -123.255 +/- 0.722 | dlogz: 5.178 > 0.109
iter: 5577 | bound: 86 | nc: 38 | ncall: 201920 | eff(%): 2.762 | loglstar: -inf < -68.313 < inf | logz: -123.249 +/- 0.722 | dlogz: 5.162 > 0.109
iter: 5578 | bound: 86 | nc: 38 | ncall: 201958 | eff(%): 2.762 | loglstar: -inf < -68.300 < inf | logz: -123.243 +/- 0.722 | dlogz: 5.147 > 0.109
iter: 5579 | bound: 86 | nc: 38 | ncall: 201996 | eff(%): 2.762 | loglstar: -inf < -68.278 < inf | logz: -123.238 +/- 0.722 | dlogz: 5.131 > 0.109
iter: 5580 | bound: 86 | nc: 38 | ncall: 202034 | eff(%): 2.762 | loglstar: -inf < -68.276 < inf | logz: -123.232 +/- 0.722 | dlogz: 5.116 > 0.109
iter: 5581 | bound: 86 | nc: 38 | ncall: 202072 | eff(%): 2.762 | loglstar: -inf < -68.263 < inf | logz: -123.226 +/- 0.722 | dlogz: 5.100 > 0.109
iter: 5582 | bound: 86 | nc: 38 | ncall: 202110 | eff(%): 2.762 | loglstar: -inf < -68.260 < inf | logz: -123.221 +/- 0.722 | dlogz: 5.085 > 0.109
iter: 5583 | bound: 86 | nc: 38 | ncall: 202148 | eff(%): 2.762 | loglstar: -inf < -68.258 < inf | logz: -123.215 +/- 0.722 | dlogz: 5.069 > 0.109
iter: 5584 | bound: 86 | nc: 38 | ncall: 202186 | eff(%): 2.762 | loglstar: -inf < -68.258 < inf | logz: -123.210 +/- 0.722 | dlogz: 5.054 > 0.109
iter: 5585 | bound: 86 | nc: 38 | ncall: 202224 | eff(%): 2.762 | loglstar: -inf < -68.213 < inf | logz: -123.204 +/- 0.722 | dlogz: 5.039 > 0.109
iter: 5586 | bound: 86 | nc: 38 | ncall: 202262 | eff(%): 2.762 | loglstar: -inf < -68.192 < inf | logz: -123.199 +/- 0.722 | dlogz: 5.023 > 0.109
iter: 5587 | bound: 86 | nc: 38 | ncall: 202300 | eff(%): 2.762 | loglstar: -inf < -68.173 < inf | logz: -123.193 +/- 0.723 | dlogz: 5.008 > 0.109
iter: 5588 | bound: 86 | nc: 38 | ncall: 202338 | eff(%): 2.762 | loglstar: -inf < -68.156 < inf | logz: -123.187 +/- 0.723 | dlogz: 4.992 > 0.109
iter: 5589 | bound: 86 | nc: 38 | ncall: 202376 | eff(%): 2.762 | loglstar: -inf < -68.113 < inf | logz: -123.182 +/- 0.723 | dlogz: 4.977 > 0.109
iter: 5590 | bound: 86 | nc: 38 | ncall: 202414 | eff(%): 2.762 | loglstar: -inf < -68.107 < inf | logz: -123.176 +/- 0.723 | dlogz: 4.961 > 0.109
iter: 5591 | bound: 86 | nc: 38 | ncall: 202452 | eff(%): 2.762 | loglstar: -inf < -68.078 < inf | logz: -123.170 +/- 0.723 | dlogz: 4.946 > 0.109
iter: 5592 | bound: 86 | nc: 38 | ncall: 202490 | eff(%): 2.762 | loglstar: -inf < -68.068 < inf | logz: -123.164 +/- 0.723 | dlogz: 4.930 > 0.109
iter: 5593 | bound: 86 | nc: 38 | ncall: 202528 | eff(%): 2.762 | loglstar: -inf < -68.049 < inf | logz: -123.159 +/- 0.723 | dlogz: 4.915 > 0.109
iter: 5594 | bound: 86 | nc: 38 | ncall: 202566 | eff(%): 2.762 | loglstar: -inf < -68.048 < inf | logz: -123.153 +/- 0.723 | dlogz: 4.899 > 0.109
iter: 5595 | bound: 86 | nc: 38 | ncall: 202604 | eff(%): 2.762 | loglstar: -inf < -68.038 < inf | logz: -123.147 +/- 0.723 | dlogz: 4.883 > 0.109
iter: 5596 | bound: 86 | nc: 38 | ncall: 202642 | eff(%): 2.762 | loglstar: -inf < -68.025 < inf | logz: -123.142 +/- 0.723 | dlogz: 4.868 > 0.109
iter: 5597 | bound: 86 | nc: 38 | ncall: 202680 | eff(%): 2.761 | loglstar: -inf < -68.012 < inf | logz: -123.136 +/- 0.723 | dlogz: 4.852 > 0.109
iter: 5598 | bound: 86 | nc: 38 | ncall: 202718 | eff(%): 2.761 | loglstar: -inf < -67.989 < inf | logz: -123.130 +/- 0.723 | dlogz: 4.837 > 0.109
iter: 5599 | bound: 86 | nc: 38 | ncall: 202756 | eff(%): 2.761 | loglstar: -inf < -67.980 < inf | logz: -123.125 +/- 0.723 | dlogz: 6.200 > 0.109
iter: 5600 | bound: 86 | nc: 38 | ncall: 202794 | eff(%): 2.761 | loglstar: -inf < -67.978 < inf | logz: -123.119 +/- 0.723 | dlogz: 6.184 > 0.109
iter: 5601 | bound: 86 | nc: 38 | ncall: 202832 | eff(%): 2.761 | loglstar: -inf < -67.951 < inf | logz: -123.113 +/- 0.723 | dlogz: 6.169 > 0.109
iter: 5602 | bound: 86 | nc: 38 | ncall: 202870 | eff(%): 2.761 | loglstar: -inf < -67.949 < inf | logz: -123.108 +/- 0.723 | dlogz: 6.153 > 0.109
iter: 5603 | bound: 86 | nc: 38 | ncall: 202908 | eff(%): 2.761 | loglstar: -inf < -67.943 < inf | logz: -123.102 +/- 0.723 | dlogz: 6.138 > 0.109
iter: 5604 | bound: 86 | nc: 38 | ncall: 202946 | eff(%): 2.761 | loglstar: -inf < -67.898 < inf | logz: -123.097 +/- 0.723 | dlogz: 6.122 > 0.109
iter: 5605 | bound: 86 | nc: 38 | ncall: 202984 | eff(%): 2.761 | loglstar: -inf < -67.894 < inf | logz: -123.091 +/- 0.724 | dlogz: 6.107 > 0.109
iter: 5606 | bound: 86 | nc: 38 | ncall: 203022 | eff(%): 2.761 | loglstar: -inf < -67.860 < inf | logz: -123.086 +/- 0.724 | dlogz: 6.091 > 0.109
iter: 5607 | bound: 86 | nc: 38 | ncall: 203060 | eff(%): 2.761 | loglstar: -inf < -67.859 < inf | logz: -123.080 +/- 0.724 | dlogz: 6.076 > 0.109
iter: 5608 | bound: 86 | nc: 38 | ncall: 203098 | eff(%): 2.761 | loglstar: -inf < -67.833 < inf | logz: -123.074 +/- 0.724 | dlogz: 6.060 > 0.109
iter: 5609 | bound: 86 | nc: 38 | ncall: 203136 | eff(%): 2.761 | loglstar: -inf < -67.830 < inf | logz: -123.069 +/- 0.724 | dlogz: 6.045 > 0.109
iter: 5610 | bound: 86 | nc: 38 | ncall: 203174 | eff(%): 2.761 | loglstar: -inf < -67.803 < inf | logz: -123.063 +/- 0.724 | dlogz: 6.029 > 0.109
iter: 5611 | bound: 86 | nc: 38 | ncall: 203212 | eff(%): 2.761 | loglstar: -inf < -67.799 < inf | logz: -123.057 +/- 0.724 | dlogz: 6.014 > 0.109
iter: 5612 | bound: 86 | nc: 38 | ncall: 203250 | eff(%): 2.761 | loglstar: -inf < -67.796 < inf | logz: -123.052 +/- 0.724 | dlogz: 5.998 > 0.109
iter: 5613 | bound: 86 | nc: 38 | ncall: 203288 | eff(%): 2.761 | loglstar: -inf < -67.776 < inf | logz: -123.046 +/- 0.724 | dlogz: 5.983 > 0.109
iter: 5614 | bound: 86 | nc: 38 | ncall: 203326 | eff(%): 2.761 | loglstar: -inf < -67.775 < inf | logz: -123.041 +/- 0.724 | dlogz: 5.967 > 0.109
iter: 5615 | bound: 86 | nc: 38 | ncall: 203364 | eff(%): 2.761 | loglstar: -inf < -67.760 < inf | logz: -123.035 +/- 0.724 | dlogz: 5.952 > 0.109
iter: 5616 | bound: 86 | nc: 38 | ncall: 203402 | eff(%): 2.761 | loglstar: -inf < -67.745 < inf | logz: -123.030 +/- 0.724 | dlogz: 5.936 > 0.109
iter: 5617 | bound: 86 | nc: 38 | ncall: 203440 | eff(%): 2.761 | loglstar: -inf < -67.738 < inf | logz: -123.024 +/- 0.724 | dlogz: 5.921 > 0.109
iter: 5618 | bound: 86 | nc: 38 | ncall: 203478 | eff(%): 2.761 | loglstar: -inf < -67.732 < inf | logz: -123.019 +/- 0.724 | dlogz: 5.906 > 0.109
iter: 5619 | bound: 86 | nc: 38 | ncall: 203516 | eff(%): 2.761 | loglstar: -inf < -67.711 < inf | logz: -123.013 +/- 0.724 | dlogz: 5.890 > 0.109
iter: 5620 | bound: 86 | nc: 38 | ncall: 203554 | eff(%): 2.761 | loglstar: -inf < -67.708 < inf | logz: -123.008 +/- 0.724 | dlogz: 5.875 > 0.109
iter: 5621 | bound: 87 | nc: 38 | ncall: 203592 | eff(%): 2.761 | loglstar: -inf < -67.692 < inf | logz: -123.003 +/- 0.724 | dlogz: 5.860 > 0.109
iter: 5622 | bound: 87 | nc: 38 | ncall: 203630 | eff(%): 2.761 | loglstar: -inf < -67.689 < inf | logz: -122.997 +/- 0.725 | dlogz: 5.844 > 0.109
iter: 5623 | bound: 87 | nc: 38 | ncall: 203668 | eff(%): 2.761 | loglstar: -inf < -67.688 < inf | logz: -122.992 +/- 0.725 | dlogz: 5.829 > 0.109
iter: 5624 | bound: 87 | nc: 38 | ncall: 203706 | eff(%): 2.761 | loglstar: -inf < -67.682 < inf | logz: -122.987 +/- 0.725 | dlogz: 5.814 > 0.109
iter: 5625 | bound: 87 | nc: 38 | ncall: 203744 | eff(%): 2.761 | loglstar: -inf < -67.682 < inf | logz: -122.982 +/- 0.725 | dlogz: 5.799 > 0.109
iter: 5626 | bound: 87 | nc: 38 | ncall: 203782 | eff(%): 2.761 | loglstar: -inf < -67.679 < inf | logz: -122.977 +/- 0.725 | dlogz: 5.784 > 0.109
iter: 5627 | bound: 87 | nc: 38 | ncall: 203820 | eff(%): 2.761 | loglstar: -inf < -67.666 < inf | logz: -122.972 +/- 0.725 | dlogz: 5.769 > 0.109
iter: 5628 | bound: 87 | nc: 38 | ncall: 203858 | eff(%): 2.761 | loglstar: -inf < -67.646 < inf | logz: -122.967 +/- 0.725 | dlogz: 5.754 > 0.109
iter: 5629 | bound: 87 | nc: 38 | ncall: 203896 | eff(%): 2.761 | loglstar: -inf < -67.634 < inf | logz: -122.962 +/- 0.725 | dlogz: 5.739 > 0.109
iter: 5630 | bound: 87 | nc: 38 | ncall: 203934 | eff(%): 2.761 | loglstar: -inf < -67.624 < inf | logz: -122.957 +/- 0.725 | dlogz: 5.724 > 0.109
iter: 5631 | bound: 87 | nc: 38 | ncall: 203972 | eff(%): 2.761 | loglstar: -inf < -67.624 < inf | logz: -122.952 +/- 0.725 | dlogz: 5.709 > 0.109
iter: 5632 | bound: 87 | nc: 38 | ncall: 204010 | eff(%): 2.761 | loglstar: -inf < -67.612 < inf | logz: -122.947 +/- 0.725 | dlogz: 5.694 > 0.109
iter: 5633 | bound: 87 | nc: 38 | ncall: 204048 | eff(%): 2.761 | loglstar: -inf < -67.553 < inf | logz: -122.942 +/- 0.725 | dlogz: 5.680 > 0.109
iter: 5634 | bound: 87 | nc: 38 | ncall: 204086 | eff(%): 2.761 | loglstar: -inf < -67.538 < inf | logz: -122.937 +/- 0.725 | dlogz: 5.665 > 0.109
iter: 5635 | bound: 87 | nc: 38 | ncall: 204124 | eff(%): 2.761 | loglstar: -inf < -67.497 < inf | logz: -122.932 +/- 0.725 | dlogz: 5.650 > 0.109
iter: 5636 | bound: 87 | nc: 38 | ncall: 204162 | eff(%): 2.761 | loglstar: -inf < -67.493 < inf | logz: -122.926 +/- 0.725 | dlogz: 5.635 > 0.109
iter: 5637 | bound: 87 | nc: 38 | ncall: 204200 | eff(%): 2.761 | loglstar: -inf < -67.486 < inf | logz: -122.921 +/- 0.725 | dlogz: 5.619 > 0.109
iter: 5638 | bound: 87 | nc: 38 | ncall: 204238 | eff(%): 2.761 | loglstar: -inf < -67.484 < inf | logz: -122.916 +/- 0.725 | dlogz: 5.604 > 0.109
iter: 5639 | bound: 87 | nc: 38 | ncall: 204276 | eff(%): 2.760 | loglstar: -inf < -67.482 < inf | logz: -122.911 +/- 0.725 | dlogz: 5.589 > 0.109
iter: 5640 | bound: 87 | nc: 38 | ncall: 204314 | eff(%): 2.760 | loglstar: -inf < -67.453 < inf | logz: -122.906 +/- 0.725 | dlogz: 5.574 > 0.109
iter: 5641 | bound: 87 | nc: 38 | ncall: 204352 | eff(%): 2.760 | loglstar: -inf < -67.450 < inf | logz: -122.901 +/- 0.725 | dlogz: 5.559 > 0.109
iter: 5642 | bound: 87 | nc: 38 | ncall: 204390 | eff(%): 2.760 | loglstar: -inf < -67.439 < inf | logz: -122.896 +/- 0.726 | dlogz: 5.544 > 0.109
iter: 5643 | bound: 87 | nc: 38 | ncall: 204428 | eff(%): 2.760 | loglstar: -inf < -67.428 < inf | logz: -122.891 +/- 0.726 | dlogz: 5.529 > 0.109
iter: 5644 | bound: 87 | nc: 38 | ncall: 204466 | eff(%): 2.760 | loglstar: -inf < -67.413 < inf | logz: -122.886 +/- 0.726 | dlogz: 5.515 > 0.109
iter: 5645 | bound: 87 | nc: 38 | ncall: 204504 | eff(%): 2.760 | loglstar: -inf < -67.397 < inf | logz: -122.881 +/- 0.726 | dlogz: 5.500 > 0.109
iter: 5646 | bound: 87 | nc: 38 | ncall: 204542 | eff(%): 2.760 | loglstar: -inf < -67.379 < inf | logz: -122.876 +/- 0.726 | dlogz: 5.485 > 0.109
iter: 5647 | bound: 87 | nc: 38 | ncall: 204580 | eff(%): 2.760 | loglstar: -inf < -67.339 < inf | logz: -122.871 +/- 0.726 | dlogz: 5.470 > 0.109
iter: 5648 | bound: 87 | nc: 38 | ncall: 204618 | eff(%): 2.760 | loglstar: -inf < -67.324 < inf | logz: -122.865 +/- 0.726 | dlogz: 5.455 > 0.109
iter: 5649 | bound: 87 | nc: 38 | ncall: 204656 | eff(%): 2.760 | loglstar: -inf < -67.317 < inf | logz: -122.860 +/- 0.726 | dlogz: 5.440 > 0.109
iter: 5650 | bound: 87 | nc: 38 | ncall: 204694 | eff(%): 2.760 | loglstar: -inf < -67.289 < inf | logz: -122.855 +/- 0.726 | dlogz: 5.425 > 0.109
iter: 5651 | bound: 87 | nc: 38 | ncall: 204732 | eff(%): 2.760 | loglstar: -inf < -67.279 < inf | logz: -122.850 +/- 0.726 | dlogz: 5.410 > 0.109
iter: 5652 | bound: 87 | nc: 38 | ncall: 204770 | eff(%): 2.760 | loglstar: -inf < -67.278 < inf | logz: -122.845 +/- 0.726 | dlogz: 5.395 > 0.109
iter: 5653 | bound: 87 | nc: 38 | ncall: 204808 | eff(%): 2.760 | loglstar: -inf < -67.275 < inf | logz: -122.840 +/- 0.726 | dlogz: 5.380 > 0.109
iter: 5654 | bound: 87 | nc: 38 | ncall: 204846 | eff(%): 2.760 | loglstar: -inf < -67.268 < inf | logz: -122.835 +/- 0.726 | dlogz: 5.365 > 0.109
iter: 5655 | bound: 87 | nc: 38 | ncall: 204884 | eff(%): 2.760 | loglstar: -inf < -67.244 < inf | logz: -122.830 +/- 0.726 | dlogz: 5.350 > 0.109
iter: 5656 | bound: 87 | nc: 38 | ncall: 204922 | eff(%): 2.760 | loglstar: -inf < -67.191 < inf | logz: -122.825 +/- 0.726 | dlogz: 5.335 > 0.109
iter: 5657 | bound: 87 | nc: 38 | ncall: 204960 | eff(%): 2.760 | loglstar: -inf < -67.179 < inf | logz: -122.820 +/- 0.726 | dlogz: 5.320 > 0.109
iter: 5658 | bound: 87 | nc: 38 | ncall: 204998 | eff(%): 2.760 | loglstar: -inf < -67.166 < inf | logz: -122.814 +/- 0.726 | dlogz: 5.305 > 0.109
iter: 5659 | bound: 87 | nc: 38 | ncall: 205036 | eff(%): 2.760 | loglstar: -inf < -67.150 < inf | logz: -122.809 +/- 0.726 | dlogz: 5.290 > 0.109
iter: 5660 | bound: 87 | nc: 38 | ncall: 205074 | eff(%): 2.760 | loglstar: -inf < -67.130 < inf | logz: -122.804 +/- 0.726 | dlogz: 5.275 > 0.109
iter: 5661 | bound: 87 | nc: 38 | ncall: 205112 | eff(%): 2.760 | loglstar: -inf < -67.107 < inf | logz: -122.799 +/- 0.727 | dlogz: 5.260 > 0.109
iter: 5662 | bound: 87 | nc: 38 | ncall: 205150 | eff(%): 2.760 | loglstar: -inf < -67.084 < inf | logz: -122.793 +/- 0.727 | dlogz: 5.245 > 0.109
iter: 5663 | bound: 87 | nc: 38 | ncall: 205188 | eff(%): 2.760 | loglstar: -inf < -67.067 < inf | logz: -122.788 +/- 0.727 | dlogz: 5.230 > 0.109
iter: 5664 | bound: 87 | nc: 38 | ncall: 205226 | eff(%): 2.760 | loglstar: -inf < -67.035 < inf | logz: -122.783 +/- 0.727 | dlogz: 5.214 > 0.109
iter: 5665 | bound: 87 | nc: 38 | ncall: 205264 | eff(%): 2.760 | loglstar: -inf < -67.034 < inf | logz: -122.777 +/- 0.727 | dlogz: 5.199 > 0.109
iter: 5666 | bound: 87 | nc: 38 | ncall: 205302 | eff(%): 2.760 | loglstar: -inf < -67.029 < inf | logz: -122.772 +/- 0.727 | dlogz: 5.184 > 0.109
iter: 5667 | bound: 87 | nc: 38 | ncall: 205340 | eff(%): 2.760 | loglstar: -inf < -67.029 < inf | logz: -122.767 +/- 0.727 | dlogz: 5.169 > 0.109
iter: 5668 | bound: 87 | nc: 38 | ncall: 205378 | eff(%): 2.760 | loglstar: -inf < -67.019 < inf | logz: -122.762 +/- 0.727 | dlogz: 5.154 > 0.109
iter: 5669 | bound: 87 | nc: 38 | ncall: 205416 | eff(%): 2.760 | loglstar: -inf < -67.015 < inf | logz: -122.757 +/- 0.727 | dlogz: 5.139 > 0.109
iter: 5670 | bound: 87 | nc: 38 | ncall: 205454 | eff(%): 2.760 | loglstar: -inf < -67.014 < inf | logz: -122.752 +/- 0.727 | dlogz: 5.124 > 0.109
iter: 5671 | bound: 87 | nc: 38 | ncall: 205492 | eff(%): 2.760 | loglstar: -inf < -67.002 < inf | logz: -122.747 +/- 0.727 | dlogz: 5.109 > 0.109
iter: 5672 | bound: 87 | nc: 38 | ncall: 205530 | eff(%): 2.760 | loglstar: -inf < -66.968 < inf | logz: -122.741 +/- 0.727 | dlogz: 5.094 > 0.109
iter: 5673 | bound: 87 | nc: 38 | ncall: 205568 | eff(%): 2.760 | loglstar: -inf < -66.963 < inf | logz: -122.736 +/- 0.727 | dlogz: 5.079 > 0.109
iter: 5674 | bound: 87 | nc: 38 | ncall: 205606 | eff(%): 2.760 | loglstar: -inf < -66.962 < inf | logz: -122.731 +/- 0.727 | dlogz: 5.064 > 0.109
iter: 5675 | bound: 87 | nc: 38 | ncall: 205644 | eff(%): 2.760 | loglstar: -inf < -66.960 < inf | logz: -122.726 +/- 0.727 | dlogz: 5.049 > 0.109
iter: 5676 | bound: 87 | nc: 38 | ncall: 205682 | eff(%): 2.760 | loglstar: -inf < -66.952 < inf | logz: -122.722 +/- 0.727 | dlogz: 5.034 > 0.109
iter: 5677 | bound: 87 | nc: 38 | ncall: 205720 | eff(%): 2.760 | loglstar: -inf < -66.924 < inf | logz: -122.717 +/- 0.727 | dlogz: 5.020 > 0.109
iter: 5678 | bound: 87 | nc: 38 | ncall: 205758 | eff(%): 2.760 | loglstar: -inf < -66.923 < inf | logz: -122.712 +/- 0.727 | dlogz: 5.005 > 0.109
iter: 5679 | bound: 87 | nc: 38 | ncall: 205796 | eff(%): 2.760 | loglstar: -inf < -66.901 < inf | logz: -122.707 +/- 0.727 | dlogz: 4.990 > 0.109
iter: 5680 | bound: 87 | nc: 38 | ncall: 205834 | eff(%): 2.760 | loglstar: -inf < -66.893 < inf | logz: -122.702 +/- 0.728 | dlogz: 4.975 > 0.109
iter: 5681 | bound: 87 | nc: 38 | ncall: 205872 | eff(%): 2.759 | loglstar: -inf < -66.878 < inf | logz: -122.697 +/- 0.728 | dlogz: 4.961 > 0.109
iter: 5682 | bound: 87 | nc: 38 | ncall: 205910 | eff(%): 2.759 | loglstar: -inf < -66.878 < inf | logz: -122.692 +/- 0.728 | dlogz: 4.946 > 0.109
iter: 5683 | bound: 87 | nc: 38 | ncall: 205948 | eff(%): 2.759 | loglstar: -inf < -66.873 < inf | logz: -122.687 +/- 0.728 | dlogz: 4.931 > 0.109
iter: 5684 | bound: 87 | nc: 38 | ncall: 205986 | eff(%): 2.759 | loglstar: -inf < -66.868 < inf | logz: -122.683 +/- 0.728 | dlogz: 4.916 > 0.109
iter: 5685 | bound: 87 | nc: 38 | ncall: 206024 | eff(%): 2.759 | loglstar: -inf < -66.858 < inf | logz: -122.678 +/- 0.728 | dlogz: 4.902 > 0.109
iter: 5686 | bound: 87 | nc: 38 | ncall: 206062 | eff(%): 2.759 | loglstar: -inf < -66.826 < inf | logz: -122.673 +/- 0.728 | dlogz: 4.887 > 0.109
iter: 5687 | bound: 87 | nc: 38 | ncall: 206100 | eff(%): 2.759 | loglstar: -inf < -66.819 < inf | logz: -122.668 +/- 0.728 | dlogz: 4.873 > 0.109
iter: 5688 | bound: 87 | nc: 38 | ncall: 206138 | eff(%): 2.759 | loglstar: -inf < -66.797 < inf | logz: -122.664 +/- 0.728 | dlogz: 4.858 > 0.109
iter: 5689 | bound: 87 | nc: 38 | ncall: 206176 | eff(%): 2.759 | loglstar: -inf < -66.783 < inf | logz: -122.659 +/- 0.728 | dlogz: 4.844 > 0.109
iter: 5690 | bound: 87 | nc: 38 | ncall: 206214 | eff(%): 2.759 | loglstar: -inf < -66.782 < inf | logz: -122.654 +/- 0.728 | dlogz: 4.829 > 0.109
iter: 5691 | bound: 87 | nc: 38 | ncall: 206252 | eff(%): 2.759 | loglstar: -inf < -66.777 < inf | logz: -122.649 +/- 0.728 | dlogz: 4.814 > 0.109
iter: 5692 | bound: 87 | nc: 38 | ncall: 206290 | eff(%): 2.759 | loglstar: -inf < -66.774 < inf | logz: -122.645 +/- 0.728 | dlogz: 4.800 > 0.109
iter: 5693 | bound: 87 | nc: 38 | ncall: 206328 | eff(%): 2.759 | loglstar: -inf < -66.761 < inf | logz: -122.640 +/- 0.728 | dlogz: 4.785 > 0.109
iter: 5694 | bound: 87 | nc: 38 | ncall: 206366 | eff(%): 2.759 | loglstar: -inf < -66.747 < inf | logz: -122.635 +/- 0.728 | dlogz: 4.771 > 0.109
iter: 5695 | bound: 87 | nc: 38 | ncall: 206404 | eff(%): 2.759 | loglstar: -inf < -66.726 < inf | logz: -122.631 +/- 0.728 | dlogz: 4.756 > 0.109
iter: 5696 | bound: 87 | nc: 38 | ncall: 206442 | eff(%): 2.759 | loglstar: -inf < -66.721 < inf | logz: -122.626 +/- 0.728 | dlogz: 4.742 > 0.109
iter: 5697 | bound: 87 | nc: 38 | ncall: 206480 | eff(%): 2.759 | loglstar: -inf < -66.721 < inf | logz: -122.622 +/- 0.728 | dlogz: 4.728 > 0.109
iter: 5698 | bound: 87 | nc: 38 | ncall: 206518 | eff(%): 2.759 | loglstar: -inf < -66.708 < inf | logz: -122.617 +/- 0.728 | dlogz: 4.713 > 0.109
iter: 5699 | bound: 87 | nc: 38 | ncall: 206556 | eff(%): 2.759 | loglstar: -inf < -66.701 < inf | logz: -122.613 +/- 0.728 | dlogz: 4.699 > 0.109
iter: 5700 | bound: 87 | nc: 38 | ncall: 206594 | eff(%): 2.759 | loglstar: -inf < -66.589 < inf | logz: -122.608 +/- 0.728 | dlogz: 4.685 > 0.109
iter: 5701 | bound: 87 | nc: 38 | ncall: 206632 | eff(%): 2.759 | loglstar: -inf < -66.564 < inf | logz: -122.603 +/- 0.729 | dlogz: 4.670 > 0.109
iter: 5702 | bound: 87 | nc: 38 | ncall: 206670 | eff(%): 2.759 | loglstar: -inf < -66.562 < inf | logz: -122.598 +/- 0.729 | dlogz: 4.655 > 0.109
iter: 5703 | bound: 87 | nc: 38 | ncall: 206708 | eff(%): 2.759 | loglstar: -inf < -66.556 < inf | logz: -122.593 +/- 0.729 | dlogz: 4.640 > 0.109
iter: 5704 | bound: 87 | nc: 38 | ncall: 206746 | eff(%): 2.759 | loglstar: -inf < -66.548 < inf | logz: -122.588 +/- 0.729 | dlogz: 4.626 > 0.109
iter: 5705 | bound: 87 | nc: 38 | ncall: 206784 | eff(%): 2.759 | loglstar: -inf < -66.535 < inf | logz: -122.583 +/- 0.729 | dlogz: 4.611 > 0.109
iter: 5706 | bound: 87 | nc: 38 | ncall: 206822 | eff(%): 2.759 | loglstar: -inf < -66.515 < inf | logz: -122.578 +/- 0.729 | dlogz: 4.596 > 0.109
iter: 5707 | bound: 87 | nc: 38 | ncall: 206860 | eff(%): 2.759 | loglstar: -inf < -66.510 < inf | logz: -122.574 +/- 0.729 | dlogz: 4.582 > 0.109
iter: 5708 | bound: 87 | nc: 38 | ncall: 206898 | eff(%): 2.759 | loglstar: -inf < -66.499 < inf | logz: -122.569 +/- 0.729 | dlogz: 4.567 > 0.109
iter: 5709 | bound: 87 | nc: 38 | ncall: 206936 | eff(%): 2.759 | loglstar: -inf < -66.484 < inf | logz: -122.564 +/- 0.729 | dlogz: 4.552 > 0.109
iter: 5710 | bound: 87 | nc: 38 | ncall: 206974 | eff(%): 2.759 | loglstar: -inf < -66.482 < inf | logz: -122.559 +/- 0.729 | dlogz: 4.538 > 0.109
iter: 5711 | bound: 87 | nc: 38 | ncall: 207012 | eff(%): 2.759 | loglstar: -inf < -66.462 < inf | logz: -122.554 +/- 0.729 | dlogz: 4.523 > 0.109
iter: 5712 | bound: 87 | nc: 38 | ncall: 207050 | eff(%): 2.759 | loglstar: -inf < -66.461 < inf | logz: -122.550 +/- 0.729 | dlogz: 4.509 > 0.109
iter: 5713 | bound: 87 | nc: 38 | ncall: 207088 | eff(%): 2.759 | loglstar: -inf < -66.452 < inf | logz: -122.545 +/- 0.729 | dlogz: 4.494 > 0.109
iter: 5714 | bound: 87 | nc: 38 | ncall: 207126 | eff(%): 2.759 | loglstar: -inf < -66.399 < inf | logz: -122.540 +/- 0.729 | dlogz: 4.480 > 0.109
iter: 5715 | bound: 87 | nc: 38 | ncall: 207164 | eff(%): 2.759 | loglstar: -inf < -66.355 < inf | logz: -122.535 +/- 0.729 | dlogz: 4.465 > 0.109
iter: 5716 | bound: 87 | nc: 38 | ncall: 207202 | eff(%): 2.759 | loglstar: -inf < -66.337 < inf | logz: -122.530 +/- 0.729 | dlogz: 4.450 > 0.109
iter: 5717 | bound: 87 | nc: 38 | ncall: 207240 | eff(%): 2.759 | loglstar: -inf < -66.306 < inf | logz: -122.525 +/- 0.729 | dlogz: 4.436 > 0.109
iter: 5718 | bound: 87 | nc: 38 | ncall: 207278 | eff(%): 2.759 | loglstar: -inf < -66.305 < inf | logz: -122.520 +/- 0.729 | dlogz: 4.421 > 0.109
iter: 5719 | bound: 87 | nc: 38 | ncall: 207316 | eff(%): 2.759 | loglstar: -inf < -66.302 < inf | logz: -122.515 +/- 0.730 | dlogz: 4.406 > 0.109
iter: 5720 | bound: 87 | nc: 38 | ncall: 207354 | eff(%): 2.759 | loglstar: -inf < -66.291 < inf | logz: -122.510 +/- 0.730 | dlogz: 4.391 > 0.109
iter: 5721 | bound: 88 | nc: 38 | ncall: 207392 | eff(%): 2.759 | loglstar: -inf < -66.290 < inf | logz: -122.505 +/- 0.730 | dlogz: 4.377 > 0.109
iter: 5722 | bound: 88 | nc: 38 | ncall: 207430 | eff(%): 2.759 | loglstar: -inf < -66.286 < inf | logz: -122.500 +/- 0.730 | dlogz: 4.362 > 0.109
iter: 5723 | bound: 88 | nc: 38 | ncall: 207468 | eff(%): 2.758 | loglstar: -inf < -66.286 < inf | logz: -122.496 +/- 0.730 | dlogz: 4.347 > 0.109
iter: 5724 | bound: 88 | nc: 38 | ncall: 207506 | eff(%): 2.758 | loglstar: -inf < -66.264 < inf | logz: -122.491 +/- 0.730 | dlogz: 4.333 > 0.109
iter: 5725 | bound: 88 | nc: 38 | ncall: 207544 | eff(%): 2.758 | loglstar: -inf < -66.252 < inf | logz: -122.486 +/- 0.730 | dlogz: 4.318 > 0.109
iter: 5726 | bound: 88 | nc: 38 | ncall: 207582 | eff(%): 2.758 | loglstar: -inf < -66.240 < inf | logz: -122.481 +/- 0.730 | dlogz: 4.304 > 0.109
iter: 5727 | bound: 88 | nc: 38 | ncall: 207620 | eff(%): 2.758 | loglstar: -inf < -66.230 < inf | logz: -122.477 +/- 0.730 | dlogz: 4.289 > 0.109
iter: 5728 | bound: 88 | nc: 38 | ncall: 207658 | eff(%): 2.758 | loglstar: -inf < -66.217 < inf | logz: -122.472 +/- 0.730 | dlogz: 4.275 > 0.109
iter: 5729 | bound: 88 | nc: 38 | ncall: 207696 | eff(%): 2.758 | loglstar: -inf < -66.201 < inf | logz: -122.467 +/- 0.730 | dlogz: 4.260 > 0.109
iter: 5730 | bound: 88 | nc: 38 | ncall: 207734 | eff(%): 2.758 | loglstar: -inf < -66.171 < inf | logz: -122.462 +/- 0.730 | dlogz: 4.246 > 0.109
iter: 5731 | bound: 88 | nc: 38 | ncall: 207772 | eff(%): 2.758 | loglstar: -inf < -66.154 < inf | logz: -122.457 +/- 0.730 | dlogz: 4.231 > 0.109
iter: 5732 | bound: 88 | nc: 38 | ncall: 207810 | eff(%): 2.758 | loglstar: -inf < -66.127 < inf | logz: -122.453 +/- 0.730 | dlogz: 4.217 > 0.109
iter: 5733 | bound: 88 | nc: 38 | ncall: 207848 | eff(%): 2.758 | loglstar: -inf < -66.122 < inf | logz: -122.448 +/- 0.730 | dlogz: 4.202 > 0.109
iter: 5734 | bound: 88 | nc: 38 | ncall: 207886 | eff(%): 2.758 | loglstar: -inf < -66.119 < inf | logz: -122.443 +/- 0.730 | dlogz: 4.187 > 0.109
iter: 5735 | bound: 88 | nc: 38 | ncall: 207924 | eff(%): 2.758 | loglstar: -inf < -66.115 < inf | logz: -122.438 +/- 0.730 | dlogz: 4.173 > 0.109
iter: 5736 | bound: 88 | nc: 38 | ncall: 207962 | eff(%): 2.758 | loglstar: -inf < -66.113 < inf | logz: -122.433 +/- 0.730 | dlogz: 4.158 > 0.109
iter: 5737 | bound: 88 | nc: 38 | ncall: 208000 | eff(%): 2.758 | loglstar: -inf < -66.102 < inf | logz: -122.429 +/- 0.730 | dlogz: 4.144 > 0.109
iter: 5738 | bound: 88 | nc: 38 | ncall: 208038 | eff(%): 2.758 | loglstar: -inf < -66.090 < inf | logz: -122.424 +/- 0.731 | dlogz: 4.130 > 0.109
iter: 5739 | bound: 88 | nc: 38 | ncall: 208076 | eff(%): 2.758 | loglstar: -inf < -66.089 < inf | logz: -122.420 +/- 0.731 | dlogz: 4.115 > 0.109
iter: 5740 | bound: 88 | nc: 38 | ncall: 208114 | eff(%): 2.758 | loglstar: -inf < -66.058 < inf | logz: -122.415 +/- 0.731 | dlogz: 4.101 > 0.109
iter: 5741 | bound: 88 | nc: 38 | ncall: 208152 | eff(%): 2.758 | loglstar: -inf < -66.057 < inf | logz: -122.410 +/- 0.731 | dlogz: 4.087 > 0.109
iter: 5742 | bound: 88 | nc: 38 | ncall: 208190 | eff(%): 2.758 | loglstar: -inf < -66.054 < inf | logz: -122.406 +/- 0.731 | dlogz: 4.072 > 0.109
iter: 5743 | bound: 88 | nc: 38 | ncall: 208228 | eff(%): 2.758 | loglstar: -inf < -66.052 < inf | logz: -122.401 +/- 0.731 | dlogz: 4.058 > 0.109
iter: 5744 | bound: 88 | nc: 38 | ncall: 208266 | eff(%): 2.758 | loglstar: -inf < -66.047 < inf | logz: -122.397 +/- 0.731 | dlogz: 4.044 > 0.109
iter: 5745 | bound: 88 | nc: 38 | ncall: 208304 | eff(%): 2.758 | loglstar: -inf < -66.021 < inf | logz: -122.392 +/- 0.731 | dlogz: 4.030 > 0.109
iter: 5746 | bound: 88 | nc: 38 | ncall: 208342 | eff(%): 2.758 | loglstar: -inf < -66.021 < inf | logz: -122.388 +/- 0.731 | dlogz: 4.015 > 0.109
iter: 5747 | bound: 88 | nc: 38 | ncall: 208380 | eff(%): 2.758 | loglstar: -inf < -66.015 < inf | logz: -122.383 +/- 0.731 | dlogz: 4.001 > 0.109
iter: 5748 | bound: 88 | nc: 38 | ncall: 208418 | eff(%): 2.758 | loglstar: -inf < -66.009 < inf | logz: -122.379 +/- 0.731 | dlogz: 3.987 > 0.109
iter: 5749 | bound: 88 | nc: 38 | ncall: 208456 | eff(%): 2.758 | loglstar: -inf < -66.004 < inf | logz: -122.375 +/- 0.731 | dlogz: 3.973 > 0.109
iter: 5750 | bound: 88 | nc: 38 | ncall: 208494 | eff(%): 2.758 | loglstar: -inf < -66.002 < inf | logz: -122.370 +/- 0.731 | dlogz: 3.959 > 0.109
iter: 5751 | bound: 88 | nc: 38 | ncall: 208532 | eff(%): 2.758 | loglstar: -inf < -65.959 < inf | logz: -122.366 +/- 0.731 | dlogz: 3.945 > 0.109
iter: 5752 | bound: 88 | nc: 38 | ncall: 208570 | eff(%): 2.758 | loglstar: -inf < -65.945 < inf | logz: -122.362 +/- 0.731 | dlogz: 3.931 > 0.109
iter: 5753 | bound: 88 | nc: 38 | ncall: 208608 | eff(%): 2.758 | loglstar: -inf < -65.934 < inf | logz: -122.357 +/- 0.731 | dlogz: 3.917 > 0.109
iter: 5754 | bound: 88 | nc: 38 | ncall: 208646 | eff(%): 2.758 | loglstar: -inf < -65.931 < inf | logz: -122.353 +/- 0.731 | dlogz: 3.903 > 0.109
iter: 5755 | bound: 88 | nc: 38 | ncall: 208684 | eff(%): 2.758 | loglstar: -inf < -65.854 < inf | logz: -122.349 +/- 0.731 | dlogz: 3.889 > 0.109
iter: 5756 | bound: 88 | nc: 38 | ncall: 208722 | eff(%): 2.758 | loglstar: -inf < -65.851 < inf | logz: -122.344 +/- 0.731 | dlogz: 3.875 > 0.109
iter: 5757 | bound: 88 | nc: 38 | ncall: 208760 | eff(%): 2.758 | loglstar: -inf < -65.846 < inf | logz: -122.339 +/- 0.731 | dlogz: 3.861 > 0.109
iter: 5758 | bound: 88 | nc: 38 | ncall: 208798 | eff(%): 2.758 | loglstar: -inf < -65.842 < inf | logz: -122.335 +/- 0.731 | dlogz: 3.846 > 0.109
iter: 5759 | bound: 88 | nc: 38 | ncall: 208836 | eff(%): 2.758 | loglstar: -inf < -65.833 < inf | logz: -122.330 +/- 0.732 | dlogz: 3.832 > 0.109
iter: 5760 | bound: 88 | nc: 38 | ncall: 208874 | eff(%): 2.758 | loglstar: -inf < -65.825 < inf | logz: -122.326 +/- 0.732 | dlogz: 3.818 > 0.109
iter: 5761 | bound: 88 | nc: 38 | ncall: 208912 | eff(%): 2.758 | loglstar: -inf < -65.810 < inf | logz: -122.322 +/- 0.732 | dlogz: 3.804 > 0.109
iter: 5762 | bound: 88 | nc: 38 | ncall: 208950 | eff(%): 2.758 | loglstar: -inf < -65.789 < inf | logz: -122.317 +/- 0.732 | dlogz: 3.790 > 0.109
iter: 5763 | bound: 88 | nc: 38 | ncall: 208988 | eff(%): 2.758 | loglstar: -inf < -65.782 < inf | logz: -122.313 +/- 0.732 | dlogz: 3.776 > 0.109
iter: 5764 | bound: 88 | nc: 38 | ncall: 209026 | eff(%): 2.758 | loglstar: -inf < -65.778 < inf | logz: -122.308 +/- 0.732 | dlogz: 3.762 > 0.109
iter: 5765 | bound: 88 | nc: 38 | ncall: 209064 | eff(%): 2.758 | loglstar: -inf < -65.768 < inf | logz: -122.304 +/- 0.732 | dlogz: 3.748 > 0.109
iter: 5766 | bound: 88 | nc: 38 | ncall: 209102 | eff(%): 2.758 | loglstar: -inf < -65.766 < inf | logz: -122.300 +/- 0.732 | dlogz: 3.734 > 0.109
iter: 5767 | bound: 88 | nc: 38 | ncall: 209140 | eff(%): 2.757 | loglstar: -inf < -65.763 < inf | logz: -122.295 +/- 0.732 | dlogz: 3.720 > 0.109
iter: 5768 | bound: 88 | nc: 38 | ncall: 209178 | eff(%): 2.757 | loglstar: -inf < -65.762 < inf | logz: -122.291 +/- 0.732 | dlogz: 3.706 > 0.109
iter: 5769 | bound: 88 | nc: 38 | ncall: 209216 | eff(%): 2.757 | loglstar: -inf < -65.762 < inf | logz: -122.287 +/- 0.732 | dlogz: 3.692 > 0.109
iter: 5770 | bound: 88 | nc: 38 | ncall: 209254 | eff(%): 2.757 | loglstar: -inf < -65.759 < inf | logz: -122.283 +/- 0.732 | dlogz: 3.679 > 0.109
iter: 5771 | bound: 88 | nc: 38 | ncall: 209292 | eff(%): 2.757 | loglstar: -inf < -65.755 < inf | logz: -122.279 +/- 0.732 | dlogz: 3.665 > 0.109
iter: 5772 | bound: 88 | nc: 38 | ncall: 209330 | eff(%): 2.757 | loglstar: -inf < -65.751 < inf | logz: -122.275 +/- 0.732 | dlogz: 3.651 > 0.109
iter: 5773 | bound: 88 | nc: 38 | ncall: 209368 | eff(%): 2.757 | loglstar: -inf < -65.716 < inf | logz: -122.271 +/- 0.732 | dlogz: 3.638 > 0.109
iter: 5774 | bound: 88 | nc: 38 | ncall: 209406 | eff(%): 2.757 | loglstar: -inf < -65.696 < inf | logz: -122.267 +/- 0.732 | dlogz: 3.624 > 0.109
iter: 5775 | bound: 88 | nc: 38 | ncall: 209444 | eff(%): 2.757 | loglstar: -inf < -65.688 < inf | logz: -122.263 +/- 0.732 | dlogz: 3.610 > 0.109
iter: 5776 | bound: 88 | nc: 38 | ncall: 209482 | eff(%): 2.757 | loglstar: -inf < -65.657 < inf | logz: -122.259 +/- 0.732 | dlogz: 3.597 > 0.109
iter: 5777 | bound: 88 | nc: 38 | ncall: 209520 | eff(%): 2.757 | loglstar: -inf < -65.606 < inf | logz: -122.254 +/- 0.732 | dlogz: 3.583 > 0.109
iter: 5778 | bound: 88 | nc: 38 | ncall: 209558 | eff(%): 2.757 | loglstar: -inf < -65.604 < inf | logz: -122.250 +/- 0.732 | dlogz: 3.569 > 0.109
iter: 5779 | bound: 88 | nc: 38 | ncall: 209596 | eff(%): 2.757 | loglstar: -inf < -65.592 < inf | logz: -122.246 +/- 0.732 | dlogz: 3.555 > 0.109
iter: 5780 | bound: 88 | nc: 38 | ncall: 209634 | eff(%): 2.757 | loglstar: -inf < -65.586 < inf | logz: -122.242 +/- 0.732 | dlogz: 3.542 > 0.109
iter: 5781 | bound: 88 | nc: 38 | ncall: 209672 | eff(%): 2.757 | loglstar: -inf < -65.562 < inf | logz: -122.237 +/- 0.733 | dlogz: 3.528 > 0.109
iter: 5782 | bound: 88 | nc: 38 | ncall: 209710 | eff(%): 2.757 | loglstar: -inf < -65.561 < inf | logz: -122.233 +/- 0.733 | dlogz: 3.514 > 0.109
iter: 5783 | bound: 88 | nc: 38 | ncall: 209748 | eff(%): 2.757 | loglstar: -inf < -65.560 < inf | logz: -122.229 +/- 0.733 | dlogz: 3.500 > 0.109
iter: 5784 | bound: 88 | nc: 38 | ncall: 209786 | eff(%): 2.757 | loglstar: -inf < -65.560 < inf | logz: -122.225 +/- 0.733 | dlogz: 3.487 > 0.109
iter: 5785 | bound: 88 | nc: 38 | ncall: 209824 | eff(%): 2.757 | loglstar: -inf < -65.534 < inf | logz: -122.221 +/- 0.733 | dlogz: 3.473 > 0.109
iter: 5786 | bound: 88 | nc: 38 | ncall: 209862 | eff(%): 2.757 | loglstar: -inf < -65.508 < inf | logz: -122.216 +/- 0.733 | dlogz: 3.459 > 0.109
iter: 5787 | bound: 88 | nc: 38 | ncall: 209900 | eff(%): 2.757 | loglstar: -inf < -65.507 < inf | logz: -122.212 +/- 0.733 | dlogz: 3.446 > 0.109
iter: 5788 | bound: 88 | nc: 38 | ncall: 209938 | eff(%): 2.757 | loglstar: -inf < -65.500 < inf | logz: -122.208 +/- 0.733 | dlogz: 3.432 > 0.109
iter: 5789 | bound: 88 | nc: 38 | ncall: 209976 | eff(%): 2.757 | loglstar: -inf < -65.465 < inf | logz: -122.204 +/- 0.733 | dlogz: 3.419 > 0.109
iter: 5790 | bound: 89 | nc: 38 | ncall: 210014 | eff(%): 2.757 | loglstar: -inf < -65.457 < inf | logz: -122.200 +/- 0.733 | dlogz: 3.405 > 0.109
iter: 5791 | bound: 89 | nc: 38 | ncall: 210052 | eff(%): 2.757 | loglstar: -inf < -65.445 < inf | logz: -122.196 +/- 0.733 | dlogz: 3.391 > 0.109
iter: 5792 | bound: 89 | nc: 38 | ncall: 210090 | eff(%): 2.757 | loglstar: -inf < -65.414 < inf | logz: -122.192 +/- 0.733 | dlogz: 3.378 > 0.109
iter: 5793 | bound: 89 | nc: 38 | ncall: 210128 | eff(%): 2.757 | loglstar: -inf < -65.409 < inf | logz: -122.187 +/- 0.733 | dlogz: 3.364 > 0.109
iter: 5794 | bound: 89 | nc: 38 | ncall: 210166 | eff(%): 2.757 | loglstar: -inf < -65.389 < inf | logz: -122.183 +/- 0.733 | dlogz: 3.350 > 0.109
iter: 5795 | bound: 89 | nc: 38 | ncall: 210204 | eff(%): 2.757 | loglstar: -inf < -65.388 < inf | logz: -122.179 +/- 0.733 | dlogz: 3.337 > 0.109
iter: 5796 | bound: 89 | nc: 38 | ncall: 210242 | eff(%): 2.757 | loglstar: -inf < -65.357 < inf | logz: -122.175 +/- 0.733 | dlogz: 3.323 > 0.109
iter: 5797 | bound: 89 | nc: 38 | ncall: 210280 | eff(%): 2.757 | loglstar: -inf < -65.351 < inf | logz: -122.170 +/- 0.733 | dlogz: 3.309 > 0.109
iter: 5798 | bound: 89 | nc: 38 | ncall: 210318 | eff(%): 2.757 | loglstar: -inf < -65.314 < inf | logz: -122.166 +/- 0.733 | dlogz: 3.296 > 0.109
iter: 5799 | bound: 89 | nc: 38 | ncall: 210356 | eff(%): 2.757 | loglstar: -inf < -65.306 < inf | logz: -122.162 +/- 0.733 | dlogz: 3.282 > 0.109
iter: 5800 | bound: 89 | nc: 38 | ncall: 210394 | eff(%): 2.757 | loglstar: -inf < -65.301 < inf | logz: -122.158 +/- 0.733 | dlogz: 3.268 > 0.109
iter: 5801 | bound: 89 | nc: 38 | ncall: 210432 | eff(%): 2.757 | loglstar: -inf < -65.289 < inf | logz: -122.154 +/- 0.733 | dlogz: 3.255 > 0.109
iter: 5802 | bound: 89 | nc: 38 | ncall: 210470 | eff(%): 2.757 | loglstar: -inf < -65.245 < inf | logz: -122.149 +/- 0.734 | dlogz: 3.241 > 0.109
iter: 5803 | bound: 89 | nc: 38 | ncall: 210508 | eff(%): 2.757 | loglstar: -inf < -65.233 < inf | logz: -122.145 +/- 0.734 | dlogz: 3.227 > 0.109
iter: 5804 | bound: 89 | nc: 38 | ncall: 210546 | eff(%): 2.757 | loglstar: -inf < -65.226 < inf | logz: -122.141 +/- 0.734 | dlogz: 3.214 > 0.109
iter: 5805 | bound: 89 | nc: 38 | ncall: 210584 | eff(%): 2.757 | loglstar: -inf < -65.199 < inf | logz: -122.136 +/- 0.734 | dlogz: 3.200 > 0.109
iter: 5806 | bound: 89 | nc: 38 | ncall: 210622 | eff(%): 2.757 | loglstar: -inf < -65.197 < inf | logz: -122.132 +/- 0.734 | dlogz: 3.186 > 0.109
iter: 5807 | bound: 89 | nc: 38 | ncall: 210660 | eff(%): 2.757 | loglstar: -inf < -65.196 < inf | logz: -122.128 +/- 0.734 | dlogz: 3.173 > 0.109
iter: 5808 | bound: 89 | nc: 38 | ncall: 210698 | eff(%): 2.757 | loglstar: -inf < -65.184 < inf | logz: -122.123 +/- 0.734 | dlogz: 3.159 > 0.109
iter: 5809 | bound: 89 | nc: 38 | ncall: 210736 | eff(%): 2.757 | loglstar: -inf < -65.177 < inf | logz: -122.119 +/- 0.734 | dlogz: 3.145 > 0.109
iter: 5810 | bound: 89 | nc: 38 | ncall: 210774 | eff(%): 2.757 | loglstar: -inf < -65.176 < inf | logz: -122.115 +/- 0.734 | dlogz: 3.132 > 0.109
iter: 5811 | bound: 89 | nc: 38 | ncall: 210812 | eff(%): 2.756 | loglstar: -inf < -65.159 < inf | logz: -122.111 +/- 0.734 | dlogz: 3.118 > 0.109
iter: 5812 | bound: 89 | nc: 38 | ncall: 210850 | eff(%): 2.756 | loglstar: -inf < -65.134 < inf | logz: -122.107 +/- 0.734 | dlogz: 3.105 > 0.109
iter: 5813 | bound: 89 | nc: 38 | ncall: 210888 | eff(%): 2.756 | loglstar: -inf < -65.110 < inf | logz: -122.102 +/- 0.734 | dlogz: 3.091 > 0.109
iter: 5814 | bound: 89 | nc: 38 | ncall: 210926 | eff(%): 2.756 | loglstar: -inf < -65.109 < inf | logz: -122.098 +/- 0.734 | dlogz: 3.078 > 0.109
iter: 5815 | bound: 89 | nc: 38 | ncall: 210964 | eff(%): 2.756 | loglstar: -inf < -65.070 < inf | logz: -122.094 +/- 0.734 | dlogz: 3.064 > 0.109
iter: 5816 | bound: 89 | nc: 38 | ncall: 211002 | eff(%): 2.756 | loglstar: -inf < -65.069 < inf | logz: -122.090 +/- 0.734 | dlogz: 3.051 > 0.109
iter: 5817 | bound: 89 | nc: 38 | ncall: 211040 | eff(%): 2.756 | loglstar: -inf < -65.053 < inf | logz: -122.085 +/- 0.734 | dlogz: 3.037 > 0.109
iter: 5818 | bound: 89 | nc: 38 | ncall: 211078 | eff(%): 2.756 | loglstar: -inf < -65.040 < inf | logz: -122.081 +/- 0.734 | dlogz: 3.024 > 0.109
iter: 5819 | bound: 89 | nc: 38 | ncall: 211116 | eff(%): 2.756 | loglstar: -inf < -65.038 < inf | logz: -122.077 +/- 0.734 | dlogz: 3.010 > 0.109
iter: 5820 | bound: 89 | nc: 38 | ncall: 211154 | eff(%): 2.756 | loglstar: -inf < -65.032 < inf | logz: -122.073 +/- 0.734 | dlogz: 2.997 > 0.109
iter: 5821 | bound: 89 | nc: 38 | ncall: 211192 | eff(%): 2.756 | loglstar: -inf < -65.019 < inf | logz: -122.069 +/- 0.734 | dlogz: 2.983 > 0.109
iter: 5822 | bound: 89 | nc: 38 | ncall: 211230 | eff(%): 2.756 | loglstar: -inf < -65.015 < inf | logz: -122.064 +/- 0.735 | dlogz: 2.970 > 0.109
iter: 5823 | bound: 89 | nc: 38 | ncall: 211268 | eff(%): 2.756 | loglstar: -inf < -65.006 < inf | logz: -122.060 +/- 0.735 | dlogz: 2.957 > 0.109
iter: 5824 | bound: 89 | nc: 38 | ncall: 211306 | eff(%): 2.756 | loglstar: -inf < -64.988 < inf | logz: -122.056 +/- 0.735 | dlogz: 2.943 > 0.109
iter: 5825 | bound: 89 | nc: 38 | ncall: 211344 | eff(%): 2.756 | loglstar: -inf < -64.984 < inf | logz: -122.052 +/- 0.735 | dlogz: 2.930 > 0.109
iter: 5826 | bound: 89 | nc: 38 | ncall: 211382 | eff(%): 2.756 | loglstar: -inf < -64.958 < inf | logz: -122.048 +/- 0.735 | dlogz: 2.917 > 0.109
iter: 5827 | bound: 89 | nc: 38 | ncall: 211420 | eff(%): 2.756 | loglstar: -inf < -64.940 < inf | logz: -122.044 +/- 0.735 | dlogz: 2.903 > 0.109
iter: 5828 | bound: 89 | nc: 38 | ncall: 211458 | eff(%): 2.756 | loglstar: -inf < -64.938 < inf | logz: -122.040 +/- 0.735 | dlogz: 2.890 > 0.109
iter: 5829 | bound: 89 | nc: 38 | ncall: 211496 | eff(%): 2.756 | loglstar: -inf < -64.937 < inf | logz: -122.036 +/- 0.735 | dlogz: 2.877 > 0.109
iter: 5830 | bound: 89 | nc: 38 | ncall: 211534 | eff(%): 2.756 | loglstar: -inf < -64.901 < inf | logz: -122.032 +/- 0.735 | dlogz: 2.864 > 0.109
iter: 5831 | bound: 89 | nc: 38 | ncall: 211572 | eff(%): 2.756 | loglstar: -inf < -64.823 < inf | logz: -122.027 +/- 0.735 | dlogz: 2.850 > 0.109
iter: 5832 | bound: 89 | nc: 38 | ncall: 211610 | eff(%): 2.756 | loglstar: -inf < -64.807 < inf | logz: -122.023 +/- 0.735 | dlogz: 2.837 > 0.109
iter: 5833 | bound: 89 | nc: 38 | ncall: 211648 | eff(%): 2.756 | loglstar: -inf < -64.795 < inf | logz: -122.019 +/- 0.735 | dlogz: 2.823 > 0.109
iter: 5834 | bound: 89 | nc: 38 | ncall: 211686 | eff(%): 2.756 | loglstar: -inf < -64.793 < inf | logz: -122.014 +/- 0.735 | dlogz: 2.810 > 0.109
iter: 5835 | bound: 89 | nc: 38 | ncall: 211724 | eff(%): 2.756 | loglstar: -inf < -64.785 < inf | logz: -122.010 +/- 0.735 | dlogz: 2.797 > 0.109
iter: 5836 | bound: 89 | nc: 38 | ncall: 211762 | eff(%): 2.756 | loglstar: -inf < -64.777 < inf | logz: -122.006 +/- 0.735 | dlogz: 2.783 > 0.109
iter: 5837 | bound: 89 | nc: 38 | ncall: 211800 | eff(%): 2.756 | loglstar: -inf < -64.774 < inf | logz: -122.001 +/- 0.735 | dlogz: 2.770 > 0.109
iter: 5838 | bound: 89 | nc: 38 | ncall: 211838 | eff(%): 2.756 | loglstar: -inf < -64.773 < inf | logz: -121.997 +/- 0.735 | dlogz: 2.756 > 0.109
iter: 5839 | bound: 89 | nc: 38 | ncall: 211876 | eff(%): 2.756 | loglstar: -inf < -64.751 < inf | logz: -121.993 +/- 0.735 | dlogz: 2.743 > 0.109
iter: 5840 | bound: 89 | nc: 38 | ncall: 211914 | eff(%): 2.756 | loglstar: -inf < -64.747 < inf | logz: -121.989 +/- 0.735 | dlogz: 2.730 > 0.109
iter: 5841 | bound: 89 | nc: 38 | ncall: 211952 | eff(%): 2.756 | loglstar: -inf < -64.738 < inf | logz: -121.985 +/- 0.735 | dlogz: 2.717 > 0.109
iter: 5842 | bound: 89 | nc: 38 | ncall: 211990 | eff(%): 2.756 | loglstar: -inf < -64.726 < inf | logz: -121.980 +/- 0.736 | dlogz: 2.704 > 0.109
iter: 5843 | bound: 89 | nc: 38 | ncall: 212028 | eff(%): 2.756 | loglstar: -inf < -64.716 < inf | logz: -121.976 +/- 0.736 | dlogz: 2.690 > 0.109
iter: 5844 | bound: 89 | nc: 38 | ncall: 212066 | eff(%): 2.756 | loglstar: -inf < -64.708 < inf | logz: -121.972 +/- 0.736 | dlogz: 2.677 > 0.109
iter: 5845 | bound: 89 | nc: 38 | ncall: 212104 | eff(%): 2.756 | loglstar: -inf < -64.668 < inf | logz: -121.968 +/- 0.736 | dlogz: 2.664 > 0.109
iter: 5846 | bound: 89 | nc: 38 | ncall: 212142 | eff(%): 2.756 | loglstar: -inf < -64.627 < inf | logz: -121.964 +/- 0.736 | dlogz: 2.651 > 0.109
iter: 5847 | bound: 89 | nc: 38 | ncall: 212180 | eff(%): 2.756 | loglstar: -inf < -64.612 < inf | logz: -121.959 +/- 0.736 | dlogz: 2.638 > 0.109
iter: 5848 | bound: 89 | nc: 38 | ncall: 212218 | eff(%): 2.756 | loglstar: -inf < -64.610 < inf | logz: -121.955 +/- 0.736 | dlogz: 2.625 > 0.109
iter: 5849 | bound: 89 | nc: 38 | ncall: 212256 | eff(%): 2.756 | loglstar: -inf < -64.608 < inf | logz: -121.951 +/- 0.736 | dlogz: 2.611 > 0.109
iter: 5850 | bound: 89 | nc: 38 | ncall: 212294 | eff(%): 2.756 | loglstar: -inf < -64.583 < inf | logz: -121.947 +/- 0.736 | dlogz: 2.598 > 0.109
iter: 5851 | bound: 89 | nc: 38 | ncall: 212332 | eff(%): 2.756 | loglstar: -inf < -64.578 < inf | logz: -121.942 +/- 0.736 | dlogz: 2.585 > 0.109
iter: 5852 | bound: 89 | nc: 38 | ncall: 212370 | eff(%): 2.756 | loglstar: -inf < -64.554 < inf | logz: -121.938 +/- 0.736 | dlogz: 2.572 > 0.109
iter: 5853 | bound: 89 | nc: 38 | ncall: 212408 | eff(%): 2.756 | loglstar: -inf < -64.529 < inf | logz: -121.934 +/- 0.736 | dlogz: 2.559 > 0.109
iter: 5854 | bound: 89 | nc: 38 | ncall: 212446 | eff(%): 2.756 | loglstar: -inf < -64.529 < inf | logz: -121.930 +/- 0.736 | dlogz: 2.546 > 0.109
iter: 5855 | bound: 89 | nc: 38 | ncall: 212484 | eff(%): 2.756 | loglstar: -inf < -64.508 < inf | logz: -121.925 +/- 0.736 | dlogz: 2.533 > 0.109
iter: 5856 | bound: 89 | nc: 38 | ncall: 212522 | eff(%): 2.755 | loglstar: -inf < -64.495 < inf | logz: -121.921 +/- 0.736 | dlogz: 2.520 > 0.109
iter: 5857 | bound: 89 | nc: 38 | ncall: 212560 | eff(%): 2.755 | loglstar: -inf < -64.478 < inf | logz: -121.917 +/- 0.736 | dlogz: 2.507 > 0.109
iter: 5858 | bound: 90 | nc: 38 | ncall: 212598 | eff(%): 2.755 | loglstar: -inf < -64.455 < inf | logz: -121.912 +/- 0.736 | dlogz: 2.493 > 0.109
iter: 5859 | bound: 90 | nc: 38 | ncall: 212636 | eff(%): 2.755 | loglstar: -inf < -64.446 < inf | logz: -121.908 +/- 0.736 | dlogz: 2.480 > 0.109
iter: 5860 | bound: 90 | nc: 38 | ncall: 212674 | eff(%): 2.755 | loglstar: -inf < -64.444 < inf | logz: -121.904 +/- 0.736 | dlogz: 2.467 > 0.109
iter: 5861 | bound: 90 | nc: 38 | ncall: 212712 | eff(%): 2.755 | loglstar: -inf < -64.433 < inf | logz: -121.900 +/- 0.737 | dlogz: 2.454 > 0.109
iter: 5862 | bound: 90 | nc: 38 | ncall: 212750 | eff(%): 2.755 | loglstar: -inf < -64.415 < inf | logz: -121.895 +/- 0.737 | dlogz: 2.441 > 0.109
iter: 5863 | bound: 90 | nc: 38 | ncall: 212788 | eff(%): 2.755 | loglstar: -inf < -64.406 < inf | logz: -121.891 +/- 0.737 | dlogz: 2.428 > 0.109
iter: 5864 | bound: 90 | nc: 38 | ncall: 212826 | eff(%): 2.755 | loglstar: -inf < -64.393 < inf | logz: -121.887 +/- 0.737 | dlogz: 2.415 > 0.109
iter: 5865 | bound: 90 | nc: 38 | ncall: 212864 | eff(%): 2.755 | loglstar: -inf < -64.389 < inf | logz: -121.883 +/- 0.737 | dlogz: 2.403 > 0.109
iter: 5866 | bound: 90 | nc: 38 | ncall: 212902 | eff(%): 2.755 | loglstar: -inf < -64.367 < inf | logz: -121.878 +/- 0.737 | dlogz: 2.390 > 0.109
iter: 5867 | bound: 90 | nc: 38 | ncall: 212940 | eff(%): 2.755 | loglstar: -inf < -64.360 < inf | logz: -121.874 +/- 0.737 | dlogz: 2.377 > 0.109
iter: 5868 | bound: 90 | nc: 38 | ncall: 212978 | eff(%): 2.755 | loglstar: -inf < -64.354 < inf | logz: -121.870 +/- 0.737 | dlogz: 2.364 > 0.109
iter: 5869 | bound: 90 | nc: 38 | ncall: 213016 | eff(%): 2.755 | loglstar: -inf < -64.352 < inf | logz: -121.866 +/- 0.737 | dlogz: 2.351 > 0.109
iter: 5870 | bound: 90 | nc: 38 | ncall: 213054 | eff(%): 2.755 | loglstar: -inf < -64.328 < inf | logz: -121.862 +/- 0.737 | dlogz: 2.338 > 0.109
iter: 5871 | bound: 90 | nc: 38 | ncall: 213092 | eff(%): 2.755 | loglstar: -inf < -64.318 < inf | logz: -121.858 +/- 0.737 | dlogz: 2.326 > 0.109
iter: 5872 | bound: 90 | nc: 38 | ncall: 213130 | eff(%): 2.755 | loglstar: -inf < -64.311 < inf | logz: -121.854 +/- 0.737 | dlogz: 2.313 > 0.109
iter: 5873 | bound: 90 | nc: 38 | ncall: 213168 | eff(%): 2.755 | loglstar: -inf < -64.310 < inf | logz: -121.850 +/- 0.737 | dlogz: 2.300 > 0.109
iter: 5874 | bound: 90 | nc: 38 | ncall: 213206 | eff(%): 2.755 | loglstar: -inf < -64.299 < inf | logz: -121.846 +/- 0.737 | dlogz: 2.288 > 0.109
iter: 5875 | bound: 90 | nc: 38 | ncall: 213244 | eff(%): 2.755 | loglstar: -inf < -64.295 < inf | logz: -121.841 +/- 0.737 | dlogz: 2.275 > 0.109
iter: 5876 | bound: 90 | nc: 38 | ncall: 213282 | eff(%): 2.755 | loglstar: -inf < -64.269 < inf | logz: -121.837 +/- 0.737 | dlogz: 2.263 > 0.109
iter: 5877 | bound: 90 | nc: 38 | ncall: 213320 | eff(%): 2.755 | loglstar: -inf < -64.263 < inf | logz: -121.833 +/- 0.737 | dlogz: 2.250 > 0.109
iter: 5878 | bound: 90 | nc: 38 | ncall: 213358 | eff(%): 2.755 | loglstar: -inf < -64.262 < inf | logz: -121.829 +/- 0.737 | dlogz: 2.238 > 0.109
iter: 5879 | bound: 90 | nc: 38 | ncall: 213396 | eff(%): 2.755 | loglstar: -inf < -64.254 < inf | logz: -121.826 +/- 0.737 | dlogz: 2.225 > 0.109
iter: 5880 | bound: 90 | nc: 38 | ncall: 213434 | eff(%): 2.755 | loglstar: -inf < -64.247 < inf | logz: -121.822 +/- 0.738 | dlogz: 2.277 > 0.109
iter: 5881 | bound: 90 | nc: 38 | ncall: 213472 | eff(%): 2.755 | loglstar: -inf < -64.245 < inf | logz: -121.818 +/- 0.738 | dlogz: 2.265 > 0.109
iter: 5882 | bound: 90 | nc: 38 | ncall: 213510 | eff(%): 2.755 | loglstar: -inf < -64.236 < inf | logz: -121.814 +/- 0.738 | dlogz: 2.252 > 0.109
iter: 5883 | bound: 90 | nc: 38 | ncall: 213548 | eff(%): 2.755 | loglstar: -inf < -64.235 < inf | logz: -121.810 +/- 0.738 | dlogz: 2.240 > 0.109
iter: 5884 | bound: 90 | nc: 38 | ncall: 213586 | eff(%): 2.755 | loglstar: -inf < -64.230 < inf | logz: -121.806 +/- 0.738 | dlogz: 2.228 > 0.109
iter: 5885 | bound: 90 | nc: 38 | ncall: 213624 | eff(%): 2.755 | loglstar: -inf < -64.229 < inf | logz: -121.803 +/- 0.738 | dlogz: 2.215 > 0.109
iter: 5886 | bound: 90 | nc: 38 | ncall: 213662 | eff(%): 2.755 | loglstar: -inf < -64.217 < inf | logz: -121.799 +/- 0.738 | dlogz: 2.203 > 0.109
iter: 5887 | bound: 90 | nc: 38 | ncall: 213700 | eff(%): 2.755 | loglstar: -inf < -64.208 < inf | logz: -121.795 +/- 0.738 | dlogz: 2.191 > 0.109
iter: 5888 | bound: 90 | nc: 38 | ncall: 213738 | eff(%): 2.755 | loglstar: -inf < -64.205 < inf | logz: -121.791 +/- 0.738 | dlogz: 2.179 > 0.109
iter: 5889 | bound: 90 | nc: 38 | ncall: 213776 | eff(%): 2.755 | loglstar: -inf < -64.193 < inf | logz: -121.788 +/- 0.738 | dlogz: 2.167 > 0.109
iter: 5890 | bound: 90 | nc: 38 | ncall: 213814 | eff(%): 2.755 | loglstar: -inf < -64.192 < inf | logz: -121.784 +/- 0.738 | dlogz: 2.155 > 0.109
iter: 5891 | bound: 90 | nc: 38 | ncall: 213852 | eff(%): 2.755 | loglstar: -inf < -64.192 < inf | logz: -121.781 +/- 0.738 | dlogz: 2.143 > 0.109
iter: 5892 | bound: 90 | nc: 38 | ncall: 213890 | eff(%): 2.755 | loglstar: -inf < -64.186 < inf | logz: -121.777 +/- 0.738 | dlogz: 2.131 > 0.109
iter: 5893 | bound: 90 | nc: 38 | ncall: 213928 | eff(%): 2.755 | loglstar: -inf < -64.176 < inf | logz: -121.774 +/- 0.738 | dlogz: 2.119 > 0.109
iter: 5894 | bound: 90 | nc: 38 | ncall: 213966 | eff(%): 2.755 | loglstar: -inf < -64.171 < inf | logz: -121.770 +/- 0.738 | dlogz: 2.107 > 0.109
iter: 5895 | bound: 90 | nc: 38 | ncall: 214004 | eff(%): 2.755 | loglstar: -inf < -64.170 < inf | logz: -121.767 +/- 0.738 | dlogz: 2.095 > 0.109
iter: 5896 | bound: 90 | nc: 38 | ncall: 214042 | eff(%): 2.755 | loglstar: -inf < -64.153 < inf | logz: -121.763 +/- 0.738 | dlogz: 2.084 > 0.109
iter: 5897 | bound: 90 | nc: 38 | ncall: 214080 | eff(%): 2.755 | loglstar: -inf < -64.153 < inf | logz: -121.760 +/- 0.738 | dlogz: 2.072 > 0.109
iter: 5898 | bound: 90 | nc: 38 | ncall: 214118 | eff(%): 2.755 | loglstar: -inf < -64.152 < inf | logz: -121.756 +/- 0.738 | dlogz: 2.060 > 0.109
iter: 5899 | bound: 90 | nc: 38 | ncall: 214156 | eff(%): 2.755 | loglstar: -inf < -64.150 < inf | logz: -121.753 +/- 0.738 | dlogz: 2.049 > 0.109
iter: 5900 | bound: 90 | nc: 38 | ncall: 214194 | eff(%): 2.755 | loglstar: -inf < -64.140 < inf | logz: -121.750 +/- 0.738 | dlogz: 2.037 > 0.109
iter: 5901 | bound: 90 | nc: 38 | ncall: 214232 | eff(%): 2.754 | loglstar: -inf < -64.135 < inf | logz: -121.746 +/- 0.738 | dlogz: 2.025 > 0.109
iter: 5902 | bound: 90 | nc: 38 | ncall: 214270 | eff(%): 2.754 | loglstar: -inf < -64.125 < inf | logz: -121.743 +/- 0.738 | dlogz: 2.014 > 0.109
iter: 5903 | bound: 90 | nc: 38 | ncall: 214308 | eff(%): 2.754 | loglstar: -inf < -64.112 < inf | logz: -121.740 +/- 0.738 | dlogz: 2.002 > 0.109
iter: 5904 | bound: 90 | nc: 38 | ncall: 214346 | eff(%): 2.754 | loglstar: -inf < -64.106 < inf | logz: -121.736 +/- 0.739 | dlogz: 2.302 > 0.109
iter: 5905 | bound: 90 | nc: 38 | ncall: 214384 | eff(%): 2.754 | loglstar: -inf < -64.090 < inf | logz: -121.733 +/- 0.739 | dlogz: 2.290 > 0.109
iter: 5906 | bound: 90 | nc: 38 | ncall: 214422 | eff(%): 2.754 | loglstar: -inf < -64.085 < inf | logz: -121.730 +/- 0.739 | dlogz: 2.278 > 0.109
iter: 5907 | bound: 90 | nc: 38 | ncall: 214460 | eff(%): 2.754 | loglstar: -inf < -64.063 < inf | logz: -121.727 +/- 0.739 | dlogz: 2.266 > 0.109
iter: 5908 | bound: 90 | nc: 38 | ncall: 214498 | eff(%): 2.754 | loglstar: -inf < -64.063 < inf | logz: -121.723 +/- 0.739 | dlogz: 2.254 > 0.109
iter: 5909 | bound: 90 | nc: 38 | ncall: 214536 | eff(%): 2.754 | loglstar: -inf < -64.043 < inf | logz: -121.720 +/- 0.739 | dlogz: 2.243 > 0.109
iter: 5910 | bound: 90 | nc: 38 | ncall: 214574 | eff(%): 2.754 | loglstar: -inf < -64.008 < inf | logz: -121.717 +/- 0.739 | dlogz: 2.231 > 0.109
iter: 5911 | bound: 90 | nc: 38 | ncall: 214612 | eff(%): 2.754 | loglstar: -inf < -64.006 < inf | logz: -121.714 +/- 0.739 | dlogz: 2.219 > 0.109
iter: 5912 | bound: 90 | nc: 38 | ncall: 214650 | eff(%): 2.754 | loglstar: -inf < -64.001 < inf | logz: -121.710 +/- 0.739 | dlogz: 2.207 > 0.109
iter: 5913 | bound: 90 | nc: 38 | ncall: 214688 | eff(%): 2.754 | loglstar: -inf < -63.992 < inf | logz: -121.707 +/- 0.739 | dlogz: 2.196 > 0.109
iter: 5914 | bound: 90 | nc: 38 | ncall: 214726 | eff(%): 2.754 | loglstar: -inf < -63.988 < inf | logz: -121.704 +/- 0.739 | dlogz: 2.184 > 0.109
iter: 5915 | bound: 90 | nc: 38 | ncall: 214764 | eff(%): 2.754 | loglstar: -inf < -63.975 < inf | logz: -121.701 +/- 0.739 | dlogz: 2.172 > 0.109
iter: 5916 | bound: 90 | nc: 38 | ncall: 214802 | eff(%): 2.754 | loglstar: -inf < -63.974 < inf | logz: -121.698 +/- 0.739 | dlogz: 2.160 > 0.109
iter: 5917 | bound: 90 | nc: 38 | ncall: 214840 | eff(%): 2.754 | loglstar: -inf < -63.960 < inf | logz: -121.694 +/- 0.739 | dlogz: 2.149 > 0.109
iter: 5918 | bound: 91 | nc: 38 | ncall: 214878 | eff(%): 2.754 | loglstar: -inf < -63.956 < inf | logz: -121.691 +/- 0.739 | dlogz: 2.137 > 0.109
iter: 5919 | bound: 91 | nc: 38 | ncall: 214916 | eff(%): 2.754 | loglstar: -inf < -63.948 < inf | logz: -121.688 +/- 0.739 | dlogz: 2.126 > 0.109
iter: 5920 | bound: 91 | nc: 38 | ncall: 214954 | eff(%): 2.754 | loglstar: -inf < -63.941 < inf | logz: -121.685 +/- 0.739 | dlogz: 2.114 > 0.109
iter: 5921 | bound: 91 | nc: 38 | ncall: 214992 | eff(%): 2.754 | loglstar: -inf < -63.928 < inf | logz: -121.682 +/- 0.739 | dlogz: 2.103 > 0.109
iter: 5922 | bound: 91 | nc: 38 | ncall: 215030 | eff(%): 2.754 | loglstar: -inf < -63.905 < inf | logz: -121.679 +/- 0.739 | dlogz: 2.091 > 0.109
iter: 5923 | bound: 91 | nc: 38 | ncall: 215068 | eff(%): 2.754 | loglstar: -inf < -63.843 < inf | logz: -121.675 +/- 0.739 | dlogz: 2.080 > 0.109
iter: 5924 | bound: 91 | nc: 38 | ncall: 215106 | eff(%): 2.754 | loglstar: -inf < -63.835 < inf | logz: -121.672 +/- 0.739 | dlogz: 2.068 > 0.109
iter: 5925 | bound: 91 | nc: 38 | ncall: 215144 | eff(%): 2.754 | loglstar: -inf < -63.834 < inf | logz: -121.669 +/- 0.739 | dlogz: 2.057 > 0.109
iter: 5926 | bound: 91 | nc: 38 | ncall: 215182 | eff(%): 2.754 | loglstar: -inf < -63.828 < inf | logz: -121.666 +/- 0.739 | dlogz: 2.045 > 0.109
iter: 5927 | bound: 91 | nc: 38 | ncall: 215220 | eff(%): 2.754 | loglstar: -inf < -63.814 < inf | logz: -121.663 +/- 0.739 | dlogz: 2.034 > 0.109
iter: 5928 | bound: 91 | nc: 38 | ncall: 215258 | eff(%): 2.754 | loglstar: -inf < -63.814 < inf | logz: -121.659 +/- 0.739 | dlogz: 2.022 > 0.109
iter: 5929 | bound: 91 | nc: 38 | ncall: 215296 | eff(%): 2.754 | loglstar: -inf < -63.813 < inf | logz: -121.656 +/- 0.739 | dlogz: 2.011 > 0.109
iter: 5930 | bound: 91 | nc: 38 | ncall: 215334 | eff(%): 2.754 | loglstar: -inf < -63.800 < inf | logz: -121.653 +/- 0.740 | dlogz: 2.000 > 0.109
iter: 5931 | bound: 91 | nc: 38 | ncall: 215372 | eff(%): 2.754 | loglstar: -inf < -63.797 < inf | logz: -121.650 +/- 0.740 | dlogz: 1.988 > 0.109
iter: 5932 | bound: 91 | nc: 38 | ncall: 215410 | eff(%): 2.754 | loglstar: -inf < -63.781 < inf | logz: -121.647 +/- 0.740 | dlogz: 1.977 > 0.109
iter: 5933 | bound: 92 | nc: 38 | ncall: 215448 | eff(%): 2.754 | loglstar: -inf < -63.773 < inf | logz: -121.644 +/- 0.740 | dlogz: 1.966 > 0.109
iter: 5934 | bound: 92 | nc: 38 | ncall: 215486 | eff(%): 2.754 | loglstar: -inf < -63.760 < inf | logz: -121.641 +/- 0.740 | dlogz: 1.955 > 0.109
iter: 5935 | bound: 92 | nc: 38 | ncall: 215524 | eff(%): 2.754 | loglstar: -inf < -63.760 < inf | logz: -121.637 +/- 0.740 | dlogz: 1.943 > 0.109
iter: 5936 | bound: 92 | nc: 38 | ncall: 215562 | eff(%): 2.754 | loglstar: -inf < -63.749 < inf | logz: -121.634 +/- 0.740 | dlogz: 1.932 > 0.109
iter: 5937 | bound: 92 | nc: 38 | ncall: 215600 | eff(%): 2.754 | loglstar: -inf < -63.731 < inf | logz: -121.631 +/- 0.740 | dlogz: 1.921 > 0.109
iter: 5938 | bound: 92 | nc: 38 | ncall: 215638 | eff(%): 2.754 | loglstar: -inf < -63.731 < inf | logz: -121.628 +/- 0.740 | dlogz: 1.910 > 0.109
iter: 5939 | bound: 92 | nc: 38 | ncall: 215676 | eff(%): 2.754 | loglstar: -inf < -63.729 < inf | logz: -121.625 +/- 0.740 | dlogz: 1.899 > 0.109
iter: 5940 | bound: 92 | nc: 38 | ncall: 215714 | eff(%): 2.754 | loglstar: -inf < -63.727 < inf | logz: -121.622 +/- 0.740 | dlogz: 1.888 > 0.109
iter: 5941 | bound: 92 | nc: 38 | ncall: 215752 | eff(%): 2.754 | loglstar: -inf < -63.719 < inf | logz: -121.619 +/- 0.740 | dlogz: 1.877 > 0.109
iter: 5942 | bound: 92 | nc: 38 | ncall: 215790 | eff(%): 2.754 | loglstar: -inf < -63.715 < inf | logz: -121.616 +/- 0.740 | dlogz: 1.866 > 0.109
iter: 5943 | bound: 92 | nc: 38 | ncall: 215828 | eff(%): 2.754 | loglstar: -inf < -63.703 < inf | logz: -121.613 +/- 0.740 | dlogz: 1.855 > 0.109
iter: 5944 | bound: 92 | nc: 38 | ncall: 215866 | eff(%): 2.754 | loglstar: -inf < -63.697 < inf | logz: -121.611 +/- 0.740 | dlogz: 1.844 > 0.109
iter: 5945 | bound: 92 | nc: 38 | ncall: 215904 | eff(%): 2.754 | loglstar: -inf < -63.676 < inf | logz: -121.608 +/- 0.740 | dlogz: 1.833 > 0.109
iter: 5946 | bound: 92 | nc: 38 | ncall: 215942 | eff(%): 2.754 | loglstar: -inf < -63.667 < inf | logz: -121.605 +/- 0.740 | dlogz: 1.823 > 0.109
iter: 5947 | bound: 92 | nc: 38 | ncall: 215980 | eff(%): 2.753 | loglstar: -inf < -63.662 < inf | logz: -121.602 +/- 0.740 | dlogz: 1.812 > 0.109
iter: 5948 | bound: 92 | nc: 38 | ncall: 216018 | eff(%): 2.753 | loglstar: -inf < -63.598 < inf | logz: -121.599 +/- 0.740 | dlogz: 1.801 > 0.109
iter: 5949 | bound: 92 | nc: 38 | ncall: 216056 | eff(%): 2.753 | loglstar: -inf < -63.594 < inf | logz: -121.596 +/- 0.740 | dlogz: 1.790 > 0.109
iter: 5950 | bound: 92 | nc: 38 | ncall: 216094 | eff(%): 2.753 | loglstar: -inf < -63.565 < inf | logz: -121.593 +/- 0.740 | dlogz: 1.780 > 0.109
iter: 5951 | bound: 92 | nc: 38 | ncall: 216132 | eff(%): 2.753 | loglstar: -inf < -63.554 < inf | logz: -121.590 +/- 0.740 | dlogz: 1.769 > 0.109
iter: 5952 | bound: 92 | nc: 38 | ncall: 216170 | eff(%): 2.753 | loglstar: -inf < -63.553 < inf | logz: -121.587 +/- 0.740 | dlogz: 1.758 > 0.109
iter: 5953 | bound: 92 | nc: 38 | ncall: 216208 | eff(%): 2.753 | loglstar: -inf < -63.550 < inf | logz: -121.584 +/- 0.740 | dlogz: 1.747 > 0.109
iter: 5954 | bound: 92 | nc: 38 | ncall: 216246 | eff(%): 2.753 | loglstar: -inf < -63.537 < inf | logz: -121.581 +/- 0.740 | dlogz: 2.138 > 0.109
iter: 5955 | bound: 92 | nc: 38 | ncall: 216284 | eff(%): 2.753 | loglstar: -inf < -63.537 < inf | logz: -121.578 +/- 0.740 | dlogz: 2.126 > 0.109
iter: 5956 | bound: 92 | nc: 38 | ncall: 216322 | eff(%): 2.753 | loglstar: -inf < -63.536 < inf | logz: -121.575 +/- 0.740 | dlogz: 2.115 > 0.109
iter: 5957 | bound: 92 | nc: 38 | ncall: 216360 | eff(%): 2.753 | loglstar: -inf < -63.524 < inf | logz: -121.572 +/- 0.740 | dlogz: 2.103 > 0.109
iter: 5958 | bound: 92 | nc: 38 | ncall: 216398 | eff(%): 2.753 | loglstar: -inf < -63.491 < inf | logz: -121.569 +/- 0.741 | dlogz: 2.092 > 0.109
iter: 5959 | bound: 92 | nc: 38 | ncall: 216436 | eff(%): 2.753 | loglstar: -inf < -63.485 < inf | logz: -121.566 +/- 0.741 | dlogz: 2.081 > 0.109
iter: 5960 | bound: 92 | nc: 38 | ncall: 216474 | eff(%): 2.753 | loglstar: -inf < -63.456 < inf | logz: -121.563 +/- 0.741 | dlogz: 2.070 > 0.109
iter: 5961 | bound: 92 | nc: 38 | ncall: 216512 | eff(%): 2.753 | loglstar: -inf < -63.438 < inf | logz: -121.560 +/- 0.741 | dlogz: 2.058 > 0.109
iter: 5962 | bound: 92 | nc: 38 | ncall: 216550 | eff(%): 2.753 | loglstar: -inf < -63.412 < inf | logz: -121.557 +/- 0.741 | dlogz: 2.047 > 0.109
iter: 5963 | bound: 92 | nc: 38 | ncall: 216588 | eff(%): 2.753 | loglstar: -inf < -63.395 < inf | logz: -121.554 +/- 0.741 | dlogz: 2.036 > 0.109
iter: 5964 | bound: 92 | nc: 38 | ncall: 216626 | eff(%): 2.753 | loglstar: -inf < -63.394 < inf | logz: -121.551 +/- 0.741 | dlogz: 2.024 > 0.109
iter: 5965 | bound: 92 | nc: 38 | ncall: 216664 | eff(%): 2.753 | loglstar: -inf < -63.393 < inf | logz: -121.548 +/- 0.741 | dlogz: 2.013 > 0.109
iter: 5966 | bound: 92 | nc: 38 | ncall: 216702 | eff(%): 2.753 | loglstar: -inf < -63.388 < inf | logz: -121.545 +/- 0.741 | dlogz: 2.002 > 0.109
iter: 5967 | bound: 92 | nc: 38 | ncall: 216740 | eff(%): 2.753 | loglstar: -inf < -63.372 < inf | logz: -121.542 +/- 0.741 | dlogz: 3.671 > 0.109
iter: 5968 | bound: 92 | nc: 38 | ncall: 216778 | eff(%): 2.753 | loglstar: -inf < -63.365 < inf | logz: -121.539 +/- 0.741 | dlogz: 3.659 > 0.109
iter: 5969 | bound: 92 | nc: 38 | ncall: 216816 | eff(%): 2.753 | loglstar: -inf < -63.356 < inf | logz: -121.536 +/- 0.741 | dlogz: 3.646 > 0.109
iter: 5970 | bound: 92 | nc: 38 | ncall: 216854 | eff(%): 2.753 | loglstar: -inf < -63.346 < inf | logz: -121.533 +/- 0.741 | dlogz: 3.634 > 0.109
iter: 5971 | bound: 92 | nc: 38 | ncall: 216892 | eff(%): 2.753 | loglstar: -inf < -63.344 < inf | logz: -121.530 +/- 0.741 | dlogz: 3.621 > 0.109
iter: 5972 | bound: 92 | nc: 38 | ncall: 216930 | eff(%): 2.753 | loglstar: -inf < -63.326 < inf | logz: -121.527 +/- 0.741 | dlogz: 3.609 > 0.109
iter: 5973 | bound: 92 | nc: 38 | ncall: 216968 | eff(%): 2.753 | loglstar: -inf < -63.321 < inf | logz: -121.524 +/- 0.741 | dlogz: 3.596 > 0.109
iter: 5974 | bound: 92 | nc: 38 | ncall: 217006 | eff(%): 2.753 | loglstar: -inf < -63.310 < inf | logz: -121.521 +/- 0.741 | dlogz: 3.584 > 0.109
iter: 5975 | bound: 93 | nc: 38 | ncall: 217044 | eff(%): 2.753 | loglstar: -inf < -63.308 < inf | logz: -121.518 +/- 0.741 | dlogz: 3.571 > 0.109
iter: 5976 | bound: 93 | nc: 38 | ncall: 217082 | eff(%): 2.753 | loglstar: -inf < -63.302 < inf | logz: -121.516 +/- 0.741 | dlogz: 3.559 > 0.109
iter: 5977 | bound: 93 | nc: 38 | ncall: 217120 | eff(%): 2.753 | loglstar: -inf < -63.300 < inf | logz: -121.513 +/- 0.741 | dlogz: 3.546 > 0.109
iter: 5978 | bound: 93 | nc: 38 | ncall: 217158 | eff(%): 2.753 | loglstar: -inf < -63.283 < inf | logz: -121.510 +/- 0.741 | dlogz: 3.534 > 0.109
iter: 5979 | bound: 93 | nc: 38 | ncall: 217196 | eff(%): 2.753 | loglstar: -inf < -63.277 < inf | logz: -121.507 +/- 0.741 | dlogz: 3.521 > 0.109
iter: 5980 | bound: 93 | nc: 38 | ncall: 217234 | eff(%): 2.753 | loglstar: -inf < -63.267 < inf | logz: -121.504 +/- 0.741 | dlogz: 3.509 > 0.109
iter: 5981 | bound: 93 | nc: 38 | ncall: 217272 | eff(%): 2.753 | loglstar: -inf < -63.264 < inf | logz: -121.501 +/- 0.741 | dlogz: 3.497 > 0.109
iter: 5982 | bound: 93 | nc: 38 | ncall: 217310 | eff(%): 2.753 | loglstar: -inf < -63.258 < inf | logz: -121.499 +/- 0.741 | dlogz: 3.484 > 0.109
iter: 5983 | bound: 93 | nc: 38 | ncall: 217348 | eff(%): 2.753 | loglstar: -inf < -63.256 < inf | logz: -121.496 +/- 0.741 | dlogz: 3.472 > 0.109
iter: 5984 | bound: 93 | nc: 38 | ncall: 217386 | eff(%): 2.753 | loglstar: -inf < -63.244 < inf | logz: -121.493 +/- 0.741 | dlogz: 3.460 > 0.109
iter: 5985 | bound: 93 | nc: 38 | ncall: 217424 | eff(%): 2.753 | loglstar: -inf < -63.243 < inf | logz: -121.491 +/- 0.742 | dlogz: 3.447 > 0.109
iter: 5986 | bound: 93 | nc: 38 | ncall: 217462 | eff(%): 2.753 | loglstar: -inf < -63.233 < inf | logz: -121.488 +/- 0.742 | dlogz: 3.435 > 0.109
iter: 5987 | bound: 93 | nc: 38 | ncall: 217500 | eff(%): 2.753 | loglstar: -inf < -63.203 < inf | logz: -121.485 +/- 0.742 | dlogz: 3.423 > 0.109
iter: 5988 | bound: 93 | nc: 38 | ncall: 217538 | eff(%): 2.753 | loglstar: -inf < -63.191 < inf | logz: -121.482 +/- 0.742 | dlogz: 3.411 > 0.109
iter: 5989 | bound: 93 | nc: 38 | ncall: 217576 | eff(%): 2.753 | loglstar: -inf < -63.120 < inf | logz: -121.480 +/- 0.742 | dlogz: 3.398 > 0.109
iter: 5990 | bound: 93 | nc: 38 | ncall: 217614 | eff(%): 2.753 | loglstar: -inf < -63.113 < inf | logz: -121.477 +/- 0.742 | dlogz: 3.386 > 0.109
iter: 5991 | bound: 93 | nc: 38 | ncall: 217652 | eff(%): 2.753 | loglstar: -inf < -63.106 < inf | logz: -121.474 +/- 0.742 | dlogz: 3.374 > 0.109
iter: 5992 | bound: 93 | nc: 38 | ncall: 217690 | eff(%): 2.753 | loglstar: -inf < -63.085 < inf | logz: -121.471 +/- 0.742 | dlogz: 3.361 > 0.109
iter: 5993 | bound: 93 | nc: 38 | ncall: 217728 | eff(%): 2.753 | loglstar: -inf < -63.080 < inf | logz: -121.468 +/- 0.742 | dlogz: 3.349 > 0.109
iter: 5994 | bound: 93 | nc: 38 | ncall: 217766 | eff(%): 2.752 | loglstar: -inf < -63.076 < inf | logz: -121.465 +/- 0.742 | dlogz: 3.336 > 0.109
iter: 5995 | bound: 93 | nc: 38 | ncall: 217804 | eff(%): 2.752 | loglstar: -inf < -63.068 < inf | logz: -121.462 +/- 0.742 | dlogz: 3.324 > 0.109
iter: 5996 | bound: 93 | nc: 38 | ncall: 217842 | eff(%): 2.752 | loglstar: -inf < -63.057 < inf | logz: -121.460 +/- 0.742 | dlogz: 3.312 > 0.109
iter: 5997 | bound: 93 | nc: 38 | ncall: 217880 | eff(%): 2.752 | loglstar: -inf < -63.050 < inf | logz: -121.457 +/- 0.742 | dlogz: 3.299 > 0.109
iter: 5998 | bound: 93 | nc: 38 | ncall: 217918 | eff(%): 2.752 | loglstar: -inf < -63.045 < inf | logz: -121.454 +/- 0.742 | dlogz: 3.287 > 0.109
iter: 5999 | bound: 93 | nc: 38 | ncall: 217956 | eff(%): 2.752 | loglstar: -inf < -63.039 < inf | logz: -121.451 +/- 0.742 | dlogz: 3.275 > 0.109
iter: 6000 | bound: 93 | nc: 38 | ncall: 217994 | eff(%): 2.752 | loglstar: -inf < -63.038 < inf | logz: -121.448 +/- 0.742 | dlogz: 3.263 > 0.109
iter: 6001 | bound: 93 | nc: 38 | ncall: 218032 | eff(%): 2.752 | loglstar: -inf < -63.031 < inf | logz: -121.446 +/- 0.742 | dlogz: 3.250 > 0.109
iter: 6002 | bound: 93 | nc: 38 | ncall: 218070 | eff(%): 2.752 | loglstar: -inf < -63.021 < inf | logz: -121.443 +/- 0.742 | dlogz: 3.238 > 0.109
iter: 6003 | bound: 93 | nc: 38 | ncall: 218108 | eff(%): 2.752 | loglstar: -inf < -63.015 < inf | logz: -121.440 +/- 0.742 | dlogz: 3.226 > 0.109
iter: 6004 | bound: 93 | nc: 38 | ncall: 218146 | eff(%): 2.752 | loglstar: -inf < -63.005 < inf | logz: -121.438 +/- 0.742 | dlogz: 3.214 > 0.109
iter: 6005 | bound: 93 | nc: 38 | ncall: 218184 | eff(%): 2.752 | loglstar: -inf < -62.989 < inf | logz: -121.435 +/- 0.742 | dlogz: 3.202 > 0.109
iter: 6006 | bound: 93 | nc: 38 | ncall: 218222 | eff(%): 2.752 | loglstar: -inf < -62.988 < inf | logz: -121.432 +/- 0.742 | dlogz: 3.190 > 0.109
iter: 6007 | bound: 93 | nc: 38 | ncall: 218260 | eff(%): 2.752 | loglstar: -inf < -62.988 < inf | logz: -121.430 +/- 0.742 | dlogz: 3.178 > 0.109
iter: 6008 | bound: 93 | nc: 38 | ncall: 218298 | eff(%): 2.752 | loglstar: -inf < -62.985 < inf | logz: -121.427 +/- 0.742 | dlogz: 3.166 > 0.109
iter: 6009 | bound: 93 | nc: 38 | ncall: 218336 | eff(%): 2.752 | loglstar: -inf < -62.980 < inf | logz: -121.424 +/- 0.742 | dlogz: 3.154 > 0.109
iter: 6010 | bound: 93 | nc: 38 | ncall: 218374 | eff(%): 2.752 | loglstar: -inf < -62.974 < inf | logz: -121.422 +/- 0.742 | dlogz: 3.142 > 0.109
iter: 6011 | bound: 93 | nc: 38 | ncall: 218412 | eff(%): 2.752 | loglstar: -inf < -62.968 < inf | logz: -121.419 +/- 0.742 | dlogz: 3.130 > 0.109
iter: 6012 | bound: 93 | nc: 38 | ncall: 218450 | eff(%): 2.752 | loglstar: -inf < -62.964 < inf | logz: -121.417 +/- 0.743 | dlogz: 3.118 > 0.109
iter: 6013 | bound: 93 | nc: 38 | ncall: 218488 | eff(%): 2.752 | loglstar: -inf < -62.948 < inf | logz: -121.414 +/- 0.743 | dlogz: 3.106 > 0.109
iter: 6014 | bound: 93 | nc: 38 | ncall: 218526 | eff(%): 2.752 | loglstar: -inf < -62.932 < inf | logz: -121.412 +/- 0.743 | dlogz: 3.094 > 0.109
iter: 6015 | bound: 93 | nc: 38 | ncall: 218564 | eff(%): 2.752 | loglstar: -inf < -62.928 < inf | logz: -121.409 +/- 0.743 | dlogz: 3.082 > 0.109
iter: 6016 | bound: 93 | nc: 38 | ncall: 218602 | eff(%): 2.752 | loglstar: -inf < -62.910 < inf | logz: -121.407 +/- 0.743 | dlogz: 3.070 > 0.109
iter: 6017 | bound: 93 | nc: 38 | ncall: 218640 | eff(%): 2.752 | loglstar: -inf < -62.907 < inf | logz: -121.404 +/- 0.743 | dlogz: 3.058 > 0.109
iter: 6018 | bound: 93 | nc: 38 | ncall: 218678 | eff(%): 2.752 | loglstar: -inf < -62.901 < inf | logz: -121.402 +/- 0.743 | dlogz: 3.046 > 0.109
iter: 6019 | bound: 93 | nc: 38 | ncall: 218716 | eff(%): 2.752 | loglstar: -inf < -62.889 < inf | logz: -121.399 +/- 0.743 | dlogz: 3.034 > 0.109
iter: 6020 | bound: 93 | nc: 38 | ncall: 218754 | eff(%): 2.752 | loglstar: -inf < -62.881 < inf | logz: -121.397 +/- 0.743 | dlogz: 3.022 > 0.109
iter: 6021 | bound: 93 | nc: 38 | ncall: 218792 | eff(%): 2.752 | loglstar: -inf < -62.864 < inf | logz: -121.394 +/- 0.743 | dlogz: 3.011 > 0.109
iter: 6022 | bound: 93 | nc: 38 | ncall: 218830 | eff(%): 2.752 | loglstar: -inf < -62.860 < inf | logz: -121.392 +/- 0.743 | dlogz: 2.999 > 0.109
iter: 6023 | bound: 93 | nc: 38 | ncall: 218868 | eff(%): 2.752 | loglstar: -inf < -62.859 < inf | logz: -121.389 +/- 0.743 | dlogz: 2.987 > 0.109
iter: 6024 | bound: 93 | nc: 38 | ncall: 218906 | eff(%): 2.752 | loglstar: -inf < -62.857 < inf | logz: -121.387 +/- 0.743 | dlogz: 2.975 > 0.109
iter: 6025 | bound: 93 | nc: 38 | ncall: 218944 | eff(%): 2.752 | loglstar: -inf < -62.854 < inf | logz: -121.384 +/- 0.743 | dlogz: 2.963 > 0.109
iter: 6026 | bound: 93 | nc: 38 | ncall: 218982 | eff(%): 2.752 | loglstar: -inf < -62.852 < inf | logz: -121.382 +/- 0.743 | dlogz: 2.952 > 0.109
iter: 6027 | bound: 93 | nc: 38 | ncall: 219020 | eff(%): 2.752 | loglstar: -inf < -62.842 < inf | logz: -121.379 +/- 0.743 | dlogz: 2.940 > 0.109
iter: 6028 | bound: 93 | nc: 38 | ncall: 219058 | eff(%): 2.752 | loglstar: -inf < -62.842 < inf | logz: -121.377 +/- 0.743 | dlogz: 2.928 > 0.109
iter: 6029 | bound: 93 | nc: 38 | ncall: 219096 | eff(%): 2.752 | loglstar: -inf < -62.816 < inf | logz: -121.375 +/- 0.743 | dlogz: 2.917 > 0.109
iter: 6030 | bound: 93 | nc: 38 | ncall: 219134 | eff(%): 2.752 | loglstar: -inf < -62.802 < inf | logz: -121.372 +/- 0.743 | dlogz: 2.905 > 0.109
iter: 6031 | bound: 93 | nc: 38 | ncall: 219172 | eff(%): 2.752 | loglstar: -inf < -62.800 < inf | logz: -121.370 +/- 0.743 | dlogz: 2.893 > 0.109
iter: 6032 | bound: 93 | nc: 38 | ncall: 219210 | eff(%): 2.752 | loglstar: -inf < -62.797 < inf | logz: -121.368 +/- 0.743 | dlogz: 2.882 > 0.109
iter: 6033 | bound: 93 | nc: 38 | ncall: 219248 | eff(%): 2.752 | loglstar: -inf < -62.777 < inf | logz: -121.365 +/- 0.743 | dlogz: 2.870 > 0.109
iter: 6034 | bound: 93 | nc: 38 | ncall: 219286 | eff(%): 2.752 | loglstar: -inf < -62.774 < inf | logz: -121.363 +/- 0.743 | dlogz: 2.859 > 0.109
iter: 6035 | bound: 93 | nc: 38 | ncall: 219324 | eff(%): 2.752 | loglstar: -inf < -62.761 < inf | logz: -121.361 +/- 0.743 | dlogz: 2.847 > 0.109
iter: 6036 | bound: 93 | nc: 38 | ncall: 219362 | eff(%): 2.752 | loglstar: -inf < -62.744 < inf | logz: -121.358 +/- 0.743 | dlogz: 2.835 > 0.109
iter: 6037 | bound: 93 | nc: 38 | ncall: 219400 | eff(%): 2.752 | loglstar: -inf < -62.741 < inf | logz: -121.356 +/- 0.743 | dlogz: 2.824 > 0.109
iter: 6038 | bound: 93 | nc: 38 | ncall: 219438 | eff(%): 2.752 | loglstar: -inf < -62.738 < inf | logz: -121.354 +/- 0.743 | dlogz: 2.812 > 0.109
iter: 6039 | bound: 93 | nc: 38 | ncall: 219476 | eff(%): 2.752 | loglstar: -inf < -62.736 < inf | logz: -121.351 +/- 0.743 | dlogz: 2.801 > 0.109
iter: 6040 | bound: 93 | nc: 38 | ncall: 219514 | eff(%): 2.752 | loglstar: -inf < -62.735 < inf | logz: -121.349 +/- 0.743 | dlogz: 2.789 > 0.109
iter: 6041 | bound: 93 | nc: 38 | ncall: 219552 | eff(%): 2.752 | loglstar: -inf < -62.729 < inf | logz: -121.347 +/- 0.743 | dlogz: 2.778 > 0.109
iter: 6042 | bound: 93 | nc: 38 | ncall: 219590 | eff(%): 2.751 | loglstar: -inf < -62.723 < inf | logz: -121.345 +/- 0.743 | dlogz: 2.766 > 0.109
iter: 6043 | bound: 93 | nc: 38 | ncall: 219628 | eff(%): 2.751 | loglstar: -inf < -62.719 < inf | logz: -121.342 +/- 0.743 | dlogz: 2.755 > 0.109
iter: 6044 | bound: 93 | nc: 38 | ncall: 219666 | eff(%): 2.751 | loglstar: -inf < -62.714 < inf | logz: -121.340 +/- 0.744 | dlogz: 2.744 > 0.109
iter: 6045 | bound: 93 | nc: 38 | ncall: 219704 | eff(%): 2.751 | loglstar: -inf < -62.694 < inf | logz: -121.338 +/- 0.744 | dlogz: 2.732 > 0.109
iter: 6046 | bound: 93 | nc: 38 | ncall: 219742 | eff(%): 2.751 | loglstar: -inf < -62.690 < inf | logz: -121.336 +/- 0.744 | dlogz: 2.721 > 0.109
iter: 6047 | bound: 93 | nc: 38 | ncall: 219780 | eff(%): 2.751 | loglstar: -inf < -62.687 < inf | logz: -121.334 +/- 0.744 | dlogz: 2.710 > 0.109
iter: 6048 | bound: 93 | nc: 38 | ncall: 219818 | eff(%): 2.751 | loglstar: -inf < -62.675 < inf | logz: -121.332 +/- 0.744 | dlogz: 2.698 > 0.109
iter: 6049 | bound: 93 | nc: 38 | ncall: 219856 | eff(%): 2.751 | loglstar: -inf < -62.675 < inf | logz: -121.329 +/- 0.744 | dlogz: 2.687 > 0.109
iter: 6050 | bound: 93 | nc: 38 | ncall: 219894 | eff(%): 2.751 | loglstar: -inf < -62.667 < inf | logz: -121.327 +/- 0.744 | dlogz: 2.676 > 0.109
iter: 6051 | bound: 93 | nc: 38 | ncall: 219932 | eff(%): 2.751 | loglstar: -inf < -62.667 < inf | logz: -121.325 +/- 0.744 | dlogz: 2.664 > 0.109
iter: 6052 | bound: 93 | nc: 38 | ncall: 219970 | eff(%): 2.751 | loglstar: -inf < -62.661 < inf | logz: -121.323 +/- 0.744 | dlogz: 2.653 > 0.109
iter: 6053 | bound: 93 | nc: 38 | ncall: 220008 | eff(%): 2.751 | loglstar: -inf < -62.655 < inf | logz: -121.321 +/- 0.744 | dlogz: 2.642 > 0.109
iter: 6054 | bound: 93 | nc: 38 | ncall: 220046 | eff(%): 2.751 | loglstar: -inf < -62.639 < inf | logz: -121.319 +/- 0.744 | dlogz: 2.631 > 0.109
iter: 6055 | bound: 93 | nc: 38 | ncall: 220084 | eff(%): 2.751 | loglstar: -inf < -62.634 < inf | logz: -121.317 +/- 0.744 | dlogz: 2.620 > 0.109
iter: 6056 | bound: 93 | nc: 38 | ncall: 220122 | eff(%): 2.751 | loglstar: -inf < -62.627 < inf | logz: -121.315 +/- 0.744 | dlogz: 2.609 > 0.109
iter: 6057 | bound: 93 | nc: 38 | ncall: 220160 | eff(%): 2.751 | loglstar: -inf < -62.624 < inf | logz: -121.313 +/- 0.744 | dlogz: 2.597 > 0.109
iter: 6058 | bound: 93 | nc: 38 | ncall: 220198 | eff(%): 2.751 | loglstar: -inf < -62.618 < inf | logz: -121.311 +/- 0.744 | dlogz: 2.586 > 0.109
iter: 6059 | bound: 93 | nc: 38 | ncall: 220236 | eff(%): 2.751 | loglstar: -inf < -62.616 < inf | logz: -121.309 +/- 0.744 | dlogz: 2.575 > 0.109
iter: 6060 | bound: 93 | nc: 38 | ncall: 220274 | eff(%): 2.751 | loglstar: -inf < -62.614 < inf | logz: -121.307 +/- 0.744 | dlogz: 2.564 > 0.109
iter: 6061 | bound: 93 | nc: 38 | ncall: 220312 | eff(%): 2.751 | loglstar: -inf < -62.610 < inf | logz: -121.305 +/- 0.744 | dlogz: 2.553 > 0.109
iter: 6062 | bound: 93 | nc: 38 | ncall: 220350 | eff(%): 2.751 | loglstar: -inf < -62.610 < inf | logz: -121.303 +/- 0.744 | dlogz: 2.542 > 0.109
iter: 6063 | bound: 93 | nc: 38 | ncall: 220388 | eff(%): 2.751 | loglstar: -inf < -62.586 < inf | logz: -121.301 +/- 0.744 | dlogz: 2.531 > 0.109
iter: 6064 | bound: 93 | nc: 38 | ncall: 220426 | eff(%): 2.751 | loglstar: -inf < -62.581 < inf | logz: -121.299 +/- 0.744 | dlogz: 2.520 > 0.109
iter: 6065 | bound: 93 | nc: 38 | ncall: 220464 | eff(%): 2.751 | loglstar: -inf < -62.579 < inf | logz: -121.297 +/- 0.744 | dlogz: 2.509 > 0.109
iter: 6066 | bound: 93 | nc: 38 | ncall: 220502 | eff(%): 2.751 | loglstar: -inf < -62.578 < inf | logz: -121.295 +/- 0.744 | dlogz: 2.498 > 0.109
iter: 6067 | bound: 93 | nc: 38 | ncall: 220540 | eff(%): 2.751 | loglstar: -inf < -62.566 < inf | logz: -121.293 +/- 0.744 | dlogz: 2.487 > 0.109
iter: 6068 | bound: 93 | nc: 38 | ncall: 220578 | eff(%): 2.751 | loglstar: -inf < -62.562 < inf | logz: -121.291 +/- 0.744 | dlogz: 2.476 > 0.109
iter: 6069 | bound: 93 | nc: 38 | ncall: 220616 | eff(%): 2.751 | loglstar: -inf < -62.561 < inf | logz: -121.289 +/- 0.744 | dlogz: 2.466 > 0.109
iter: 6070 | bound: 93 | nc: 38 | ncall: 220654 | eff(%): 2.751 | loglstar: -inf < -62.543 < inf | logz: -121.287 +/- 0.744 | dlogz: 2.455 > 0.109
iter: 6071 | bound: 93 | nc: 38 | ncall: 220692 | eff(%): 2.751 | loglstar: -inf < -62.534 < inf | logz: -121.285 +/- 0.744 | dlogz: 2.444 > 0.109
iter: 6072 | bound: 93 | nc: 38 | ncall: 220730 | eff(%): 2.751 | loglstar: -inf < -62.531 < inf | logz: -121.283 +/- 0.744 | dlogz: 2.433 > 0.109
iter: 6073 | bound: 93 | nc: 38 | ncall: 220768 | eff(%): 2.751 | loglstar: -inf < -62.525 < inf | logz: -121.282 +/- 0.744 | dlogz: 2.422 > 0.109
iter: 6074 | bound: 94 | nc: 38 | ncall: 220806 | eff(%): 2.751 | loglstar: -inf < -62.513 < inf | logz: -121.280 +/- 0.744 | dlogz: 2.412 > 0.109
iter: 6075 | bound: 94 | nc: 38 | ncall: 220844 | eff(%): 2.751 | loglstar: -inf < -62.481 < inf | logz: -121.278 +/- 0.744 | dlogz: 2.401 > 0.109
iter: 6076 | bound: 94 | nc: 38 | ncall: 220882 | eff(%): 2.751 | loglstar: -inf < -62.470 < inf | logz: -121.276 +/- 0.744 | dlogz: 2.390 > 0.109
iter: 6077 | bound: 94 | nc: 38 | ncall: 220920 | eff(%): 2.751 | loglstar: -inf < -62.464 < inf | logz: -121.274 +/- 0.744 | dlogz: 2.379 > 0.109
iter: 6078 | bound: 94 | nc: 38 | ncall: 220958 | eff(%): 2.751 | loglstar: -inf < -62.463 < inf | logz: -121.272 +/- 0.744 | dlogz: 2.369 > 0.109
iter: 6079 | bound: 94 | nc: 38 | ncall: 220996 | eff(%): 2.751 | loglstar: -inf < -62.460 < inf | logz: -121.270 +/- 0.744 | dlogz: 2.358 > 0.109
iter: 6080 | bound: 94 | nc: 38 | ncall: 221034 | eff(%): 2.751 | loglstar: -inf < -62.458 < inf | logz: -121.268 +/- 0.744 | dlogz: 2.347 > 0.109
iter: 6081 | bound: 94 | nc: 38 | ncall: 221072 | eff(%): 2.751 | loglstar: -inf < -62.457 < inf | logz: -121.267 +/- 0.744 | dlogz: 2.336 > 0.109
iter: 6082 | bound: 94 | nc: 38 | ncall: 221110 | eff(%): 2.751 | loglstar: -inf < -62.434 < inf | logz: -121.265 +/- 0.745 | dlogz: 2.326 > 0.109
iter: 6083 | bound: 94 | nc: 38 | ncall: 221148 | eff(%): 2.751 | loglstar: -inf < -62.432 < inf | logz: -121.263 +/- 0.745 | dlogz: 2.315 > 0.109
iter: 6084 | bound: 94 | nc: 38 | ncall: 221186 | eff(%): 2.751 | loglstar: -inf < -62.424 < inf | logz: -121.261 +/- 0.745 | dlogz: 2.305 > 0.109
iter: 6085 | bound: 94 | nc: 38 | ncall: 221224 | eff(%): 2.751 | loglstar: -inf < -62.416 < inf | logz: -121.259 +/- 0.745 | dlogz: 2.294 > 0.109
iter: 6086 | bound: 94 | nc: 38 | ncall: 221262 | eff(%): 2.751 | loglstar: -inf < -62.405 < inf | logz: -121.257 +/- 0.745 | dlogz: 2.283 > 0.109
iter: 6087 | bound: 94 | nc: 38 | ncall: 221300 | eff(%): 2.751 | loglstar: -inf < -62.398 < inf | logz: -121.256 +/- 0.745 | dlogz: 2.273 > 0.109
iter: 6088 | bound: 94 | nc: 38 | ncall: 221338 | eff(%): 2.751 | loglstar: -inf < -62.393 < inf | logz: -121.254 +/- 0.745 | dlogz: 2.262 > 0.109
iter: 6089 | bound: 94 | nc: 38 | ncall: 221376 | eff(%): 2.751 | loglstar: -inf < -62.392 < inf | logz: -121.252 +/- 0.745 | dlogz: 2.252 > 0.109
iter: 6090 | bound: 94 | nc: 38 | ncall: 221414 | eff(%): 2.751 | loglstar: -inf < -62.386 < inf | logz: -121.250 +/- 0.745 | dlogz: 2.241 > 0.109
iter: 6091 | bound: 94 | nc: 38 | ncall: 221452 | eff(%): 2.750 | loglstar: -inf < -62.385 < inf | logz: -121.249 +/- 0.745 | dlogz: 2.231 > 0.109
iter: 6092 | bound: 94 | nc: 38 | ncall: 221490 | eff(%): 2.750 | loglstar: -inf < -62.381 < inf | logz: -121.247 +/- 0.745 | dlogz: 2.220 > 0.109
iter: 6093 | bound: 94 | nc: 38 | ncall: 221528 | eff(%): 2.750 | loglstar: -inf < -62.343 < inf | logz: -121.245 +/- 0.745 | dlogz: 2.210 > 0.109
iter: 6094 | bound: 94 | nc: 38 | ncall: 221566 | eff(%): 2.750 | loglstar: -inf < -62.336 < inf | logz: -121.243 +/- 0.745 | dlogz: 2.200 > 0.109
iter: 6095 | bound: 94 | nc: 38 | ncall: 221604 | eff(%): 2.750 | loglstar: -inf < -62.331 < inf | logz: -121.242 +/- 0.745 | dlogz: 2.189 > 0.109
iter: 6096 | bound: 94 | nc: 38 | ncall: 221642 | eff(%): 2.750 | loglstar: -inf < -62.329 < inf | logz: -121.240 +/- 0.745 | dlogz: 2.179 > 0.109
iter: 6097 | bound: 94 | nc: 38 | ncall: 221680 | eff(%): 2.750 | loglstar: -inf < -62.318 < inf | logz: -121.238 +/- 0.745 | dlogz: 2.169 > 0.109
iter: 6098 | bound: 94 | nc: 38 | ncall: 221718 | eff(%): 2.750 | loglstar: -inf < -62.317 < inf | logz: -121.236 +/- 0.745 | dlogz: 2.158 > 0.109
iter: 6099 | bound: 94 | nc: 38 | ncall: 221756 | eff(%): 2.750 | loglstar: -inf < -62.315 < inf | logz: -121.235 +/- 0.745 | dlogz: 2.148 > 0.109
iter: 6100 | bound: 94 | nc: 38 | ncall: 221794 | eff(%): 2.750 | loglstar: -inf < -62.313 < inf | logz: -121.233 +/- 0.745 | dlogz: 2.138 > 0.109
iter: 6101 | bound: 94 | nc: 38 | ncall: 221832 | eff(%): 2.750 | loglstar: -inf < -62.301 < inf | logz: -121.231 +/- 0.745 | dlogz: 2.127 > 0.109
iter: 6102 | bound: 94 | nc: 38 | ncall: 221870 | eff(%): 2.750 | loglstar: -inf < -62.296 < inf | logz: -121.230 +/- 0.745 | dlogz: 2.117 > 0.109
iter: 6103 | bound: 94 | nc: 38 | ncall: 221908 | eff(%): 2.750 | loglstar: -inf < -62.288 < inf | logz: -121.228 +/- 0.745 | dlogz: 2.107 > 0.109
iter: 6104 | bound: 94 | nc: 38 | ncall: 221946 | eff(%): 2.750 | loglstar: -inf < -62.270 < inf | logz: -121.226 +/- 0.745 | dlogz: 2.097 > 0.109
iter: 6105 | bound: 94 | nc: 38 | ncall: 221984 | eff(%): 2.750 | loglstar: -inf < -62.262 < inf | logz: -121.225 +/- 0.745 | dlogz: 2.086 > 0.109
iter: 6106 | bound: 94 | nc: 38 | ncall: 222022 | eff(%): 2.750 | loglstar: -inf < -62.261 < inf | logz: -121.223 +/- 0.745 | dlogz: 2.076 > 0.109
iter: 6107 | bound: 94 | nc: 38 | ncall: 222060 | eff(%): 2.750 | loglstar: -inf < -62.251 < inf | logz: -121.221 +/- 0.745 | dlogz: 2.066 > 0.109
iter: 6108 | bound: 94 | nc: 38 | ncall: 222098 | eff(%): 2.750 | loglstar: -inf < -62.249 < inf | logz: -121.220 +/- 0.745 | dlogz: 2.056 > 0.109
iter: 6109 | bound: 94 | nc: 38 | ncall: 222136 | eff(%): 2.750 | loglstar: -inf < -62.245 < inf | logz: -121.218 +/- 0.745 | dlogz: 2.046 > 0.109
iter: 6110 | bound: 94 | nc: 38 | ncall: 222174 | eff(%): 2.750 | loglstar: -inf < -62.239 < inf | logz: -121.216 +/- 0.745 | dlogz: 2.036 > 0.109
iter: 6111 | bound: 94 | nc: 38 | ncall: 222212 | eff(%): 2.750 | loglstar: -inf < -62.232 < inf | logz: -121.215 +/- 0.745 | dlogz: 2.026 > 0.109
iter: 6112 | bound: 94 | nc: 38 | ncall: 222250 | eff(%): 2.750 | loglstar: -inf < -62.230 < inf | logz: -121.213 +/- 0.745 | dlogz: 2.016 > 0.109
iter: 6113 | bound: 94 | nc: 38 | ncall: 222288 | eff(%): 2.750 | loglstar: -inf < -62.224 < inf | logz: -121.212 +/- 0.745 | dlogz: 2.006 > 0.109
iter: 6114 | bound: 94 | nc: 38 | ncall: 222326 | eff(%): 2.750 | loglstar: -inf < -62.219 < inf | logz: -121.210 +/- 0.745 | dlogz: 1.996 > 0.109
iter: 6115 | bound: 94 | nc: 38 | ncall: 222364 | eff(%): 2.750 | loglstar: -inf < -62.216 < inf | logz: -121.208 +/- 0.745 | dlogz: 1.986 > 0.109
iter: 6116 | bound: 94 | nc: 38 | ncall: 222402 | eff(%): 2.750 | loglstar: -inf < -62.196 < inf | logz: -121.207 +/- 0.745 | dlogz: 1.976 > 0.109
iter: 6117 | bound: 94 | nc: 38 | ncall: 222440 | eff(%): 2.750 | loglstar: -inf < -62.190 < inf | logz: -121.205 +/- 0.745 | dlogz: 1.966 > 0.109
iter: 6118 | bound: 94 | nc: 38 | ncall: 222478 | eff(%): 2.750 | loglstar: -inf < -62.190 < inf | logz: -121.204 +/- 0.745 | dlogz: 1.956 > 0.109
iter: 6119 | bound: 94 | nc: 38 | ncall: 222516 | eff(%): 2.750 | loglstar: -inf < -62.190 < inf | logz: -121.202 +/- 0.745 | dlogz: 1.946 > 0.109
iter: 6120 | bound: 94 | nc: 38 | ncall: 222554 | eff(%): 2.750 | loglstar: -inf < -62.185 < inf | logz: -121.201 +/- 0.745 | dlogz: 1.936 > 0.109
iter: 6121 | bound: 94 | nc: 38 | ncall: 222592 | eff(%): 2.750 | loglstar: -inf < -62.174 < inf | logz: -121.199 +/- 0.745 | dlogz: 1.927 > 0.109
iter: 6122 | bound: 94 | nc: 38 | ncall: 222630 | eff(%): 2.750 | loglstar: -inf < -62.132 < inf | logz: -121.198 +/- 0.745 | dlogz: 1.917 > 0.109
iter: 6123 | bound: 94 | nc: 38 | ncall: 222668 | eff(%): 2.750 | loglstar: -inf < -62.130 < inf | logz: -121.196 +/- 0.745 | dlogz: 1.907 > 0.109
iter: 6124 | bound: 94 | nc: 38 | ncall: 222706 | eff(%): 2.750 | loglstar: -inf < -62.125 < inf | logz: -121.195 +/- 0.745 | dlogz: 1.897 > 0.109
iter: 6125 | bound: 94 | nc: 38 | ncall: 222744 | eff(%): 2.750 | loglstar: -inf < -62.115 < inf | logz: -121.193 +/- 0.746 | dlogz: 1.887 > 0.109
iter: 6126 | bound: 94 | nc: 38 | ncall: 222782 | eff(%): 2.750 | loglstar: -inf < -62.107 < inf | logz: -121.192 +/- 0.746 | dlogz: 1.878 > 0.109
iter: 6127 | bound: 94 | nc: 38 | ncall: 222820 | eff(%): 2.750 | loglstar: -inf < -62.101 < inf | logz: -121.190 +/- 0.746 | dlogz: 1.868 > 0.109
iter: 6128 | bound: 94 | nc: 38 | ncall: 222858 | eff(%): 2.750 | loglstar: -inf < -62.097 < inf | logz: -121.188 +/- 0.746 | dlogz: 1.858 > 0.109
iter: 6129 | bound: 94 | nc: 38 | ncall: 222896 | eff(%): 2.750 | loglstar: -inf < -62.094 < inf | logz: -121.187 +/- 0.746 | dlogz: 1.849 > 0.109
iter: 6130 | bound: 94 | nc: 38 | ncall: 222934 | eff(%): 2.750 | loglstar: -inf < -62.075 < inf | logz: -121.185 +/- 0.746 | dlogz: 1.839 > 0.109
iter: 6131 | bound: 94 | nc: 38 | ncall: 222972 | eff(%): 2.750 | loglstar: -inf < -62.066 < inf | logz: -121.184 +/- 0.746 | dlogz: 1.829 > 0.109
iter: 6132 | bound: 94 | nc: 38 | ncall: 223010 | eff(%): 2.750 | loglstar: -inf < -62.054 < inf | logz: -121.182 +/- 0.746 | dlogz: 1.820 > 0.109
iter: 6133 | bound: 94 | nc: 38 | ncall: 223048 | eff(%): 2.750 | loglstar: -inf < -62.051 < inf | logz: -121.181 +/- 0.746 | dlogz: 1.810 > 0.109
iter: 6134 | bound: 94 | nc: 38 | ncall: 223086 | eff(%): 2.750 | loglstar: -inf < -62.023 < inf | logz: -121.179 +/- 0.746 | dlogz: 1.801 > 0.109
iter: 6135 | bound: 94 | nc: 38 | ncall: 223124 | eff(%): 2.750 | loglstar: -inf < -62.002 < inf | logz: -121.178 +/- 0.746 | dlogz: 1.791 > 0.109
iter: 6136 | bound: 94 | nc: 38 | ncall: 223162 | eff(%): 2.750 | loglstar: -inf < -62.002 < inf | logz: -121.176 +/- 0.746 | dlogz: 1.782 > 0.109
iter: 6137 | bound: 94 | nc: 38 | ncall: 223200 | eff(%): 2.750 | loglstar: -inf < -62.000 < inf | logz: -121.175 +/- 0.746 | dlogz: 1.772 > 0.109
iter: 6138 | bound: 94 | nc: 38 | ncall: 223238 | eff(%): 2.750 | loglstar: -inf < -61.999 < inf | logz: -121.173 +/- 0.746 | dlogz: 1.762 > 0.109
iter: 6139 | bound: 94 | nc: 38 | ncall: 223276 | eff(%): 2.750 | loglstar: -inf < -61.980 < inf | logz: -121.172 +/- 0.746 | dlogz: 1.753 > 0.109
iter: 6140 | bound: 94 | nc: 38 | ncall: 223314 | eff(%): 2.749 | loglstar: -inf < -61.976 < inf | logz: -121.170 +/- 0.746 | dlogz: 1.744 > 0.109
iter: 6141 | bound: 94 | nc: 38 | ncall: 223352 | eff(%): 2.749 | loglstar: -inf < -61.975 < inf | logz: -121.169 +/- 0.746 | dlogz: 1.734 > 0.109
iter: 6142 | bound: 94 | nc: 38 | ncall: 223390 | eff(%): 2.749 | loglstar: -inf < -61.968 < inf | logz: -121.167 +/- 0.746 | dlogz: 1.725 > 0.109
iter: 6143 | bound: 94 | nc: 38 | ncall: 223428 | eff(%): 2.749 | loglstar: -inf < -61.955 < inf | logz: -121.166 +/- 0.746 | dlogz: 1.715 > 0.109
iter: 6144 | bound: 94 | nc: 38 | ncall: 223466 | eff(%): 2.749 | loglstar: -inf < -61.939 < inf | logz: -121.165 +/- 0.746 | dlogz: 1.706 > 0.109
iter: 6145 | bound: 94 | nc: 38 | ncall: 223504 | eff(%): 2.749 | loglstar: -inf < -61.935 < inf | logz: -121.163 +/- 0.746 | dlogz: 1.697 > 0.109
iter: 6146 | bound: 94 | nc: 38 | ncall: 223542 | eff(%): 2.749 | loglstar: -inf < -61.934 < inf | logz: -121.162 +/- 0.746 | dlogz: 1.687 > 0.109
iter: 6147 | bound: 94 | nc: 38 | ncall: 223580 | eff(%): 2.749 | loglstar: -inf < -61.930 < inf | logz: -121.160 +/- 0.746 | dlogz: 1.678 > 0.109
iter: 6148 | bound: 94 | nc: 38 | ncall: 223618 | eff(%): 2.749 | loglstar: -inf < -61.929 < inf | logz: -121.159 +/- 0.746 | dlogz: 1.669 > 0.109
iter: 6149 | bound: 94 | nc: 38 | ncall: 223656 | eff(%): 2.749 | loglstar: -inf < -61.925 < inf | logz: -121.157 +/- 0.746 | dlogz: 1.660 > 0.109
iter: 6150 | bound: 94 | nc: 38 | ncall: 223694 | eff(%): 2.749 | loglstar: -inf < -61.923 < inf | logz: -121.156 +/- 0.746 | dlogz: 1.650 > 0.109
iter: 6151 | bound: 94 | nc: 38 | ncall: 223732 | eff(%): 2.749 | loglstar: -inf < -61.897 < inf | logz: -121.155 +/- 0.746 | dlogz: 1.641 > 0.109
iter: 6152 | bound: 94 | nc: 38 | ncall: 223770 | eff(%): 2.749 | loglstar: -inf < -61.887 < inf | logz: -121.153 +/- 0.746 | dlogz: 1.632 > 0.109
iter: 6153 | bound: 94 | nc: 38 | ncall: 223808 | eff(%): 2.749 | loglstar: -inf < -61.878 < inf | logz: -121.152 +/- 0.746 | dlogz: 1.623 > 0.109
iter: 6154 | bound: 94 | nc: 38 | ncall: 223846 | eff(%): 2.749 | loglstar: -inf < -61.876 < inf | logz: -121.150 +/- 0.746 | dlogz: 1.614 > 0.109
iter: 6155 | bound: 94 | nc: 38 | ncall: 223884 | eff(%): 2.749 | loglstar: -inf < -61.874 < inf | logz: -121.149 +/- 0.746 | dlogz: 1.605 > 0.109
iter: 6156 | bound: 94 | nc: 38 | ncall: 223922 | eff(%): 2.749 | loglstar: -inf < -61.871 < inf | logz: -121.147 +/- 0.746 | dlogz: 1.596 > 0.109
iter: 6157 | bound: 94 | nc: 38 | ncall: 223960 | eff(%): 2.749 | loglstar: -inf < -61.855 < inf | logz: -121.146 +/- 0.746 | dlogz: 1.587 > 0.109
iter: 6158 | bound: 94 | nc: 38 | ncall: 223998 | eff(%): 2.749 | loglstar: -inf < -61.846 < inf | logz: -121.145 +/- 0.746 | dlogz: 1.578 > 0.109
iter: 6159 | bound: 94 | nc: 38 | ncall: 224036 | eff(%): 2.749 | loglstar: -inf < -61.845 < inf | logz: -121.143 +/- 0.746 | dlogz: 1.569 > 0.109
iter: 6160 | bound: 94 | nc: 38 | ncall: 224074 | eff(%): 2.749 | loglstar: -inf < -61.816 < inf | logz: -121.142 +/- 0.746 | dlogz: 1.560 > 0.109
iter: 6161 | bound: 94 | nc: 38 | ncall: 224112 | eff(%): 2.749 | loglstar: -inf < -61.809 < inf | logz: -121.141 +/- 0.746 | dlogz: 1.551 > 0.109
iter: 6162 | bound: 94 | nc: 38 | ncall: 224150 | eff(%): 2.749 | loglstar: -inf < -61.809 < inf | logz: -121.139 +/- 0.746 | dlogz: 1.542 > 0.109
iter: 6163 | bound: 94 | nc: 38 | ncall: 224188 | eff(%): 2.749 | loglstar: -inf < -61.804 < inf | logz: -121.138 +/- 0.746 | dlogz: 1.533 > 0.109
iter: 6164 | bound: 94 | nc: 38 | ncall: 224226 | eff(%): 2.749 | loglstar: -inf < -61.797 < inf | logz: -121.137 +/- 0.746 | dlogz: 1.524 > 0.109
iter: 6165 | bound: 94 | nc: 38 | ncall: 224264 | eff(%): 2.749 | loglstar: -inf < -61.795 < inf | logz: -121.135 +/- 0.746 | dlogz: 1.515 > 0.109
iter: 6166 | bound: 94 | nc: 38 | ncall: 224302 | eff(%): 2.749 | loglstar: -inf < -61.789 < inf | logz: -121.134 +/- 0.746 | dlogz: 1.506 > 0.109
iter: 6167 | bound: 94 | nc: 38 | ncall: 224340 | eff(%): 2.749 | loglstar: -inf < -61.788 < inf | logz: -121.133 +/- 0.746 | dlogz: 1.498 > 0.109
iter: 6168 | bound: 94 | nc: 38 | ncall: 224378 | eff(%): 2.749 | loglstar: -inf < -61.771 < inf | logz: -121.131 +/- 0.746 | dlogz: 1.489 > 0.109
iter: 6169 | bound: 94 | nc: 38 | ncall: 224416 | eff(%): 2.749 | loglstar: -inf < -61.761 < inf | logz: -121.130 +/- 0.746 | dlogz: 1.480 > 0.109
iter: 6170 | bound: 94 | nc: 38 | ncall: 224454 | eff(%): 2.749 | loglstar: -inf < -61.752 < inf | logz: -121.129 +/- 0.746 | dlogz: 1.472 > 0.109
iter: 6171 | bound: 94 | nc: 38 | ncall: 224492 | eff(%): 2.749 | loglstar: -inf < -61.746 < inf | logz: -121.127 +/- 0.746 | dlogz: 1.463 > 0.109
iter: 6172 | bound: 94 | nc: 38 | ncall: 224530 | eff(%): 2.749 | loglstar: -inf < -61.740 < inf | logz: -121.126 +/- 0.746 | dlogz: 1.949 > 0.109
iter: 6173 | bound: 94 | nc: 38 | ncall: 224568 | eff(%): 2.749 | loglstar: -inf < -61.736 < inf | logz: -121.125 +/- 0.747 | dlogz: 1.939 > 0.109
iter: 6174 | bound: 95 | nc: 38 | ncall: 224606 | eff(%): 2.749 | loglstar: -inf < -61.723 < inf | logz: -121.123 +/- 0.747 | dlogz: 1.930 > 0.109
iter: 6175 | bound: 95 | nc: 38 | ncall: 224644 | eff(%): 2.749 | loglstar: -inf < -61.722 < inf | logz: -121.122 +/- 0.747 | dlogz: 1.920 > 0.109
iter: 6176 | bound: 95 | nc: 38 | ncall: 224682 | eff(%): 2.749 | loglstar: -inf < -61.714 < inf | logz: -121.121 +/- 0.747 | dlogz: 1.911 > 0.109
iter: 6177 | bound: 95 | nc: 38 | ncall: 224720 | eff(%): 2.749 | loglstar: -inf < -61.704 < inf | logz: -121.119 +/- 0.747 | dlogz: 1.901 > 0.109
iter: 6178 | bound: 95 | nc: 38 | ncall: 224758 | eff(%): 2.749 | loglstar: -inf < -61.700 < inf | logz: -121.118 +/- 0.747 | dlogz: 1.891 > 0.109
iter: 6179 | bound: 95 | nc: 38 | ncall: 224796 | eff(%): 2.749 | loglstar: -inf < -61.692 < inf | logz: -121.117 +/- 0.747 | dlogz: 1.882 > 0.109
iter: 6180 | bound: 95 | nc: 38 | ncall: 224834 | eff(%): 2.749 | loglstar: -inf < -61.671 < inf | logz: -121.116 +/- 0.747 | dlogz: 1.872 > 0.109
iter: 6181 | bound: 95 | nc: 38 | ncall: 224872 | eff(%): 2.749 | loglstar: -inf < -61.670 < inf | logz: -121.114 +/- 0.747 | dlogz: 1.863 > 0.109
iter: 6182 | bound: 95 | nc: 38 | ncall: 224910 | eff(%): 2.749 | loglstar: -inf < -61.669 < inf | logz: -121.113 +/- 0.747 | dlogz: 1.853 > 0.109
iter: 6183 | bound: 95 | nc: 38 | ncall: 224948 | eff(%): 2.749 | loglstar: -inf < -61.662 < inf | logz: -121.112 +/- 0.747 | dlogz: 1.844 > 0.109
iter: 6184 | bound: 95 | nc: 38 | ncall: 224986 | eff(%): 2.749 | loglstar: -inf < -61.639 < inf | logz: -121.111 +/- 0.747 | dlogz: 1.835 > 0.109
iter: 6185 | bound: 95 | nc: 38 | ncall: 225024 | eff(%): 2.749 | loglstar: -inf < -61.638 < inf | logz: -121.109 +/- 0.747 | dlogz: 1.825 > 0.109
iter: 6186 | bound: 95 | nc: 38 | ncall: 225062 | eff(%): 2.749 | loglstar: -inf < -61.628 < inf | logz: -121.108 +/- 0.747 | dlogz: 1.816 > 0.109
iter: 6187 | bound: 95 | nc: 38 | ncall: 225100 | eff(%): 2.749 | loglstar: -inf < -61.622 < inf | logz: -121.107 +/- 0.747 | dlogz: 1.806 > 0.109
iter: 6188 | bound: 95 | nc: 38 | ncall: 225138 | eff(%): 2.749 | loglstar: -inf < -61.619 < inf | logz: -121.106 +/- 0.747 | dlogz: 1.797 > 0.109
iter: 6189 | bound: 95 | nc: 38 | ncall: 225176 | eff(%): 2.749 | loglstar: -inf < -61.606 < inf | logz: -121.104 +/- 0.747 | dlogz: 1.788 > 0.109
iter: 6190 | bound: 95 | nc: 38 | ncall: 225214 | eff(%): 2.748 | loglstar: -inf < -61.600 < inf | logz: -121.103 +/- 0.747 | dlogz: 1.778 > 0.109
iter: 6191 | bound: 95 | nc: 38 | ncall: 225252 | eff(%): 2.748 | loglstar: -inf < -61.595 < inf | logz: -121.102 +/- 0.747 | dlogz: 1.769 > 0.109
iter: 6192 | bound: 95 | nc: 38 | ncall: 225290 | eff(%): 2.748 | loglstar: -inf < -61.585 < inf | logz: -121.101 +/- 0.747 | dlogz: 1.760 > 0.109
iter: 6193 | bound: 95 | nc: 38 | ncall: 225328 | eff(%): 2.748 | loglstar: -inf < -61.578 < inf | logz: -121.099 +/- 0.747 | dlogz: 1.751 > 0.109
iter: 6194 | bound: 95 | nc: 38 | ncall: 225366 | eff(%): 2.748 | loglstar: -inf < -61.575 < inf | logz: -121.098 +/- 0.747 | dlogz: 1.741 > 0.109
iter: 6195 | bound: 95 | nc: 38 | ncall: 225404 | eff(%): 2.748 | loglstar: -inf < -61.567 < inf | logz: -121.097 +/- 0.747 | dlogz: 1.732 > 0.109
iter: 6196 | bound: 95 | nc: 38 | ncall: 225442 | eff(%): 2.748 | loglstar: -inf < -61.565 < inf | logz: -121.096 +/- 0.747 | dlogz: 1.723 > 0.109
iter: 6197 | bound: 95 | nc: 38 | ncall: 225480 | eff(%): 2.748 | loglstar: -inf < -61.563 < inf | logz: -121.095 +/- 0.747 | dlogz: 1.714 > 0.109
iter: 6198 | bound: 95 | nc: 38 | ncall: 225518 | eff(%): 2.748 | loglstar: -inf < -61.554 < inf | logz: -121.093 +/- 0.747 | dlogz: 1.705 > 0.109
iter: 6199 | bound: 95 | nc: 38 | ncall: 225556 | eff(%): 2.748 | loglstar: -inf < -61.552 < inf | logz: -121.092 +/- 0.747 | dlogz: 1.696 > 0.109
iter: 6200 | bound: 95 | nc: 38 | ncall: 225594 | eff(%): 2.748 | loglstar: -inf < -61.540 < inf | logz: -121.091 +/- 0.747 | dlogz: 1.687 > 0.109
iter: 6201 | bound: 95 | nc: 38 | ncall: 225632 | eff(%): 2.748 | loglstar: -inf < -61.537 < inf | logz: -121.090 +/- 0.747 | dlogz: 1.678 > 0.109
iter: 6202 | bound: 95 | nc: 38 | ncall: 225670 | eff(%): 2.748 | loglstar: -inf < -61.535 < inf | logz: -121.089 +/- 0.747 | dlogz: 1.669 > 0.109
iter: 6203 | bound: 95 | nc: 38 | ncall: 225708 | eff(%): 2.748 | loglstar: -inf < -61.534 < inf | logz: -121.088 +/- 0.747 | dlogz: 1.660 > 0.109
iter: 6204 | bound: 95 | nc: 38 | ncall: 225746 | eff(%): 2.748 | loglstar: -inf < -61.533 < inf | logz: -121.087 +/- 0.747 | dlogz: 1.651 > 0.109
iter: 6205 | bound: 95 | nc: 38 | ncall: 225784 | eff(%): 2.748 | loglstar: -inf < -61.530 < inf | logz: -121.085 +/- 0.747 | dlogz: 1.642 > 0.109
iter: 6206 | bound: 95 | nc: 38 | ncall: 225822 | eff(%): 2.748 | loglstar: -inf < -61.530 < inf | logz: -121.084 +/- 0.747 | dlogz: 1.633 > 0.109
iter: 6207 | bound: 95 | nc: 38 | ncall: 225860 | eff(%): 2.748 | loglstar: -inf < -61.521 < inf | logz: -121.083 +/- 0.747 | dlogz: 1.624 > 0.109
iter: 6208 | bound: 95 | nc: 38 | ncall: 225898 | eff(%): 2.748 | loglstar: -inf < -61.518 < inf | logz: -121.082 +/- 0.747 | dlogz: 1.615 > 0.109
iter: 6209 | bound: 95 | nc: 38 | ncall: 225936 | eff(%): 2.748 | loglstar: -inf < -61.502 < inf | logz: -121.081 +/- 0.747 | dlogz: 1.606 > 0.109
iter: 6210 | bound: 95 | nc: 38 | ncall: 225974 | eff(%): 2.748 | loglstar: -inf < -61.492 < inf | logz: -121.080 +/- 0.747 | dlogz: 1.597 > 0.109
iter: 6211 | bound: 95 | nc: 38 | ncall: 226012 | eff(%): 2.748 | loglstar: -inf < -61.487 < inf | logz: -121.079 +/- 0.747 | dlogz: 1.588 > 0.109
iter: 6212 | bound: 95 | nc: 38 | ncall: 226050 | eff(%): 2.748 | loglstar: -inf < -61.483 < inf | logz: -121.078 +/- 0.747 | dlogz: 1.580 > 0.109
iter: 6213 | bound: 95 | nc: 38 | ncall: 226088 | eff(%): 2.748 | loglstar: -inf < -61.469 < inf | logz: -121.077 +/- 0.747 | dlogz: 1.571 > 0.109
iter: 6214 | bound: 95 | nc: 38 | ncall: 226126 | eff(%): 2.748 | loglstar: -inf < -61.467 < inf | logz: -121.076 +/- 0.747 | dlogz: 1.562 > 0.109
iter: 6215 | bound: 95 | nc: 38 | ncall: 226164 | eff(%): 2.748 | loglstar: -inf < -61.465 < inf | logz: -121.074 +/- 0.747 | dlogz: 1.554 > 0.109
iter: 6216 | bound: 95 | nc: 38 | ncall: 226202 | eff(%): 2.748 | loglstar: -inf < -61.455 < inf | logz: -121.073 +/- 0.747 | dlogz: 1.545 > 0.109
iter: 6217 | bound: 95 | nc: 38 | ncall: 226240 | eff(%): 2.748 | loglstar: -inf < -61.453 < inf | logz: -121.072 +/- 0.747 | dlogz: 1.536 > 0.109
iter: 6218 | bound: 95 | nc: 38 | ncall: 226278 | eff(%): 2.748 | loglstar: -inf < -61.452 < inf | logz: -121.071 +/- 0.747 | dlogz: 1.528 > 0.109
iter: 6219 | bound: 95 | nc: 38 | ncall: 226316 | eff(%): 2.748 | loglstar: -inf < -61.440 < inf | logz: -121.070 +/- 0.747 | dlogz: 1.519 > 0.109
iter: 6220 | bound: 95 | nc: 38 | ncall: 226354 | eff(%): 2.748 | loglstar: -inf < -61.416 < inf | logz: -121.069 +/- 0.747 | dlogz: 1.510 > 0.109
iter: 6221 | bound: 95 | nc: 38 | ncall: 226392 | eff(%): 2.748 | loglstar: -inf < -61.402 < inf | logz: -121.068 +/- 0.747 | dlogz: 1.502 > 0.109
iter: 6222 | bound: 95 | nc: 38 | ncall: 226430 | eff(%): 2.748 | loglstar: -inf < -61.397 < inf | logz: -121.067 +/- 0.747 | dlogz: 1.493 > 0.109
iter: 6223 | bound: 96 | nc: 38 | ncall: 226468 | eff(%): 2.748 | loglstar: -inf < -61.381 < inf | logz: -121.066 +/- 0.747 | dlogz: 1.485 > 0.109
iter: 6224 | bound: 96 | nc: 38 | ncall: 226506 | eff(%): 2.748 | loglstar: -inf < -61.381 < inf | logz: -121.065 +/- 0.747 | dlogz: 1.476 > 0.109
iter: 6225 | bound: 96 | nc: 38 | ncall: 226544 | eff(%): 2.748 | loglstar: -inf < -61.378 < inf | logz: -121.064 +/- 0.747 | dlogz: 1.468 > 0.109
iter: 6226 | bound: 96 | nc: 38 | ncall: 226582 | eff(%): 2.748 | loglstar: -inf < -61.370 < inf | logz: -121.063 +/- 0.747 | dlogz: 1.459 > 0.109
iter: 6227 | bound: 96 | nc: 38 | ncall: 226620 | eff(%): 2.748 | loglstar: -inf < -61.348 < inf | logz: -121.062 +/- 0.747 | dlogz: 1.451 > 0.109
iter: 6228 | bound: 96 | nc: 38 | ncall: 226658 | eff(%): 2.748 | loglstar: -inf < -61.347 < inf | logz: -121.061 +/- 0.748 | dlogz: 1.442 > 0.109
iter: 6229 | bound: 96 | nc: 38 | ncall: 226696 | eff(%): 2.748 | loglstar: -inf < -61.337 < inf | logz: -121.060 +/- 0.748 | dlogz: 1.434 > 0.109
iter: 6230 | bound: 96 | nc: 38 | ncall: 226734 | eff(%): 2.748 | loglstar: -inf < -61.323 < inf | logz: -121.059 +/- 0.748 | dlogz: 1.426 > 0.109
iter: 6231 | bound: 96 | nc: 38 | ncall: 226772 | eff(%): 2.748 | loglstar: -inf < -61.316 < inf | logz: -121.058 +/- 0.748 | dlogz: 1.417 > 0.109
iter: 6232 | bound: 96 | nc: 38 | ncall: 226810 | eff(%): 2.748 | loglstar: -inf < -61.307 < inf | logz: -121.057 +/- 0.748 | dlogz: 1.409 > 0.109
iter: 6233 | bound: 96 | nc: 38 | ncall: 226848 | eff(%): 2.748 | loglstar: -inf < -61.306 < inf | logz: -121.056 +/- 0.748 | dlogz: 1.401 > 0.109
iter: 6234 | bound: 96 | nc: 38 | ncall: 226886 | eff(%): 2.748 | loglstar: -inf < -61.303 < inf | logz: -121.055 +/- 0.748 | dlogz: 1.392 > 0.109
iter: 6235 | bound: 96 | nc: 38 | ncall: 226924 | eff(%): 2.748 | loglstar: -inf < -61.279 < inf | logz: -121.054 +/- 0.748 | dlogz: 1.384 > 0.109
iter: 6236 | bound: 96 | nc: 38 | ncall: 226962 | eff(%): 2.748 | loglstar: -inf < -61.271 < inf | logz: -121.053 +/- 0.748 | dlogz: 1.376 > 0.109
iter: 6237 | bound: 96 | nc: 38 | ncall: 227000 | eff(%): 2.748 | loglstar: -inf < -61.271 < inf | logz: -121.051 +/- 0.748 | dlogz: 1.368 > 0.109
iter: 6238 | bound: 96 | nc: 38 | ncall: 227038 | eff(%): 2.748 | loglstar: -inf < -61.261 < inf | logz: -121.050 +/- 0.748 | dlogz: 1.360 > 0.109
iter: 6239 | bound: 96 | nc: 38 | ncall: 227076 | eff(%): 2.748 | loglstar: -inf < -61.260 < inf | logz: -121.049 +/- 0.748 | dlogz: 1.352 > 0.109
iter: 6240 | bound: 96 | nc: 38 | ncall: 227114 | eff(%): 2.748 | loglstar: -inf < -61.245 < inf | logz: -121.048 +/- 0.748 | dlogz: 1.343 > 0.109
iter: 6241 | bound: 96 | nc: 38 | ncall: 227152 | eff(%): 2.747 | loglstar: -inf < -61.243 < inf | logz: -121.047 +/- 0.748 | dlogz: 1.335 > 0.109
iter: 6242 | bound: 96 | nc: 38 | ncall: 227190 | eff(%): 2.747 | loglstar: -inf < -61.230 < inf | logz: -121.046 +/- 0.748 | dlogz: 1.327 > 0.109
iter: 6243 | bound: 96 | nc: 38 | ncall: 227228 | eff(%): 2.747 | loglstar: -inf < -61.229 < inf | logz: -121.045 +/- 0.748 | dlogz: 1.319 > 0.109
iter: 6244 | bound: 96 | nc: 38 | ncall: 227266 | eff(%): 2.747 | loglstar: -inf < -61.228 < inf | logz: -121.044 +/- 0.748 | dlogz: 1.311 > 0.109
iter: 6245 | bound: 97 | nc: 38 | ncall: 227304 | eff(%): 2.747 | loglstar: -inf < -61.225 < inf | logz: -121.043 +/- 0.748 | dlogz: 1.303 > 0.109
iter: 6246 | bound: 97 | nc: 38 | ncall: 227342 | eff(%): 2.747 | loglstar: -inf < -61.218 < inf | logz: -121.043 +/- 0.748 | dlogz: 1.295 > 0.109
iter: 6247 | bound: 97 | nc: 38 | ncall: 227380 | eff(%): 2.747 | loglstar: -inf < -61.205 < inf | logz: -121.042 +/- 0.748 | dlogz: 1.287 > 0.109
iter: 6248 | bound: 97 | nc: 38 | ncall: 227418 | eff(%): 2.747 | loglstar: -inf < -61.202 < inf | logz: -121.041 +/- 0.748 | dlogz: 1.279 > 0.109
iter: 6249 | bound: 97 | nc: 38 | ncall: 227456 | eff(%): 2.747 | loglstar: -inf < -61.196 < inf | logz: -121.040 +/- 0.748 | dlogz: 1.272 > 0.109
iter: 6250 | bound: 97 | nc: 38 | ncall: 227494 | eff(%): 2.747 | loglstar: -inf < -61.189 < inf | logz: -121.039 +/- 0.748 | dlogz: 1.264 > 0.109
iter: 6251 | bound: 97 | nc: 38 | ncall: 227532 | eff(%): 2.747 | loglstar: -inf < -61.172 < inf | logz: -121.038 +/- 0.748 | dlogz: 1.256 > 0.109
iter: 6252 | bound: 97 | nc: 38 | ncall: 227570 | eff(%): 2.747 | loglstar: -inf < -61.159 < inf | logz: -121.037 +/- 0.748 | dlogz: 1.248 > 0.109
iter: 6253 | bound: 97 | nc: 38 | ncall: 227608 | eff(%): 2.747 | loglstar: -inf < -61.158 < inf | logz: -121.036 +/- 0.748 | dlogz: 1.240 > 0.109
iter: 6254 | bound: 97 | nc: 38 | ncall: 227646 | eff(%): 2.747 | loglstar: -inf < -61.154 < inf | logz: -121.035 +/- 0.748 | dlogz: 1.233 > 0.109
iter: 6255 | bound: 97 | nc: 38 | ncall: 227684 | eff(%): 2.747 | loglstar: -inf < -61.154 < inf | logz: -121.034 +/- 0.748 | dlogz: 1.225 > 0.109
iter: 6256 | bound: 97 | nc: 38 | ncall: 227722 | eff(%): 2.747 | loglstar: -inf < -61.152 < inf | logz: -121.033 +/- 0.748 | dlogz: 1.217 > 0.109
iter: 6257 | bound: 97 | nc: 38 | ncall: 227760 | eff(%): 2.747 | loglstar: -inf < -61.140 < inf | logz: -121.032 +/- 0.748 | dlogz: 1.210 > 0.109
iter: 6258 | bound: 97 | nc: 38 | ncall: 227798 | eff(%): 2.747 | loglstar: -inf < -61.120 < inf | logz: -121.031 +/- 0.748 | dlogz: 1.202 > 0.109
iter: 6259 | bound: 97 | nc: 38 | ncall: 227836 | eff(%): 2.747 | loglstar: -inf < -61.120 < inf | logz: -121.030 +/- 0.748 | dlogz: 1.194 > 0.109
iter: 6260 | bound: 97 | nc: 38 | ncall: 227874 | eff(%): 2.747 | loglstar: -inf < -61.104 < inf | logz: -121.029 +/- 0.748 | dlogz: 1.187 > 0.109
iter: 6261 | bound: 97 | nc: 38 | ncall: 227912 | eff(%): 2.747 | loglstar: -inf < -61.100 < inf | logz: -121.028 +/- 0.748 | dlogz: 1.179 > 0.109
iter: 6262 | bound: 97 | nc: 38 | ncall: 227950 | eff(%): 2.747 | loglstar: -inf < -61.084 < inf | logz: -121.027 +/- 0.748 | dlogz: 1.172 > 0.109
iter: 6263 | bound: 97 | nc: 38 | ncall: 227988 | eff(%): 2.747 | loglstar: -inf < -61.082 < inf | logz: -121.026 +/- 0.748 | dlogz: 1.164 > 0.109
iter: 6264 | bound: 97 | nc: 38 | ncall: 228026 | eff(%): 2.747 | loglstar: -inf < -61.073 < inf | logz: -121.025 +/- 0.748 | dlogz: 1.157 > 0.109
iter: 6265 | bound: 97 | nc: 38 | ncall: 228064 | eff(%): 2.747 | loglstar: -inf < -61.068 < inf | logz: -121.025 +/- 0.748 | dlogz: 1.149 > 0.109
iter: 6266 | bound: 97 | nc: 38 | ncall: 228102 | eff(%): 2.747 | loglstar: -inf < -61.062 < inf | logz: -121.024 +/- 0.748 | dlogz: 1.142 > 0.109
iter: 6267 | bound: 97 | nc: 38 | ncall: 228140 | eff(%): 2.747 | loglstar: -inf < -61.053 < inf | logz: -121.023 +/- 0.748 | dlogz: 1.135 > 0.109
iter: 6268 | bound: 97 | nc: 38 | ncall: 228178 | eff(%): 2.747 | loglstar: -inf < -61.049 < inf | logz: -121.022 +/- 0.748 | dlogz: 1.127 > 0.109
iter: 6269 | bound: 97 | nc: 38 | ncall: 228216 | eff(%): 2.747 | loglstar: -inf < -61.049 < inf | logz: -121.021 +/- 0.748 | dlogz: 1.120 > 0.109
iter: 6270 | bound: 97 | nc: 38 | ncall: 228254 | eff(%): 2.747 | loglstar: -inf < -61.037 < inf | logz: -121.020 +/- 0.748 | dlogz: 1.113 > 0.109
iter: 6271 | bound: 97 | nc: 38 | ncall: 228292 | eff(%): 2.747 | loglstar: -inf < -61.026 < inf | logz: -121.019 +/- 0.748 | dlogz: 1.105 > 0.109
iter: 6272 | bound: 97 | nc: 38 | ncall: 228330 | eff(%): 2.747 | loglstar: -inf < -61.023 < inf | logz: -121.018 +/- 0.748 | dlogz: 1.098 > 0.109
iter: 6273 | bound: 97 | nc: 38 | ncall: 228368 | eff(%): 2.747 | loglstar: -inf < -60.986 < inf | logz: -121.017 +/- 0.748 | dlogz: 1.091 > 0.109
iter: 6274 | bound: 97 | nc: 38 | ncall: 228406 | eff(%): 2.747 | loglstar: -inf < -60.966 < inf | logz: -121.016 +/- 0.748 | dlogz: 1.084 > 0.109
iter: 6275 | bound: 97 | nc: 38 | ncall: 228444 | eff(%): 2.747 | loglstar: -inf < -60.958 < inf | logz: -121.015 +/- 0.748 | dlogz: 1.076 > 0.109
iter: 6276 | bound: 97 | nc: 38 | ncall: 228482 | eff(%): 2.747 | loglstar: -inf < -60.954 < inf | logz: -121.015 +/- 0.748 | dlogz: 1.069 > 0.109
iter: 6277 | bound: 97 | nc: 38 | ncall: 228520 | eff(%): 2.747 | loglstar: -inf < -60.946 < inf | logz: -121.014 +/- 0.748 | dlogz: 1.062 > 0.109
iter: 6278 | bound: 97 | nc: 38 | ncall: 228558 | eff(%): 2.747 | loglstar: -inf < -60.931 < inf | logz: -121.013 +/- 0.748 | dlogz: 1.055 > 0.109
iter: 6279 | bound: 97 | nc: 38 | ncall: 228596 | eff(%): 2.747 | loglstar: -inf < -60.930 < inf | logz: -121.012 +/- 0.748 | dlogz: 1.048 > 0.109
iter: 6280 | bound: 97 | nc: 38 | ncall: 228634 | eff(%): 2.747 | loglstar: -inf < -60.923 < inf | logz: -121.011 +/- 0.748 | dlogz: 1.041 > 0.109
iter: 6281 | bound: 97 | nc: 38 | ncall: 228672 | eff(%): 2.747 | loglstar: -inf < -60.915 < inf | logz: -121.010 +/- 0.748 | dlogz: 1.034 > 0.109
iter: 6282 | bound: 97 | nc: 38 | ncall: 228710 | eff(%): 2.747 | loglstar: -inf < -60.911 < inf | logz: -121.009 +/- 0.748 | dlogz: 1.027 > 0.109
iter: 6283 | bound: 97 | nc: 38 | ncall: 228748 | eff(%): 2.747 | loglstar: -inf < -60.907 < inf | logz: -121.008 +/- 0.748 | dlogz: 1.020 > 0.109
iter: 6284 | bound: 97 | nc: 38 | ncall: 228786 | eff(%): 2.747 | loglstar: -inf < -60.900 < inf | logz: -121.007 +/- 0.748 | dlogz: 1.013 > 0.109
iter: 6285 | bound: 97 | nc: 38 | ncall: 228824 | eff(%): 2.747 | loglstar: -inf < -60.881 < inf | logz: -121.006 +/- 0.748 | dlogz: 1.006 > 0.109
iter: 6286 | bound: 97 | nc: 38 | ncall: 228862 | eff(%): 2.747 | loglstar: -inf < -60.878 < inf | logz: -121.006 +/- 0.748 | dlogz: 0.999 > 0.109
iter: 6287 | bound: 97 | nc: 38 | ncall: 228900 | eff(%): 2.747 | loglstar: -inf < -60.877 < inf | logz: -121.005 +/- 0.748 | dlogz: 0.993 > 0.109
iter: 6288 | bound: 97 | nc: 38 | ncall: 228938 | eff(%): 2.747 | loglstar: -inf < -60.876 < inf | logz: -121.004 +/- 0.748 | dlogz: 0.986 > 0.109
iter: 6289 | bound: 97 | nc: 38 | ncall: 228976 | eff(%): 2.747 | loglstar: -inf < -60.869 < inf | logz: -121.003 +/- 0.749 | dlogz: 0.979 > 0.109
iter: 6290 | bound: 97 | nc: 38 | ncall: 229014 | eff(%): 2.747 | loglstar: -inf < -60.863 < inf | logz: -121.002 +/- 0.749 | dlogz: 0.972 > 0.109
iter: 6291 | bound: 97 | nc: 38 | ncall: 229052 | eff(%): 2.747 | loglstar: -inf < -60.841 < inf | logz: -121.001 +/- 0.749 | dlogz: 0.966 > 0.109
iter: 6292 | bound: 97 | nc: 38 | ncall: 229090 | eff(%): 2.747 | loglstar: -inf < -60.840 < inf | logz: -121.000 +/- 0.749 | dlogz: 0.959 > 0.109
iter: 6293 | bound: 97 | nc: 38 | ncall: 229128 | eff(%): 2.746 | loglstar: -inf < -60.835 < inf | logz: -121.000 +/- 0.749 | dlogz: 0.952 > 0.109
iter: 6294 | bound: 97 | nc: 38 | ncall: 229166 | eff(%): 2.746 | loglstar: -inf < -60.812 < inf | logz: -120.999 +/- 0.749 | dlogz: 0.946 > 0.109
iter: 6295 | bound: 97 | nc: 38 | ncall: 229204 | eff(%): 2.746 | loglstar: -inf < -60.810 < inf | logz: -120.998 +/- 0.749 | dlogz: 0.939 > 0.109
iter: 6296 | bound: 97 | nc: 38 | ncall: 229242 | eff(%): 2.746 | loglstar: -inf < -60.805 < inf | logz: -120.997 +/- 0.749 | dlogz: 0.932 > 0.109
iter: 6297 | bound: 97 | nc: 38 | ncall: 229280 | eff(%): 2.746 | loglstar: -inf < -60.802 < inf | logz: -120.996 +/- 0.749 | dlogz: 0.926 > 0.109
iter: 6298 | bound: 97 | nc: 38 | ncall: 229318 | eff(%): 2.746 | loglstar: -inf < -60.791 < inf | logz: -120.995 +/- 0.749 | dlogz: 0.919 > 0.109
iter: 6299 | bound: 97 | nc: 38 | ncall: 229356 | eff(%): 2.746 | loglstar: -inf < -60.789 < inf | logz: -120.994 +/- 0.749 | dlogz: 0.913 > 0.109
iter: 6300 | bound: 97 | nc: 38 | ncall: 229394 | eff(%): 2.746 | loglstar: -inf < -60.766 < inf | logz: -120.994 +/- 0.749 | dlogz: 0.906 > 0.109
iter: 6301 | bound: 97 | nc: 38 | ncall: 229432 | eff(%): 2.746 | loglstar: -inf < -60.764 < inf | logz: -120.993 +/- 0.749 | dlogz: 0.900 > 0.109
iter: 6302 | bound: 97 | nc: 38 | ncall: 229470 | eff(%): 2.746 | loglstar: -inf < -60.762 < inf | logz: -120.992 +/- 0.749 | dlogz: 0.894 > 0.109
iter: 6303 | bound: 97 | nc: 38 | ncall: 229508 | eff(%): 2.746 | loglstar: -inf < -60.761 < inf | logz: -120.991 +/- 0.749 | dlogz: 0.887 > 0.109
iter: 6304 | bound: 97 | nc: 38 | ncall: 229546 | eff(%): 2.746 | loglstar: -inf < -60.740 < inf | logz: -120.990 +/- 0.749 | dlogz: 0.881 > 0.109
iter: 6305 | bound: 97 | nc: 38 | ncall: 229584 | eff(%): 2.746 | loglstar: -inf < -60.713 < inf | logz: -120.989 +/- 0.749 | dlogz: 0.875 > 0.109
iter: 6306 | bound: 97 | nc: 38 | ncall: 229622 | eff(%): 2.746 | loglstar: -inf < -60.700 < inf | logz: -120.989 +/- 0.749 | dlogz: 0.868 > 0.109
iter: 6307 | bound: 97 | nc: 38 | ncall: 229660 | eff(%): 2.746 | loglstar: -inf < -60.694 < inf | logz: -120.988 +/- 0.749 | dlogz: 0.862 > 0.109
iter: 6308 | bound: 97 | nc: 38 | ncall: 229698 | eff(%): 2.746 | loglstar: -inf < -60.688 < inf | logz: -120.987 +/- 0.749 | dlogz: 0.856 > 0.109
iter: 6309 | bound: 97 | nc: 38 | ncall: 229736 | eff(%): 2.746 | loglstar: -inf < -60.676 < inf | logz: -120.986 +/- 0.749 | dlogz: 0.850 > 0.109
iter: 6310 | bound: 97 | nc: 38 | ncall: 229774 | eff(%): 2.746 | loglstar: -inf < -60.675 < inf | logz: -120.985 +/- 0.749 | dlogz: 0.844 > 0.109
iter: 6311 | bound: 97 | nc: 38 | ncall: 229812 | eff(%): 2.746 | loglstar: -inf < -60.665 < inf | logz: -120.984 +/- 0.749 | dlogz: 0.837 > 0.109
iter: 6312 | bound: 97 | nc: 38 | ncall: 229850 | eff(%): 2.746 | loglstar: -inf < -60.659 < inf | logz: -120.983 +/- 0.749 | dlogz: 0.831 > 0.109
iter: 6313 | bound: 97 | nc: 38 | ncall: 229888 | eff(%): 2.746 | loglstar: -inf < -60.650 < inf | logz: -120.983 +/- 0.749 | dlogz: 0.825 > 0.109
iter: 6314 | bound: 97 | nc: 38 | ncall: 229926 | eff(%): 2.746 | loglstar: -inf < -60.636 < inf | logz: -120.982 +/- 0.749 | dlogz: 0.819 > 0.109
iter: 6315 | bound: 98 | nc: 38 | ncall: 229964 | eff(%): 2.746 | loglstar: -inf < -60.625 < inf | logz: -120.981 +/- 0.749 | dlogz: 0.813 > 0.109
iter: 6316 | bound: 98 | nc: 38 | ncall: 230002 | eff(%): 2.746 | loglstar: -inf < -60.595 < inf | logz: -120.980 +/- 0.749 | dlogz: 0.807 > 0.109
iter: 6317 | bound: 98 | nc: 38 | ncall: 230040 | eff(%): 2.746 | loglstar: -inf < -60.588 < inf | logz: -120.979 +/- 0.749 | dlogz: 0.801 > 0.109
iter: 6318 | bound: 98 | nc: 38 | ncall: 230078 | eff(%): 2.746 | loglstar: -inf < -60.588 < inf | logz: -120.978 +/- 0.749 | dlogz: 0.795 > 0.109
iter: 6319 | bound: 98 | nc: 38 | ncall: 230116 | eff(%): 2.746 | loglstar: -inf < -60.574 < inf | logz: -120.978 +/- 0.749 | dlogz: 0.789 > 0.109
iter: 6320 | bound: 98 | nc: 38 | ncall: 230154 | eff(%): 2.746 | loglstar: -inf < -60.562 < inf | logz: -120.977 +/- 0.749 | dlogz: 0.783 > 0.109
iter: 6321 | bound: 98 | nc: 38 | ncall: 230192 | eff(%): 2.746 | loglstar: -inf < -60.549 < inf | logz: -120.976 +/- 0.749 | dlogz: 0.778 > 0.109
iter: 6322 | bound: 98 | nc: 38 | ncall: 230230 | eff(%): 2.746 | loglstar: -inf < -60.548 < inf | logz: -120.975 +/- 0.749 | dlogz: 0.772 > 0.109
iter: 6323 | bound: 98 | nc: 38 | ncall: 230268 | eff(%): 2.746 | loglstar: -inf < -60.541 < inf | logz: -120.974 +/- 0.749 | dlogz: 0.766 > 0.109
iter: 6324 | bound: 98 | nc: 38 | ncall: 230306 | eff(%): 2.746 | loglstar: -inf < -60.537 < inf | logz: -120.973 +/- 0.749 | dlogz: 0.760 > 0.109
iter: 6325 | bound: 98 | nc: 38 | ncall: 230344 | eff(%): 2.746 | loglstar: -inf < -60.533 < inf | logz: -120.973 +/- 0.749 | dlogz: 0.755 > 0.109
iter: 6326 | bound: 98 | nc: 38 | ncall: 230382 | eff(%): 2.746 | loglstar: -inf < -60.530 < inf | logz: -120.972 +/- 0.749 | dlogz: 0.749 > 0.109
iter: 6327 | bound: 98 | nc: 38 | ncall: 230420 | eff(%): 2.746 | loglstar: -inf < -60.502 < inf | logz: -120.971 +/- 0.749 | dlogz: 0.743 > 0.109
iter: 6328 | bound: 98 | nc: 38 | ncall: 230458 | eff(%): 2.746 | loglstar: -inf < -60.483 < inf | logz: -120.970 +/- 0.749 | dlogz: 0.738 > 0.109
iter: 6329 | bound: 98 | nc: 38 | ncall: 230496 | eff(%): 2.746 | loglstar: -inf < -60.483 < inf | logz: -120.969 +/- 0.749 | dlogz: 0.732 > 0.109
iter: 6330 | bound: 98 | nc: 38 | ncall: 230534 | eff(%): 2.746 | loglstar: -inf < -60.465 < inf | logz: -120.969 +/- 0.749 | dlogz: 0.726 > 0.109
iter: 6331 | bound: 98 | nc: 38 | ncall: 230572 | eff(%): 2.746 | loglstar: -inf < -60.457 < inf | logz: -120.968 +/- 0.749 | dlogz: 0.721 > 0.109
iter: 6332 | bound: 98 | nc: 38 | ncall: 230610 | eff(%): 2.746 | loglstar: -inf < -60.448 < inf | logz: -120.967 +/- 0.749 | dlogz: 0.715 > 0.109
iter: 6333 | bound: 98 | nc: 38 | ncall: 230648 | eff(%): 2.746 | loglstar: -inf < -60.445 < inf | logz: -120.966 +/- 0.749 | dlogz: 0.710 > 0.109
iter: 6334 | bound: 98 | nc: 38 | ncall: 230686 | eff(%): 2.746 | loglstar: -inf < -60.439 < inf | logz: -120.965 +/- 0.749 | dlogz: 0.745 > 0.109
iter: 6335 | bound: 98 | nc: 38 | ncall: 230724 | eff(%): 2.746 | loglstar: -inf < -60.431 < inf | logz: -120.964 +/- 0.749 | dlogz: 0.739 > 0.109
iter: 6336 | bound: 98 | nc: 38 | ncall: 230762 | eff(%): 2.746 | loglstar: -inf < -60.426 < inf | logz: -120.964 +/- 0.749 | dlogz: 0.734 > 0.109
iter: 6337 | bound: 98 | nc: 38 | ncall: 230800 | eff(%): 2.746 | loglstar: -inf < -60.415 < inf | logz: -120.963 +/- 0.749 | dlogz: 0.728 > 0.109
iter: 6338 | bound: 98 | nc: 38 | ncall: 230838 | eff(%): 2.746 | loglstar: -inf < -60.400 < inf | logz: -120.962 +/- 0.749 | dlogz: 0.723 > 0.109
iter: 6339 | bound: 98 | nc: 38 | ncall: 230876 | eff(%): 2.746 | loglstar: -inf < -60.395 < inf | logz: -120.961 +/- 0.749 | dlogz: 0.717 > 0.109
iter: 6340 | bound: 98 | nc: 38 | ncall: 230914 | eff(%): 2.746 | loglstar: -inf < -60.369 < inf | logz: -120.960 +/- 0.749 | dlogz: 0.712 > 0.109
iter: 6341 | bound: 98 | nc: 38 | ncall: 230952 | eff(%): 2.746 | loglstar: -inf < -60.367 < inf | logz: -120.960 +/- 0.749 | dlogz: 0.706 > 0.109
iter: 6342 | bound: 98 | nc: 38 | ncall: 230990 | eff(%): 2.746 | loglstar: -inf < -60.360 < inf | logz: -120.959 +/- 0.749 | dlogz: 0.701 > 0.109
iter: 6343 | bound: 98 | nc: 38 | ncall: 231028 | eff(%): 2.746 | loglstar: -inf < -60.357 < inf | logz: -120.958 +/- 0.749 | dlogz: 0.695 > 0.109
iter: 6344 | bound: 98 | nc: 38 | ncall: 231066 | eff(%): 2.746 | loglstar: -inf < -60.345 < inf | logz: -120.957 +/- 0.749 | dlogz: 0.690 > 0.109
iter: 6345 | bound: 98 | nc: 38 | ncall: 231104 | eff(%): 2.746 | loglstar: -inf < -60.343 < inf | logz: -120.956 +/- 0.749 | dlogz: 0.685 > 0.109
iter: 6346 | bound: 98 | nc: 38 | ncall: 231142 | eff(%): 2.745 | loglstar: -inf < -60.339 < inf | logz: -120.955 +/- 0.749 | dlogz: 0.679 > 0.109
iter: 6347 | bound: 99 | nc: 38 | ncall: 231180 | eff(%): 2.745 | loglstar: -inf < -60.336 < inf | logz: -120.955 +/- 0.749 | dlogz: 0.674 > 0.109
iter: 6348 | bound: 99 | nc: 38 | ncall: 231218 | eff(%): 2.745 | loglstar: -inf < -60.327 < inf | logz: -120.954 +/- 0.749 | dlogz: 0.669 > 0.109
iter: 6349 | bound: 99 | nc: 38 | ncall: 231256 | eff(%): 2.745 | loglstar: -inf < -60.325 < inf | logz: -120.953 +/- 0.749 | dlogz: 0.663 > 0.109
iter: 6350 | bound: 99 | nc: 38 | ncall: 231294 | eff(%): 2.745 | loglstar: -inf < -60.321 < inf | logz: -120.952 +/- 0.749 | dlogz: 0.658 > 0.109
iter: 6351 | bound: 99 | nc: 38 | ncall: 231332 | eff(%): 2.745 | loglstar: -inf < -60.312 < inf | logz: -120.952 +/- 0.750 | dlogz: 0.653 > 0.109
iter: 6352 | bound: 99 | nc: 38 | ncall: 231370 | eff(%): 2.745 | loglstar: -inf < -60.307 < inf | logz: -120.951 +/- 0.750 | dlogz: 0.648 > 0.109
iter: 6353 | bound: 99 | nc: 38 | ncall: 231408 | eff(%): 2.745 | loglstar: -inf < -60.300 < inf | logz: -120.950 +/- 0.750 | dlogz: 0.643 > 0.109
iter: 6354 | bound: 99 | nc: 38 | ncall: 231446 | eff(%): 2.745 | loglstar: -inf < -60.291 < inf | logz: -120.949 +/- 0.750 | dlogz: 0.638 > 0.109
iter: 6355 | bound: 99 | nc: 38 | ncall: 231484 | eff(%): 2.745 | loglstar: -inf < -60.280 < inf | logz: -120.949 +/- 0.750 | dlogz: 0.633 > 0.109
iter: 6356 | bound: 99 | nc: 38 | ncall: 231522 | eff(%): 2.745 | loglstar: -inf < -60.274 < inf | logz: -120.948 +/- 0.750 | dlogz: 0.628 > 0.109
iter: 6357 | bound: 99 | nc: 38 | ncall: 231560 | eff(%): 2.745 | loglstar: -inf < -60.274 < inf | logz: -120.947 +/- 0.750 | dlogz: 0.623 > 0.109
iter: 6358 | bound: 99 | nc: 38 | ncall: 231598 | eff(%): 2.745 | loglstar: -inf < -60.268 < inf | logz: -120.946 +/- 0.750 | dlogz: 0.618 > 0.109
iter: 6359 | bound: 99 | nc: 38 | ncall: 231636 | eff(%): 2.745 | loglstar: -inf < -60.266 < inf | logz: -120.946 +/- 0.750 | dlogz: 0.613 > 0.109
iter: 6360 | bound: 99 | nc: 38 | ncall: 231674 | eff(%): 2.745 | loglstar: -inf < -60.259 < inf | logz: -120.945 +/- 0.750 | dlogz: 0.608 > 0.109
iter: 6361 | bound: 99 | nc: 38 | ncall: 231712 | eff(%): 2.745 | loglstar: -inf < -60.258 < inf | logz: -120.944 +/- 0.750 | dlogz: 0.603 > 0.109
iter: 6362 | bound: 99 | nc: 38 | ncall: 231750 | eff(%): 2.745 | loglstar: -inf < -60.253 < inf | logz: -120.943 +/- 0.750 | dlogz: 0.598 > 0.109
iter: 6363 | bound: 99 | nc: 38 | ncall: 231788 | eff(%): 2.745 | loglstar: -inf < -60.253 < inf | logz: -120.943 +/- 0.750 | dlogz: 0.594 > 0.109
iter: 6364 | bound: 99 | nc: 38 | ncall: 231826 | eff(%): 2.745 | loglstar: -inf < -60.248 < inf | logz: -120.942 +/- 0.750 | dlogz: 0.589 > 0.109
iter: 6365 | bound: 99 | nc: 38 | ncall: 231864 | eff(%): 2.745 | loglstar: -inf < -60.241 < inf | logz: -120.941 +/- 0.750 | dlogz: 0.584 > 0.109
iter: 6366 | bound: 99 | nc: 38 | ncall: 231902 | eff(%): 2.745 | loglstar: -inf < -60.231 < inf | logz: -120.940 +/- 0.750 | dlogz: 0.579 > 0.109
iter: 6367 | bound: 99 | nc: 38 | ncall: 231940 | eff(%): 2.745 | loglstar: -inf < -60.217 < inf | logz: -120.940 +/- 0.750 | dlogz: 0.575 > 0.109
iter: 6368 | bound: 99 | nc: 38 | ncall: 231978 | eff(%): 2.745 | loglstar: -inf < -60.208 < inf | logz: -120.939 +/- 0.750 | dlogz: 0.570 > 0.109
iter: 6369 | bound: 99 | nc: 38 | ncall: 232016 | eff(%): 2.745 | loglstar: -inf < -60.195 < inf | logz: -120.938 +/- 0.750 | dlogz: 0.565 > 0.109
iter: 6370 | bound: 99 | nc: 38 | ncall: 232054 | eff(%): 2.745 | loglstar: -inf < -60.184 < inf | logz: -120.938 +/- 0.750 | dlogz: 0.561 > 0.109
iter: 6371 | bound: 99 | nc: 38 | ncall: 232092 | eff(%): 2.745 | loglstar: -inf < -60.167 < inf | logz: -120.937 +/- 0.750 | dlogz: 0.556 > 0.109
iter: 6372 | bound: 99 | nc: 38 | ncall: 232130 | eff(%): 2.745 | loglstar: -inf < -60.162 < inf | logz: -120.936 +/- 0.750 | dlogz: 0.552 > 0.109
iter: 6373 | bound: 99 | nc: 38 | ncall: 232168 | eff(%): 2.745 | loglstar: -inf < -60.155 < inf | logz: -120.935 +/- 0.750 | dlogz: 0.547 > 0.109
iter: 6374 | bound: 99 | nc: 38 | ncall: 232206 | eff(%): 2.745 | loglstar: -inf < -60.151 < inf | logz: -120.935 +/- 0.750 | dlogz: 0.543 > 0.109
iter: 6375 | bound: 99 | nc: 38 | ncall: 232244 | eff(%): 2.745 | loglstar: -inf < -60.147 < inf | logz: -120.934 +/- 0.750 | dlogz: 0.567 > 0.109
iter: 6376 | bound: 99 | nc: 38 | ncall: 232282 | eff(%): 2.745 | loglstar: -inf < -60.140 < inf | logz: -120.933 +/- 0.750 | dlogz: 0.562 > 0.109
iter: 6377 | bound: 99 | nc: 38 | ncall: 232320 | eff(%): 2.745 | loglstar: -inf < -60.127 < inf | logz: -120.933 +/- 0.750 | dlogz: 0.557 > 0.109
iter: 6378 | bound: 99 | nc: 38 | ncall: 232358 | eff(%): 2.745 | loglstar: -inf < -60.125 < inf | logz: -120.932 +/- 0.750 | dlogz: 0.553 > 0.109
iter: 6379 | bound: 99 | nc: 38 | ncall: 232396 | eff(%): 2.745 | loglstar: -inf < -60.119 < inf | logz: -120.931 +/- 0.750 | dlogz: 0.548 > 0.109
iter: 6380 | bound: 99 | nc: 38 | ncall: 232434 | eff(%): 2.745 | loglstar: -inf < -60.098 < inf | logz: -120.930 +/- 0.750 | dlogz: 0.544 > 0.109
iter: 6381 | bound: 99 | nc: 38 | ncall: 232472 | eff(%): 2.745 | loglstar: -inf < -60.097 < inf | logz: -120.930 +/- 0.750 | dlogz: 0.539 > 0.109
iter: 6382 | bound: 99 | nc: 38 | ncall: 232510 | eff(%): 2.745 | loglstar: -inf < -60.090 < inf | logz: -120.929 +/- 0.750 | dlogz: 0.535 > 0.109
iter: 6383 | bound: 99 | nc: 38 | ncall: 232548 | eff(%): 2.745 | loglstar: -inf < -60.083 < inf | logz: -120.928 +/- 0.750 | dlogz: 0.531 > 0.109
iter: 6384 | bound: 99 | nc: 38 | ncall: 232586 | eff(%): 2.745 | loglstar: -inf < -60.080 < inf | logz: -120.928 +/- 0.750 | dlogz: 0.526 > 0.109
iter: 6385 | bound: 99 | nc: 38 | ncall: 232624 | eff(%): 2.745 | loglstar: -inf < -60.079 < inf | logz: -120.927 +/- 0.750 | dlogz: 0.522 > 0.109
iter: 6386 | bound: 99 | nc: 38 | ncall: 232662 | eff(%): 2.745 | loglstar: -inf < -60.057 < inf | logz: -120.926 +/- 0.750 | dlogz: 0.518 > 0.109
iter: 6387 | bound: 99 | nc: 38 | ncall: 232700 | eff(%): 2.745 | loglstar: -inf < -60.047 < inf | logz: -120.926 +/- 0.750 | dlogz: 0.513 > 0.109
iter: 6388 | bound: 99 | nc: 38 | ncall: 232738 | eff(%): 2.745 | loglstar: -inf < -60.047 < inf | logz: -120.925 +/- 0.750 | dlogz: 0.509 > 0.109
iter: 6389 | bound: 99 | nc: 38 | ncall: 232776 | eff(%): 2.745 | loglstar: -inf < -60.042 < inf | logz: -120.924 +/- 0.750 | dlogz: 0.505 > 0.109
iter: 6390 | bound: 99 | nc: 38 | ncall: 232814 | eff(%): 2.745 | loglstar: -inf < -60.038 < inf | logz: -120.924 +/- 0.750 | dlogz: 0.501 > 0.109
iter: 6391 | bound: 99 | nc: 38 | ncall: 232852 | eff(%): 2.745 | loglstar: -inf < -60.038 < inf | logz: -120.923 +/- 0.750 | dlogz: 0.496 > 0.109
iter: 6392 | bound: 99 | nc: 38 | ncall: 232890 | eff(%): 2.745 | loglstar: -inf < -60.038 < inf | logz: -120.922 +/- 0.750 | dlogz: 0.492 > 0.109
iter: 6393 | bound: 99 | nc: 38 | ncall: 232928 | eff(%): 2.745 | loglstar: -inf < -60.029 < inf | logz: -120.922 +/- 0.750 | dlogz: 0.488 > 0.109
iter: 6394 | bound: 99 | nc: 38 | ncall: 232966 | eff(%): 2.745 | loglstar: -inf < -60.019 < inf | logz: -120.921 +/- 0.750 | dlogz: 0.484 > 0.109
iter: 6395 | bound: 99 | nc: 38 | ncall: 233004 | eff(%): 2.745 | loglstar: -inf < -60.019 < inf | logz: -120.920 +/- 0.750 | dlogz: 0.480 > 0.109
iter: 6396 | bound: 100 | nc: 38 | ncall: 233042 | eff(%): 2.745 | loglstar: -inf < -60.019 < inf | logz: -120.920 +/- 0.750 | dlogz: 0.476 > 0.109
iter: 6397 | bound: 100 | nc: 38 | ncall: 233080 | eff(%): 2.745 | loglstar: -inf < -60.014 < inf | logz: -120.919 +/- 0.750 | dlogz: 0.472 > 0.109
iter: 6398 | bound: 100 | nc: 38 | ncall: 233118 | eff(%): 2.745 | loglstar: -inf < -59.987 < inf | logz: -120.918 +/- 0.750 | dlogz: 0.468 > 0.109
iter: 6399 | bound: 100 | nc: 38 | ncall: 233156 | eff(%): 2.745 | loglstar: -inf < -59.985 < inf | logz: -120.918 +/- 0.750 | dlogz: 0.464 > 0.109
iter: 6400 | bound: 100 | nc: 38 | ncall: 233194 | eff(%): 2.744 | loglstar: -inf < -59.984 < inf | logz: -120.917 +/- 0.750 | dlogz: 0.460 > 0.109
iter: 6401 | bound: 100 | nc: 38 | ncall: 233232 | eff(%): 2.744 | loglstar: -inf < -59.981 < inf | logz: -120.917 +/- 0.750 | dlogz: 0.456 > 0.109
iter: 6402 | bound: 100 | nc: 38 | ncall: 233270 | eff(%): 2.744 | loglstar: -inf < -59.979 < inf | logz: -120.916 +/- 0.750 | dlogz: 0.452 > 0.109
iter: 6403 | bound: 100 | nc: 38 | ncall: 233308 | eff(%): 2.744 | loglstar: -inf < -59.969 < inf | logz: -120.915 +/- 0.750 | dlogz: 0.449 > 0.109
iter: 6404 | bound: 100 | nc: 38 | ncall: 233346 | eff(%): 2.744 | loglstar: -inf < -59.960 < inf | logz: -120.915 +/- 0.750 | dlogz: 0.445 > 0.109
iter: 6405 | bound: 100 | nc: 38 | ncall: 233384 | eff(%): 2.744 | loglstar: -inf < -59.949 < inf | logz: -120.914 +/- 0.750 | dlogz: 0.441 > 0.109
iter: 6406 | bound: 100 | nc: 38 | ncall: 233422 | eff(%): 2.744 | loglstar: -inf < -59.940 < inf | logz: -120.913 +/- 0.750 | dlogz: 0.437 > 0.109
iter: 6407 | bound: 100 | nc: 38 | ncall: 233460 | eff(%): 2.744 | loglstar: -inf < -59.938 < inf | logz: -120.913 +/- 0.750 | dlogz: 0.434 > 0.109
iter: 6408 | bound: 100 | nc: 38 | ncall: 233498 | eff(%): 2.744 | loglstar: -inf < -59.933 < inf | logz: -120.912 +/- 0.750 | dlogz: 0.430 > 0.109
iter: 6409 | bound: 100 | nc: 38 | ncall: 233536 | eff(%): 2.744 | loglstar: -inf < -59.932 < inf | logz: -120.912 +/- 0.750 | dlogz: 0.426 > 0.109
iter: 6410 | bound: 100 | nc: 38 | ncall: 233574 | eff(%): 2.744 | loglstar: -inf < -59.919 < inf | logz: -120.911 +/- 0.750 | dlogz: 0.423 > 0.109
iter: 6411 | bound: 100 | nc: 38 | ncall: 233612 | eff(%): 2.744 | loglstar: -inf < -59.918 < inf | logz: -120.910 +/- 0.750 | dlogz: 0.419 > 0.109
iter: 6412 | bound: 100 | nc: 38 | ncall: 233650 | eff(%): 2.744 | loglstar: -inf < -59.913 < inf | logz: -120.910 +/- 0.750 | dlogz: 0.415 > 0.109
iter: 6413 | bound: 100 | nc: 38 | ncall: 233688 | eff(%): 2.744 | loglstar: -inf < -59.896 < inf | logz: -120.909 +/- 0.750 | dlogz: 0.412 > 0.109
iter: 6414 | bound: 100 | nc: 38 | ncall: 233726 | eff(%): 2.744 | loglstar: -inf < -59.892 < inf | logz: -120.909 +/- 0.750 | dlogz: 0.408 > 0.109
iter: 6415 | bound: 100 | nc: 38 | ncall: 233764 | eff(%): 2.744 | loglstar: -inf < -59.890 < inf | logz: -120.908 +/- 0.750 | dlogz: 0.405 > 0.109
iter: 6416 | bound: 101 | nc: 38 | ncall: 233802 | eff(%): 2.744 | loglstar: -inf < -59.886 < inf | logz: -120.907 +/- 0.750 | dlogz: 0.401 > 0.109
iter: 6417 | bound: 101 | nc: 38 | ncall: 233840 | eff(%): 2.744 | loglstar: -inf < -59.883 < inf | logz: -120.907 +/- 0.750 | dlogz: 0.398 > 0.109
iter: 6418 | bound: 101 | nc: 38 | ncall: 233878 | eff(%): 2.744 | loglstar: -inf < -59.876 < inf | logz: -120.906 +/- 0.750 | dlogz: 0.394 > 0.109
iter: 6419 | bound: 101 | nc: 38 | ncall: 233916 | eff(%): 2.744 | loglstar: -inf < -59.872 < inf | logz: -120.906 +/- 0.750 | dlogz: 0.391 > 0.109
iter: 6420 | bound: 101 | nc: 38 | ncall: 233954 | eff(%): 2.744 | loglstar: -inf < -59.869 < inf | logz: -120.905 +/- 0.750 | dlogz: 0.387 > 0.109
iter: 6421 | bound: 101 | nc: 38 | ncall: 233992 | eff(%): 2.744 | loglstar: -inf < -59.867 < inf | logz: -120.904 +/- 0.751 | dlogz: 0.384 > 0.109
iter: 6422 | bound: 101 | nc: 38 | ncall: 234030 | eff(%): 2.744 | loglstar: -inf < -59.867 < inf | logz: -120.904 +/- 0.751 | dlogz: 0.381 > 0.109
iter: 6423 | bound: 101 | nc: 38 | ncall: 234068 | eff(%): 2.744 | loglstar: -inf < -59.864 < inf | logz: -120.903 +/- 0.751 | dlogz: 0.377 > 0.109
iter: 6424 | bound: 101 | nc: 38 | ncall: 234106 | eff(%): 2.744 | loglstar: -inf < -59.854 < inf | logz: -120.903 +/- 0.751 | dlogz: 0.374 > 0.109
iter: 6425 | bound: 101 | nc: 38 | ncall: 234144 | eff(%): 2.744 | loglstar: -inf < -59.848 < inf | logz: -120.902 +/- 0.751 | dlogz: 0.371 > 0.109
iter: 6426 | bound: 101 | nc: 38 | ncall: 234182 | eff(%): 2.744 | loglstar: -inf < -59.838 < inf | logz: -120.902 +/- 0.751 | dlogz: 0.429 > 0.109
iter: 6427 | bound: 101 | nc: 38 | ncall: 234220 | eff(%): 2.744 | loglstar: -inf < -59.834 < inf | logz: -120.901 +/- 0.751 | dlogz: 0.425 > 0.109
iter: 6428 | bound: 101 | nc: 38 | ncall: 234258 | eff(%): 2.744 | loglstar: -inf < -59.833 < inf | logz: -120.900 +/- 0.751 | dlogz: 0.421 > 0.109
iter: 6429 | bound: 101 | nc: 38 | ncall: 234296 | eff(%): 2.744 | loglstar: -inf < -59.829 < inf | logz: -120.900 +/- 0.751 | dlogz: 0.418 > 0.109
iter: 6430 | bound: 101 | nc: 38 | ncall: 234334 | eff(%): 2.744 | loglstar: -inf < -59.825 < inf | logz: -120.899 +/- 0.751 | dlogz: 0.414 > 0.109
iter: 6431 | bound: 101 | nc: 38 | ncall: 234372 | eff(%): 2.744 | loglstar: -inf < -59.822 < inf | logz: -120.899 +/- 0.751 | dlogz: 0.411 > 0.109
iter: 6432 | bound: 101 | nc: 38 | ncall: 234410 | eff(%): 2.744 | loglstar: -inf < -59.821 < inf | logz: -120.898 +/- 0.751 | dlogz: 0.407 > 0.109
iter: 6433 | bound: 101 | nc: 38 | ncall: 234448 | eff(%): 2.744 | loglstar: -inf < -59.821 < inf | logz: -120.898 +/- 0.751 | dlogz: 0.404 > 0.109
iter: 6434 | bound: 101 | nc: 38 | ncall: 234486 | eff(%): 2.744 | loglstar: -inf < -59.819 < inf | logz: -120.897 +/- 0.751 | dlogz: 0.400 > 0.109
iter: 6435 | bound: 101 | nc: 38 | ncall: 234524 | eff(%): 2.744 | loglstar: -inf < -59.819 < inf | logz: -120.897 +/- 0.751 | dlogz: 0.397 > 0.109
iter: 6436 | bound: 101 | nc: 38 | ncall: 234562 | eff(%): 2.744 | loglstar: -inf < -59.816 < inf | logz: -120.896 +/- 0.751 | dlogz: 0.393 > 0.109
iter: 6437 | bound: 101 | nc: 38 | ncall: 234600 | eff(%): 2.744 | loglstar: -inf < -59.811 < inf | logz: -120.896 +/- 0.751 | dlogz: 0.390 > 0.109
iter: 6438 | bound: 101 | nc: 38 | ncall: 234638 | eff(%): 2.744 | loglstar: -inf < -59.801 < inf | logz: -120.895 +/- 0.751 | dlogz: 0.387 > 0.109
iter: 6439 | bound: 101 | nc: 38 | ncall: 234676 | eff(%): 2.744 | loglstar: -inf < -59.781 < inf | logz: -120.895 +/- 0.751 | dlogz: 0.383 > 0.109
iter: 6440 | bound: 101 | nc: 38 | ncall: 234714 | eff(%): 2.744 | loglstar: -inf < -59.780 < inf | logz: -120.894 +/- 0.751 | dlogz: 0.380 > 0.109
iter: 6441 | bound: 101 | nc: 38 | ncall: 234752 | eff(%): 2.744 | loglstar: -inf < -59.777 < inf | logz: -120.894 +/- 0.751 | dlogz: 0.377 > 0.109
iter: 6442 | bound: 101 | nc: 38 | ncall: 234790 | eff(%): 2.744 | loglstar: -inf < -59.776 < inf | logz: -120.893 +/- 0.751 | dlogz: 0.373 > 0.109
iter: 6443 | bound: 101 | nc: 38 | ncall: 234828 | eff(%): 2.744 | loglstar: -inf < -59.776 < inf | logz: -120.893 +/- 0.751 | dlogz: 0.388 > 0.109
iter: 6444 | bound: 101 | nc: 38 | ncall: 234866 | eff(%): 2.744 | loglstar: -inf < -59.763 < inf | logz: -120.892 +/- 0.751 | dlogz: 0.385 > 0.109
iter: 6445 | bound: 101 | nc: 38 | ncall: 234904 | eff(%): 2.744 | loglstar: -inf < -59.759 < inf | logz: -120.892 +/- 0.751 | dlogz: 0.382 > 0.109
iter: 6446 | bound: 101 | nc: 38 | ncall: 234942 | eff(%): 2.744 | loglstar: -inf < -59.758 < inf | logz: -120.891 +/- 0.751 | dlogz: 0.378 > 0.109
iter: 6447 | bound: 101 | nc: 38 | ncall: 234980 | eff(%): 2.744 | loglstar: -inf < -59.752 < inf | logz: -120.891 +/- 0.751 | dlogz: 0.375 > 0.109
iter: 6448 | bound: 101 | nc: 38 | ncall: 235018 | eff(%): 2.744 | loglstar: -inf < -59.750 < inf | logz: -120.890 +/- 0.751 | dlogz: 0.372 > 0.109
iter: 6449 | bound: 101 | nc: 38 | ncall: 235056 | eff(%): 2.744 | loglstar: -inf < -59.744 < inf | logz: -120.890 +/- 0.751 | dlogz: 0.369 > 0.109
iter: 6450 | bound: 101 | nc: 38 | ncall: 235094 | eff(%): 2.744 | loglstar: -inf < -59.726 < inf | logz: -120.889 +/- 0.751 | dlogz: 0.365 > 0.109
iter: 6451 | bound: 101 | nc: 38 | ncall: 235132 | eff(%): 2.744 | loglstar: -inf < -59.724 < inf | logz: -120.889 +/- 0.751 | dlogz: 0.362 > 0.109
iter: 6452 | bound: 101 | nc: 38 | ncall: 235170 | eff(%): 2.744 | loglstar: -inf < -59.718 < inf | logz: -120.888 +/- 0.751 | dlogz: 0.359 > 0.109
iter: 6453 | bound: 101 | nc: 38 | ncall: 235208 | eff(%): 2.744 | loglstar: -inf < -59.696 < inf | logz: -120.888 +/- 0.751 | dlogz: 0.356 > 0.109
iter: 6454 | bound: 101 | nc: 38 | ncall: 235246 | eff(%): 2.744 | loglstar: -inf < -59.692 < inf | logz: -120.887 +/- 0.751 | dlogz: 0.353 > 0.109
iter: 6455 | bound: 101 | nc: 38 | ncall: 235284 | eff(%): 2.743 | loglstar: -inf < -59.689 < inf | logz: -120.887 +/- 0.751 | dlogz: 0.350 > 0.109
iter: 6456 | bound: 101 | nc: 38 | ncall: 235322 | eff(%): 2.743 | loglstar: -inf < -59.687 < inf | logz: -120.886 +/- 0.751 | dlogz: 0.347 > 0.109
iter: 6457 | bound: 101 | nc: 38 | ncall: 235360 | eff(%): 2.743 | loglstar: -inf < -59.680 < inf | logz: -120.886 +/- 0.751 | dlogz: 0.344 > 0.109
iter: 6458 | bound: 101 | nc: 38 | ncall: 235398 | eff(%): 2.743 | loglstar: -inf < -59.674 < inf | logz: -120.885 +/- 0.751 | dlogz: 0.341 > 0.109
iter: 6459 | bound: 101 | nc: 38 | ncall: 235436 | eff(%): 2.743 | loglstar: -inf < -59.668 < inf | logz: -120.885 +/- 0.751 | dlogz: 0.338 > 0.109
iter: 6460 | bound: 101 | nc: 38 | ncall: 235474 | eff(%): 2.743 | loglstar: -inf < -59.660 < inf | logz: -120.884 +/- 0.751 | dlogz: 0.335 > 0.109
iter: 6461 | bound: 101 | nc: 38 | ncall: 235512 | eff(%): 2.743 | loglstar: -inf < -59.660 < inf | logz: -120.884 +/- 0.751 | dlogz: 0.332 > 0.109
iter: 6462 | bound: 101 | nc: 38 | ncall: 235550 | eff(%): 2.743 | loglstar: -inf < -59.653 < inf | logz: -120.883 +/- 0.751 | dlogz: 0.329 > 0.109
iter: 6463 | bound: 101 | nc: 38 | ncall: 235588 | eff(%): 2.743 | loglstar: -inf < -59.649 < inf | logz: -120.883 +/- 0.751 | dlogz: 0.326 > 0.109
iter: 6464 | bound: 101 | nc: 38 | ncall: 235626 | eff(%): 2.743 | loglstar: -inf < -59.642 < inf | logz: -120.883 +/- 0.751 | dlogz: 0.323 > 0.109
iter: 6465 | bound: 101 | nc: 38 | ncall: 235664 | eff(%): 2.743 | loglstar: -inf < -59.639 < inf | logz: -120.882 +/- 0.751 | dlogz: 0.320 > 0.109
iter: 6466 | bound: 101 | nc: 38 | ncall: 235702 | eff(%): 2.743 | loglstar: -inf < -59.621 < inf | logz: -120.882 +/- 0.751 | dlogz: 0.317 > 0.109
iter: 6467 | bound: 101 | nc: 38 | ncall: 235740 | eff(%): 2.743 | loglstar: -inf < -59.591 < inf | logz: -120.881 +/- 0.751 | dlogz: 0.315 > 0.109
iter: 6468 | bound: 102 | nc: 38 | ncall: 235778 | eff(%): 2.743 | loglstar: -inf < -59.588 < inf | logz: -120.881 +/- 0.751 | dlogz: 0.312 > 0.109
iter: 6469 | bound: 102 | nc: 38 | ncall: 235816 | eff(%): 2.743 | loglstar: -inf < -59.583 < inf | logz: -120.880 +/- 0.751 | dlogz: 0.309 > 0.109
iter: 6470 | bound: 102 | nc: 38 | ncall: 235854 | eff(%): 2.743 | loglstar: -inf < -59.582 < inf | logz: -120.880 +/- 0.751 | dlogz: 0.306 > 0.109
iter: 6471 | bound: 102 | nc: 38 | ncall: 235892 | eff(%): 2.743 | loglstar: -inf < -59.577 < inf | logz: -120.879 +/- 0.751 | dlogz: 0.303 > 0.109
iter: 6472 | bound: 102 | nc: 38 | ncall: 235930 | eff(%): 2.743 | loglstar: -inf < -59.572 < inf | logz: -120.879 +/- 0.751 | dlogz: 0.301 > 0.109
iter: 6473 | bound: 102 | nc: 38 | ncall: 235968 | eff(%): 2.743 | loglstar: -inf < -59.564 < inf | logz: -120.878 +/- 0.751 | dlogz: 0.298 > 0.109
iter: 6474 | bound: 102 | nc: 38 | ncall: 236006 | eff(%): 2.743 | loglstar: -inf < -59.556 < inf | logz: -120.878 +/- 0.751 | dlogz: 0.295 > 0.109
iter: 6475 | bound: 102 | nc: 38 | ncall: 236044 | eff(%): 2.743 | loglstar: -inf < -59.545 < inf | logz: -120.878 +/- 0.751 | dlogz: 0.293 > 0.109
iter: 6476 | bound: 102 | nc: 38 | ncall: 236082 | eff(%): 2.743 | loglstar: -inf < -59.545 < inf | logz: -120.877 +/- 0.751 | dlogz: 0.290 > 0.109
iter: 6477 | bound: 102 | nc: 38 | ncall: 236120 | eff(%): 2.743 | loglstar: -inf < -59.541 < inf | logz: -120.877 +/- 0.751 | dlogz: 0.287 > 0.109
iter: 6478 | bound: 102 | nc: 38 | ncall: 236158 | eff(%): 2.743 | loglstar: -inf < -59.540 < inf | logz: -120.876 +/- 0.751 | dlogz: 0.285 > 0.109
iter: 6479 | bound: 102 | nc: 38 | ncall: 236196 | eff(%): 2.743 | loglstar: -inf < -59.536 < inf | logz: -120.876 +/- 0.751 | dlogz: 0.282 > 0.109
iter: 6480 | bound: 102 | nc: 38 | ncall: 236234 | eff(%): 2.743 | loglstar: -inf < -59.531 < inf | logz: -120.875 +/- 0.751 | dlogz: 0.280 > 0.109
iter: 6481 | bound: 102 | nc: 38 | ncall: 236272 | eff(%): 2.743 | loglstar: -inf < -59.528 < inf | logz: -120.875 +/- 0.751 | dlogz: 0.277 > 0.109
iter: 6482 | bound: 102 | nc: 38 | ncall: 236310 | eff(%): 2.743 | loglstar: -inf < -59.519 < inf | logz: -120.874 +/- 0.751 | dlogz: 0.275 > 0.109
iter: 6483 | bound: 102 | nc: 38 | ncall: 236348 | eff(%): 2.743 | loglstar: -inf < -59.516 < inf | logz: -120.874 +/- 0.751 | dlogz: 0.272 > 0.109
iter: 6484 | bound: 102 | nc: 38 | ncall: 236386 | eff(%): 2.743 | loglstar: -inf < -59.516 < inf | logz: -120.874 +/- 0.751 | dlogz: 0.270 > 0.109
iter: 6485 | bound: 102 | nc: 38 | ncall: 236424 | eff(%): 2.743 | loglstar: -inf < -59.497 < inf | logz: -120.873 +/- 0.751 | dlogz: 0.267 > 0.109
iter: 6486 | bound: 102 | nc: 38 | ncall: 236462 | eff(%): 2.743 | loglstar: -inf < -59.490 < inf | logz: -120.873 +/- 0.751 | dlogz: 0.265 > 0.109
iter: 6487 | bound: 102 | nc: 38 | ncall: 236500 | eff(%): 2.743 | loglstar: -inf < -59.481 < inf | logz: -120.872 +/- 0.751 | dlogz: 0.263 > 0.109
iter: 6488 | bound: 102 | nc: 38 | ncall: 236538 | eff(%): 2.743 | loglstar: -inf < -59.471 < inf | logz: -120.872 +/- 0.751 | dlogz: 0.260 > 0.109
iter: 6489 | bound: 102 | nc: 38 | ncall: 236576 | eff(%): 2.743 | loglstar: -inf < -59.455 < inf | logz: -120.872 +/- 0.751 | dlogz: 0.258 > 0.109
iter: 6490 | bound: 102 | nc: 38 | ncall: 236614 | eff(%): 2.743 | loglstar: -inf < -59.443 < inf | logz: -120.871 +/- 0.751 | dlogz: 0.255 > 0.109
iter: 6491 | bound: 102 | nc: 38 | ncall: 236652 | eff(%): 2.743 | loglstar: -inf < -59.436 < inf | logz: -120.871 +/- 0.751 | dlogz: 0.253 > 0.109
iter: 6492 | bound: 102 | nc: 38 | ncall: 236690 | eff(%): 2.743 | loglstar: -inf < -59.428 < inf | logz: -120.870 +/- 0.751 | dlogz: 0.251 > 0.109
iter: 6493 | bound: 102 | nc: 38 | ncall: 236728 | eff(%): 2.743 | loglstar: -inf < -59.426 < inf | logz: -120.870 +/- 0.751 | dlogz: 0.248 > 0.109
iter: 6494 | bound: 102 | nc: 38 | ncall: 236766 | eff(%): 2.743 | loglstar: -inf < -59.425 < inf | logz: -120.869 +/- 0.751 | dlogz: 0.246 > 0.109
iter: 6495 | bound: 102 | nc: 38 | ncall: 236804 | eff(%): 2.743 | loglstar: -inf < -59.415 < inf | logz: -120.869 +/- 0.751 | dlogz: 0.244 > 0.109
iter: 6496 | bound: 102 | nc: 38 | ncall: 236842 | eff(%): 2.743 | loglstar: -inf < -59.404 < inf | logz: -120.869 +/- 0.751 | dlogz: 0.242 > 0.109
iter: 6497 | bound: 102 | nc: 38 | ncall: 236880 | eff(%): 2.743 | loglstar: -inf < -59.395 < inf | logz: -120.868 +/- 0.751 | dlogz: 0.240 > 0.109
iter: 6498 | bound: 102 | nc: 38 | ncall: 236918 | eff(%): 2.743 | loglstar: -inf < -59.394 < inf | logz: -120.868 +/- 0.751 | dlogz: 0.237 > 0.109
iter: 6499 | bound: 102 | nc: 38 | ncall: 236956 | eff(%): 2.743 | loglstar: -inf < -59.391 < inf | logz: -120.867 +/- 0.751 | dlogz: 0.235 > 0.109
iter: 6500 | bound: 102 | nc: 38 | ncall: 236994 | eff(%): 2.743 | loglstar: -inf < -59.384 < inf | logz: -120.867 +/- 0.751 | dlogz: 0.233 > 0.109
iter: 6501 | bound: 102 | nc: 38 | ncall: 237032 | eff(%): 2.743 | loglstar: -inf < -59.383 < inf | logz: -120.867 +/- 0.751 | dlogz: 0.231 > 0.109
iter: 6502 | bound: 102 | nc: 38 | ncall: 237070 | eff(%): 2.743 | loglstar: -inf < -59.382 < inf | logz: -120.866 +/- 0.751 | dlogz: 0.229 > 0.109
iter: 6503 | bound: 102 | nc: 38 | ncall: 237108 | eff(%): 2.743 | loglstar: -inf < -59.378 < inf | logz: -120.866 +/- 0.751 | dlogz: 0.227 > 0.109
iter: 6504 | bound: 102 | nc: 38 | ncall: 237146 | eff(%): 2.743 | loglstar: -inf < -59.376 < inf | logz: -120.865 +/- 0.751 | dlogz: 0.225 > 0.109
iter: 6505 | bound: 102 | nc: 38 | ncall: 237184 | eff(%): 2.743 | loglstar: -inf < -59.371 < inf | logz: -120.865 +/- 0.751 | dlogz: 0.222 > 0.109
iter: 6506 | bound: 102 | nc: 38 | ncall: 237222 | eff(%): 2.743 | loglstar: -inf < -59.354 < inf | logz: -120.865 +/- 0.751 | dlogz: 0.220 > 0.109
iter: 6507 | bound: 102 | nc: 38 | ncall: 237260 | eff(%): 2.743 | loglstar: -inf < -59.354 < inf | logz: -120.864 +/- 0.751 | dlogz: 0.218 > 0.109
iter: 6508 | bound: 102 | nc: 38 | ncall: 237298 | eff(%): 2.743 | loglstar: -inf < -59.353 < inf | logz: -120.864 +/- 0.751 | dlogz: 0.216 > 0.109
iter: 6509 | bound: 102 | nc: 38 | ncall: 237336 | eff(%): 2.743 | loglstar: -inf < -59.336 < inf | logz: -120.863 +/- 0.751 | dlogz: 0.214 > 0.109
iter: 6510 | bound: 102 | nc: 38 | ncall: 237374 | eff(%): 2.743 | loglstar: -inf < -59.326 < inf | logz: -120.863 +/- 0.751 | dlogz: 0.212 > 0.109
iter: 6511 | bound: 102 | nc: 38 | ncall: 237412 | eff(%): 2.742 | loglstar: -inf < -59.324 < inf | logz: -120.863 +/- 0.751 | dlogz: 0.210 > 0.109
iter: 6512 | bound: 102 | nc: 38 | ncall: 237450 | eff(%): 2.742 | loglstar: -inf < -59.319 < inf | logz: -120.862 +/- 0.751 | dlogz: 0.208 > 0.109
iter: 6513 | bound: 102 | nc: 38 | ncall: 237488 | eff(%): 2.742 | loglstar: -inf < -59.314 < inf | logz: -120.862 +/- 0.751 | dlogz: 0.206 > 0.109
iter: 6514 | bound: 103 | nc: 38 | ncall: 237526 | eff(%): 2.742 | loglstar: -inf < -59.312 < inf | logz: -120.861 +/- 0.752 | dlogz: 0.205 > 0.109
iter: 6515 | bound: 103 | nc: 38 | ncall: 237564 | eff(%): 2.742 | loglstar: -inf < -59.309 < inf | logz: -120.861 +/- 0.752 | dlogz: 0.203 > 0.109
iter: 6516 | bound: 103 | nc: 38 | ncall: 237602 | eff(%): 2.742 | loglstar: -inf < -59.306 < inf | logz: -120.861 +/- 0.752 | dlogz: 0.201 > 0.109
iter: 6517 | bound: 103 | nc: 38 | ncall: 237640 | eff(%): 2.742 | loglstar: -inf < -59.294 < inf | logz: -120.860 +/- 0.752 | dlogz: 0.199 > 0.109
iter: 6518 | bound: 103 | nc: 38 | ncall: 237678 | eff(%): 2.742 | loglstar: -inf < -59.290 < inf | logz: -120.860 +/- 0.752 | dlogz: 0.197 > 0.109
iter: 6519 | bound: 103 | nc: 38 | ncall: 237716 | eff(%): 2.742 | loglstar: -inf < -59.276 < inf | logz: -120.860 +/- 0.752 | dlogz: 0.195 > 0.109
iter: 6520 | bound: 103 | nc: 38 | ncall: 237754 | eff(%): 2.742 | loglstar: -inf < -59.267 < inf | logz: -120.859 +/- 0.752 | dlogz: 0.193 > 0.109
iter: 6521 | bound: 103 | nc: 38 | ncall: 237792 | eff(%): 2.742 | loglstar: -inf < -59.264 < inf | logz: -120.859 +/- 0.752 | dlogz: 0.192 > 0.109
iter: 6522 | bound: 103 | nc: 38 | ncall: 237830 | eff(%): 2.742 | loglstar: -inf < -59.256 < inf | logz: -120.858 +/- 0.752 | dlogz: 0.190 > 0.109
iter: 6523 | bound: 103 | nc: 38 | ncall: 237868 | eff(%): 2.742 | loglstar: -inf < -59.255 < inf | logz: -120.858 +/- 0.752 | dlogz: 0.188 > 0.109
iter: 6524 | bound: 103 | nc: 38 | ncall: 237906 | eff(%): 2.742 | loglstar: -inf < -59.240 < inf | logz: -120.858 +/- 0.752 | dlogz: 0.186 > 0.109
iter: 6525 | bound: 103 | nc: 38 | ncall: 237944 | eff(%): 2.742 | loglstar: -inf < -59.233 < inf | logz: -120.857 +/- 0.752 | dlogz: 0.184 > 0.109
iter: 6526 | bound: 103 | nc: 38 | ncall: 237982 | eff(%): 2.742 | loglstar: -inf < -59.233 < inf | logz: -120.857 +/- 0.752 | dlogz: 0.183 > 0.109
iter: 6527 | bound: 103 | nc: 38 | ncall: 238020 | eff(%): 2.742 | loglstar: -inf < -59.232 < inf | logz: -120.857 +/- 0.752 | dlogz: 0.181 > 0.109
iter: 6528 | bound: 103 | nc: 38 | ncall: 238058 | eff(%): 2.742 | loglstar: -inf < -59.219 < inf | logz: -120.856 +/- 0.752 | dlogz: 0.179 > 0.109
iter: 6529 | bound: 103 | nc: 38 | ncall: 238096 | eff(%): 2.742 | loglstar: -inf < -59.204 < inf | logz: -120.856 +/- 0.752 | dlogz: 0.178 > 0.109
iter: 6530 | bound: 103 | nc: 38 | ncall: 238134 | eff(%): 2.742 | loglstar: -inf < -59.202 < inf | logz: -120.856 +/- 0.752 | dlogz: 0.176 > 0.109
iter: 6531 | bound: 103 | nc: 38 | ncall: 238172 | eff(%): 2.742 | loglstar: -inf < -59.201 < inf | logz: -120.855 +/- 0.752 | dlogz: 0.174 > 0.109
iter: 6532 | bound: 103 | nc: 38 | ncall: 238210 | eff(%): 2.742 | loglstar: -inf < -59.200 < inf | logz: -120.855 +/- 0.752 | dlogz: 0.173 > 0.109
iter: 6533 | bound: 103 | nc: 38 | ncall: 238248 | eff(%): 2.742 | loglstar: -inf < -59.199 < inf | logz: -120.854 +/- 0.752 | dlogz: 0.171 > 0.109
iter: 6534 | bound: 103 | nc: 38 | ncall: 238286 | eff(%): 2.742 | loglstar: -inf < -59.196 < inf | logz: -120.854 +/- 0.752 | dlogz: 0.169 > 0.109
iter: 6535 | bound: 103 | nc: 38 | ncall: 238324 | eff(%): 2.742 | loglstar: -inf < -59.188 < inf | logz: -120.854 +/- 0.752 | dlogz: 0.168 > 0.109
iter: 6536 | bound: 103 | nc: 38 | ncall: 238362 | eff(%): 2.742 | loglstar: -inf < -59.184 < inf | logz: -120.853 +/- 0.752 | dlogz: 0.166 > 0.109
iter: 6537 | bound: 103 | nc: 38 | ncall: 238400 | eff(%): 2.742 | loglstar: -inf < -59.180 < inf | logz: -120.853 +/- 0.752 | dlogz: 0.193 > 0.109
iter: 6538 | bound: 103 | nc: 38 | ncall: 238438 | eff(%): 2.742 | loglstar: -inf < -59.169 < inf | logz: -120.853 +/- 0.752 | dlogz: 0.191 > 0.109
iter: 6539 | bound: 103 | nc: 38 | ncall: 238476 | eff(%): 2.742 | loglstar: -inf < -59.168 < inf | logz: -120.852 +/- 0.752 | dlogz: 0.189 > 0.109
iter: 6540 | bound: 103 | nc: 38 | ncall: 238514 | eff(%): 2.742 | loglstar: -inf < -59.168 < inf | logz: -120.852 +/- 0.752 | dlogz: 0.336 > 0.109
iter: 6541 | bound: 103 | nc: 38 | ncall: 238552 | eff(%): 2.742 | loglstar: -inf < -59.166 < inf | logz: -120.852 +/- 0.752 | dlogz: 0.334 > 0.109
iter: 6542 | bound: 104 | nc: 38 | ncall: 238590 | eff(%): 2.742 | loglstar: -inf < -59.145 < inf | logz: -120.851 +/- 0.752 | dlogz: 0.331 > 0.109
iter: 6543 | bound: 104 | nc: 38 | ncall: 238628 | eff(%): 2.742 | loglstar: -inf < -59.139 < inf | logz: -120.851 +/- 0.752 | dlogz: 0.328 > 0.109
iter: 6544 | bound: 104 | nc: 38 | ncall: 238666 | eff(%): 2.742 | loglstar: -inf < -59.136 < inf | logz: -120.851 +/- 0.752 | dlogz: 0.325 > 0.109
iter: 6545 | bound: 104 | nc: 38 | ncall: 238704 | eff(%): 2.742 | loglstar: -inf < -59.131 < inf | logz: -120.850 +/- 0.752 | dlogz: 0.322 > 0.109
iter: 6546 | bound: 104 | nc: 38 | ncall: 238742 | eff(%): 2.742 | loglstar: -inf < -59.118 < inf | logz: -120.850 +/- 0.752 | dlogz: 0.319 > 0.109
iter: 6547 | bound: 104 | nc: 38 | ncall: 238780 | eff(%): 2.742 | loglstar: -inf < -59.118 < inf | logz: -120.850 +/- 0.752 | dlogz: 0.316 > 0.109
iter: 6548 | bound: 104 | nc: 38 | ncall: 238818 | eff(%): 2.742 | loglstar: -inf < -59.113 < inf | logz: -120.849 +/- 0.752 | dlogz: 0.314 > 0.109
iter: 6549 | bound: 104 | nc: 38 | ncall: 238856 | eff(%): 2.742 | loglstar: -inf < -59.086 < inf | logz: -120.849 +/- 0.752 | dlogz: 0.311 > 0.109
iter: 6550 | bound: 104 | nc: 38 | ncall: 238894 | eff(%): 2.742 | loglstar: -inf < -59.080 < inf | logz: -120.849 +/- 0.752 | dlogz: 0.308 > 0.109
iter: 6551 | bound: 104 | nc: 38 | ncall: 238932 | eff(%): 2.742 | loglstar: -inf < -59.078 < inf | logz: -120.848 +/- 0.752 | dlogz: 0.305 > 0.109
iter: 6552 | bound: 104 | nc: 38 | ncall: 238970 | eff(%): 2.742 | loglstar: -inf < -59.070 < inf | logz: -120.848 +/- 0.752 | dlogz: 0.303 > 0.109
iter: 6553 | bound: 104 | nc: 38 | ncall: 239008 | eff(%): 2.742 | loglstar: -inf < -59.066 < inf | logz: -120.848 +/- 0.752 | dlogz: 0.300 > 0.109
iter: 6554 | bound: 104 | nc: 38 | ncall: 239046 | eff(%): 2.742 | loglstar: -inf < -59.054 < inf | logz: -120.847 +/- 0.752 | dlogz: 0.297 > 0.109
iter: 6555 | bound: 104 | nc: 38 | ncall: 239084 | eff(%): 2.742 | loglstar: -inf < -59.052 < inf | logz: -120.847 +/- 0.752 | dlogz: 0.295 > 0.109
iter: 6556 | bound: 104 | nc: 38 | ncall: 239122 | eff(%): 2.742 | loglstar: -inf < -59.051 < inf | logz: -120.847 +/- 0.752 | dlogz: 0.292 > 0.109
iter: 6557 | bound: 104 | nc: 38 | ncall: 239160 | eff(%): 2.742 | loglstar: -inf < -59.050 < inf | logz: -120.847 +/- 0.752 | dlogz: 0.290 > 0.109
iter: 6558 | bound: 104 | nc: 38 | ncall: 239198 | eff(%): 2.742 | loglstar: -inf < -59.048 < inf | logz: -120.846 +/- 0.752 | dlogz: 0.287 > 0.109
iter: 6559 | bound: 104 | nc: 38 | ncall: 239236 | eff(%): 2.742 | loglstar: -inf < -59.042 < inf | logz: -120.846 +/- 0.752 | dlogz: 0.284 > 0.109
iter: 6560 | bound: 104 | nc: 38 | ncall: 239274 | eff(%): 2.742 | loglstar: -inf < -59.042 < inf | logz: -120.846 +/- 0.752 | dlogz: 0.282 > 0.109
iter: 6561 | bound: 104 | nc: 38 | ncall: 239312 | eff(%): 2.742 | loglstar: -inf < -59.036 < inf | logz: -120.845 +/- 0.752 | dlogz: 0.279 > 0.109
iter: 6562 | bound: 104 | nc: 38 | ncall: 239350 | eff(%): 2.742 | loglstar: -inf < -59.036 < inf | logz: -120.845 +/- 0.752 | dlogz: 0.277 > 0.109
iter: 6563 | bound: 104 | nc: 38 | ncall: 239388 | eff(%): 2.742 | loglstar: -inf < -59.024 < inf | logz: -120.845 +/- 0.752 | dlogz: 0.274 > 0.109
iter: 6564 | bound: 104 | nc: 38 | ncall: 239426 | eff(%): 2.742 | loglstar: -inf < -59.018 < inf | logz: -120.844 +/- 0.752 | dlogz: 0.272 > 0.109
iter: 6565 | bound: 104 | nc: 38 | ncall: 239464 | eff(%): 2.742 | loglstar: -inf < -59.015 < inf | logz: -120.844 +/- 0.752 | dlogz: 0.270 > 0.109
iter: 6566 | bound: 104 | nc: 38 | ncall: 239502 | eff(%): 2.742 | loglstar: -inf < -59.012 < inf | logz: -120.844 +/- 0.752 | dlogz: 0.267 > 0.109
iter: 6567 | bound: 104 | nc: 38 | ncall: 239540 | eff(%): 2.742 | loglstar: -inf < -58.972 < inf | logz: -120.843 +/- 0.752 | dlogz: 0.265 > 0.109
iter: 6568 | bound: 104 | nc: 38 | ncall: 239578 | eff(%): 2.741 | loglstar: -inf < -58.971 < inf | logz: -120.843 +/- 0.752 | dlogz: 0.262 > 0.109
iter: 6569 | bound: 104 | nc: 38 | ncall: 239616 | eff(%): 2.741 | loglstar: -inf < -58.966 < inf | logz: -120.843 +/- 0.752 | dlogz: 0.260 > 0.109
iter: 6570 | bound: 104 | nc: 38 | ncall: 239654 | eff(%): 2.741 | loglstar: -inf < -58.963 < inf | logz: -120.843 +/- 0.752 | dlogz: 0.258 > 0.109
iter: 6571 | bound: 104 | nc: 38 | ncall: 239692 | eff(%): 2.741 | loglstar: -inf < -58.956 < inf | logz: -120.842 +/- 0.752 | dlogz: 0.255 > 0.109
iter: 6572 | bound: 105 | nc: 38 | ncall: 239730 | eff(%): 2.741 | loglstar: -inf < -58.953 < inf | logz: -120.842 +/- 0.752 | dlogz: 0.253 > 0.109
iter: 6573 | bound: 105 | nc: 38 | ncall: 239768 | eff(%): 2.741 | loglstar: -inf < -58.949 < inf | logz: -120.842 +/- 0.752 | dlogz: 0.251 > 0.109
iter: 6574 | bound: 105 | nc: 38 | ncall: 239806 | eff(%): 2.741 | loglstar: -inf < -58.945 < inf | logz: -120.841 +/- 0.752 | dlogz: 0.249 > 0.109
iter: 6575 | bound: 105 | nc: 38 | ncall: 239844 | eff(%): 2.741 | loglstar: -inf < -58.943 < inf | logz: -120.841 +/- 0.752 | dlogz: 0.246 > 0.109
iter: 6576 | bound: 105 | nc: 38 | ncall: 239882 | eff(%): 2.741 | loglstar: -inf < -58.940 < inf | logz: -120.841 +/- 0.752 | dlogz: 0.244 > 0.109
iter: 6577 | bound: 105 | nc: 38 | ncall: 239920 | eff(%): 2.741 | loglstar: -inf < -58.936 < inf | logz: -120.840 +/- 0.752 | dlogz: 0.242 > 0.109
iter: 6578 | bound: 105 | nc: 38 | ncall: 239958 | eff(%): 2.741 | loglstar: -inf < -58.924 < inf | logz: -120.840 +/- 0.752 | dlogz: 0.240 > 0.109
iter: 6579 | bound: 105 | nc: 38 | ncall: 239996 | eff(%): 2.741 | loglstar: -inf < -58.920 < inf | logz: -120.840 +/- 0.752 | dlogz: 0.237 > 0.109
iter: 6580 | bound: 105 | nc: 38 | ncall: 240034 | eff(%): 2.741 | loglstar: -inf < -58.917 < inf | logz: -120.840 +/- 0.752 | dlogz: 0.235 > 0.109
iter: 6581 | bound: 105 | nc: 38 | ncall: 240072 | eff(%): 2.741 | loglstar: -inf < -58.915 < inf | logz: -120.839 +/- 0.752 | dlogz: 0.233 > 0.109
iter: 6582 | bound: 105 | nc: 38 | ncall: 240110 | eff(%): 2.741 | loglstar: -inf < -58.912 < inf | logz: -120.839 +/- 0.752 | dlogz: 0.231 > 0.109
iter: 6583 | bound: 105 | nc: 38 | ncall: 240148 | eff(%): 2.741 | loglstar: -inf < -58.909 < inf | logz: -120.839 +/- 0.752 | dlogz: 0.229 > 0.109
iter: 6584 | bound: 105 | nc: 38 | ncall: 240186 | eff(%): 2.741 | loglstar: -inf < -58.886 < inf | logz: -120.838 +/- 0.752 | dlogz: 0.227 > 0.109
iter: 6585 | bound: 105 | nc: 38 | ncall: 240224 | eff(%): 2.741 | loglstar: -inf < -58.880 < inf | logz: -120.838 +/- 0.752 | dlogz: 0.225 > 0.109
iter: 6586 | bound: 105 | nc: 38 | ncall: 240262 | eff(%): 2.741 | loglstar: -inf < -58.878 < inf | logz: -120.838 +/- 0.752 | dlogz: 0.223 > 0.109
iter: 6587 | bound: 105 | nc: 38 | ncall: 240300 | eff(%): 2.741 | loglstar: -inf < -58.869 < inf | logz: -120.838 +/- 0.752 | dlogz: 0.221 > 0.109
iter: 6588 | bound: 105 | nc: 38 | ncall: 240338 | eff(%): 2.741 | loglstar: -inf < -58.859 < inf | logz: -120.837 +/- 0.752 | dlogz: 0.219 > 0.109
iter: 6589 | bound: 105 | nc: 38 | ncall: 240376 | eff(%): 2.741 | loglstar: -inf < -58.848 < inf | logz: -120.837 +/- 0.752 | dlogz: 0.217 > 0.109
iter: 6590 | bound: 105 | nc: 38 | ncall: 240414 | eff(%): 2.741 | loglstar: -inf < -58.847 < inf | logz: -120.837 +/- 0.752 | dlogz: 0.215 > 0.109
iter: 6591 | bound: 106 | nc: 38 | ncall: 240452 | eff(%): 2.741 | loglstar: -inf < -58.844 < inf | logz: -120.837 +/- 0.752 | dlogz: 0.213 > 0.109
iter: 6592 | bound: 106 | nc: 38 | ncall: 240490 | eff(%): 2.741 | loglstar: -inf < -58.842 < inf | logz: -120.836 +/- 0.752 | dlogz: 0.211 > 0.109
iter: 6593 | bound: 106 | nc: 38 | ncall: 240528 | eff(%): 2.741 | loglstar: -inf < -58.835 < inf | logz: -120.836 +/- 0.752 | dlogz: 0.209 > 0.109
iter: 6594 | bound: 106 | nc: 38 | ncall: 240566 | eff(%): 2.741 | loglstar: -inf < -58.835 < inf | logz: -120.836 +/- 0.752 | dlogz: 0.207 > 0.109
iter: 6595 | bound: 106 | nc: 38 | ncall: 240604 | eff(%): 2.741 | loglstar: -inf < -58.832 < inf | logz: -120.835 +/- 0.752 | dlogz: 0.205 > 0.109
iter: 6596 | bound: 106 | nc: 38 | ncall: 240642 | eff(%): 2.741 | loglstar: -inf < -58.832 < inf | logz: -120.835 +/- 0.752 | dlogz: 0.203 > 0.109
iter: 6597 | bound: 107 | nc: 38 | ncall: 240680 | eff(%): 2.741 | loglstar: -inf < -58.828 < inf | logz: -120.835 +/- 0.752 | dlogz: 0.201 > 0.109
iter: 6598 | bound: 107 | nc: 38 | ncall: 240718 | eff(%): 2.741 | loglstar: -inf < -58.816 < inf | logz: -120.835 +/- 0.752 | dlogz: 0.199 > 0.109
iter: 6599 | bound: 107 | nc: 38 | ncall: 240756 | eff(%): 2.741 | loglstar: -inf < -58.813 < inf | logz: -120.834 +/- 0.752 | dlogz: 0.198 > 0.109
iter: 6600 | bound: 107 | nc: 38 | ncall: 240794 | eff(%): 2.741 | loglstar: -inf < -58.798 < inf | logz: -120.834 +/- 0.752 | dlogz: 0.196 > 0.109
iter: 6601 | bound: 107 | nc: 38 | ncall: 240832 | eff(%): 2.741 | loglstar: -inf < -58.788 < inf | logz: -120.834 +/- 0.752 | dlogz: 0.194 > 0.109
iter: 6602 | bound: 107 | nc: 38 | ncall: 240870 | eff(%): 2.741 | loglstar: -inf < -58.787 < inf | logz: -120.834 +/- 0.752 | dlogz: 0.192 > 0.109
iter: 6603 | bound: 107 | nc: 38 | ncall: 240908 | eff(%): 2.741 | loglstar: -inf < -58.784 < inf | logz: -120.833 +/- 0.752 | dlogz: 0.572 > 0.109
iter: 6604 | bound: 107 | nc: 38 | ncall: 240946 | eff(%): 2.741 | loglstar: -inf < -58.770 < inf | logz: -120.833 +/- 0.752 | dlogz: 0.568 > 0.109
iter: 6605 | bound: 107 | nc: 38 | ncall: 240984 | eff(%): 2.741 | loglstar: -inf < -58.767 < inf | logz: -120.833 +/- 0.752 | dlogz: 0.564 > 0.109
iter: 6606 | bound: 107 | nc: 38 | ncall: 241022 | eff(%): 2.741 | loglstar: -inf < -58.747 < inf | logz: -120.833 +/- 0.752 | dlogz: 0.559 > 0.109
iter: 6607 | bound: 107 | nc: 38 | ncall: 241060 | eff(%): 2.741 | loglstar: -inf < -58.741 < inf | logz: -120.832 +/- 0.752 | dlogz: 0.555 > 0.109
iter: 6608 | bound: 107 | nc: 38 | ncall: 241098 | eff(%): 2.741 | loglstar: -inf < -58.726 < inf | logz: -120.832 +/- 0.752 | dlogz: 0.551 > 0.109
iter: 6609 | bound: 107 | nc: 38 | ncall: 241136 | eff(%): 2.741 | loglstar: -inf < -58.724 < inf | logz: -120.832 +/- 0.752 | dlogz: 0.546 > 0.109
iter: 6610 | bound: 107 | nc: 38 | ncall: 241174 | eff(%): 2.741 | loglstar: -inf < -58.717 < inf | logz: -120.832 +/- 0.752 | dlogz: 0.542 > 0.109
iter: 6611 | bound: 107 | nc: 38 | ncall: 241212 | eff(%): 2.741 | loglstar: -inf < -58.716 < inf | logz: -120.831 +/- 0.752 | dlogz: 0.538 > 0.109
iter: 6612 | bound: 107 | nc: 38 | ncall: 241250 | eff(%): 2.741 | loglstar: -inf < -58.714 < inf | logz: -120.831 +/- 0.752 | dlogz: 0.533 > 0.109
iter: 6613 | bound: 107 | nc: 38 | ncall: 241288 | eff(%): 2.741 | loglstar: -inf < -58.701 < inf | logz: -120.831 +/- 0.752 | dlogz: 0.529 > 0.109
iter: 6614 | bound: 107 | nc: 38 | ncall: 241326 | eff(%): 2.741 | loglstar: -inf < -58.688 < inf | logz: -120.831 +/- 0.752 | dlogz: 0.525 > 0.109
iter: 6615 | bound: 107 | nc: 38 | ncall: 241364 | eff(%): 2.741 | loglstar: -inf < -58.687 < inf | logz: -120.830 +/- 0.752 | dlogz: 0.521 > 0.109
iter: 6616 | bound: 107 | nc: 38 | ncall: 241402 | eff(%): 2.741 | loglstar: -inf < -58.680 < inf | logz: -120.830 +/- 0.752 | dlogz: 0.517 > 0.109
iter: 6617 | bound: 107 | nc: 38 | ncall: 241440 | eff(%): 2.741 | loglstar: -inf < -58.677 < inf | logz: -120.830 +/- 0.752 | dlogz: 0.513 > 0.109
iter: 6618 | bound: 107 | nc: 38 | ncall: 241478 | eff(%): 2.741 | loglstar: -inf < -58.662 < inf | logz: -120.830 +/- 0.752 | dlogz: 0.509 > 0.109
iter: 6619 | bound: 107 | nc: 38 | ncall: 241516 | eff(%): 2.741 | loglstar: -inf < -58.657 < inf | logz: -120.829 +/- 0.752 | dlogz: 0.505 > 0.109
iter: 6620 | bound: 107 | nc: 38 | ncall: 241554 | eff(%): 2.741 | loglstar: -inf < -58.655 < inf | logz: -120.829 +/- 0.752 | dlogz: 0.501 > 0.109
iter: 6621 | bound: 107 | nc: 38 | ncall: 241592 | eff(%): 2.741 | loglstar: -inf < -58.653 < inf | logz: -120.829 +/- 0.752 | dlogz: 0.497 > 0.109
iter: 6622 | bound: 107 | nc: 38 | ncall: 241630 | eff(%): 2.741 | loglstar: -inf < -58.646 < inf | logz: -120.829 +/- 0.752 | dlogz: 0.493 > 0.109
iter: 6623 | bound: 107 | nc: 38 | ncall: 241668 | eff(%): 2.741 | loglstar: -inf < -58.638 < inf | logz: -120.828 +/- 0.752 | dlogz: 0.489 > 0.109
iter: 6624 | bound: 107 | nc: 38 | ncall: 241706 | eff(%): 2.741 | loglstar: -inf < -58.637 < inf | logz: -120.828 +/- 0.752 | dlogz: 0.485 > 0.109
iter: 6625 | bound: 107 | nc: 38 | ncall: 241744 | eff(%): 2.741 | loglstar: -inf < -58.621 < inf | logz: -120.828 +/- 0.752 | dlogz: 0.481 > 0.109
iter: 6626 | bound: 107 | nc: 38 | ncall: 241782 | eff(%): 2.740 | loglstar: -inf < -58.615 < inf | logz: -120.828 +/- 0.752 | dlogz: 0.477 > 0.109
iter: 6627 | bound: 107 | nc: 38 | ncall: 241820 | eff(%): 2.740 | loglstar: -inf < -58.606 < inf | logz: -120.827 +/- 0.752 | dlogz: 0.473 > 0.109
iter: 6628 | bound: 107 | nc: 38 | ncall: 241858 | eff(%): 2.740 | loglstar: -inf < -58.602 < inf | logz: -120.827 +/- 0.752 | dlogz: 0.469 > 0.109
iter: 6629 | bound: 107 | nc: 38 | ncall: 241896 | eff(%): 2.740 | loglstar: -inf < -58.600 < inf | logz: -120.827 +/- 0.752 | dlogz: 0.465 > 0.109
iter: 6630 | bound: 107 | nc: 38 | ncall: 241934 | eff(%): 2.740 | loglstar: -inf < -58.599 < inf | logz: -120.827 +/- 0.752 | dlogz: 0.462 > 0.109
iter: 6631 | bound: 107 | nc: 38 | ncall: 241972 | eff(%): 2.740 | loglstar: -inf < -58.589 < inf | logz: -120.826 +/- 0.752 | dlogz: 0.458 > 0.109
iter: 6632 | bound: 107 | nc: 38 | ncall: 242010 | eff(%): 2.740 | loglstar: -inf < -58.585 < inf | logz: -120.826 +/- 0.752 | dlogz: 0.454 > 0.109
iter: 6633 | bound: 107 | nc: 38 | ncall: 242048 | eff(%): 2.740 | loglstar: -inf < -58.580 < inf | logz: -120.826 +/- 0.752 | dlogz: 0.450 > 0.109
iter: 6634 | bound: 107 | nc: 38 | ncall: 242086 | eff(%): 2.740 | loglstar: -inf < -58.573 < inf | logz: -120.826 +/- 0.752 | dlogz: 0.447 > 0.109
iter: 6635 | bound: 107 | nc: 38 | ncall: 242124 | eff(%): 2.740 | loglstar: -inf < -58.571 < inf | logz: -120.825 +/- 0.752 | dlogz: 0.443 > 0.109
iter: 6636 | bound: 107 | nc: 38 | ncall: 242162 | eff(%): 2.740 | loglstar: -inf < -58.568 < inf | logz: -120.825 +/- 0.752 | dlogz: 0.439 > 0.109
iter: 6637 | bound: 107 | nc: 38 | ncall: 242200 | eff(%): 2.740 | loglstar: -inf < -58.558 < inf | logz: -120.825 +/- 0.752 | dlogz: 0.436 > 0.109
iter: 6638 | bound: 107 | nc: 38 | ncall: 242238 | eff(%): 2.740 | loglstar: -inf < -58.541 < inf | logz: -120.825 +/- 0.752 | dlogz: 0.432 > 0.109
iter: 6639 | bound: 107 | nc: 38 | ncall: 242276 | eff(%): 2.740 | loglstar: -inf < -58.537 < inf | logz: -120.825 +/- 0.752 | dlogz: 0.429 > 0.109
iter: 6640 | bound: 107 | nc: 38 | ncall: 242314 | eff(%): 2.740 | loglstar: -inf < -58.534 < inf | logz: -120.824 +/- 0.752 | dlogz: 0.425 > 0.109
iter: 6641 | bound: 107 | nc: 38 | ncall: 242352 | eff(%): 2.740 | loglstar: -inf < -58.514 < inf | logz: -120.824 +/- 0.752 | dlogz: 0.422 > 0.109
iter: 6642 | bound: 107 | nc: 38 | ncall: 242390 | eff(%): 2.740 | loglstar: -inf < -58.509 < inf | logz: -120.824 +/- 0.752 | dlogz: 0.418 > 0.109
iter: 6643 | bound: 107 | nc: 38 | ncall: 242428 | eff(%): 2.740 | loglstar: -inf < -58.507 < inf | logz: -120.824 +/- 0.752 | dlogz: 0.415 > 0.109
iter: 6644 | bound: 107 | nc: 38 | ncall: 242466 | eff(%): 2.740 | loglstar: -inf < -58.506 < inf | logz: -120.823 +/- 0.752 | dlogz: 0.411 > 0.109
iter: 6645 | bound: 107 | nc: 38 | ncall: 242504 | eff(%): 2.740 | loglstar: -inf < -58.501 < inf | logz: -120.823 +/- 0.753 | dlogz: 0.408 > 0.109
iter: 6646 | bound: 107 | nc: 38 | ncall: 242542 | eff(%): 2.740 | loglstar: -inf < -58.499 < inf | logz: -120.823 +/- 0.753 | dlogz: 0.404 > 0.109
iter: 6647 | bound: 107 | nc: 38 | ncall: 242580 | eff(%): 2.740 | loglstar: -inf < -58.494 < inf | logz: -120.823 +/- 0.753 | dlogz: 0.401 > 0.109
iter: 6648 | bound: 107 | nc: 38 | ncall: 242618 | eff(%): 2.740 | loglstar: -inf < -58.489 < inf | logz: -120.822 +/- 0.753 | dlogz: 0.398 > 0.109
iter: 6649 | bound: 107 | nc: 38 | ncall: 242656 | eff(%): 2.740 | loglstar: -inf < -58.480 < inf | logz: -120.822 +/- 0.753 | dlogz: 0.394 > 0.109
iter: 6650 | bound: 107 | nc: 38 | ncall: 242694 | eff(%): 2.740 | loglstar: -inf < -58.476 < inf | logz: -120.822 +/- 0.753 | dlogz: 0.391 > 0.109
iter: 6651 | bound: 107 | nc: 38 | ncall: 242732 | eff(%): 2.740 | loglstar: -inf < -58.475 < inf | logz: -120.822 +/- 0.753 | dlogz: 0.388 > 0.109
iter: 6652 | bound: 107 | nc: 38 | ncall: 242770 | eff(%): 2.740 | loglstar: -inf < -58.473 < inf | logz: -120.822 +/- 0.753 | dlogz: 0.385 > 0.109
iter: 6653 | bound: 107 | nc: 38 | ncall: 242808 | eff(%): 2.740 | loglstar: -inf < -58.465 < inf | logz: -120.821 +/- 0.753 | dlogz: 0.381 > 0.109
iter: 6654 | bound: 107 | nc: 38 | ncall: 242846 | eff(%): 2.740 | loglstar: -inf < -58.459 < inf | logz: -120.821 +/- 0.753 | dlogz: 0.378 > 0.109
iter: 6655 | bound: 107 | nc: 38 | ncall: 242884 | eff(%): 2.740 | loglstar: -inf < -58.456 < inf | logz: -120.821 +/- 0.753 | dlogz: 0.375 > 0.109
iter: 6656 | bound: 107 | nc: 38 | ncall: 242922 | eff(%): 2.740 | loglstar: -inf < -58.445 < inf | logz: -120.821 +/- 0.753 | dlogz: 0.372 > 0.109
iter: 6657 | bound: 107 | nc: 38 | ncall: 242960 | eff(%): 2.740 | loglstar: -inf < -58.439 < inf | logz: -120.821 +/- 0.753 | dlogz: 0.369 > 0.109
iter: 6658 | bound: 107 | nc: 38 | ncall: 242998 | eff(%): 2.740 | loglstar: -inf < -58.437 < inf | logz: -120.820 +/- 0.753 | dlogz: 0.365 > 0.109
iter: 6659 | bound: 107 | nc: 38 | ncall: 243036 | eff(%): 2.740 | loglstar: -inf < -58.432 < inf | logz: -120.820 +/- 0.753 | dlogz: 0.362 > 0.109
iter: 6660 | bound: 107 | nc: 38 | ncall: 243074 | eff(%): 2.740 | loglstar: -inf < -58.428 < inf | logz: -120.820 +/- 0.753 | dlogz: 0.359 > 0.109
iter: 6661 | bound: 107 | nc: 38 | ncall: 243112 | eff(%): 2.740 | loglstar: -inf < -58.421 < inf | logz: -120.820 +/- 0.753 | dlogz: 0.356 > 0.109
iter: 6662 | bound: 107 | nc: 38 | ncall: 243150 | eff(%): 2.740 | loglstar: -inf < -58.414 < inf | logz: -120.820 +/- 0.753 | dlogz: 0.353 > 0.109
iter: 6663 | bound: 107 | nc: 38 | ncall: 243188 | eff(%): 2.740 | loglstar: -inf < -58.411 < inf | logz: -120.819 +/- 0.753 | dlogz: 0.350 > 0.109
iter: 6664 | bound: 107 | nc: 38 | ncall: 243226 | eff(%): 2.740 | loglstar: -inf < -58.401 < inf | logz: -120.819 +/- 0.753 | dlogz: 0.347 > 0.109
iter: 6665 | bound: 107 | nc: 38 | ncall: 243264 | eff(%): 2.740 | loglstar: -inf < -58.397 < inf | logz: -120.819 +/- 0.753 | dlogz: 0.344 > 0.109
iter: 6666 | bound: 107 | nc: 38 | ncall: 243302 | eff(%): 2.740 | loglstar: -inf < -58.388 < inf | logz: -120.819 +/- 0.753 | dlogz: 0.341 > 0.109
iter: 6667 | bound: 107 | nc: 38 | ncall: 243340 | eff(%): 2.740 | loglstar: -inf < -58.385 < inf | logz: -120.819 +/- 0.753 | dlogz: 0.338 > 0.109
iter: 6668 | bound: 107 | nc: 38 | ncall: 243378 | eff(%): 2.740 | loglstar: -inf < -58.383 < inf | logz: -120.818 +/- 0.753 | dlogz: 0.335 > 0.109
iter: 6669 | bound: 107 | nc: 38 | ncall: 243416 | eff(%): 2.740 | loglstar: -inf < -58.383 < inf | logz: -120.818 +/- 0.753 | dlogz: 0.333 > 0.109
iter: 6670 | bound: 107 | nc: 38 | ncall: 243454 | eff(%): 2.740 | loglstar: -inf < -58.381 < inf | logz: -120.818 +/- 0.753 | dlogz: 0.330 > 0.109
iter: 6671 | bound: 107 | nc: 38 | ncall: 243492 | eff(%): 2.740 | loglstar: -inf < -58.367 < inf | logz: -120.818 +/- 0.753 | dlogz: 0.327 > 0.109
iter: 6672 | bound: 107 | nc: 38 | ncall: 243530 | eff(%): 2.740 | loglstar: -inf < -58.364 < inf | logz: -120.818 +/- 0.753 | dlogz: 0.324 > 0.109
iter: 6673 | bound: 107 | nc: 38 | ncall: 243568 | eff(%): 2.740 | loglstar: -inf < -58.363 < inf | logz: -120.817 +/- 0.753 | dlogz: 0.321 > 0.109
iter: 6674 | bound: 108 | nc: 38 | ncall: 243606 | eff(%): 2.740 | loglstar: -inf < -58.360 < inf | logz: -120.817 +/- 0.753 | dlogz: 0.318 > 0.109
iter: 6675 | bound: 108 | nc: 38 | ncall: 243644 | eff(%): 2.740 | loglstar: -inf < -58.357 < inf | logz: -120.817 +/- 0.753 | dlogz: 0.316 > 0.109
iter: 6676 | bound: 108 | nc: 38 | ncall: 243682 | eff(%): 2.740 | loglstar: -inf < -58.357 < inf | logz: -120.817 +/- 0.753 | dlogz: 0.313 > 0.109
iter: 6677 | bound: 108 | nc: 38 | ncall: 243720 | eff(%): 2.740 | loglstar: -inf < -58.352 < inf | logz: -120.817 +/- 0.753 | dlogz: 0.310 > 0.109
iter: 6678 | bound: 108 | nc: 38 | ncall: 243758 | eff(%): 2.740 | loglstar: -inf < -58.341 < inf | logz: -120.816 +/- 0.753 | dlogz: 0.308 > 0.109
iter: 6679 | bound: 108 | nc: 38 | ncall: 243796 | eff(%): 2.740 | loglstar: -inf < -58.335 < inf | logz: -120.816 +/- 0.753 | dlogz: 0.305 > 0.109
iter: 6680 | bound: 108 | nc: 38 | ncall: 243834 | eff(%): 2.740 | loglstar: -inf < -58.331 < inf | logz: -120.816 +/- 0.753 | dlogz: 0.302 > 0.109
iter: 6681 | bound: 108 | nc: 38 | ncall: 243872 | eff(%): 2.740 | loglstar: -inf < -58.322 < inf | logz: -120.816 +/- 0.753 | dlogz: 0.300 > 0.109
iter: 6682 | bound: 108 | nc: 38 | ncall: 243910 | eff(%): 2.740 | loglstar: -inf < -58.315 < inf | logz: -120.816 +/- 0.753 | dlogz: 0.297 > 0.109
iter: 6683 | bound: 108 | nc: 38 | ncall: 243948 | eff(%): 2.740 | loglstar: -inf < -58.305 < inf | logz: -120.815 +/- 0.753 | dlogz: 0.294 > 0.109
iter: 6684 | bound: 108 | nc: 38 | ncall: 243986 | eff(%): 2.740 | loglstar: -inf < -58.294 < inf | logz: -120.815 +/- 0.753 | dlogz: 0.292 > 0.109
iter: 6685 | bound: 108 | nc: 38 | ncall: 244024 | eff(%): 2.739 | loglstar: -inf < -58.265 < inf | logz: -120.815 +/- 0.753 | dlogz: 0.289 > 0.109
iter: 6686 | bound: 108 | nc: 38 | ncall: 244062 | eff(%): 2.739 | loglstar: -inf < -58.261 < inf | logz: -120.815 +/- 0.753 | dlogz: 0.287 > 0.109
iter: 6687 | bound: 108 | nc: 38 | ncall: 244100 | eff(%): 2.739 | loglstar: -inf < -58.247 < inf | logz: -120.815 +/- 0.753 | dlogz: 0.284 > 0.109
iter: 6688 | bound: 108 | nc: 38 | ncall: 244138 | eff(%): 2.739 | loglstar: -inf < -58.245 < inf | logz: -120.815 +/- 0.753 | dlogz: 0.282 > 0.109
iter: 6689 | bound: 108 | nc: 38 | ncall: 244176 | eff(%): 2.739 | loglstar: -inf < -58.245 < inf | logz: -120.814 +/- 0.753 | dlogz: 0.279 > 0.109
iter: 6690 | bound: 108 | nc: 38 | ncall: 244214 | eff(%): 2.739 | loglstar: -inf < -58.236 < inf | logz: -120.814 +/- 0.753 | dlogz: 0.277 > 0.109
iter: 6691 | bound: 108 | nc: 38 | ncall: 244252 | eff(%): 2.739 | loglstar: -inf < -58.232 < inf | logz: -120.814 +/- 0.753 | dlogz: 0.274 > 0.109
iter: 6692 | bound: 108 | nc: 38 | ncall: 244290 | eff(%): 2.739 | loglstar: -inf < -58.226 < inf | logz: -120.814 +/- 0.753 | dlogz: 0.272 > 0.109
iter: 6693 | bound: 108 | nc: 38 | ncall: 244328 | eff(%): 2.739 | loglstar: -inf < -58.224 < inf | logz: -120.814 +/- 0.753 | dlogz: 0.270 > 0.109
iter: 6694 | bound: 108 | nc: 38 | ncall: 244366 | eff(%): 2.739 | loglstar: -inf < -58.204 < inf | logz: -120.813 +/- 0.753 | dlogz: 0.267 > 0.109
iter: 6695 | bound: 108 | nc: 38 | ncall: 244404 | eff(%): 2.739 | loglstar: -inf < -58.202 < inf | logz: -120.813 +/- 0.753 | dlogz: 0.265 > 0.109
iter: 6696 | bound: 108 | nc: 38 | ncall: 244442 | eff(%): 2.739 | loglstar: -inf < -58.200 < inf | logz: -120.813 +/- 0.753 | dlogz: 0.262 > 0.109
iter: 6697 | bound: 108 | nc: 38 | ncall: 244480 | eff(%): 2.739 | loglstar: -inf < -58.197 < inf | logz: -120.813 +/- 0.753 | dlogz: 0.260 > 0.109
iter: 6698 | bound: 108 | nc: 38 | ncall: 244518 | eff(%): 2.739 | loglstar: -inf < -58.195 < inf | logz: -120.813 +/- 0.753 | dlogz: 0.258 > 0.109
iter: 6699 | bound: 108 | nc: 38 | ncall: 244556 | eff(%): 2.739 | loglstar: -inf < -58.185 < inf | logz: -120.813 +/- 0.753 | dlogz: 0.255 > 0.109
iter: 6700 | bound: 108 | nc: 38 | ncall: 244594 | eff(%): 2.739 | loglstar: -inf < -58.170 < inf | logz: -120.812 +/- 0.753 | dlogz: 0.253 > 0.109
iter: 6701 | bound: 108 | nc: 38 | ncall: 244632 | eff(%): 2.739 | loglstar: -inf < -58.165 < inf | logz: -120.812 +/- 0.753 | dlogz: 0.251 > 0.109
iter: 6702 | bound: 108 | nc: 38 | ncall: 244670 | eff(%): 2.739 | loglstar: -inf < -58.161 < inf | logz: -120.812 +/- 0.753 | dlogz: 0.249 > 0.109
iter: 6703 | bound: 108 | nc: 38 | ncall: 244708 | eff(%): 2.739 | loglstar: -inf < -58.161 < inf | logz: -120.812 +/- 0.753 | dlogz: 0.247 > 0.109
iter: 6704 | bound: 108 | nc: 38 | ncall: 244746 | eff(%): 2.739 | loglstar: -inf < -58.156 < inf | logz: -120.812 +/- 0.753 | dlogz: 0.244 > 0.109
iter: 6705 | bound: 108 | nc: 38 | ncall: 244784 | eff(%): 2.739 | loglstar: -inf < -58.154 < inf | logz: -120.812 +/- 0.753 | dlogz: 0.242 > 0.109
iter: 6706 | bound: 108 | nc: 38 | ncall: 244822 | eff(%): 2.739 | loglstar: -inf < -58.151 < inf | logz: -120.811 +/- 0.753 | dlogz: 0.240 > 0.109
iter: 6707 | bound: 108 | nc: 38 | ncall: 244860 | eff(%): 2.739 | loglstar: -inf < -58.151 < inf | logz: -120.811 +/- 0.753 | dlogz: 0.238 > 0.109
iter: 6708 | bound: 108 | nc: 38 | ncall: 244898 | eff(%): 2.739 | loglstar: -inf < -58.131 < inf | logz: -120.811 +/- 0.753 | dlogz: 0.236 > 0.109
iter: 6709 | bound: 108 | nc: 38 | ncall: 244936 | eff(%): 2.739 | loglstar: -inf < -58.128 < inf | logz: -120.811 +/- 0.753 | dlogz: 0.234 > 0.109
iter: 6710 | bound: 108 | nc: 38 | ncall: 244974 | eff(%): 2.739 | loglstar: -inf < -58.125 < inf | logz: -120.811 +/- 0.753 | dlogz: 0.231 > 0.109
iter: 6711 | bound: 108 | nc: 38 | ncall: 245012 | eff(%): 2.739 | loglstar: -inf < -58.124 < inf | logz: -120.810 +/- 0.753 | dlogz: 0.229 > 0.109
iter: 6712 | bound: 108 | nc: 38 | ncall: 245050 | eff(%): 2.739 | loglstar: -inf < -58.111 < inf | logz: -120.810 +/- 0.753 | dlogz: 0.227 > 0.109
iter: 6713 | bound: 108 | nc: 38 | ncall: 245088 | eff(%): 2.739 | loglstar: -inf < -58.105 < inf | logz: -120.810 +/- 0.753 | dlogz: 0.225 > 0.109
iter: 6714 | bound: 108 | nc: 38 | ncall: 245126 | eff(%): 2.739 | loglstar: -inf < -58.098 < inf | logz: -120.810 +/- 0.753 | dlogz: 0.223 > 0.109
iter: 6715 | bound: 108 | nc: 38 | ncall: 245164 | eff(%): 2.739 | loglstar: -inf < -58.092 < inf | logz: -120.810 +/- 0.753 | dlogz: 0.221 > 0.109
iter: 6716 | bound: 109 | nc: 38 | ncall: 245202 | eff(%): 2.739 | loglstar: -inf < -58.074 < inf | logz: -120.810 +/- 0.753 | dlogz: 0.219 > 0.109
iter: 6717 | bound: 109 | nc: 38 | ncall: 245240 | eff(%): 2.739 | loglstar: -inf < -58.068 < inf | logz: -120.809 +/- 0.753 | dlogz: 0.217 > 0.109
iter: 6718 | bound: 109 | nc: 38 | ncall: 245278 | eff(%): 2.739 | loglstar: -inf < -58.065 < inf | logz: -120.809 +/- 0.753 | dlogz: 0.215 > 0.109
iter: 6719 | bound: 109 | nc: 38 | ncall: 245316 | eff(%): 2.739 | loglstar: -inf < -58.065 < inf | logz: -120.809 +/- 0.753 | dlogz: 0.213 > 0.109
iter: 6720 | bound: 109 | nc: 38 | ncall: 245354 | eff(%): 2.739 | loglstar: -inf < -58.064 < inf | logz: -120.809 +/- 0.753 | dlogz: 0.211 > 0.109
iter: 6721 | bound: 109 | nc: 38 | ncall: 245392 | eff(%): 2.739 | loglstar: -inf < -58.049 < inf | logz: -120.809 +/- 0.753 | dlogz: 0.209 > 0.109
iter: 6722 | bound: 109 | nc: 38 | ncall: 245430 | eff(%): 2.739 | loglstar: -inf < -58.048 < inf | logz: -120.809 +/- 0.753 | dlogz: 0.208 > 0.109
iter: 6723 | bound: 109 | nc: 38 | ncall: 245468 | eff(%): 2.739 | loglstar: -inf < -58.045 < inf | logz: -120.809 +/- 0.753 | dlogz: 0.206 > 0.109
iter: 6724 | bound: 109 | nc: 38 | ncall: 245506 | eff(%): 2.739 | loglstar: -inf < -58.044 < inf | logz: -120.808 +/- 0.753 | dlogz: 0.204 > 0.109
iter: 6725 | bound: 109 | nc: 38 | ncall: 245544 | eff(%): 2.739 | loglstar: -inf < -58.043 < inf | logz: -120.808 +/- 0.753 | dlogz: 0.202 > 0.109
iter: 6726 | bound: 109 | nc: 38 | ncall: 245582 | eff(%): 2.739 | loglstar: -inf < -58.037 < inf | logz: -120.808 +/- 0.753 | dlogz: 0.200 > 0.109
iter: 6727 | bound: 109 | nc: 38 | ncall: 245620 | eff(%): 2.739 | loglstar: -inf < -58.025 < inf | logz: -120.808 +/- 0.753 | dlogz: 0.198 > 0.109
iter: 6728 | bound: 109 | nc: 38 | ncall: 245658 | eff(%): 2.739 | loglstar: -inf < -58.022 < inf | logz: -120.808 +/- 0.753 | dlogz: 0.196 > 0.109
iter: 6729 | bound: 109 | nc: 38 | ncall: 245696 | eff(%): 2.739 | loglstar: -inf < -58.003 < inf | logz: -120.808 +/- 0.753 | dlogz: 0.195 > 0.109
iter: 6730 | bound: 109 | nc: 38 | ncall: 245734 | eff(%): 2.739 | loglstar: -inf < -58.002 < inf | logz: -120.807 +/- 0.753 | dlogz: 0.193 > 0.109
iter: 6731 | bound: 109 | nc: 38 | ncall: 245772 | eff(%): 2.739 | loglstar: -inf < -58.001 < inf | logz: -120.807 +/- 0.753 | dlogz: 0.191 > 0.109
iter: 6732 | bound: 109 | nc: 38 | ncall: 245810 | eff(%): 2.739 | loglstar: -inf < -58.000 < inf | logz: -120.807 +/- 0.753 | dlogz: 0.189 > 0.109
iter: 6733 | bound: 109 | nc: 38 | ncall: 245848 | eff(%): 2.739 | loglstar: -inf < -57.999 < inf | logz: -120.807 +/- 0.753 | dlogz: 0.188 > 0.109
iter: 6734 | bound: 109 | nc: 38 | ncall: 245886 | eff(%): 2.739 | loglstar: -inf < -57.994 < inf | logz: -120.807 +/- 0.753 | dlogz: 0.186 > 0.109
iter: 6735 | bound: 109 | nc: 38 | ncall: 245924 | eff(%): 2.739 | loglstar: -inf < -57.994 < inf | logz: -120.807 +/- 0.753 | dlogz: 0.184 > 0.109
iter: 6736 | bound: 109 | nc: 38 | ncall: 245962 | eff(%): 2.739 | loglstar: -inf < -57.993 < inf | logz: -120.807 +/- 0.753 | dlogz: 0.183 > 0.109
iter: 6737 | bound: 109 | nc: 38 | ncall: 246000 | eff(%): 2.739 | loglstar: -inf < -57.985 < inf | logz: -120.806 +/- 0.753 | dlogz: 0.181 > 0.109
iter: 6738 | bound: 109 | nc: 38 | ncall: 246038 | eff(%): 2.739 | loglstar: -inf < -57.972 < inf | logz: -120.806 +/- 0.753 | dlogz: 0.179 > 0.109
iter: 6739 | bound: 109 | nc: 38 | ncall: 246076 | eff(%): 2.739 | loglstar: -inf < -57.964 < inf | logz: -120.806 +/- 0.753 | dlogz: 0.178 > 0.109
iter: 6740 | bound: 109 | nc: 38 | ncall: 246114 | eff(%): 2.739 | loglstar: -inf < -57.963 < inf | logz: -120.806 +/- 0.753 | dlogz: 0.176 > 0.109
iter: 6741 | bound: 109 | nc: 38 | ncall: 246152 | eff(%): 2.739 | loglstar: -inf < -57.948 < inf | logz: -120.806 +/- 0.753 | dlogz: 0.174 > 0.109
iter: 6742 | bound: 109 | nc: 38 | ncall: 246190 | eff(%): 2.739 | loglstar: -inf < -57.948 < inf | logz: -120.806 +/- 0.753 | dlogz: 0.173 > 0.109
iter: 6743 | bound: 109 | nc: 38 | ncall: 246228 | eff(%): 2.739 | loglstar: -inf < -57.944 < inf | logz: -120.805 +/- 0.753 | dlogz: 0.171 > 0.109
iter: 6744 | bound: 109 | nc: 38 | ncall: 246266 | eff(%): 2.739 | loglstar: -inf < -57.935 < inf | logz: -120.805 +/- 0.753 | dlogz: 0.169 > 0.109
iter: 6745 | bound: 109 | nc: 38 | ncall: 246304 | eff(%): 2.738 | loglstar: -inf < -57.934 < inf | logz: -120.805 +/- 0.753 | dlogz: 0.168 > 0.109
iter: 6746 | bound: 109 | nc: 38 | ncall: 246342 | eff(%): 2.738 | loglstar: -inf < -57.931 < inf | logz: -120.805 +/- 0.753 | dlogz: 0.166 > 0.109
iter: 6747 | bound: 109 | nc: 38 | ncall: 246380 | eff(%): 2.738 | loglstar: -inf < -57.930 < inf | logz: -120.805 +/- 0.753 | dlogz: 0.165 > 0.109
iter: 6748 | bound: 109 | nc: 38 | ncall: 246418 | eff(%): 2.738 | loglstar: -inf < -57.927 < inf | logz: -120.805 +/- 0.753 | dlogz: 0.163 > 0.109
iter: 6749 | bound: 109 | nc: 38 | ncall: 246456 | eff(%): 2.738 | loglstar: -inf < -57.922 < inf | logz: -120.805 +/- 0.753 | dlogz: 0.162 > 0.109
iter: 6750 | bound: 109 | nc: 38 | ncall: 246494 | eff(%): 2.738 | loglstar: -inf < -57.920 < inf | logz: -120.805 +/- 0.753 | dlogz: 0.160 > 0.109
iter: 6751 | bound: 109 | nc: 38 | ncall: 246532 | eff(%): 2.738 | loglstar: -inf < -57.918 < inf | logz: -120.804 +/- 0.753 | dlogz: 0.159 > 0.109
iter: 6752 | bound: 109 | nc: 38 | ncall: 246570 | eff(%): 2.738 | loglstar: -inf < -57.911 < inf | logz: -120.804 +/- 0.753 | dlogz: 0.157 > 0.109
iter: 6753 | bound: 109 | nc: 38 | ncall: 246608 | eff(%): 2.738 | loglstar: -inf < -57.902 < inf | logz: -120.804 +/- 0.753 | dlogz: 0.156 > 0.109
iter: 6754 | bound: 109 | nc: 38 | ncall: 246646 | eff(%): 2.738 | loglstar: -inf < -57.894 < inf | logz: -120.804 +/- 0.753 | dlogz: 0.154 > 0.109
iter: 6755 | bound: 109 | nc: 38 | ncall: 246684 | eff(%): 2.738 | loglstar: -inf < -57.892 < inf | logz: -120.804 +/- 0.753 | dlogz: 0.153 > 0.109
iter: 6756 | bound: 109 | nc: 38 | ncall: 246722 | eff(%): 2.738 | loglstar: -inf < -57.886 < inf | logz: -120.804 +/- 0.753 | dlogz: 0.152 > 0.109
iter: 6757 | bound: 109 | nc: 38 | ncall: 246760 | eff(%): 2.738 | loglstar: -inf < -57.885 < inf | logz: -120.804 +/- 0.753 | dlogz: 0.150 > 0.109
iter: 6758 | bound: 109 | nc: 38 | ncall: 246798 | eff(%): 2.738 | loglstar: -inf < -57.881 < inf | logz: -120.803 +/- 0.753 | dlogz: 0.149 > 0.109
iter: 6759 | bound: 109 | nc: 38 | ncall: 246836 | eff(%): 2.738 | loglstar: -inf < -57.881 < inf | logz: -120.803 +/- 0.753 | dlogz: 0.147 > 0.109
iter: 6760 | bound: 109 | nc: 38 | ncall: 246874 | eff(%): 2.738 | loglstar: -inf < -57.877 < inf | logz: -120.803 +/- 0.753 | dlogz: 0.146 > 0.109
iter: 6761 | bound: 109 | nc: 38 | ncall: 246912 | eff(%): 2.738 | loglstar: -inf < -57.875 < inf | logz: -120.803 +/- 0.753 | dlogz: 0.145 > 0.109
iter: 6762 | bound: 109 | nc: 38 | ncall: 246950 | eff(%): 2.738 | loglstar: -inf < -57.873 < inf | logz: -120.803 +/- 0.753 | dlogz: 0.143 > 0.109
iter: 6763 | bound: 109 | nc: 38 | ncall: 246988 | eff(%): 2.738 | loglstar: -inf < -57.866 < inf | logz: -120.803 +/- 0.753 | dlogz: 0.142 > 0.109
iter: 6764 | bound: 110 | nc: 38 | ncall: 247026 | eff(%): 2.738 | loglstar: -inf < -57.858 < inf | logz: -120.803 +/- 0.753 | dlogz: 0.141 > 0.109
iter: 6765 | bound: 110 | nc: 38 | ncall: 247064 | eff(%): 2.738 | loglstar: -inf < -57.848 < inf | logz: -120.803 +/- 0.753 | dlogz: 0.139 > 0.109
iter: 6766 | bound: 110 | nc: 38 | ncall: 247102 | eff(%): 2.738 | loglstar: -inf < -57.838 < inf | logz: -120.802 +/- 0.753 | dlogz: 0.138 > 0.109
iter: 6767 | bound: 110 | nc: 38 | ncall: 247140 | eff(%): 2.738 | loglstar: -inf < -57.838 < inf | logz: -120.802 +/- 0.753 | dlogz: 0.137 > 0.109
iter: 6768 | bound: 110 | nc: 38 | ncall: 247178 | eff(%): 2.738 | loglstar: -inf < -57.834 < inf | logz: -120.802 +/- 0.753 | dlogz: 0.135 > 0.109
iter: 6769 | bound: 110 | nc: 38 | ncall: 247216 | eff(%): 2.738 | loglstar: -inf < -57.831 < inf | logz: -120.802 +/- 0.753 | dlogz: 0.134 > 0.109
iter: 6770 | bound: 110 | nc: 38 | ncall: 247254 | eff(%): 2.738 | loglstar: -inf < -57.823 < inf | logz: -120.802 +/- 0.753 | dlogz: 0.133 > 0.109
iter: 6771 | bound: 110 | nc: 38 | ncall: 247292 | eff(%): 2.738 | loglstar: -inf < -57.819 < inf | logz: -120.802 +/- 0.753 | dlogz: 0.132 > 0.109
iter: 6772 | bound: 110 | nc: 38 | ncall: 247330 | eff(%): 2.738 | loglstar: -inf < -57.818 < inf | logz: -120.802 +/- 0.753 | dlogz: 0.130 > 0.109
iter: 6773 | bound: 110 | nc: 38 | ncall: 247368 | eff(%): 2.738 | loglstar: -inf < -57.816 < inf | logz: -120.802 +/- 0.753 | dlogz: 0.129 > 0.109
iter: 6774 | bound: 110 | nc: 38 | ncall: 247406 | eff(%): 2.738 | loglstar: -inf < -57.814 < inf | logz: -120.801 +/- 0.753 | dlogz: 0.128 > 0.109
iter: 6775 | bound: 110 | nc: 38 | ncall: 247444 | eff(%): 2.738 | loglstar: -inf < -57.813 < inf | logz: -120.801 +/- 0.753 | dlogz: 0.127 > 0.109
iter: 6776 | bound: 110 | nc: 38 | ncall: 247482 | eff(%): 2.738 | loglstar: -inf < -57.806 < inf | logz: -120.801 +/- 0.753 | dlogz: 0.126 > 0.109
iter: 6777 | bound: 110 | nc: 38 | ncall: 247520 | eff(%): 2.738 | loglstar: -inf < -57.801 < inf | logz: -120.801 +/- 0.753 | dlogz: 0.124 > 0.109
iter: 6778 | bound: 110 | nc: 38 | ncall: 247558 | eff(%): 2.738 | loglstar: -inf < -57.795 < inf | logz: -120.801 +/- 0.753 | dlogz: 0.123 > 0.109
iter: 6779 | bound: 110 | nc: 38 | ncall: 247596 | eff(%): 2.738 | loglstar: -inf < -57.790 < inf | logz: -120.801 +/- 0.753 | dlogz: 0.122 > 0.109
iter: 6780 | bound: 110 | nc: 38 | ncall: 247634 | eff(%): 2.738 | loglstar: -inf < -57.782 < inf | logz: -120.801 +/- 0.753 | dlogz: 0.148 > 0.109
iter: 6781 | bound: 110 | nc: 38 | ncall: 247672 | eff(%): 2.738 | loglstar: -inf < -57.777 < inf | logz: -120.801 +/- 0.753 | dlogz: 0.147 > 0.109
iter: 6782 | bound: 110 | nc: 38 | ncall: 247710 | eff(%): 2.738 | loglstar: -inf < -57.760 < inf | logz: -120.800 +/- 0.753 | dlogz: 0.145 > 0.109
iter: 6783 | bound: 110 | nc: 38 | ncall: 247748 | eff(%): 2.738 | loglstar: -inf < -57.758 < inf | logz: -120.800 +/- 0.753 | dlogz: 0.144 > 0.109
iter: 6784 | bound: 110 | nc: 38 | ncall: 247786 | eff(%): 2.738 | loglstar: -inf < -57.750 < inf | logz: -120.800 +/- 0.753 | dlogz: 0.143 > 0.109
iter: 6785 | bound: 110 | nc: 38 | ncall: 247824 | eff(%): 2.738 | loglstar: -inf < -57.747 < inf | logz: -120.800 +/- 0.753 | dlogz: 0.141 > 0.109
iter: 6786 | bound: 110 | nc: 38 | ncall: 247862 | eff(%): 2.738 | loglstar: -inf < -57.746 < inf | logz: -120.800 +/- 0.753 | dlogz: 0.140 > 0.109
iter: 6787 | bound: 110 | nc: 38 | ncall: 247900 | eff(%): 2.738 | loglstar: -inf < -57.739 < inf | logz: -120.800 +/- 0.753 | dlogz: 0.139 > 0.109
iter: 6788 | bound: 110 | nc: 38 | ncall: 247938 | eff(%): 2.738 | loglstar: -inf < -57.734 < inf | logz: -120.800 +/- 0.753 | dlogz: 0.137 > 0.109
iter: 6789 | bound: 110 | nc: 38 | ncall: 247976 | eff(%): 2.738 | loglstar: -inf < -57.726 < inf | logz: -120.800 +/- 0.753 | dlogz: 0.136 > 0.109
iter: 6790 | bound: 110 | nc: 38 | ncall: 248014 | eff(%): 2.738 | loglstar: -inf < -57.721 < inf | logz: -120.800 +/- 0.753 | dlogz: 0.135 > 0.109
iter: 6791 | bound: 110 | nc: 38 | ncall: 248052 | eff(%): 2.738 | loglstar: -inf < -57.721 < inf | logz: -120.799 +/- 0.753 | dlogz: 0.133 > 0.109
iter: 6792 | bound: 110 | nc: 38 | ncall: 248090 | eff(%): 2.738 | loglstar: -inf < -57.721 < inf | logz: -120.799 +/- 0.753 | dlogz: 0.132 > 0.109
iter: 6793 | bound: 110 | nc: 38 | ncall: 248128 | eff(%): 2.738 | loglstar: -inf < -57.720 < inf | logz: -120.799 +/- 0.753 | dlogz: 0.131 > 0.109
iter: 6794 | bound: 110 | nc: 38 | ncall: 248166 | eff(%): 2.738 | loglstar: -inf < -57.711 < inf | logz: -120.799 +/- 0.753 | dlogz: 0.130 > 0.109
iter: 6795 | bound: 110 | nc: 38 | ncall: 248204 | eff(%): 2.738 | loglstar: -inf < -57.708 < inf | logz: -120.799 +/- 0.753 | dlogz: 0.129 > 0.109
iter: 6796 | bound: 110 | nc: 38 | ncall: 248242 | eff(%): 2.738 | loglstar: -inf < -57.701 < inf | logz: -120.799 +/- 0.753 | dlogz: 0.127 > 0.109
iter: 6797 | bound: 110 | nc: 38 | ncall: 248280 | eff(%): 2.738 | loglstar: -inf < -57.688 < inf | logz: -120.799 +/- 0.753 | dlogz: 0.126 > 0.109
iter: 6798 | bound: 110 | nc: 38 | ncall: 248318 | eff(%): 2.738 | loglstar: -inf < -57.676 < inf | logz: -120.799 +/- 0.753 | dlogz: 0.125 > 0.109
iter: 6799 | bound: 110 | nc: 38 | ncall: 248356 | eff(%): 2.738 | loglstar: -inf < -57.664 < inf | logz: -120.799 +/- 0.753 | dlogz: 0.124 > 0.109
iter: 6800 | bound: 110 | nc: 38 | ncall: 248394 | eff(%): 2.738 | loglstar: -inf < -57.662 < inf | logz: -120.798 +/- 0.753 | dlogz: 0.123 > 0.109
iter: 6801 | bound: 110 | nc: 38 | ncall: 248432 | eff(%): 2.738 | loglstar: -inf < -57.658 < inf | logz: -120.798 +/- 0.753 | dlogz: 0.121 > 0.109
iter: 6802 | bound: 110 | nc: 38 | ncall: 248470 | eff(%): 2.738 | loglstar: -inf < -57.657 < inf | logz: -120.798 +/- 0.753 | dlogz: 0.120 > 0.109
iter: 6803 | bound: 110 | nc: 38 | ncall: 248508 | eff(%): 2.738 | loglstar: -inf < -57.644 < inf | logz: -120.798 +/- 0.753 | dlogz: 0.119 > 0.109
iter: 6804 | bound: 110 | nc: 38 | ncall: 248546 | eff(%): 2.738 | loglstar: -inf < -57.644 < inf | logz: -120.798 +/- 0.753 | dlogz: 0.118 > 0.109
iter: 6805 | bound: 110 | nc: 38 | ncall: 248584 | eff(%): 2.738 | loglstar: -inf < -57.630 < inf | logz: -120.798 +/- 0.753 | dlogz: 0.117 > 0.109
iter: 6806 | bound: 110 | nc: 38 | ncall: 248622 | eff(%): 2.737 | loglstar: -inf < -57.628 < inf | logz: -120.798 +/- 0.753 | dlogz: 0.116 > 0.109
iter: 6807 | bound: 110 | nc: 38 | ncall: 248660 | eff(%): 2.737 | loglstar: -inf < -57.624 < inf | logz: -120.798 +/- 0.753 | dlogz: 0.115 > 0.109
iter: 6808 | bound: 110 | nc: 38 | ncall: 248698 | eff(%): 2.737 | loglstar: -inf < -57.619 < inf | logz: -120.798 +/- 0.753 | dlogz: 0.114 > 0.109
iter: 6809 | bound: 110 | nc: 38 | ncall: 248736 | eff(%): 2.737 | loglstar: -inf < -57.605 < inf | logz: -120.798 +/- 0.753 | dlogz: 0.113 > 0.109
iter: 6810 | bound: 110 | nc: 38 | ncall: 248774 | eff(%): 2.737 | loglstar: -inf < -57.595 < inf | logz: -120.797 +/- 0.753 | dlogz: 0.111 > 0.109
iter: 6811 | bound: 110 | nc: 38 | ncall: 248812 | eff(%): 2.737 | loglstar: -inf < -57.593 < inf | logz: -120.797 +/- 0.753 | dlogz: 0.110 > 0.109
iter: 6812 | bound: 110 | nc: 38 | ncall: 248850 | eff(%): 2.737 | loglstar: -inf < -57.593 < inf | logz: -120.797 +/- 0.753 | dlogz: 0.109 > 0.109
iter: 6812 | +1 | bound: 110 | nc: 1 | ncall: 248851 | eff(%): 2.738 | loglstar: -inf < -57.587 < inf | logz: -120.797 +/- 0.753 | dlogz: 0.107 > 0.109
iter: 6812 | +2 | bound: 110 | nc: 1 | ncall: 248852 | eff(%): 2.738 | loglstar: -inf < -57.580 < inf | logz: -120.797 +/- 0.753 | dlogz: 0.106 > 0.109
iter: 6812 | +3 | bound: 110 | nc: 1 | ncall: 248853 | eff(%): 2.739 | loglstar: -inf < -57.579 < inf | logz: -120.797 +/- 0.753 | dlogz: 0.105 > 0.109
iter: 6812 | +4 | bound: 110 | nc: 1 | ncall: 248854 | eff(%): 2.739 | loglstar: -inf < -57.575 < inf | logz: -120.797 +/- 0.753 | dlogz: 0.104 > 0.109
iter: 6812 | +5 | bound: 110 | nc: 1 | ncall: 248855 | eff(%): 2.739 | loglstar: -inf < -57.573 < inf | logz: -120.797 +/- 0.753 | dlogz: 0.103 > 0.109
iter: 6812 | +6 | bound: 110 | nc: 1 | ncall: 248856 | eff(%): 2.740 | loglstar: -inf < -57.556 < inf | logz: -120.797 +/- 0.753 | dlogz: 0.102 > 0.109
iter: 6812 | +7 | bound: 110 | nc: 1 | ncall: 248857 | eff(%): 2.740 | loglstar: -inf < -57.553 < inf | logz: -120.796 +/- 0.753 | dlogz: 0.101 > 0.109
iter: 6812 | +8 | bound: 110 | nc: 1 | ncall: 248858 | eff(%): 2.741 | loglstar: -inf < -57.550 < inf | logz: -120.796 +/- 0.753 | dlogz: 0.100 > 0.109
iter: 6812 | +9 | bound: 110 | nc: 1 | ncall: 248859 | eff(%): 2.741 | loglstar: -inf < -57.549 < inf | logz: -120.796 +/- 0.753 | dlogz: 0.099 > 0.109
iter: 6812 | +10 | bound: 110 | nc: 1 | ncall: 248860 | eff(%): 2.741 | loglstar: -inf < -57.547 < inf | logz: -120.796 +/- 0.753 | dlogz: 0.098 > 0.109
iter: 6812 | +11 | bound: 110 | nc: 1 | ncall: 248861 | eff(%): 2.742 | loglstar: -inf < -57.537 < inf | logz: -120.796 +/- 0.753 | dlogz: 0.097 > 0.109
iter: 6812 | +12 | bound: 110 | nc: 1 | ncall: 248862 | eff(%): 2.742 | loglstar: -inf < -57.528 < inf | logz: -120.796 +/- 0.753 | dlogz: 0.096 > 0.109
iter: 6812 | +13 | bound: 110 | nc: 1 | ncall: 248863 | eff(%): 2.743 | loglstar: -inf < -57.527 < inf | logz: -120.796 +/- 0.753 | dlogz: 0.095 > 0.109
iter: 6812 | +14 | bound: 110 | nc: 1 | ncall: 248864 | eff(%): 2.743 | loglstar: -inf < -57.524 < inf | logz: -120.796 +/- 0.753 | dlogz: 0.094 > 0.109
iter: 6812 | +15 | bound: 110 | nc: 1 | ncall: 248865 | eff(%): 2.743 | loglstar: -inf < -57.516 < inf | logz: -120.796 +/- 0.753 | dlogz: 0.093 > 0.109
iter: 6812 | +16 | bound: 110 | nc: 1 | ncall: 248866 | eff(%): 2.744 | loglstar: -inf < -57.489 < inf | logz: -120.796 +/- 0.753 | dlogz: 0.092 > 0.109
iter: 6812 | +17 | bound: 110 | nc: 1 | ncall: 248867 | eff(%): 2.744 | loglstar: -inf < -57.488 < inf | logz: -120.795 +/- 0.753 | dlogz: 0.091 > 0.109
iter: 6812 | +18 | bound: 110 | nc: 1 | ncall: 248868 | eff(%): 2.745 | loglstar: -inf < -57.468 < inf | logz: -120.795 +/- 0.753 | dlogz: 0.090 > 0.109
iter: 6812 | +19 | bound: 110 | nc: 1 | ncall: 248869 | eff(%): 2.745 | loglstar: -inf < -57.460 < inf | logz: -120.795 +/- 0.753 | dlogz: 0.089 > 0.109
iter: 6812 | +20 | bound: 110 | nc: 1 | ncall: 248870 | eff(%): 2.745 | loglstar: -inf < -57.459 < inf | logz: -120.795 +/- 0.753 | dlogz: 0.088 > 0.109
iter: 6812 | +21 | bound: 110 | nc: 1 | ncall: 248871 | eff(%): 2.746 | loglstar: -inf < -57.453 < inf | logz: -120.795 +/- 0.753 | dlogz: 0.087 > 0.109
iter: 6812 | +22 | bound: 110 | nc: 1 | ncall: 248872 | eff(%): 2.746 | loglstar: -inf < -57.453 < inf | logz: -120.795 +/- 0.753 | dlogz: 0.086 > 0.109
iter: 6812 | +23 | bound: 110 | nc: 1 | ncall: 248873 | eff(%): 2.747 | loglstar: -inf < -57.452 < inf | logz: -120.795 +/- 0.753 | dlogz: 0.084 > 0.109
iter: 6812 | +24 | bound: 110 | nc: 1 | ncall: 248874 | eff(%): 2.747 | loglstar: -inf < -57.448 < inf | logz: -120.795 +/- 0.753 | dlogz: 0.083 > 0.109
iter: 6812 | +25 | bound: 110 | nc: 1 | ncall: 248875 | eff(%): 2.747 | loglstar: -inf < -57.448 < inf | logz: -120.794 +/- 0.753 | dlogz: 0.082 > 0.109
iter: 6812 | +26 | bound: 110 | nc: 1 | ncall: 248876 | eff(%): 2.748 | loglstar: -inf < -57.445 < inf | logz: -120.794 +/- 0.753 | dlogz: 0.081 > 0.109
iter: 6812 | +27 | bound: 110 | nc: 1 | ncall: 248877 | eff(%): 2.748 | loglstar: -inf < -57.436 < inf | logz: -120.794 +/- 0.753 | dlogz: 0.080 > 0.109
iter: 6812 | +28 | bound: 110 | nc: 1 | ncall: 248878 | eff(%): 2.749 | loglstar: -inf < -57.436 < inf | logz: -120.794 +/- 0.753 | dlogz: 0.079 > 0.109
iter: 6812 | +29 | bound: 110 | nc: 1 | ncall: 248879 | eff(%): 2.749 | loglstar: -inf < -57.418 < inf | logz: -120.794 +/- 0.753 | dlogz: 0.078 > 0.109
iter: 6812 | +30 | bound: 110 | nc: 1 | ncall: 248880 | eff(%): 2.749 | loglstar: -inf < -57.408 < inf | logz: -120.794 +/- 0.753 | dlogz: 0.077 > 0.109
iter: 6812 | +31 | bound: 110 | nc: 1 | ncall: 248881 | eff(%): 2.750 | loglstar: -inf < -57.399 < inf | logz: -120.794 +/- 0.753 | dlogz: 0.076 > 0.109
iter: 6812 | +32 | bound: 110 | nc: 1 | ncall: 248882 | eff(%): 2.750 | loglstar: -inf < -57.386 < inf | logz: -120.794 +/- 0.753 | dlogz: 0.075 > 0.109
iter: 6812 | +33 | bound: 110 | nc: 1 | ncall: 248883 | eff(%): 2.751 | loglstar: -inf < -57.385 < inf | logz: -120.794 +/- 0.753 | dlogz: 0.074 > 0.109
iter: 6812 | +34 | bound: 110 | nc: 1 | ncall: 248884 | eff(%): 2.751 | loglstar: -inf < -57.383 < inf | logz: -120.793 +/- 0.753 | dlogz: 0.073 > 0.109
iter: 6812 | +35 | bound: 110 | nc: 1 | ncall: 248885 | eff(%): 2.751 | loglstar: -inf < -57.371 < inf | logz: -120.793 +/- 0.753 | dlogz: 0.072 > 0.109
iter: 6812 | +36 | bound: 110 | nc: 1 | ncall: 248886 | eff(%): 2.752 | loglstar: -inf < -57.371 < inf | logz: -120.793 +/- 0.753 | dlogz: 0.071 > 0.109
iter: 6812 | +37 | bound: 110 | nc: 1 | ncall: 248887 | eff(%): 2.752 | loglstar: -inf < -57.369 < inf | logz: -120.793 +/- 0.753 | dlogz: 0.070 > 0.109
iter: 6812 | +38 | bound: 110 | nc: 1 | ncall: 248888 | eff(%): 2.753 | loglstar: -inf < -57.365 < inf | logz: -120.793 +/- 0.753 | dlogz: 0.069 > 0.109
iter: 6812 | +39 | bound: 110 | nc: 1 | ncall: 248889 | eff(%): 2.753 | loglstar: -inf < -57.364 < inf | logz: -120.793 +/- 0.753 | dlogz: 0.068 > 0.109
iter: 6812 | +40 | bound: 110 | nc: 1 | ncall: 248890 | eff(%): 2.753 | loglstar: -inf < -57.360 < inf | logz: -120.793 +/- 0.754 | dlogz: 0.067 > 0.109
iter: 6812 | +41 | bound: 110 | nc: 1 | ncall: 248891 | eff(%): 2.754 | loglstar: -inf < -57.357 < inf | logz: -120.792 +/- 0.754 | dlogz: 0.065 > 0.109
iter: 6812 | +42 | bound: 110 | nc: 1 | ncall: 248892 | eff(%): 2.754 | loglstar: -inf < -57.340 < inf | logz: -120.792 +/- 0.754 | dlogz: 0.064 > 0.109
iter: 6812 | +43 | bound: 110 | nc: 1 | ncall: 248893 | eff(%): 2.755 | loglstar: -inf < -57.320 < inf | logz: -120.792 +/- 0.754 | dlogz: 0.063 > 0.109
iter: 6812 | +44 | bound: 110 | nc: 1 | ncall: 248894 | eff(%): 2.755 | loglstar: -inf < -57.314 < inf | logz: -120.792 +/- 0.754 | dlogz: 0.062 > 0.109
iter: 6812 | +45 | bound: 110 | nc: 1 | ncall: 248895 | eff(%): 2.755 | loglstar: -inf < -57.306 < inf | logz: -120.792 +/- 0.754 | dlogz: 0.061 > 0.109
iter: 6812 | +46 | bound: 110 | nc: 1 | ncall: 248896 | eff(%): 2.756 | loglstar: -inf < -57.302 < inf | logz: -120.792 +/- 0.754 | dlogz: 0.060 > 0.109
iter: 6812 | +47 | bound: 110 | nc: 1 | ncall: 248897 | eff(%): 2.756 | loglstar: -inf < -57.292 < inf | logz: -120.792 +/- 0.754 | dlogz: 0.059 > 0.109
iter: 6812 | +48 | bound: 110 | nc: 1 | ncall: 248898 | eff(%): 2.757 | loglstar: -inf < -57.292 < inf | logz: -120.792 +/- 0.754 | dlogz: 0.058 > 0.109
iter: 6812 | +49 | bound: 110 | nc: 1 | ncall: 248899 | eff(%): 2.757 | loglstar: -inf < -57.289 < inf | logz: -120.791 +/- 0.754 | dlogz: 0.057 > 0.109
iter: 6812 | +50 | bound: 110 | nc: 1 | ncall: 248900 | eff(%): 2.757 | loglstar: -inf < -57.261 < inf | logz: -120.791 +/- 0.754 | dlogz: 0.056 > 0.109
iter: 6812 | +51 | bound: 110 | nc: 1 | ncall: 248901 | eff(%): 2.758 | loglstar: -inf < -57.260 < inf | logz: -120.791 +/- 0.754 | dlogz: 0.055 > 0.109
iter: 6812 | +52 | bound: 110 | nc: 1 | ncall: 248902 | eff(%): 2.758 | loglstar: -inf < -57.237 < inf | logz: -120.791 +/- 0.754 | dlogz: 0.054 > 0.109
iter: 6812 | +53 | bound: 110 | nc: 1 | ncall: 248903 | eff(%): 2.759 | loglstar: -inf < -57.216 < inf | logz: -120.791 +/- 0.754 | dlogz: 0.053 > 0.109
iter: 6812 | +54 | bound: 110 | nc: 1 | ncall: 248904 | eff(%): 2.759 | loglstar: -inf < -57.215 < inf | logz: -120.791 +/- 0.754 | dlogz: 0.052 > 0.109
iter: 6812 | +55 | bound: 110 | nc: 1 | ncall: 248905 | eff(%): 2.759 | loglstar: -inf < -57.209 < inf | logz: -120.791 +/- 0.754 | dlogz: 0.050 > 0.109
iter: 6812 | +56 | bound: 110 | nc: 1 | ncall: 248906 | eff(%): 2.760 | loglstar: -inf < -57.190 < inf | logz: -120.790 +/- 0.754 | dlogz: 0.049 > 0.109
iter: 6812 | +57 | bound: 110 | nc: 1 | ncall: 248907 | eff(%): 2.760 | loglstar: -inf < -57.170 < inf | logz: -120.790 +/- 0.754 | dlogz: 0.048 > 0.109
iter: 6812 | +58 | bound: 110 | nc: 1 | ncall: 248908 | eff(%): 2.761 | loglstar: -inf < -57.164 < inf | logz: -120.790 +/- 0.754 | dlogz: 0.047 > 0.109
iter: 6812 | +59 | bound: 110 | nc: 1 | ncall: 248909 | eff(%): 2.761 | loglstar: -inf < -57.132 < inf | logz: -120.790 +/- 0.754 | dlogz: 0.046 > 0.109
iter: 6812 | +60 | bound: 110 | nc: 1 | ncall: 248910 | eff(%): 2.762 | loglstar: -inf < -57.123 < inf | logz: -120.790 +/- 0.754 | dlogz: 0.045 > 0.109
iter: 6812 | +61 | bound: 110 | nc: 1 | ncall: 248911 | eff(%): 2.762 | loglstar: -inf < -57.102 < inf | logz: -120.790 +/- 0.754 | dlogz: 0.044 > 0.109
iter: 6812 | +62 | bound: 110 | nc: 1 | ncall: 248912 | eff(%): 2.762 | loglstar: -inf < -57.095 < inf | logz: -120.789 +/- 0.754 | dlogz: 0.043 > 0.109
iter: 6812 | +63 | bound: 110 | nc: 1 | ncall: 248913 | eff(%): 2.763 | loglstar: -inf < -57.089 < inf | logz: -120.789 +/- 0.754 | dlogz: 0.042 > 0.109
iter: 6812 | +64 | bound: 110 | nc: 1 | ncall: 248914 | eff(%): 2.763 | loglstar: -inf < -57.088 < inf | logz: -120.789 +/- 0.754 | dlogz: 0.041 > 0.109
iter: 6812 | +65 | bound: 110 | nc: 1 | ncall: 248915 | eff(%): 2.764 | loglstar: -inf < -57.069 < inf | logz: -120.789 +/- 0.754 | dlogz: 0.040 > 0.109
iter: 6812 | +66 | bound: 110 | nc: 1 | ncall: 248916 | eff(%): 2.764 | loglstar: -inf < -57.031 < inf | logz: -120.789 +/- 0.754 | dlogz: 0.039 > 0.109
iter: 6812 | +67 | bound: 110 | nc: 1 | ncall: 248917 | eff(%): 2.764 | loglstar: -inf < -57.027 < inf | logz: -120.789 +/- 0.754 | dlogz: 0.037 > 0.109
iter: 6812 | +68 | bound: 110 | nc: 1 | ncall: 248918 | eff(%): 2.765 | loglstar: -inf < -57.008 < inf | logz: -120.788 +/- 0.754 | dlogz: 0.036 > 0.109
iter: 6812 | +69 | bound: 110 | nc: 1 | ncall: 248919 | eff(%): 2.765 | loglstar: -inf < -56.996 < inf | logz: -120.788 +/- 0.754 | dlogz: 0.035 > 0.109
iter: 6812 | +70 | bound: 110 | nc: 1 | ncall: 248920 | eff(%): 2.766 | loglstar: -inf < -56.987 < inf | logz: -120.788 +/- 0.754 | dlogz: 0.034 > 0.109
iter: 6812 | +71 | bound: 110 | nc: 1 | ncall: 248921 | eff(%): 2.766 | loglstar: -inf < -56.973 < inf | logz: -120.788 +/- 0.754 | dlogz: 0.033 > 0.109
iter: 6812 | +72 | bound: 110 | nc: 1 | ncall: 248922 | eff(%): 2.766 | loglstar: -inf < -56.968 < inf | logz: -120.788 +/- 0.754 | dlogz: 0.032 > 0.109
iter: 6812 | +73 | bound: 110 | nc: 1 | ncall: 248923 | eff(%): 2.767 | loglstar: -inf < -56.924 < inf | logz: -120.787 +/- 0.754 | dlogz: 0.031 > 0.109
iter: 6812 | +74 | bound: 110 | nc: 1 | ncall: 248924 | eff(%): 2.767 | loglstar: -inf < -56.912 < inf | logz: -120.787 +/- 0.754 | dlogz: 0.030 > 0.109
iter: 6812 | +75 | bound: 110 | nc: 1 | ncall: 248925 | eff(%): 2.768 | loglstar: -inf < -56.898 < inf | logz: -120.787 +/- 0.754 | dlogz: 0.029 > 0.109
iter: 6812 | +76 | bound: 110 | nc: 1 | ncall: 248926 | eff(%): 2.768 | loglstar: -inf < -56.892 < inf | logz: -120.787 +/- 0.754 | dlogz: 0.028 > 0.109
iter: 6812 | +77 | bound: 110 | nc: 1 | ncall: 248927 | eff(%): 2.768 | loglstar: -inf < -56.892 < inf | logz: -120.787 +/- 0.754 | dlogz: 0.027 > 0.109
iter: 6812 | +78 | bound: 110 | nc: 1 | ncall: 248928 | eff(%): 2.769 | loglstar: -inf < -56.863 < inf | logz: -120.786 +/- 0.754 | dlogz: 0.025 > 0.109
iter: 6812 | +79 | bound: 110 | nc: 1 | ncall: 248929 | eff(%): 2.769 | loglstar: -inf < -56.850 < inf | logz: -120.786 +/- 0.754 | dlogz: 0.024 > 0.109
iter: 6812 | +80 | bound: 110 | nc: 1 | ncall: 248930 | eff(%): 2.770 | loglstar: -inf < -56.829 < inf | logz: -120.786 +/- 0.754 | dlogz: 0.023 > 0.109
iter: 6812 | +81 | bound: 110 | nc: 1 | ncall: 248931 | eff(%): 2.770 | loglstar: -inf < -56.736 < inf | logz: -120.786 +/- 0.754 | dlogz: 0.022 > 0.109
iter: 6812 | +82 | bound: 110 | nc: 1 | ncall: 248932 | eff(%): 2.770 | loglstar: -inf < -56.732 < inf | logz: -120.786 +/- 0.754 | dlogz: 0.021 > 0.109
iter: 6812 | +83 | bound: 110 | nc: 1 | ncall: 248933 | eff(%): 2.771 | loglstar: -inf < -56.728 < inf | logz: -120.785 +/- 0.754 | dlogz: 0.020 > 0.109
iter: 6812 | +84 | bound: 110 | nc: 1 | ncall: 248934 | eff(%): 2.771 | loglstar: -inf < -56.702 < inf | logz: -120.785 +/- 0.754 | dlogz: 0.019 > 0.109
iter: 6812 | +85 | bound: 110 | nc: 1 | ncall: 248935 | eff(%): 2.772 | loglstar: -inf < -56.684 < inf | logz: -120.785 +/- 0.754 | dlogz: 0.018 > 0.109
iter: 6812 | +86 | bound: 110 | nc: 1 | ncall: 248936 | eff(%): 2.772 | loglstar: -inf < -56.674 < inf | logz: -120.785 +/- 0.754 | dlogz: 0.017 > 0.109
iter: 6812 | +87 | bound: 110 | nc: 1 | ncall: 248937 | eff(%): 2.772 | loglstar: -inf < -56.644 < inf | logz: -120.784 +/- 0.755 | dlogz: 0.016 > 0.109
iter: 6812 | +88 | bound: 110 | nc: 1 | ncall: 248938 | eff(%): 2.773 | loglstar: -inf < -56.634 < inf | logz: -120.784 +/- 0.755 | dlogz: 0.014 > 0.109
iter: 6812 | +89 | bound: 110 | nc: 1 | ncall: 248939 | eff(%): 2.773 | loglstar: -inf < -56.521 < inf | logz: -120.784 +/- 0.755 | dlogz: 0.013 > 0.109
iter: 6812 | +90 | bound: 110 | nc: 1 | ncall: 248940 | eff(%): 2.774 | loglstar: -inf < -56.513 < inf | logz: -120.784 +/- 0.755 | dlogz: 0.012 > 0.109
iter: 6812 | +91 | bound: 110 | nc: 1 | ncall: 248941 | eff(%): 2.774 | loglstar: -inf < -56.469 < inf | logz: -120.783 +/- 0.755 | dlogz: 0.011 > 0.109
iter: 6812 | +92 | bound: 110 | nc: 1 | ncall: 248942 | eff(%): 2.774 | loglstar: -inf < -56.443 < inf | logz: -120.783 +/- 0.755 | dlogz: 0.010 > 0.109
iter: 6812 | +93 | bound: 110 | nc: 1 | ncall: 248943 | eff(%): 2.775 | loglstar: -inf < -56.235 < inf | logz: -120.783 +/- 0.755 | dlogz: 0.009 > 0.109
iter: 6812 | +94 | bound: 110 | nc: 1 | ncall: 248944 | eff(%): 2.775 | loglstar: -inf < -56.229 < inf | logz: -120.782 +/- 0.755 | dlogz: 0.008 > 0.109
iter: 6812 | +95 | bound: 110 | nc: 1 | ncall: 248945 | eff(%): 2.776 | loglstar: -inf < -56.212 < inf | logz: -120.782 +/- 0.756 | dlogz: 0.007 > 0.109
iter: 6812 | +96 | bound: 110 | nc: 1 | ncall: 248946 | eff(%): 2.776 | loglstar: -inf < -56.096 < inf | logz: -120.781 +/- 0.756 | dlogz: 0.006 > 0.109
iter: 6812 | +97 | bound: 110 | nc: 1 | ncall: 248947 | eff(%): 2.776 | loglstar: -inf < -56.072 < inf | logz: -120.781 +/- 0.756 | dlogz: 0.004 > 0.109
iter: 6812 | +98 | bound: 110 | nc: 1 | ncall: 248948 | eff(%): 2.777 | loglstar: -inf < -55.647 < inf | logz: -120.780 +/- 0.757 | dlogz: 0.003 > 0.109
iter: 6812 | +99 | bound: 110 | nc: 1 | ncall: 248949 | eff(%): 2.777 | loglstar: -inf < -55.398 < inf | logz: -120.780 +/- 0.759 | dlogz: 0.002 > 0.109
iter: 6812 | +100 | bound: 110 | nc: 1 | ncall: 248950 | eff(%): 2.778 | loglstar: -inf < -55.182 < inf | logz: -120.779 +/- 0.762 | dlogz: 0.001 > 0.109 Finished PSF psf_photometry with median residuals of 22.44%
JWST calibrated PSF photometry:
ra ... exp
------------------ ... ----------------------------------------
322.41754617285676 ... jw02767002001_02103_00001_nrcb3_cal.fits
322.41754519855687 ... jw02767002001_02103_00002_nrcb3_cal.fits
322.417547395856 ... jw02767002001_02103_00003_nrcb3_cal.fits
322.4175453899176 ... jw02767002001_02103_00004_nrcb3_cal.fits
322.4175450257432 ... jw02767002001_02103_00005_nrcb3_cal.fits
322.4175444035167 ... jw02767002001_02103_00006_nrcb3_cal.fits
322.41754553122234 ... jw02767002001_02103_00007_nrcb3_cal.fits
322.4175452255082 ... jw02767002001_02103_00008_nrcb3_cal.fits
Level 3 JWST PSF photometry (i2d)
This section demonstrates PSF photometry on Level 3 JWST products (e.g. *_i2d.fits).
We gate it behind an env var so docs builds remain stable if Level 3 products
are not available locally.
if RUN_LEVEL3:
jwst_i2d_files = sorted(glob.glob("mastDownload/JWST/*/*i2d.fits"))
if len(jwst_i2d_files) == 0:
raise RuntimeError(
"No JWST *_i2d.fits found for Level 3 example. "
"Pre-download Level 3 products or disable with SPACE_PHOT_DOCS_LEVEL3=0."
)
print(f"JWST Level 3 files: {len(jwst_i2d_files)}")
obs3_jwst = space_phot.observation3(jwst_i2d_files[0])
# Prefer the level-3 PSF helper if your package has it
psfs3_jwst = space_phot.get_jwst3_psf(obs_jwst,obs3_jwst, sn_jwst, num_psfs=4)
plt.figure()
plt.imshow(psfs3_jwst.data, origin="lower")
plt.title("JWST Level 3 PSF model")
plt.colorbar()
plt.tight_layout()
obs3_jwst.psf_photometry(
psfs3_jwst,
sn_jwst,
bounds={"flux": [-5000, 5000], "centroid": [-1.0, 1.0], "bkg": [0, 200]},
fit_width=7,
fit_bkg=True,
fit_flux="single",
)
obs3_jwst.plot_psf_fit()
plt.close()
obs3_jwst.plot_psf_posterior(minweight=0.0005)
plt.close()
print("JWST Level 3 calibrated PSF photometry:")
print(obs3_jwst.psf_result.phot_cal_table)
else:
print("Skipping Level 3 JWST PSF example (set SPACE_PHOT_DOCS_LEVEL3=1 to enable).")
JWST Level 3 files: 1
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T10:18:28.305' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:04:16.913' from MJD-AVG.
Set DATE-END to '2022-10-06T11:50:05.577' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 4.937494 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.545121 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233352946.798 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T10:18:28.305' from MJD-BEG.
Set DATE-AVG to '2022-10-06T10:23:45.039' from MJD-AVG.
Set DATE-END to '2022-10-06T10:29:01.774' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 4.937494 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.545121 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233352946.798 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T10:29:44.720' from MJD-BEG.
Set DATE-AVG to '2022-10-06T10:35:01.454' from MJD-AVG.
Set DATE-END to '2022-10-06T10:40:18.189' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 4.954836 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.552944 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233357129.869 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T10:41:44.080' from MJD-BEG.
Set DATE-AVG to '2022-10-06T10:47:00.814' from MJD-AVG.
Set DATE-END to '2022-10-06T10:52:17.549' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 4.973283 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.561260 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233361611.708 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T10:53:00.495' from MJD-BEG.
Set DATE-AVG to '2022-10-06T10:58:17.229' from MJD-AVG.
Set DATE-END to '2022-10-06T11:03:33.964' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 4.990631 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.569078 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233365857.162 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T11:04:59.855' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:10:16.589' from MJD-AVG.
Set DATE-END to '2022-10-06T11:15:33.324' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 5.009083 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.577389 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233370405.449 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T11:16:16.270' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:21:33.004' from MJD-AVG.
Set DATE-END to '2022-10-06T11:26:49.739' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 5.026435 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.585203 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233374713.411 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T11:28:15.629' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:33:32.363' from MJD-AVG.
Set DATE-END to '2022-10-06T11:38:49.098' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 5.044893 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.593510 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233379328.081 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T11:39:32.044' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:44:48.778' from MJD-AVG.
Set DATE-END to '2022-10-06T11:50:05.513' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 5.062250 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.601318 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233383698.495 from OBSGEO-[XYZ]'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-10-06T10:18:28.305' from MJD-BEG.
Set DATE-AVG to '2022-10-06T11:04:16.909' from MJD-AVG.
Set DATE-END to '2022-10-06T11:50:05.513' from MJD-END'.
warnings.warn(
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/astropy/wcs/wcs.py:918: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to 4.937494 from OBSGEO-[XYZ].
Set OBSGEO-B to 20.545121 from OBSGEO-[XYZ].
Set OBSGEO-H to 1233352946.798 from OBSGEO-[XYZ]'.
warnings.warn(
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.106 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.217 | dlogz: inf > 0.109
iter: 4 | bound: 0 | nc: 3 | ncall: 106 | eff(%): 3.774 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.184 | dlogz: inf > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 4.673 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 5.556 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.230 | dlogz: inf > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 6.422 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 7.273 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.223 | dlogz: inf > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 8.108 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 8.929 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.218 | dlogz: inf > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 9.735 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.231 | dlogz: inf > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 10.526 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 11.304 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.226 | dlogz: inf > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 12.069 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 12.821 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.221 | dlogz: inf > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 118 | eff(%): 13.559 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 17 | bound: 0 | nc: 2 | ncall: 120 | eff(%): 14.167 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 121 | eff(%): 14.876 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.228 | dlogz: inf > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 122 | eff(%): 15.574 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 16.260 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 16.935 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 17.600 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 126 | eff(%): 18.254 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.230 | dlogz: inf > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 18.898 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 25 | bound: 0 | nc: 2 | ncall: 129 | eff(%): 19.380 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 130 | eff(%): 20.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 131 | eff(%): 20.611 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 28 | bound: 0 | nc: 4 | ncall: 135 | eff(%): 20.741 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 21.324 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 21.898 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 138 | eff(%): 22.464 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 139 | eff(%): 23.022 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 23.571 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 24.113 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 142 | eff(%): 24.648 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 143 | eff(%): 25.175 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 37 | bound: 0 | nc: 4 | ncall: 147 | eff(%): 25.170 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 148 | eff(%): 25.676 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 149 | eff(%): 26.174 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 150 | eff(%): 26.667 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 27.152 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 27.632 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 28.105 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 154 | eff(%): 28.571 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 45 | bound: 0 | nc: 2 | ncall: 156 | eff(%): 28.846 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 46 | bound: 0 | nc: 1 | ncall: 157 | eff(%): 29.299 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 47 | bound: 0 | nc: 2 | ncall: 159 | eff(%): 29.560 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 48 | bound: 0 | nc: 3 | ncall: 162 | eff(%): 29.630 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 163 | eff(%): 30.061 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 164 | eff(%): 30.488 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 51 | bound: 0 | nc: 1 | ncall: 165 | eff(%): 30.909 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 52 | bound: 0 | nc: 1 | ncall: 166 | eff(%): 31.325 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 167 | eff(%): 31.737 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 54 | bound: 0 | nc: 1 | ncall: 168 | eff(%): 32.143 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 169 | eff(%): 32.544 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 170 | eff(%): 32.941 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 171 | eff(%): 33.333 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 58 | bound: 0 | nc: 2 | ncall: 173 | eff(%): 33.526 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 59 | bound: 0 | nc: 4 | ncall: 177 | eff(%): 33.333 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 60 | bound: 0 | nc: 2 | ncall: 179 | eff(%): 33.520 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 61 | bound: 0 | nc: 2 | ncall: 181 | eff(%): 33.702 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 182 | eff(%): 34.066 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 63 | bound: 0 | nc: 2 | ncall: 184 | eff(%): 34.239 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 64 | bound: 0 | nc: 2 | ncall: 186 | eff(%): 34.409 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 65 | bound: 0 | nc: 1 | ncall: 187 | eff(%): 34.759 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 66 | bound: 0 | nc: 1 | ncall: 188 | eff(%): 35.106 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 67 | bound: 0 | nc: 2 | ncall: 190 | eff(%): 35.263 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 68 | bound: 0 | nc: 1 | ncall: 191 | eff(%): 35.602 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 192 | eff(%): 35.938 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 70 | bound: 0 | nc: 1 | ncall: 193 | eff(%): 36.269 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 71 | bound: 0 | nc: 1 | ncall: 194 | eff(%): 36.598 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 72 | bound: 0 | nc: 1 | ncall: 195 | eff(%): 36.923 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 73 | bound: 0 | nc: 1 | ncall: 196 | eff(%): 37.245 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 74 | bound: 0 | nc: 5 | ncall: 201 | eff(%): 36.816 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 75 | bound: 0 | nc: 1 | ncall: 202 | eff(%): 37.129 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 76 | bound: 0 | nc: 7 | ncall: 209 | eff(%): 36.364 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 77 | bound: 0 | nc: 1 | ncall: 210 | eff(%): 36.667 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 78 | bound: 0 | nc: 1 | ncall: 211 | eff(%): 36.967 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 79 | bound: 0 | nc: 1 | ncall: 212 | eff(%): 37.264 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 80 | bound: 0 | nc: 4 | ncall: 216 | eff(%): 37.037 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 81 | bound: 0 | nc: 1 | ncall: 217 | eff(%): 37.327 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 82 | bound: 0 | nc: 4 | ncall: 221 | eff(%): 37.104 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 83 | bound: 0 | nc: 1 | ncall: 222 | eff(%): 37.387 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 84 | bound: 0 | nc: 1 | ncall: 223 | eff(%): 37.668 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 85 | bound: 0 | nc: 3 | ncall: 226 | eff(%): 37.611 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 86 | bound: 0 | nc: 1 | ncall: 227 | eff(%): 37.885 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 87 | bound: 0 | nc: 3 | ncall: 230 | eff(%): 37.826 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 88 | bound: 0 | nc: 3 | ncall: 233 | eff(%): 37.768 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 89 | bound: 0 | nc: 2 | ncall: 235 | eff(%): 37.872 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 90 | bound: 0 | nc: 1 | ncall: 236 | eff(%): 38.136 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 91 | bound: 0 | nc: 2 | ncall: 238 | eff(%): 38.235 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 92 | bound: 0 | nc: 2 | ncall: 240 | eff(%): 38.333 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 93 | bound: 0 | nc: 3 | ncall: 243 | eff(%): 38.272 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 94 | bound: 0 | nc: 4 | ncall: 247 | eff(%): 38.057 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 95 | bound: 0 | nc: 2 | ncall: 249 | eff(%): 38.153 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 96 | bound: 0 | nc: 1 | ncall: 250 | eff(%): 38.400 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 97 | bound: 0 | nc: 6 | ncall: 256 | eff(%): 37.891 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 98 | bound: 0 | nc: 2 | ncall: 258 | eff(%): 37.984 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 99 | bound: 0 | nc: 1 | ncall: 259 | eff(%): 38.224 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 100 | bound: 0 | nc: 3 | ncall: 262 | eff(%): 38.168 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 101 | bound: 0 | nc: 1 | ncall: 263 | eff(%): 38.403 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 102 | bound: 0 | nc: 13 | ncall: 276 | eff(%): 36.957 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 103 | bound: 0 | nc: 1 | ncall: 277 | eff(%): 37.184 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 104 | bound: 0 | nc: 1 | ncall: 278 | eff(%): 37.410 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 105 | bound: 0 | nc: 5 | ncall: 283 | eff(%): 37.102 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 106 | bound: 0 | nc: 4 | ncall: 287 | eff(%): 36.934 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 107 | bound: 0 | nc: 4 | ncall: 291 | eff(%): 36.770 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 108 | bound: 0 | nc: 3 | ncall: 294 | eff(%): 36.735 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 109 | bound: 0 | nc: 2 | ncall: 296 | eff(%): 36.824 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 110 | bound: 0 | nc: 5 | ncall: 301 | eff(%): 36.545 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 111 | bound: 0 | nc: 2 | ncall: 303 | eff(%): 36.634 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 112 | bound: 0 | nc: 2 | ncall: 305 | eff(%): 36.721 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 113 | bound: 0 | nc: 1 | ncall: 306 | eff(%): 36.928 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 114 | bound: 0 | nc: 2 | ncall: 308 | eff(%): 37.013 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 115 | bound: 0 | nc: 3 | ncall: 311 | eff(%): 36.977 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 116 | bound: 0 | nc: 7 | ncall: 318 | eff(%): 36.478 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 117 | bound: 0 | nc: 1 | ncall: 319 | eff(%): 36.677 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 118 | bound: 0 | nc: 1 | ncall: 320 | eff(%): 36.875 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 119 | bound: 0 | nc: 3 | ncall: 323 | eff(%): 36.842 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 120 | bound: 0 | nc: 2 | ncall: 325 | eff(%): 36.923 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 121 | bound: 0 | nc: 1 | ncall: 326 | eff(%): 37.117 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 122 | bound: 0 | nc: 5 | ncall: 331 | eff(%): 36.858 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
iter: 123 | bound: 0 | nc: 1 | ncall: 332 | eff(%): 37.048 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
iter: 124 | bound: 0 | nc: 1 | ncall: 333 | eff(%): 37.237 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
iter: 125 | bound: 0 | nc: 5 | ncall: 338 | eff(%): 36.982 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
iter: 126 | bound: 0 | nc: 6 | ncall: 344 | eff(%): 36.628 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.255 | dlogz: inf > 0.109
iter: 127 | bound: 0 | nc: 1 | ncall: 345 | eff(%): 36.812 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 128 | bound: 0 | nc: 7 | ncall: 352 | eff(%): 36.364 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 129 | bound: 0 | nc: 1 | ncall: 353 | eff(%): 36.544 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 130 | bound: 0 | nc: 3 | ncall: 356 | eff(%): 36.517 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 131 | bound: 0 | nc: 4 | ncall: 360 | eff(%): 36.389 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 132 | bound: 0 | nc: 1 | ncall: 361 | eff(%): 36.565 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 133 | bound: 0 | nc: 2 | ncall: 363 | eff(%): 36.639 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 134 | bound: 0 | nc: 2 | ncall: 365 | eff(%): 36.712 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 135 | bound: 0 | nc: 3 | ncall: 368 | eff(%): 36.685 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 136 | bound: 0 | nc: 5 | ncall: 373 | eff(%): 36.461 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 137 | bound: 0 | nc: 4 | ncall: 377 | eff(%): 36.340 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 138 | bound: 0 | nc: 2 | ncall: 379 | eff(%): 36.412 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.258 | dlogz: inf > 0.109
iter: 139 | bound: 0 | nc: 1 | ncall: 380 | eff(%): 36.579 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.258 | dlogz: inf > 0.109
iter: 140 | bound: 0 | nc: 1 | ncall: 381 | eff(%): 36.745 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.258 | dlogz: inf > 0.109
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iter: 278 | bound: 0 | nc: 15 | ncall: 1455 | eff(%): 19.107 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.283 | dlogz: inf > 0.109
iter: 279 | bound: 0 | nc: 2 | ncall: 1457 | eff(%): 19.149 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.283 | dlogz: inf > 0.109
iter: 280 | bound: 0 | nc: 10 | ncall: 1467 | eff(%): 19.087 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.284 | dlogz: inf > 0.109
iter: 281 | bound: 0 | nc: 32 | ncall: 1499 | eff(%): 18.746 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.284 | dlogz: inf > 0.109
iter: 282 | bound: 0 | nc: 42 | ncall: 1541 | eff(%): 18.300 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.284 | dlogz: inf > 0.109
iter: 283 | bound: 0 | nc: 39 | ncall: 1580 | eff(%): 17.911 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.284 | dlogz: inf > 0.109
iter: 284 | bound: 0 | nc: 12 | ncall: 1592 | eff(%): 17.839 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.284 | dlogz: inf > 0.109
iter: 285 | bound: 0 | nc: 8 | ncall: 1600 | eff(%): 17.812 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.285 | dlogz: inf > 0.109
iter: 286 | bound: 0 | nc: 2 | ncall: 1602 | eff(%): 17.853 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.285 | dlogz: inf > 0.109
iter: 287 | bound: 0 | nc: 17 | ncall: 1619 | eff(%): 17.727 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.285 | dlogz: inf > 0.109
iter: 288 | bound: 0 | nc: 4 | ncall: 1623 | eff(%): 17.745 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.285 | dlogz: inf > 0.109
iter: 289 | bound: 0 | nc: 15 | ncall: 1638 | eff(%): 17.643 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.285 | dlogz: inf > 0.109
iter: 290 | bound: 0 | nc: 49 | ncall: 1687 | eff(%): 17.190 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.285 | dlogz: inf > 0.109
iter: 291 | bound: 0 | nc: 9 | ncall: 1696 | eff(%): 17.158 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.286 | dlogz: inf > 0.109
iter: 292 | bound: 0 | nc: 35 | ncall: 1731 | eff(%): 16.869 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.286 | dlogz: inf > 0.109
iter: 293 | bound: 0 | nc: 30 | ncall: 1761 | eff(%): 16.638 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.286 | dlogz: inf > 0.109
iter: 294 | bound: 0 | nc: 10 | ncall: 1771 | eff(%): 16.601 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.286 | dlogz: inf > 0.109
iter: 295 | bound: 0 | nc: 18 | ncall: 1789 | eff(%): 16.490 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.286 | dlogz: inf > 0.109
iter: 296 | bound: 0 | nc: 13 | ncall: 1802 | eff(%): 16.426 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.286 | dlogz: inf > 0.109
iter: 297 | bound: 0 | nc: 3 | ncall: 1805 | eff(%): 16.454 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.287 | dlogz: inf > 0.109
iter: 298 | bound: 0 | nc: 101 | ncall: 1906 | eff(%): 15.635 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.287 | dlogz: inf > 0.109
iter: 299 | bound: 0 | nc: 39 | ncall: 1945 | eff(%): 15.373 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.287 | dlogz: inf > 0.109
iter: 300 | bound: 0 | nc: 56 | ncall: 2001 | eff(%): 14.993 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.287 | dlogz: inf > 0.109
iter: 301 | bound: 0 | nc: 37 | ncall: 2038 | eff(%): 14.769 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.287 | dlogz: inf > 0.109
iter: 302 | bound: 0 | nc: 10 | ncall: 2048 | eff(%): 14.746 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.287 | dlogz: inf > 0.109
iter: 303 | bound: 0 | nc: 34 | ncall: 2082 | eff(%): 14.553 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.288 | dlogz: inf > 0.109
iter: 304 | bound: 0 | nc: 4 | ncall: 2086 | eff(%): 14.573 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.288 | dlogz: inf > 0.109
iter: 305 | bound: 0 | nc: 1 | ncall: 2087 | eff(%): 14.614 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.288 | dlogz: inf > 0.109
iter: 306 | bound: 0 | nc: 10 | ncall: 2097 | eff(%): 14.592 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.288 | dlogz: inf > 0.109
iter: 307 | bound: 0 | nc: 37 | ncall: 2134 | eff(%): 14.386 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.288 | dlogz: inf > 0.109
iter: 308 | bound: 0 | nc: 16 | ncall: 2150 | eff(%): 14.326 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.288 | dlogz: inf > 0.109
iter: 309 | bound: 0 | nc: 28 | ncall: 2178 | eff(%): 14.187 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.289 | dlogz: inf > 0.109
iter: 310 | bound: 0 | nc: 10 | ncall: 2188 | eff(%): 14.168 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.289 | dlogz: inf > 0.109
iter: 311 | bound: 0 | nc: 2 | ncall: 2190 | eff(%): 14.201 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.289 | dlogz: inf > 0.109
iter: 312 | bound: 0 | nc: 44 | ncall: 2234 | eff(%): 13.966 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.289 | dlogz: inf > 0.109
iter: 313 | bound: 0 | nc: 7 | ncall: 2241 | eff(%): 13.967 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.289 | dlogz: inf > 0.109
iter: 314 | bound: 0 | nc: 12 | ncall: 2253 | eff(%): 13.937 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.289 | dlogz: inf > 0.109
iter: 315 | bound: 0 | nc: 3 | ncall: 2256 | eff(%): 13.963 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.290 | dlogz: inf > 0.109
iter: 316 | bound: 0 | nc: 47 | ncall: 2303 | eff(%): 13.721 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.290 | dlogz: inf > 0.109
iter: 317 | bound: 0 | nc: 2 | ncall: 2305 | eff(%): 13.753 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.290 | dlogz: inf > 0.109
iter: 318 | bound: 0 | nc: 4 | ncall: 2309 | eff(%): 13.772 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.290 | dlogz: inf > 0.109
iter: 319 | bound: 0 | nc: 21 | ncall: 2330 | eff(%): 13.691 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.290 | dlogz: inf > 0.109
iter: 320 | bound: 0 | nc: 5 | ncall: 2335 | eff(%): 13.704 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.291 | dlogz: inf > 0.109
iter: 321 | bound: 0 | nc: 14 | ncall: 2349 | eff(%): 13.665 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.291 | dlogz: inf > 0.109
iter: 322 | bound: 0 | nc: 3 | ncall: 2352 | eff(%): 13.690 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.291 | dlogz: inf > 0.109
iter: 323 | bound: 0 | nc: 32 | ncall: 2384 | eff(%): 13.549 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.291 | dlogz: inf > 0.109
iter: 324 | bound: 0 | nc: 17 | ncall: 2401 | eff(%): 13.494 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.291 | dlogz: inf > 0.109
iter: 325 | bound: 0 | nc: 2 | ncall: 2403 | eff(%): 13.525 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.291 | dlogz: inf > 0.109
iter: 326 | bound: 0 | nc: 6 | ncall: 2409 | eff(%): 13.533 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.292 | dlogz: inf > 0.109
iter: 327 | bound: 0 | nc: 9 | ncall: 2418 | eff(%): 13.524 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.292 | dlogz: inf > 0.109
iter: 328 | bound: 0 | nc: 30 | ncall: 2448 | eff(%): 13.399 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.292 | dlogz: inf > 0.109
iter: 329 | bound: 0 | nc: 22 | ncall: 2470 | eff(%): 13.320 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.292 | dlogz: inf > 0.109
iter: 330 | bound: 0 | nc: 26 | ncall: 2496 | eff(%): 13.221 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.292 | dlogz: inf > 0.109
iter: 331 | bound: 0 | nc: 56 | ncall: 2552 | eff(%): 12.970 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.292 | dlogz: inf > 0.109
iter: 332 | bound: 0 | nc: 32 | ncall: 2584 | eff(%): 12.848 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.293 | dlogz: inf > 0.109
iter: 333 | bound: 0 | nc: 28 | ncall: 2612 | eff(%): 12.749 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.293 | dlogz: inf > 0.109
iter: 334 | bound: 0 | nc: 28 | ncall: 2640 | eff(%): 12.652 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.293 | dlogz: inf > 0.109
iter: 335 | bound: 0 | nc: 34 | ncall: 2674 | eff(%): 12.528 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.293 | dlogz: inf > 0.109
iter: 336 | bound: 0 | nc: 107 | ncall: 2781 | eff(%): 12.082 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.293 | dlogz: inf > 0.109
iter: 337 | bound: 0 | nc: 9 | ncall: 2790 | eff(%): 12.079 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.293 | dlogz: inf > 0.109
iter: 338 | bound: 0 | nc: 7 | ncall: 2797 | eff(%): 12.084 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.294 | dlogz: inf > 0.109
iter: 339 | bound: 0 | nc: 12 | ncall: 2809 | eff(%): 12.068 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.294 | dlogz: inf > 0.109
iter: 340 | bound: 0 | nc: 16 | ncall: 2825 | eff(%): 12.035 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.294 | dlogz: inf > 0.109
iter: 341 | bound: 0 | nc: 7 | ncall: 2832 | eff(%): 12.041 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.287 | dlogz: inf > 0.109
iter: 342 | bound: 0 | nc: 24 | ncall: 2856 | eff(%): 11.975 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.294 | dlogz: inf > 0.109
iter: 343 | bound: 0 | nc: 95 | ncall: 2951 | eff(%): 11.623 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.294 | dlogz: inf > 0.109
iter: 344 | bound: 0 | nc: 13 | ncall: 2964 | eff(%): 11.606 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.295 | dlogz: inf > 0.109
iter: 345 | bound: 0 | nc: 16 | ncall: 2980 | eff(%): 11.577 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.295 | dlogz: inf > 0.109
iter: 346 | bound: 0 | nc: 12 | ncall: 2992 | eff(%): 11.564 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.295 | dlogz: inf > 0.109
iter: 347 | bound: 0 | nc: 34 | ncall: 3026 | eff(%): 11.467 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.295 | dlogz: inf > 0.109
iter: 348 | bound: 0 | nc: 1 | ncall: 3027 | eff(%): 11.497 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.295 | dlogz: inf > 0.109
iter: 349 | bound: 0 | nc: 8 | ncall: 3035 | eff(%): 11.499 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.295 | dlogz: inf > 0.109
iter: 350 | bound: 0 | nc: 2 | ncall: 3037 | eff(%): 11.525 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.296 | dlogz: inf > 0.109
iter: 351 | bound: 0 | nc: 36 | ncall: 3073 | eff(%): 11.422 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.296 | dlogz: inf > 0.109
iter: 352 | bound: 0 | nc: 4 | ncall: 3077 | eff(%): 11.440 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.296 | dlogz: inf > 0.109
iter: 353 | bound: 0 | nc: 2 | ncall: 3079 | eff(%): 11.465 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.296 | dlogz: inf > 0.109
iter: 354 | bound: 0 | nc: 32 | ncall: 3111 | eff(%): 11.379 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.296 | dlogz: inf > 0.109
iter: 355 | bound: 0 | nc: 49 | ncall: 3160 | eff(%): 11.234 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.296 | dlogz: inf > 0.109
iter: 356 | bound: 0 | nc: 12 | ncall: 3172 | eff(%): 11.223 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.297 | dlogz: inf > 0.109
iter: 357 | bound: 0 | nc: 7 | ncall: 3179 | eff(%): 11.230 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.297 | dlogz: inf > 0.109
iter: 358 | bound: 0 | nc: 12 | ncall: 3191 | eff(%): 11.219 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.297 | dlogz: inf > 0.109
iter: 359 | bound: 0 | nc: 62 | ncall: 3253 | eff(%): 11.036 | loglstar: -inf < -992314.996 < inf | logz: -992323.867 +/- 0.297 | dlogz: inf > 0.109
iter: 360 | bound: 0 | nc: 64 | ncall: 3317 | eff(%): 10.853 | loglstar: -inf < -991252.492 < inf | logz: -991261.372 +/- 0.297 | dlogz: 990225.639 > 0.109
iter: 361 | bound: 0 | nc: 2 | ncall: 3319 | eff(%): 10.877 | loglstar: -inf < -974454.311 < inf | logz: -974463.202 +/- 0.297 | dlogz: 989163.134 > 0.109
iter: 362 | bound: 0 | nc: 68 | ncall: 3387 | eff(%): 10.688 | loglstar: -inf < -945257.640 < inf | logz: -945266.540 +/- 0.298 | dlogz: 972364.954 > 0.109
iter: 363 | bound: 0 | nc: 21 | ncall: 3408 | eff(%): 10.651 | loglstar: -inf < -934493.590 < inf | logz: -934502.500 +/- 0.298 | dlogz: 943168.282 > 0.109
iter: 364 | bound: 0 | nc: 13 | ncall: 3421 | eff(%): 10.640 | loglstar: -inf < -932050.159 < inf | logz: -932059.079 +/- 0.298 | dlogz: 932404.233 > 0.109
iter: 365 | bound: 0 | nc: 5 | ncall: 3426 | eff(%): 10.654 | loglstar: -inf < -907889.383 < inf | logz: -907898.313 +/- 0.298 | dlogz: 929960.802 > 0.109
iter: 366 | bound: 0 | nc: 20 | ncall: 3446 | eff(%): 10.621 | loglstar: -inf < -904175.261 < inf | logz: -904184.201 +/- 0.298 | dlogz: 905800.026 > 0.109
iter: 367 | bound: 0 | nc: 63 | ncall: 3509 | eff(%): 10.459 | loglstar: -inf < -867529.432 < inf | logz: -867538.382 +/- 0.298 | dlogz: 902085.903 > 0.109
iter: 368 | bound: 0 | nc: 18 | ncall: 3527 | eff(%): 10.434 | loglstar: -inf < -857714.572 < inf | logz: -857723.532 +/- 0.299 | dlogz: 865440.075 > 0.109
iter: 369 | bound: 0 | nc: 71 | ncall: 3598 | eff(%): 10.256 | loglstar: -inf < -849240.482 < inf | logz: -849249.452 +/- 0.299 | dlogz: 855625.215 > 0.109
iter: 370 | bound: 0 | nc: 22 | ncall: 3620 | eff(%): 10.221 | loglstar: -inf < -847229.699 < inf | logz: -847238.679 +/- 0.299 | dlogz: 847151.125 > 0.109
iter: 371 | bound: 0 | nc: 31 | ncall: 3651 | eff(%): 10.162 | loglstar: -inf < -836425.868 < inf | logz: -836434.858 +/- 0.299 | dlogz: 845140.342 > 0.109
iter: 372 | bound: 0 | nc: 12 | ncall: 3663 | eff(%): 10.156 | loglstar: -inf < -820979.176 < inf | logz: -820988.176 +/- 0.299 | dlogz: 834336.510 > 0.109
iter: 373 | bound: 0 | nc: 30 | ncall: 3693 | eff(%): 10.100 | loglstar: -inf < -820808.878 < inf | logz: -820817.888 +/- 0.299 | dlogz: 818889.819 > 0.109
iter: 374 | bound: 0 | nc: 29 | ncall: 3722 | eff(%): 10.048 | loglstar: -inf < -818312.591 < inf | logz: -818321.611 +/- 0.300 | dlogz: 818719.521 > 0.109
iter: 375 | bound: 0 | nc: 1 | ncall: 3723 | eff(%): 10.073 | loglstar: -inf < -811374.923 < inf | logz: -811383.953 +/- 0.300 | dlogz: 816223.234 > 0.109
iter: 376 | bound: 0 | nc: 45 | ncall: 3768 | eff(%): 9.979 | loglstar: -inf < -788644.915 < inf | logz: -788653.954 +/- 0.300 | dlogz: 809285.566 > 0.109
iter: 377 | bound: 1 | nc: 11 | ncall: 3779 | eff(%): 9.976 | loglstar: -inf < -782831.222 < inf | logz: -782840.272 +/- 0.300 | dlogz: 786555.557 > 0.109
iter: 378 | bound: 1 | nc: 4 | ncall: 3783 | eff(%): 9.992 | loglstar: -inf < -779525.389 < inf | logz: -779534.449 +/- 0.300 | dlogz: 780741.865 > 0.109
iter: 379 | bound: 1 | nc: 1 | ncall: 3784 | eff(%): 10.016 | loglstar: -inf < -767108.725 < inf | logz: -767117.795 +/- 0.300 | dlogz: 777436.032 > 0.109
iter: 380 | bound: 1 | nc: 3 | ncall: 3787 | eff(%): 10.034 | loglstar: -inf < -755090.149 < inf | logz: -755099.228 +/- 0.301 | dlogz: 765019.368 > 0.109
iter: 381 | bound: 1 | nc: 1 | ncall: 3788 | eff(%): 10.058 | loglstar: -inf < -748975.961 < inf | logz: -748985.050 +/- 0.301 | dlogz: 753000.792 > 0.109
iter: 382 | bound: 1 | nc: 1 | ncall: 3789 | eff(%): 10.082 | loglstar: -inf < -747196.837 < inf | logz: -747205.936 +/- 0.301 | dlogz: 746886.604 > 0.109
iter: 383 | bound: 1 | nc: 3 | ncall: 3792 | eff(%): 10.100 | loglstar: -inf < -744521.558 < inf | logz: -744530.667 +/- 0.301 | dlogz: 745107.480 > 0.109
iter: 384 | bound: 1 | nc: 1 | ncall: 3793 | eff(%): 10.124 | loglstar: -inf < -737658.074 < inf | logz: -737667.194 +/- 0.301 | dlogz: 742432.201 > 0.109
iter: 385 | bound: 1 | nc: 3 | ncall: 3796 | eff(%): 10.142 | loglstar: -inf < -720964.423 < inf | logz: -720973.552 +/- 0.301 | dlogz: 735568.717 > 0.109
iter: 386 | bound: 1 | nc: 1 | ncall: 3797 | eff(%): 10.166 | loglstar: -inf < -714029.420 < inf | logz: -714038.559 +/- 0.302 | dlogz: 718875.066 > 0.109
iter: 387 | bound: 1 | nc: 2 | ncall: 3799 | eff(%): 10.187 | loglstar: -inf < -705555.634 < inf | logz: -705564.783 +/- 0.302 | dlogz: 711940.063 > 0.109
iter: 388 | bound: 1 | nc: 1 | ncall: 3800 | eff(%): 10.211 | loglstar: -inf < -692125.462 < inf | logz: -692134.621 +/- 0.302 | dlogz: 703466.277 > 0.109
iter: 389 | bound: 1 | nc: 2 | ncall: 3802 | eff(%): 10.231 | loglstar: -inf < -673165.202 < inf | logz: -673174.371 +/- 0.302 | dlogz: 690036.105 > 0.109
iter: 390 | bound: 1 | nc: 5 | ncall: 3807 | eff(%): 10.244 | loglstar: -inf < -654162.708 < inf | logz: -654171.887 +/- 0.302 | dlogz: 671075.845 > 0.109
iter: 391 | bound: 1 | nc: 3 | ncall: 3810 | eff(%): 10.262 | loglstar: -inf < -645439.117 < inf | logz: -645448.306 +/- 0.302 | dlogz: 652073.351 > 0.109
iter: 392 | bound: 1 | nc: 1 | ncall: 3811 | eff(%): 10.286 | loglstar: -inf < -642098.628 < inf | logz: -642107.827 +/- 0.303 | dlogz: 643349.760 > 0.109
iter: 393 | bound: 1 | nc: 2 | ncall: 3813 | eff(%): 10.307 | loglstar: -inf < -634245.056 < inf | logz: -634254.265 +/- 0.303 | dlogz: 640009.271 > 0.109
iter: 394 | bound: 1 | nc: 1 | ncall: 3814 | eff(%): 10.330 | loglstar: -inf < -610702.420 < inf | logz: -610711.638 +/- 0.303 | dlogz: 632155.699 > 0.109
iter: 395 | bound: 1 | nc: 5 | ncall: 3819 | eff(%): 10.343 | loglstar: -inf < -609847.304 < inf | logz: -609856.533 +/- 0.303 | dlogz: 608613.062 > 0.109
iter: 396 | bound: 1 | nc: 4 | ncall: 3823 | eff(%): 10.358 | loglstar: -inf < -606739.959 < inf | logz: -606749.197 +/- 0.303 | dlogz: 607757.947 > 0.109
iter: 397 | bound: 1 | nc: 2 | ncall: 3825 | eff(%): 10.379 | loglstar: -inf < -600274.769 < inf | logz: -600284.017 +/- 0.303 | dlogz: 604650.601 > 0.109
iter: 398 | bound: 1 | nc: 1 | ncall: 3826 | eff(%): 10.403 | loglstar: -inf < -595553.656 < inf | logz: -595562.914 +/- 0.304 | dlogz: 598185.411 > 0.109
iter: 399 | bound: 1 | nc: 3 | ncall: 3829 | eff(%): 10.420 | loglstar: -inf < -579114.633 < inf | logz: -579123.902 +/- 0.304 | dlogz: 593464.299 > 0.109
iter: 400 | bound: 1 | nc: 1 | ncall: 3830 | eff(%): 10.444 | loglstar: -inf < -565176.615 < inf | logz: -565185.894 +/- 0.304 | dlogz: 577025.276 > 0.109
iter: 401 | bound: 1 | nc: 4 | ncall: 3834 | eff(%): 10.459 | loglstar: -inf < -565103.696 < inf | logz: -565112.984 +/- 0.304 | dlogz: 563087.258 > 0.109
iter: 402 | bound: 1 | nc: 2 | ncall: 3836 | eff(%): 10.480 | loglstar: -inf < -552163.508 < inf | logz: -552172.807 +/- 0.304 | dlogz: 563014.339 > 0.109
iter: 403 | bound: 1 | nc: 3 | ncall: 3839 | eff(%): 10.498 | loglstar: -inf < -551861.758 < inf | logz: -551871.067 +/- 0.304 | dlogz: 550074.151 > 0.109
iter: 404 | bound: 1 | nc: 3 | ncall: 3842 | eff(%): 10.515 | loglstar: -inf < -550239.406 < inf | logz: -550248.724 +/- 0.304 | dlogz: 549772.401 > 0.109
iter: 405 | bound: 1 | nc: 1 | ncall: 3843 | eff(%): 10.539 | loglstar: -inf < -545766.359 < inf | logz: -545775.687 +/- 0.305 | dlogz: 548150.049 > 0.109
iter: 406 | bound: 1 | nc: 1 | ncall: 3844 | eff(%): 10.562 | loglstar: -inf < -543414.122 < inf | logz: -543423.460 +/- 0.305 | dlogz: 543677.001 > 0.109
iter: 407 | bound: 1 | nc: 5 | ncall: 3849 | eff(%): 10.574 | loglstar: -inf < -538381.924 < inf | logz: -538391.272 +/- 0.305 | dlogz: 541324.765 > 0.109
iter: 408 | bound: 1 | nc: 2 | ncall: 3851 | eff(%): 10.595 | loglstar: -inf < -533486.972 < inf | logz: -533496.330 +/- 0.305 | dlogz: 536292.567 > 0.109
iter: 409 | bound: 1 | nc: 8 | ncall: 3859 | eff(%): 10.599 | loglstar: -inf < -531390.835 < inf | logz: -531400.203 +/- 0.305 | dlogz: 531397.615 > 0.109
iter: 410 | bound: 1 | nc: 1 | ncall: 3860 | eff(%): 10.622 | loglstar: -inf < -511153.530 < inf | logz: -511162.908 +/- 0.305 | dlogz: 529301.478 > 0.109
iter: 411 | bound: 1 | nc: 6 | ncall: 3866 | eff(%): 10.631 | loglstar: -inf < -481376.135 < inf | logz: -481385.523 +/- 0.306 | dlogz: 509064.172 > 0.109
iter: 412 | bound: 1 | nc: 4 | ncall: 3870 | eff(%): 10.646 | loglstar: -inf < -473493.682 < inf | logz: -473503.080 +/- 0.306 | dlogz: 479286.778 > 0.109
iter: 413 | bound: 1 | nc: 1 | ncall: 3871 | eff(%): 10.669 | loglstar: -inf < -470946.960 < inf | logz: -470956.367 +/- 0.306 | dlogz: 471404.325 > 0.109
iter: 414 | bound: 1 | nc: 1 | ncall: 3872 | eff(%): 10.692 | loglstar: -inf < -454267.077 < inf | logz: -454276.495 +/- 0.306 | dlogz: 468857.602 > 0.109
iter: 415 | bound: 1 | nc: 4 | ncall: 3876 | eff(%): 10.707 | loglstar: -inf < -451995.966 < inf | logz: -452005.394 +/- 0.306 | dlogz: 452177.720 > 0.109
iter: 416 | bound: 2 | nc: 7 | ncall: 3883 | eff(%): 10.713 | loglstar: -inf < -451591.419 < inf | logz: -451600.857 +/- 0.306 | dlogz: 449906.609 > 0.109
iter: 417 | bound: 2 | nc: 2 | ncall: 3885 | eff(%): 10.734 | loglstar: -inf < -441158.776 < inf | logz: -441168.223 +/- 0.307 | dlogz: 449502.062 > 0.109
iter: 418 | bound: 2 | nc: 1 | ncall: 3886 | eff(%): 10.757 | loglstar: -inf < -436007.902 < inf | logz: -436017.359 +/- 0.307 | dlogz: 439069.418 > 0.109
iter: 419 | bound: 2 | nc: 1 | ncall: 3887 | eff(%): 10.780 | loglstar: -inf < -431532.943 < inf | logz: -431542.411 +/- 0.307 | dlogz: 433918.544 > 0.109
iter: 420 | bound: 2 | nc: 2 | ncall: 3889 | eff(%): 10.800 | loglstar: -inf < -428871.447 < inf | logz: -428880.924 +/- 0.307 | dlogz: 429443.586 > 0.109
iter: 421 | bound: 2 | nc: 2 | ncall: 3891 | eff(%): 10.820 | loglstar: -inf < -423021.148 < inf | logz: -423030.636 +/- 0.307 | dlogz: 426782.090 > 0.109
iter: 422 | bound: 2 | nc: 3 | ncall: 3894 | eff(%): 10.837 | loglstar: -inf < -406875.540 < inf | logz: -406885.037 +/- 0.307 | dlogz: 420931.791 > 0.109
iter: 423 | bound: 2 | nc: 3 | ncall: 3897 | eff(%): 10.855 | loglstar: -inf < -398140.249 < inf | logz: -398149.756 +/- 0.308 | dlogz: 404786.183 > 0.109
iter: 424 | bound: 2 | nc: 3 | ncall: 3900 | eff(%): 10.872 | loglstar: -inf < -393509.409 < inf | logz: -393518.926 +/- 0.308 | dlogz: 396050.892 > 0.109
iter: 425 | bound: 2 | nc: 3 | ncall: 3903 | eff(%): 10.889 | loglstar: -inf < -388235.702 < inf | logz: -388245.229 +/- 0.308 | dlogz: 391420.051 > 0.109
iter: 426 | bound: 2 | nc: 2 | ncall: 3905 | eff(%): 10.909 | loglstar: -inf < -386110.673 < inf | logz: -386120.210 +/- 0.308 | dlogz: 386146.345 > 0.109
iter: 427 | bound: 2 | nc: 5 | ncall: 3910 | eff(%): 10.921 | loglstar: -inf < -385227.789 < inf | logz: -385237.336 +/- 0.308 | dlogz: 384021.316 > 0.109
iter: 428 | bound: 2 | nc: 2 | ncall: 3912 | eff(%): 10.941 | loglstar: -inf < -384850.844 < inf | logz: -384860.401 +/- 0.308 | dlogz: 383138.432 > 0.109
iter: 429 | bound: 2 | nc: 6 | ncall: 3918 | eff(%): 10.949 | loglstar: -inf < -382856.426 < inf | logz: -382865.993 +/- 0.309 | dlogz: 382761.487 > 0.109
iter: 430 | bound: 2 | nc: 1 | ncall: 3919 | eff(%): 10.972 | loglstar: -inf < -381716.285 < inf | logz: -381725.862 +/- 0.309 | dlogz: 380767.069 > 0.109
iter: 431 | bound: 2 | nc: 1 | ncall: 3920 | eff(%): 10.995 | loglstar: -inf < -380466.380 < inf | logz: -380475.967 +/- 0.309 | dlogz: 379626.927 > 0.109
iter: 432 | bound: 2 | nc: 1 | ncall: 3921 | eff(%): 11.018 | loglstar: -inf < -379849.618 < inf | logz: -379859.215 +/- 0.309 | dlogz: 378377.023 > 0.109
iter: 433 | bound: 2 | nc: 2 | ncall: 3923 | eff(%): 11.037 | loglstar: -inf < -378515.325 < inf | logz: -378524.932 +/- 0.309 | dlogz: 377760.261 > 0.109
iter: 434 | bound: 2 | nc: 2 | ncall: 3925 | eff(%): 11.057 | loglstar: -inf < -377783.714 < inf | logz: -377793.331 +/- 0.309 | dlogz: 376425.968 > 0.109
iter: 435 | bound: 2 | nc: 12 | ncall: 3937 | eff(%): 11.049 | loglstar: -inf < -376557.024 < inf | logz: -376566.651 +/- 0.309 | dlogz: 375694.357 > 0.109
iter: 436 | bound: 2 | nc: 4 | ncall: 3941 | eff(%): 11.063 | loglstar: -inf < -373948.926 < inf | logz: -373958.563 +/- 0.310 | dlogz: 374467.667 > 0.109
iter: 437 | bound: 2 | nc: 2 | ncall: 3943 | eff(%): 11.083 | loglstar: -inf < -373522.443 < inf | logz: -373532.089 +/- 0.310 | dlogz: 371859.569 > 0.109
iter: 438 | bound: 2 | nc: 3 | ncall: 3946 | eff(%): 11.100 | loglstar: -inf < -367602.287 < inf | logz: -367611.943 +/- 0.310 | dlogz: 371433.086 > 0.109
iter: 439 | bound: 2 | nc: 3 | ncall: 3949 | eff(%): 11.117 | loglstar: -inf < -367076.555 < inf | logz: -367086.222 +/- 0.310 | dlogz: 365512.929 > 0.109
iter: 440 | bound: 2 | nc: 4 | ncall: 3953 | eff(%): 11.131 | loglstar: -inf < -359449.932 < inf | logz: -359459.608 +/- 0.310 | dlogz: 364987.198 > 0.109
iter: 441 | bound: 2 | nc: 2 | ncall: 3955 | eff(%): 11.150 | loglstar: -inf < -350086.706 < inf | logz: -350096.392 +/- 0.310 | dlogz: 357360.575 > 0.109
iter: 442 | bound: 2 | nc: 6 | ncall: 3961 | eff(%): 11.159 | loglstar: -inf < -348267.189 < inf | logz: -348276.885 +/- 0.311 | dlogz: 347997.348 > 0.109
iter: 443 | bound: 2 | nc: 1 | ncall: 3962 | eff(%): 11.181 | loglstar: -inf < -346761.608 < inf | logz: -346771.315 +/- 0.311 | dlogz: 346177.832 > 0.109
iter: 444 | bound: 2 | nc: 1 | ncall: 3963 | eff(%): 11.204 | loglstar: -inf < -345700.611 < inf | logz: -345710.328 +/- 0.311 | dlogz: 344672.251 > 0.109
iter: 445 | bound: 2 | nc: 1 | ncall: 3964 | eff(%): 11.226 | loglstar: -inf < -344027.520 < inf | logz: -344037.246 +/- 0.311 | dlogz: 343611.254 > 0.109
iter: 446 | bound: 2 | nc: 2 | ncall: 3966 | eff(%): 11.246 | loglstar: -inf < -342926.413 < inf | logz: -342936.149 +/- 0.311 | dlogz: 341938.163 > 0.109
iter: 447 | bound: 2 | nc: 7 | ncall: 3973 | eff(%): 11.251 | loglstar: -inf < -341128.307 < inf | logz: -341138.053 +/- 0.311 | dlogz: 340837.056 > 0.109
iter: 448 | bound: 2 | nc: 1 | ncall: 3974 | eff(%): 11.273 | loglstar: -inf < -338304.725 < inf | logz: -338314.481 +/- 0.312 | dlogz: 339038.950 > 0.109
iter: 449 | bound: 2 | nc: 1 | ncall: 3975 | eff(%): 11.296 | loglstar: -inf < -335803.174 < inf | logz: -335812.940 +/- 0.312 | dlogz: 336215.368 > 0.109
iter: 450 | bound: 2 | nc: 1 | ncall: 3976 | eff(%): 11.318 | loglstar: -inf < -334143.629 < inf | logz: -334153.405 +/- 0.312 | dlogz: 333713.816 > 0.109
iter: 451 | bound: 2 | nc: 3 | ncall: 3979 | eff(%): 11.335 | loglstar: -inf < -320577.737 < inf | logz: -320587.523 +/- 0.312 | dlogz: 332054.272 > 0.109
iter: 452 | bound: 2 | nc: 3 | ncall: 3982 | eff(%): 11.351 | loglstar: -inf < -318325.019 < inf | logz: -318334.815 +/- 0.312 | dlogz: 318488.379 > 0.109
iter: 453 | bound: 3 | nc: 1 | ncall: 3983 | eff(%): 11.373 | loglstar: -inf < -313967.221 < inf | logz: -313977.027 +/- 0.312 | dlogz: 316235.662 > 0.109
iter: 454 | bound: 3 | nc: 1 | ncall: 3984 | eff(%): 11.396 | loglstar: -inf < -313547.255 < inf | logz: -313557.071 +/- 0.313 | dlogz: 311877.864 > 0.109
iter: 455 | bound: 3 | nc: 3 | ncall: 3987 | eff(%): 11.412 | loglstar: -inf < -312729.923 < inf | logz: -312739.748 +/- 0.313 | dlogz: 311457.898 > 0.109
iter: 456 | bound: 3 | nc: 2 | ncall: 3989 | eff(%): 11.431 | loglstar: -inf < -311366.270 < inf | logz: -311376.106 +/- 0.313 | dlogz: 310640.566 > 0.109
iter: 457 | bound: 3 | nc: 1 | ncall: 3990 | eff(%): 11.454 | loglstar: -inf < -311036.878 < inf | logz: -311046.723 +/- 0.313 | dlogz: 309276.913 > 0.109
iter: 458 | bound: 3 | nc: 1 | ncall: 3991 | eff(%): 11.476 | loglstar: -inf < -304851.139 < inf | logz: -304860.994 +/- 0.313 | dlogz: 308947.520 > 0.109
iter: 459 | bound: 3 | nc: 1 | ncall: 3992 | eff(%): 11.498 | loglstar: -inf < -303904.743 < inf | logz: -303914.609 +/- 0.313 | dlogz: 302761.782 > 0.109
iter: 460 | bound: 3 | nc: 3 | ncall: 3995 | eff(%): 11.514 | loglstar: -inf < -302668.580 < inf | logz: -302678.456 +/- 0.313 | dlogz: 301815.386 > 0.109
iter: 461 | bound: 3 | nc: 2 | ncall: 3997 | eff(%): 11.534 | loglstar: -inf < -300769.120 < inf | logz: -300779.006 +/- 0.314 | dlogz: 300579.223 > 0.109
iter: 462 | bound: 3 | nc: 2 | ncall: 3999 | eff(%): 11.553 | loglstar: -inf < -291526.565 < inf | logz: -291536.460 +/- 0.314 | dlogz: 298679.763 > 0.109
iter: 463 | bound: 3 | nc: 3 | ncall: 4002 | eff(%): 11.569 | loglstar: -inf < -288008.006 < inf | logz: -288017.911 +/- 0.314 | dlogz: 289437.207 > 0.109
iter: 464 | bound: 3 | nc: 8 | ncall: 4010 | eff(%): 11.571 | loglstar: -inf < -285561.948 < inf | logz: -285571.864 +/- 0.314 | dlogz: 285918.649 > 0.109
iter: 465 | bound: 3 | nc: 2 | ncall: 4012 | eff(%): 11.590 | loglstar: -inf < -283745.652 < inf | logz: -283755.577 +/- 0.314 | dlogz: 283472.591 > 0.109
iter: 466 | bound: 3 | nc: 1 | ncall: 4013 | eff(%): 11.612 | loglstar: -inf < -277964.583 < inf | logz: -277974.518 +/- 0.314 | dlogz: 281656.295 > 0.109
iter: 467 | bound: 3 | nc: 1 | ncall: 4014 | eff(%): 11.634 | loglstar: -inf < -271085.471 < inf | logz: -271095.417 +/- 0.315 | dlogz: 275875.226 > 0.109
iter: 468 | bound: 3 | nc: 1 | ncall: 4015 | eff(%): 11.656 | loglstar: -inf < -266268.860 < inf | logz: -266278.815 +/- 0.315 | dlogz: 268996.114 > 0.109
iter: 469 | bound: 3 | nc: 2 | ncall: 4017 | eff(%): 11.675 | loglstar: -inf < -265986.129 < inf | logz: -265996.094 +/- 0.315 | dlogz: 264179.502 > 0.109
iter: 470 | bound: 3 | nc: 3 | ncall: 4020 | eff(%): 11.692 | loglstar: -inf < -258437.994 < inf | logz: -258447.969 +/- 0.315 | dlogz: 263896.772 > 0.109
iter: 471 | bound: 3 | nc: 8 | ncall: 4028 | eff(%): 11.693 | loglstar: -inf < -255444.608 < inf | logz: -255454.593 +/- 0.315 | dlogz: 256348.637 > 0.109
iter: 472 | bound: 3 | nc: 6 | ncall: 4034 | eff(%): 11.701 | loglstar: -inf < -255249.375 < inf | logz: -255259.370 +/- 0.315 | dlogz: 253355.251 > 0.109
iter: 473 | bound: 3 | nc: 1 | ncall: 4035 | eff(%): 11.722 | loglstar: -inf < -254472.415 < inf | logz: -254482.420 +/- 0.316 | dlogz: 254163.776 > 0.109
iter: 474 | bound: 3 | nc: 1 | ncall: 4036 | eff(%): 11.744 | loglstar: -inf < -248508.646 < inf | logz: -248518.661 +/- 0.316 | dlogz: 253386.816 > 0.109
iter: 475 | bound: 3 | nc: 2 | ncall: 4038 | eff(%): 11.763 | loglstar: -inf < -248182.390 < inf | logz: -248192.415 +/- 0.316 | dlogz: 247423.048 > 0.109
iter: 476 | bound: 3 | nc: 1 | ncall: 4039 | eff(%): 11.785 | loglstar: -inf < -247575.763 < inf | logz: -247585.798 +/- 0.316 | dlogz: 247096.792 > 0.109
iter: 477 | bound: 3 | nc: 1 | ncall: 4040 | eff(%): 11.807 | loglstar: -inf < -241673.179 < inf | logz: -241683.224 +/- 0.316 | dlogz: 246490.165 > 0.109
iter: 478 | bound: 3 | nc: 3 | ncall: 4043 | eff(%): 11.823 | loglstar: -inf < -237556.659 < inf | logz: -237566.713 +/- 0.316 | dlogz: 240587.581 > 0.109
iter: 479 | bound: 3 | nc: 1 | ncall: 4044 | eff(%): 11.845 | loglstar: -inf < -236388.153 < inf | logz: -236398.218 +/- 0.316 | dlogz: 236502.059 > 0.109
iter: 480 | bound: 3 | nc: 5 | ncall: 4049 | eff(%): 11.855 | loglstar: -inf < -233336.228 < inf | logz: -233346.302 +/- 0.317 | dlogz: 235333.553 > 0.109
iter: 481 | bound: 3 | nc: 3 | ncall: 4052 | eff(%): 11.871 | loglstar: -inf < -229773.729 < inf | logz: -229783.813 +/- 0.317 | dlogz: 232281.628 > 0.109
iter: 482 | bound: 3 | nc: 5 | ncall: 4057 | eff(%): 11.881 | loglstar: -inf < -226684.227 < inf | logz: -226694.321 +/- 0.317 | dlogz: 228719.129 > 0.109
iter: 483 | bound: 3 | nc: 1 | ncall: 4058 | eff(%): 11.902 | loglstar: -inf < -219176.478 < inf | logz: -219186.582 +/- 0.317 | dlogz: 225629.627 > 0.109
iter: 484 | bound: 3 | nc: 1 | ncall: 4059 | eff(%): 11.924 | loglstar: -inf < -219036.153 < inf | logz: -219046.268 +/- 0.317 | dlogz: 218121.878 > 0.109
iter: 485 | bound: 3 | nc: 2 | ncall: 4061 | eff(%): 11.943 | loglstar: -inf < -217800.138 < inf | logz: -217810.263 +/- 0.317 | dlogz: 217981.554 > 0.109
iter: 486 | bound: 3 | nc: 3 | ncall: 4064 | eff(%): 11.959 | loglstar: -inf < -217453.845 < inf | logz: -217463.979 +/- 0.318 | dlogz: 216745.538 > 0.109
iter: 487 | bound: 3 | nc: 2 | ncall: 4066 | eff(%): 11.977 | loglstar: -inf < -217260.672 < inf | logz: -217270.816 +/- 0.318 | dlogz: 216399.245 > 0.109
iter: 488 | bound: 3 | nc: 4 | ncall: 4070 | eff(%): 11.990 | loglstar: -inf < -211665.501 < inf | logz: -211675.655 +/- 0.318 | dlogz: 216206.072 > 0.109
iter: 489 | bound: 3 | nc: 2 | ncall: 4072 | eff(%): 12.009 | loglstar: -inf < -211324.007 < inf | logz: -211334.171 +/- 0.318 | dlogz: 210610.902 > 0.109
iter: 490 | bound: 3 | nc: 3 | ncall: 4075 | eff(%): 12.025 | loglstar: -inf < -207734.918 < inf | logz: -207745.092 +/- 0.318 | dlogz: 210269.407 > 0.109
iter: 491 | bound: 3 | nc: 4 | ncall: 4079 | eff(%): 12.037 | loglstar: -inf < -207677.871 < inf | logz: -207688.055 +/- 0.318 | dlogz: 206680.318 > 0.109
iter: 492 | bound: 4 | nc: 4 | ncall: 4083 | eff(%): 12.050 | loglstar: -inf < -207241.334 < inf | logz: -207251.528 +/- 0.318 | dlogz: 206623.271 > 0.109
iter: 493 | bound: 4 | nc: 12 | ncall: 4095 | eff(%): 12.039 | loglstar: -inf < -205717.783 < inf | logz: -205727.987 +/- 0.319 | dlogz: 206186.734 > 0.109
iter: 494 | bound: 4 | nc: 1 | ncall: 4096 | eff(%): 12.061 | loglstar: -inf < -203623.970 < inf | logz: -203634.184 +/- 0.319 | dlogz: 204663.183 > 0.109
iter: 495 | bound: 4 | nc: 4 | ncall: 4100 | eff(%): 12.073 | loglstar: -inf < -192040.266 < inf | logz: -192050.490 +/- 0.319 | dlogz: 202569.370 > 0.109
iter: 496 | bound: 4 | nc: 4 | ncall: 4104 | eff(%): 12.086 | loglstar: -inf < -190574.932 < inf | logz: -190585.165 +/- 0.319 | dlogz: 190985.666 > 0.109
iter: 497 | bound: 4 | nc: 7 | ncall: 4111 | eff(%): 12.090 | loglstar: -inf < -185758.565 < inf | logz: -185768.809 +/- 0.319 | dlogz: 189520.332 > 0.109
iter: 498 | bound: 4 | nc: 6 | ncall: 4117 | eff(%): 12.096 | loglstar: -inf < -185280.119 < inf | logz: -185290.372 +/- 0.319 | dlogz: 184703.966 > 0.109
iter: 499 | bound: 4 | nc: 1 | ncall: 4118 | eff(%): 12.118 | loglstar: -inf < -183510.152 < inf | logz: -183520.415 +/- 0.320 | dlogz: 184225.519 > 0.109
iter: 500 | bound: 4 | nc: 1 | ncall: 4119 | eff(%): 12.139 | loglstar: -inf < -181768.408 < inf | logz: -181778.682 +/- 0.320 | dlogz: 182455.552 > 0.109
iter: 501 | bound: 4 | nc: 7 | ncall: 4126 | eff(%): 12.143 | loglstar: -inf < -181432.178 < inf | logz: -181442.461 +/- 0.320 | dlogz: 180713.809 > 0.109
iter: 502 | bound: 4 | nc: 2 | ncall: 4128 | eff(%): 12.161 | loglstar: -inf < -180076.786 < inf | logz: -180087.079 +/- 0.320 | dlogz: 180377.578 > 0.109
iter: 503 | bound: 4 | nc: 2 | ncall: 4130 | eff(%): 12.179 | loglstar: -inf < -178331.190 < inf | logz: -178341.494 +/- 0.320 | dlogz: 179022.186 > 0.109
iter: 504 | bound: 4 | nc: 3 | ncall: 4133 | eff(%): 12.195 | loglstar: -inf < -175149.512 < inf | logz: -175159.825 +/- 0.320 | dlogz: 177276.591 > 0.109
iter: 505 | bound: 4 | nc: 5 | ncall: 4138 | eff(%): 12.204 | loglstar: -inf < -161166.477 < inf | logz: -161176.801 +/- 0.320 | dlogz: 174094.912 > 0.109
iter: 506 | bound: 4 | nc: 4 | ncall: 4142 | eff(%): 12.216 | loglstar: -inf < -159699.264 < inf | logz: -159709.597 +/- 0.321 | dlogz: 160111.878 > 0.109
iter: 507 | bound: 4 | nc: 4 | ncall: 4146 | eff(%): 12.229 | loglstar: -inf < -159551.237 < inf | logz: -159561.580 +/- 0.321 | dlogz: 158644.664 > 0.109
iter: 508 | bound: 4 | nc: 5 | ncall: 4151 | eff(%): 12.238 | loglstar: -inf < -158300.269 < inf | logz: -158310.622 +/- 0.321 | dlogz: 158496.637 > 0.109
iter: 509 | bound: 4 | nc: 2 | ncall: 4153 | eff(%): 12.256 | loglstar: -inf < -158124.338 < inf | logz: -158134.701 +/- 0.321 | dlogz: 157245.669 > 0.109
iter: 510 | bound: 4 | nc: 3 | ncall: 4156 | eff(%): 12.271 | loglstar: -inf < -158006.949 < inf | logz: -158017.322 +/- 0.321 | dlogz: 157069.738 > 0.109
iter: 511 | bound: 4 | nc: 1 | ncall: 4157 | eff(%): 12.293 | loglstar: -inf < -157896.926 < inf | logz: -157907.309 +/- 0.321 | dlogz: 156952.349 > 0.109
iter: 512 | bound: 4 | nc: 5 | ncall: 4162 | eff(%): 12.302 | loglstar: -inf < -154647.646 < inf | logz: -154658.039 +/- 0.322 | dlogz: 156842.326 > 0.109
iter: 513 | bound: 4 | nc: 1 | ncall: 4163 | eff(%): 12.323 | loglstar: -inf < -152731.035 < inf | logz: -152741.438 +/- 0.322 | dlogz: 153593.046 > 0.109
iter: 514 | bound: 4 | nc: 1 | ncall: 4164 | eff(%): 12.344 | loglstar: -inf < -151534.613 < inf | logz: -151545.026 +/- 0.322 | dlogz: 151676.436 > 0.109
iter: 515 | bound: 4 | nc: 2 | ncall: 4166 | eff(%): 12.362 | loglstar: -inf < -145998.824 < inf | logz: -146009.247 +/- 0.322 | dlogz: 150480.013 > 0.109
iter: 516 | bound: 4 | nc: 1 | ncall: 4167 | eff(%): 12.383 | loglstar: -inf < -144650.652 < inf | logz: -144661.084 +/- 0.322 | dlogz: 144944.224 > 0.109
iter: 517 | bound: 4 | nc: 7 | ncall: 4174 | eff(%): 12.386 | loglstar: -inf < -143850.966 < inf | logz: -143861.408 +/- 0.322 | dlogz: 143596.052 > 0.109
iter: 518 | bound: 4 | nc: 3 | ncall: 4177 | eff(%): 12.401 | loglstar: -inf < -143205.049 < inf | logz: -143215.501 +/- 0.323 | dlogz: 142796.366 > 0.109
iter: 519 | bound: 4 | nc: 1 | ncall: 4178 | eff(%): 12.422 | loglstar: -inf < -142554.043 < inf | logz: -142564.505 +/- 0.323 | dlogz: 142150.449 > 0.109
iter: 520 | bound: 5 | nc: 13 | ncall: 4191 | eff(%): 12.408 | loglstar: -inf < -141335.540 < inf | logz: -141346.013 +/- 0.323 | dlogz: 141499.443 > 0.109
iter: 521 | bound: 5 | nc: 4 | ncall: 4195 | eff(%): 12.420 | loglstar: -inf < -137656.154 < inf | logz: -137666.636 +/- 0.323 | dlogz: 140280.940 > 0.109
iter: 522 | bound: 5 | nc: 29 | ncall: 4224 | eff(%): 12.358 | loglstar: -inf < -137474.994 < inf | logz: -137485.486 +/- 0.323 | dlogz: 136601.554 > 0.109
iter: 523 | bound: 5 | nc: 20 | ncall: 4244 | eff(%): 12.323 | loglstar: -inf < -137457.872 < inf | logz: -137468.374 +/- 0.323 | dlogz: 136420.394 > 0.109
iter: 524 | bound: 5 | nc: 11 | ncall: 4255 | eff(%): 12.315 | loglstar: -inf < -134257.611 < inf | logz: -134268.123 +/- 0.323 | dlogz: 136403.272 > 0.109
iter: 525 | bound: 5 | nc: 6 | ncall: 4261 | eff(%): 12.321 | loglstar: -inf < -132218.402 < inf | logz: -132228.924 +/- 0.324 | dlogz: 133203.011 > 0.109
iter: 526 | bound: 5 | nc: 18 | ncall: 4279 | eff(%): 12.293 | loglstar: -inf < -131579.711 < inf | logz: -131590.244 +/- 0.324 | dlogz: 131163.802 > 0.109
iter: 527 | bound: 5 | nc: 2 | ncall: 4281 | eff(%): 12.310 | loglstar: -inf < -131503.552 < inf | logz: -131514.094 +/- 0.324 | dlogz: 130525.111 > 0.109
iter: 528 | bound: 6 | nc: 26 | ncall: 4307 | eff(%): 12.259 | loglstar: -inf < -129693.801 < inf | logz: -129704.354 +/- 0.324 | dlogz: 130448.952 > 0.109
iter: 529 | bound: 6 | nc: 1 | ncall: 4308 | eff(%): 12.279 | loglstar: -inf < -126898.874 < inf | logz: -126909.436 +/- 0.324 | dlogz: 128639.202 > 0.109
iter: 530 | bound: 6 | nc: 14 | ncall: 4322 | eff(%): 12.263 | loglstar: -inf < -120943.233 < inf | logz: -120953.805 +/- 0.324 | dlogz: 125844.274 > 0.109
iter: 531 | bound: 6 | nc: 1 | ncall: 4323 | eff(%): 12.283 | loglstar: -inf < -120134.735 < inf | logz: -120145.317 +/- 0.324 | dlogz: 119888.633 > 0.109
iter: 532 | bound: 6 | nc: 3 | ncall: 4326 | eff(%): 12.298 | loglstar: -inf < -119629.869 < inf | logz: -119640.461 +/- 0.325 | dlogz: 119080.136 > 0.109
iter: 533 | bound: 6 | nc: 4 | ncall: 4330 | eff(%): 12.309 | loglstar: -inf < -118295.251 < inf | logz: -118305.853 +/- 0.325 | dlogz: 118575.270 > 0.109
iter: 534 | bound: 6 | nc: 6 | ncall: 4336 | eff(%): 12.315 | loglstar: -inf < -118282.357 < inf | logz: -118292.969 +/- 0.325 | dlogz: 117240.651 > 0.109
iter: 535 | bound: 6 | nc: 5 | ncall: 4341 | eff(%): 12.324 | loglstar: -inf < -117517.190 < inf | logz: -117527.812 +/- 0.325 | dlogz: 117227.757 > 0.109
iter: 536 | bound: 6 | nc: 3 | ncall: 4344 | eff(%): 12.339 | loglstar: -inf < -115560.046 < inf | logz: -115570.678 +/- 0.325 | dlogz: 116462.590 > 0.109
iter: 537 | bound: 6 | nc: 1 | ncall: 4345 | eff(%): 12.359 | loglstar: -inf < -114103.835 < inf | logz: -114114.477 +/- 0.325 | dlogz: 114505.446 > 0.109
iter: 538 | bound: 6 | nc: 2 | ncall: 4347 | eff(%): 12.376 | loglstar: -inf < -113258.202 < inf | logz: -113268.854 +/- 0.326 | dlogz: 113049.235 > 0.109
iter: 539 | bound: 6 | nc: 2 | ncall: 4349 | eff(%): 12.394 | loglstar: -inf < -112403.158 < inf | logz: -112413.819 +/- 0.326 | dlogz: 112203.602 > 0.109
iter: 540 | bound: 6 | nc: 6 | ncall: 4355 | eff(%): 12.400 | loglstar: -inf < -112127.788 < inf | logz: -112138.459 +/- 0.326 | dlogz: 111348.558 > 0.109
iter: 541 | bound: 6 | nc: 6 | ncall: 4361 | eff(%): 12.405 | loglstar: -inf < -112039.404 < inf | logz: -112050.085 +/- 0.326 | dlogz: 111073.188 > 0.109
iter: 542 | bound: 6 | nc: 2 | ncall: 4363 | eff(%): 12.423 | loglstar: -inf < -111248.237 < inf | logz: -111258.929 +/- 0.326 | dlogz: 110984.804 > 0.109
iter: 543 | bound: 6 | nc: 3 | ncall: 4366 | eff(%): 12.437 | loglstar: -inf < -110713.375 < inf | logz: -110724.077 +/- 0.326 | dlogz: 110193.638 > 0.109
iter: 544 | bound: 6 | nc: 1 | ncall: 4367 | eff(%): 12.457 | loglstar: -inf < -107589.984 < inf | logz: -107600.695 +/- 0.326 | dlogz: 109658.775 > 0.109
iter: 545 | bound: 6 | nc: 8 | ncall: 4375 | eff(%): 12.457 | loglstar: -inf < -107017.817 < inf | logz: -107028.538 +/- 0.327 | dlogz: 106535.384 > 0.109
iter: 546 | bound: 6 | nc: 7 | ncall: 4382 | eff(%): 12.460 | loglstar: -inf < -106712.165 < inf | logz: -106722.896 +/- 0.327 | dlogz: 105963.217 > 0.109
iter: 547 | bound: 6 | nc: 2 | ncall: 4384 | eff(%): 12.477 | loglstar: -inf < -105717.941 < inf | logz: -105728.682 +/- 0.327 | dlogz: 105657.565 > 0.109
iter: 548 | bound: 6 | nc: 1 | ncall: 4385 | eff(%): 12.497 | loglstar: -inf < -105424.643 < inf | logz: -105435.394 +/- 0.327 | dlogz: 104663.341 > 0.109
iter: 549 | bound: 6 | nc: 5 | ncall: 4390 | eff(%): 12.506 | loglstar: -inf < -104879.491 < inf | logz: -104890.252 +/- 0.327 | dlogz: 104370.043 > 0.109
iter: 550 | bound: 6 | nc: 2 | ncall: 4392 | eff(%): 12.523 | loglstar: -inf < -104561.995 < inf | logz: -104572.766 +/- 0.327 | dlogz: 103824.892 > 0.109
iter: 551 | bound: 6 | nc: 2 | ncall: 4394 | eff(%): 12.540 | loglstar: -inf < -103672.289 < inf | logz: -103683.070 +/- 0.328 | dlogz: 103507.395 > 0.109
iter: 552 | bound: 6 | nc: 4 | ncall: 4398 | eff(%): 12.551 | loglstar: -inf < -102697.773 < inf | logz: -102708.564 +/- 0.328 | dlogz: 102617.689 > 0.109
iter: 553 | bound: 6 | nc: 8 | ncall: 4406 | eff(%): 12.551 | loglstar: -inf < -102032.951 < inf | logz: -102043.752 +/- 0.328 | dlogz: 101643.174 > 0.109
iter: 554 | bound: 7 | nc: 4 | ncall: 4410 | eff(%): 12.562 | loglstar: -inf < -101628.428 < inf | logz: -101639.239 +/- 0.328 | dlogz: 100978.351 > 0.109
iter: 555 | bound: 7 | nc: 5 | ncall: 4415 | eff(%): 12.571 | loglstar: -inf < -100674.161 < inf | logz: -100684.982 +/- 0.328 | dlogz: 100573.828 > 0.109
iter: 556 | bound: 7 | nc: 2 | ncall: 4417 | eff(%): 12.588 | loglstar: -inf < -99760.872 < inf | logz: -99771.703 +/- 0.328 | dlogz: 99619.561 > 0.109
iter: 557 | bound: 7 | nc: 3 | ncall: 4420 | eff(%): 12.602 | loglstar: -inf < -98843.832 < inf | logz: -98854.673 +/- 0.328 | dlogz: 98706.273 > 0.109
iter: 558 | bound: 7 | nc: 2 | ncall: 4422 | eff(%): 12.619 | loglstar: -inf < -98653.354 < inf | logz: -98664.204 +/- 0.329 | dlogz: 97789.232 > 0.109
iter: 559 | bound: 7 | nc: 3 | ncall: 4425 | eff(%): 12.633 | loglstar: -inf < -97587.509 < inf | logz: -97598.370 +/- 0.329 | dlogz: 97598.754 > 0.109
iter: 560 | bound: 7 | nc: 2 | ncall: 4427 | eff(%): 12.650 | loglstar: -inf < -97412.525 < inf | logz: -97423.396 +/- 0.329 | dlogz: 96532.910 > 0.109
iter: 561 | bound: 7 | nc: 1 | ncall: 4428 | eff(%): 12.669 | loglstar: -inf < -93897.421 < inf | logz: -93908.301 +/- 0.329 | dlogz: 96357.925 > 0.109
iter: 562 | bound: 7 | nc: 1 | ncall: 4429 | eff(%): 12.689 | loglstar: -inf < -93339.601 < inf | logz: -93350.491 +/- 0.329 | dlogz: 92842.821 > 0.109
iter: 563 | bound: 7 | nc: 1 | ncall: 4430 | eff(%): 12.709 | loglstar: -inf < -92258.596 < inf | logz: -92269.497 +/- 0.329 | dlogz: 92285.001 > 0.109
iter: 564 | bound: 7 | nc: 11 | ncall: 4441 | eff(%): 12.700 | loglstar: -inf < -91889.564 < inf | logz: -91900.474 +/- 0.329 | dlogz: 91203.996 > 0.109
iter: 565 | bound: 7 | nc: 1 | ncall: 4442 | eff(%): 12.719 | loglstar: -inf < -91569.449 < inf | logz: -91580.369 +/- 0.330 | dlogz: 90834.964 > 0.109
iter: 566 | bound: 7 | nc: 3 | ncall: 4445 | eff(%): 12.733 | loglstar: -inf < -90469.254 < inf | logz: -90480.184 +/- 0.330 | dlogz: 90514.849 > 0.109
iter: 567 | bound: 7 | nc: 1 | ncall: 4446 | eff(%): 12.753 | loglstar: -inf < -88803.285 < inf | logz: -88814.225 +/- 0.330 | dlogz: 89414.654 > 0.109
iter: 568 | bound: 7 | nc: 2 | ncall: 4448 | eff(%): 12.770 | loglstar: -inf < -88777.534 < inf | logz: -88788.484 +/- 0.330 | dlogz: 87748.685 > 0.109
iter: 569 | bound: 7 | nc: 2 | ncall: 4450 | eff(%): 12.787 | loglstar: -inf < -86826.255 < inf | logz: -86837.215 +/- 0.330 | dlogz: 87722.934 > 0.109
iter: 570 | bound: 7 | nc: 1 | ncall: 4451 | eff(%): 12.806 | loglstar: -inf < -86277.515 < inf | logz: -86288.485 +/- 0.330 | dlogz: 85771.655 > 0.109
iter: 571 | bound: 7 | nc: 2 | ncall: 4453 | eff(%): 12.823 | loglstar: -inf < -85242.433 < inf | logz: -85253.413 +/- 0.331 | dlogz: 85222.915 > 0.109
iter: 572 | bound: 7 | nc: 1 | ncall: 4454 | eff(%): 12.842 | loglstar: -inf < -84727.987 < inf | logz: -84738.977 +/- 0.331 | dlogz: 84187.833 > 0.109
iter: 573 | bound: 7 | nc: 1 | ncall: 4455 | eff(%): 12.862 | loglstar: -inf < -83929.511 < inf | logz: -83940.511 +/- 0.331 | dlogz: 83673.387 > 0.109
iter: 574 | bound: 7 | nc: 1 | ncall: 4456 | eff(%): 12.882 | loglstar: -inf < -78275.344 < inf | logz: -78286.354 +/- 0.331 | dlogz: 82874.911 > 0.109
iter: 575 | bound: 7 | nc: 1 | ncall: 4457 | eff(%): 12.901 | loglstar: -inf < -77389.580 < inf | logz: -77400.600 +/- 0.331 | dlogz: 77220.745 > 0.109
iter: 576 | bound: 7 | nc: 5 | ncall: 4462 | eff(%): 12.909 | loglstar: -inf < -76938.860 < inf | logz: -76949.890 +/- 0.331 | dlogz: 76334.980 > 0.109
iter: 577 | bound: 7 | nc: 3 | ncall: 4465 | eff(%): 12.923 | loglstar: -inf < -75109.902 < inf | logz: -75120.941 +/- 0.331 | dlogz: 75884.260 > 0.109
iter: 578 | bound: 7 | nc: 1 | ncall: 4466 | eff(%): 12.942 | loglstar: -inf < -74752.140 < inf | logz: -74763.189 +/- 0.332 | dlogz: 74055.302 > 0.109
iter: 579 | bound: 7 | nc: 5 | ncall: 4471 | eff(%): 12.950 | loglstar: -inf < -74332.192 < inf | logz: -74343.252 +/- 0.332 | dlogz: 73697.540 > 0.109
iter: 580 | bound: 7 | nc: 2 | ncall: 4473 | eff(%): 12.967 | loglstar: -inf < -74281.447 < inf | logz: -74292.517 +/- 0.332 | dlogz: 73277.592 > 0.109
iter: 581 | bound: 7 | nc: 1 | ncall: 4474 | eff(%): 12.986 | loglstar: -inf < -73661.784 < inf | logz: -73672.864 +/- 0.332 | dlogz: 73226.847 > 0.109
iter: 582 | bound: 7 | nc: 6 | ncall: 4480 | eff(%): 12.991 | loglstar: -inf < -72295.196 < inf | logz: -72306.285 +/- 0.332 | dlogz: 72607.184 > 0.109
iter: 583 | bound: 7 | nc: 4 | ncall: 4484 | eff(%): 13.002 | loglstar: -inf < -71664.293 < inf | logz: -71675.393 +/- 0.332 | dlogz: 71240.596 > 0.109
iter: 584 | bound: 7 | nc: 1 | ncall: 4485 | eff(%): 13.021 | loglstar: -inf < -70897.810 < inf | logz: -70908.920 +/- 0.332 | dlogz: 70609.693 > 0.109
iter: 585 | bound: 7 | nc: 1 | ncall: 4486 | eff(%): 13.041 | loglstar: -inf < -68958.229 < inf | logz: -68969.349 +/- 0.333 | dlogz: 69843.210 > 0.109
iter: 586 | bound: 7 | nc: 4 | ncall: 4490 | eff(%): 13.051 | loglstar: -inf < -68687.102 < inf | logz: -68698.231 +/- 0.333 | dlogz: 67903.629 > 0.109
iter: 587 | bound: 7 | nc: 4 | ncall: 4494 | eff(%): 13.062 | loglstar: -inf < -68568.347 < inf | logz: -68579.486 +/- 0.333 | dlogz: 67632.502 > 0.109
iter: 588 | bound: 7 | nc: 10 | ncall: 4504 | eff(%): 13.055 | loglstar: -inf < -68272.296 < inf | logz: -68283.445 +/- 0.333 | dlogz: 67513.747 > 0.109
iter: 589 | bound: 7 | nc: 3 | ncall: 4507 | eff(%): 13.069 | loglstar: -inf < -67798.791 < inf | logz: -67809.950 +/- 0.333 | dlogz: 67217.696 > 0.109
iter: 590 | bound: 8 | nc: 3 | ncall: 4510 | eff(%): 13.082 | loglstar: -inf < -67719.094 < inf | logz: -67730.263 +/- 0.333 | dlogz: 66744.191 > 0.109
iter: 591 | bound: 8 | nc: 4 | ncall: 4514 | eff(%): 13.093 | loglstar: -inf < -67546.656 < inf | logz: -67557.834 +/- 0.334 | dlogz: 66664.494 > 0.109
iter: 592 | bound: 8 | nc: 5 | ncall: 4519 | eff(%): 13.100 | loglstar: -inf < -67405.970 < inf | logz: -67417.159 +/- 0.334 | dlogz: 66492.056 > 0.109
iter: 593 | bound: 8 | nc: 1 | ncall: 4520 | eff(%): 13.119 | loglstar: -inf < -66505.497 < inf | logz: -66516.696 +/- 0.334 | dlogz: 66351.370 > 0.109
iter: 594 | bound: 8 | nc: 2 | ncall: 4522 | eff(%): 13.136 | loglstar: -inf < -66122.476 < inf | logz: -66133.685 +/- 0.334 | dlogz: 65450.898 > 0.109
iter: 595 | bound: 8 | nc: 1 | ncall: 4523 | eff(%): 13.155 | loglstar: -inf < -64418.172 < inf | logz: -64429.391 +/- 0.334 | dlogz: 65067.877 > 0.109
iter: 596 | bound: 8 | nc: 19 | ncall: 4542 | eff(%): 13.122 | loglstar: -inf < -64110.175 < inf | logz: -64121.404 +/- 0.334 | dlogz: 63363.572 > 0.109
iter: 597 | bound: 8 | nc: 4 | ncall: 4546 | eff(%): 13.132 | loglstar: -inf < -63298.596 < inf | logz: -63309.835 +/- 0.334 | dlogz: 63055.575 > 0.109
iter: 598 | bound: 8 | nc: 9 | ncall: 4555 | eff(%): 13.128 | loglstar: -inf < -62538.769 < inf | logz: -62550.017 +/- 0.335 | dlogz: 62243.997 > 0.109
iter: 599 | bound: 8 | nc: 3 | ncall: 4558 | eff(%): 13.142 | loglstar: -inf < -61793.747 < inf | logz: -61805.005 +/- 0.335 | dlogz: 61484.169 > 0.109
iter: 600 | bound: 8 | nc: 3 | ncall: 4561 | eff(%): 13.155 | loglstar: -inf < -60977.418 < inf | logz: -60988.686 +/- 0.335 | dlogz: 60739.147 > 0.109
iter: 601 | bound: 8 | nc: 18 | ncall: 4579 | eff(%): 13.125 | loglstar: -inf < -59922.841 < inf | logz: -59934.119 +/- 0.335 | dlogz: 59922.818 > 0.109
iter: 602 | bound: 8 | nc: 4 | ncall: 4583 | eff(%): 13.136 | loglstar: -inf < -59340.824 < inf | logz: -59352.112 +/- 0.335 | dlogz: 58868.241 > 0.109
iter: 603 | bound: 8 | nc: 1 | ncall: 4584 | eff(%): 13.154 | loglstar: -inf < -58248.080 < inf | logz: -58259.378 +/- 0.335 | dlogz: 58286.224 > 0.109
iter: 604 | bound: 8 | nc: 2 | ncall: 4586 | eff(%): 13.171 | loglstar: -inf < -57813.707 < inf | logz: -57825.016 +/- 0.335 | dlogz: 57193.480 > 0.109
iter: 605 | bound: 8 | nc: 1 | ncall: 4587 | eff(%): 13.189 | loglstar: -inf < -56917.930 < inf | logz: -56929.248 +/- 0.336 | dlogz: 56759.108 > 0.109
iter: 606 | bound: 8 | nc: 6 | ncall: 4593 | eff(%): 13.194 | loglstar: -inf < -55306.173 < inf | logz: -55317.501 +/- 0.336 | dlogz: 55863.330 > 0.109
iter: 607 | bound: 8 | nc: 5 | ncall: 4598 | eff(%): 13.201 | loglstar: -inf < -55169.764 < inf | logz: -55181.103 +/- 0.336 | dlogz: 54251.573 > 0.109
iter: 608 | bound: 8 | nc: 1 | ncall: 4599 | eff(%): 13.220 | loglstar: -inf < -53803.875 < inf | logz: -53815.223 +/- 0.336 | dlogz: 54115.165 > 0.109
iter: 609 | bound: 8 | nc: 9 | ncall: 4608 | eff(%): 13.216 | loglstar: -inf < -53612.135 < inf | logz: -53623.493 +/- 0.336 | dlogz: 52749.275 > 0.109
iter: 610 | bound: 9 | nc: 7 | ncall: 4615 | eff(%): 13.218 | loglstar: -inf < -53358.679 < inf | logz: -53370.047 +/- 0.336 | dlogz: 52557.535 > 0.109
iter: 611 | bound: 9 | nc: 2 | ncall: 4617 | eff(%): 13.234 | loglstar: -inf < -52896.388 < inf | logz: -52907.765 +/- 0.336 | dlogz: 52304.079 > 0.109
iter: 612 | bound: 9 | nc: 8 | ncall: 4625 | eff(%): 13.232 | loglstar: -inf < -52849.804 < inf | logz: -52861.192 +/- 0.337 | dlogz: 51841.788 > 0.109
iter: 613 | bound: 9 | nc: 1 | ncall: 4626 | eff(%): 13.251 | loglstar: -inf < -52405.344 < inf | logz: -52416.742 +/- 0.337 | dlogz: 51795.204 > 0.109
iter: 614 | bound: 9 | nc: 4 | ncall: 4630 | eff(%): 13.261 | loglstar: -inf < -52206.336 < inf | logz: -52217.743 +/- 0.337 | dlogz: 51350.744 > 0.109
iter: 615 | bound: 9 | nc: 3 | ncall: 4633 | eff(%): 13.274 | loglstar: -inf < -51672.826 < inf | logz: -51684.243 +/- 0.337 | dlogz: 51151.736 > 0.109
iter: 616 | bound: 9 | nc: 1 | ncall: 4634 | eff(%): 13.293 | loglstar: -inf < -51295.036 < inf | logz: -51306.463 +/- 0.337 | dlogz: 50618.226 > 0.109
iter: 617 | bound: 9 | nc: 4 | ncall: 4638 | eff(%): 13.303 | loglstar: -inf < -50617.939 < inf | logz: -50629.377 +/- 0.337 | dlogz: 50240.436 > 0.109
iter: 618 | bound: 9 | nc: 1 | ncall: 4639 | eff(%): 13.322 | loglstar: -inf < -50331.306 < inf | logz: -50342.754 +/- 0.338 | dlogz: 49563.339 > 0.109
iter: 619 | bound: 9 | nc: 2 | ncall: 4641 | eff(%): 13.338 | loglstar: -inf < -49975.505 < inf | logz: -49986.963 +/- 0.338 | dlogz: 49276.707 > 0.109
iter: 620 | bound: 9 | nc: 1 | ncall: 4642 | eff(%): 13.356 | loglstar: -inf < -49066.121 < inf | logz: -49077.589 +/- 0.338 | dlogz: 48920.905 > 0.109
iter: 621 | bound: 9 | nc: 2 | ncall: 4644 | eff(%): 13.372 | loglstar: -inf < -48841.166 < inf | logz: -48852.643 +/- 0.338 | dlogz: 48011.521 > 0.109
iter: 622 | bound: 9 | nc: 1 | ncall: 4645 | eff(%): 13.391 | loglstar: -inf < -48729.391 < inf | logz: -48740.879 +/- 0.338 | dlogz: 47786.566 > 0.109
iter: 623 | bound: 9 | nc: 4 | ncall: 4649 | eff(%): 13.401 | loglstar: -inf < -47969.164 < inf | logz: -47980.661 +/- 0.338 | dlogz: 47674.791 > 0.109
iter: 624 | bound: 9 | nc: 3 | ncall: 4652 | eff(%): 13.414 | loglstar: -inf < -47899.156 < inf | logz: -47910.663 +/- 0.338 | dlogz: 46914.564 > 0.109
iter: 625 | bound: 9 | nc: 2 | ncall: 4654 | eff(%): 13.429 | loglstar: -inf < -47609.300 < inf | logz: -47620.817 +/- 0.339 | dlogz: 46844.556 > 0.109
iter: 626 | bound: 9 | nc: 2 | ncall: 4656 | eff(%): 13.445 | loglstar: -inf < -47463.318 < inf | logz: -47474.846 +/- 0.339 | dlogz: 46554.700 > 0.109
iter: 627 | bound: 9 | nc: 4 | ncall: 4660 | eff(%): 13.455 | loglstar: -inf < -47399.627 < inf | logz: -47411.164 +/- 0.339 | dlogz: 46408.718 > 0.109
iter: 628 | bound: 9 | nc: 1 | ncall: 4661 | eff(%): 13.474 | loglstar: -inf < -47177.246 < inf | logz: -47188.793 +/- 0.339 | dlogz: 46838.986 > 0.109
iter: 629 | bound: 9 | nc: 5 | ncall: 4666 | eff(%): 13.480 | loglstar: -inf < -47082.392 < inf | logz: -47093.949 +/- 0.339 | dlogz: 46616.605 > 0.109
iter: 630 | bound: 9 | nc: 3 | ncall: 4669 | eff(%): 13.493 | loglstar: -inf < -44537.955 < inf | logz: -44549.522 +/- 0.339 | dlogz: 46521.751 > 0.109
iter: 631 | bound: 9 | nc: 6 | ncall: 4675 | eff(%): 13.497 | loglstar: -inf < -44222.425 < inf | logz: -44234.002 +/- 0.339 | dlogz: 43977.315 > 0.109
iter: 632 | bound: 9 | nc: 11 | ncall: 4686 | eff(%): 13.487 | loglstar: -inf < -43777.249 < inf | logz: -43788.836 +/- 0.340 | dlogz: 43661.785 > 0.109
iter: 633 | bound: 9 | nc: 2 | ncall: 4688 | eff(%): 13.503 | loglstar: -inf < -42831.073 < inf | logz: -42842.670 +/- 0.340 | dlogz: 43216.609 > 0.109
iter: 634 | bound: 9 | nc: 1 | ncall: 4689 | eff(%): 13.521 | loglstar: -inf < -42675.019 < inf | logz: -42686.626 +/- 0.340 | dlogz: 42270.432 > 0.109
iter: 635 | bound: 9 | nc: 4 | ncall: 4693 | eff(%): 13.531 | loglstar: -inf < -41854.731 < inf | logz: -41866.348 +/- 0.340 | dlogz: 42114.378 > 0.109
iter: 636 | bound: 9 | nc: 5 | ncall: 4698 | eff(%): 13.538 | loglstar: -inf < -41669.059 < inf | logz: -41680.686 +/- 0.340 | dlogz: 41294.090 > 0.109
iter: 637 | bound: 9 | nc: 3 | ncall: 4701 | eff(%): 13.550 | loglstar: -inf < -41512.837 < inf | logz: -41524.474 +/- 0.340 | dlogz: 41108.419 > 0.109
iter: 638 | bound: 9 | nc: 1 | ncall: 4702 | eff(%): 13.569 | loglstar: -inf < -40812.858 < inf | logz: -40824.505 +/- 0.340 | dlogz: 40952.196 > 0.109
iter: 639 | bound: 9 | nc: 2 | ncall: 4704 | eff(%): 13.584 | loglstar: -inf < -40098.072 < inf | logz: -40109.729 +/- 0.341 | dlogz: 40252.218 > 0.109
iter: 640 | bound: 9 | nc: 5 | ncall: 4709 | eff(%): 13.591 | loglstar: -inf < -39402.283 < inf | logz: -39413.950 +/- 0.341 | dlogz: 39537.432 > 0.109
iter: 641 | bound: 9 | nc: 2 | ncall: 4711 | eff(%): 13.606 | loglstar: -inf < -39315.187 < inf | logz: -39326.863 +/- 0.341 | dlogz: 38841.642 > 0.109
iter: 642 | bound: 10 | nc: 6 | ncall: 4717 | eff(%): 13.610 | loglstar: -inf < -39005.502 < inf | logz: -39017.188 +/- 0.341 | dlogz: 38754.546 > 0.109
iter: 643 | bound: 10 | nc: 2 | ncall: 4719 | eff(%): 13.626 | loglstar: -inf < -38603.031 < inf | logz: -38614.727 +/- 0.341 | dlogz: 38444.861 > 0.109
iter: 644 | bound: 10 | nc: 4 | ncall: 4723 | eff(%): 13.635 | loglstar: -inf < -38471.792 < inf | logz: -38483.498 +/- 0.341 | dlogz: 38042.390 > 0.109
iter: 645 | bound: 10 | nc: 5 | ncall: 4728 | eff(%): 13.642 | loglstar: -inf < -38427.984 < inf | logz: -38439.701 +/- 0.341 | dlogz: 37911.151 > 0.109
iter: 646 | bound: 10 | nc: 2 | ncall: 4730 | eff(%): 13.658 | loglstar: -inf < -36807.681 < inf | logz: -36819.407 +/- 0.342 | dlogz: 37867.344 > 0.109
iter: 647 | bound: 10 | nc: 5 | ncall: 4735 | eff(%): 13.664 | loglstar: -inf < -36489.960 < inf | logz: -36501.696 +/- 0.342 | dlogz: 36247.041 > 0.109
iter: 648 | bound: 10 | nc: 7 | ncall: 4742 | eff(%): 13.665 | loglstar: -inf < -34890.296 < inf | logz: -34902.042 +/- 0.342 | dlogz: 36186.123 > 0.109
iter: 649 | bound: 10 | nc: 1 | ncall: 4743 | eff(%): 13.683 | loglstar: -inf < -34881.336 < inf | logz: -34893.091 +/- 0.342 | dlogz: 34586.459 > 0.109
iter: 650 | bound: 10 | nc: 2 | ncall: 4745 | eff(%): 13.699 | loglstar: -inf < -34865.827 < inf | logz: -34877.593 +/- 0.342 | dlogz: 34577.499 > 0.109
iter: 651 | bound: 10 | nc: 3 | ncall: 4748 | eff(%): 13.711 | loglstar: -inf < -34632.371 < inf | logz: -34644.147 +/- 0.342 | dlogz: 34561.990 > 0.109
iter: 652 | bound: 10 | nc: 4 | ncall: 4752 | eff(%): 13.721 | loglstar: -inf < -34510.000 < inf | logz: -34521.786 +/- 0.342 | dlogz: 34328.535 > 0.109
iter: 653 | bound: 10 | nc: 1 | ncall: 4753 | eff(%): 13.739 | loglstar: -inf < -34367.814 < inf | logz: -34379.610 +/- 0.343 | dlogz: 34206.164 > 0.109
iter: 654 | bound: 10 | nc: 5 | ncall: 4758 | eff(%): 13.745 | loglstar: -inf < -34042.557 < inf | logz: -34054.362 +/- 0.343 | dlogz: 34063.977 > 0.109
iter: 655 | bound: 10 | nc: 2 | ncall: 4760 | eff(%): 13.761 | loglstar: -inf < -33637.978 < inf | logz: -33649.794 +/- 0.343 | dlogz: 33738.720 > 0.109
iter: 656 | bound: 10 | nc: 2 | ncall: 4762 | eff(%): 13.776 | loglstar: -inf < -33556.810 < inf | logz: -33568.636 +/- 0.343 | dlogz: 33334.141 > 0.109
iter: 657 | bound: 10 | nc: 1 | ncall: 4763 | eff(%): 13.794 | loglstar: -inf < -33270.804 < inf | logz: -33282.640 +/- 0.343 | dlogz: 33252.973 > 0.109
iter: 658 | bound: 10 | nc: 2 | ncall: 4765 | eff(%): 13.809 | loglstar: -inf < -33121.080 < inf | logz: -33132.925 +/- 0.343 | dlogz: 32966.967 > 0.109
iter: 659 | bound: 10 | nc: 2 | ncall: 4767 | eff(%): 13.824 | loglstar: -inf < -32670.321 < inf | logz: -32682.176 +/- 0.343 | dlogz: 32817.243 > 0.109
iter: 660 | bound: 10 | nc: 6 | ncall: 4773 | eff(%): 13.828 | loglstar: -inf < -32603.560 < inf | logz: -32615.425 +/- 0.344 | dlogz: 32366.484 > 0.109
iter: 661 | bound: 10 | nc: 1 | ncall: 4774 | eff(%): 13.846 | loglstar: -inf < -31730.888 < inf | logz: -31742.764 +/- 0.344 | dlogz: 32299.723 > 0.109
iter: 662 | bound: 10 | nc: 3 | ncall: 4777 | eff(%): 13.858 | loglstar: -inf < -31067.192 < inf | logz: -31079.078 +/- 0.344 | dlogz: 31427.051 > 0.109
iter: 663 | bound: 10 | nc: 5 | ncall: 4782 | eff(%): 13.864 | loglstar: -inf < -30862.518 < inf | logz: -30874.413 +/- 0.344 | dlogz: 30763.355 > 0.109
iter: 664 | bound: 10 | nc: 9 | ncall: 4791 | eff(%): 13.859 | loglstar: -inf < -30783.373 < inf | logz: -30795.278 +/- 0.344 | dlogz: 30558.681 > 0.109
iter: 665 | bound: 10 | nc: 5 | ncall: 4796 | eff(%): 13.866 | loglstar: -inf < -28941.488 < inf | logz: -28953.404 +/- 0.344 | dlogz: 30479.536 > 0.109
iter: 666 | bound: 10 | nc: 3 | ncall: 4799 | eff(%): 13.878 | loglstar: -inf < -28793.960 < inf | logz: -28805.885 +/- 0.344 | dlogz: 28637.652 > 0.109
iter: 667 | bound: 10 | nc: 6 | ncall: 4805 | eff(%): 13.881 | loglstar: -inf < -28075.683 < inf | logz: -28087.618 +/- 0.345 | dlogz: 28490.124 > 0.109
iter: 668 | bound: 10 | nc: 3 | ncall: 4808 | eff(%): 13.894 | loglstar: -inf < -27512.596 < inf | logz: -27524.541 +/- 0.345 | dlogz: 27771.846 > 0.109
iter: 669 | bound: 10 | nc: 3 | ncall: 4811 | eff(%): 13.906 | loglstar: -inf < -27486.024 < inf | logz: -27497.979 +/- 0.345 | dlogz: 27208.760 > 0.109
iter: 670 | bound: 10 | nc: 2 | ncall: 4813 | eff(%): 13.921 | loglstar: -inf < -27276.674 < inf | logz: -27288.639 +/- 0.345 | dlogz: 27182.188 > 0.109
iter: 671 | bound: 10 | nc: 3 | ncall: 4816 | eff(%): 13.933 | loglstar: -inf < -27261.939 < inf | logz: -27273.914 +/- 0.345 | dlogz: 26972.837 > 0.109
iter: 672 | bound: 11 | nc: 1 | ncall: 4817 | eff(%): 13.951 | loglstar: -inf < -27173.120 < inf | logz: -27185.105 +/- 0.345 | dlogz: 26958.103 > 0.109
iter: 673 | bound: 11 | nc: 3 | ncall: 4820 | eff(%): 13.963 | loglstar: -inf < -27055.526 < inf | logz: -27067.521 +/- 0.345 | dlogz: 26869.283 > 0.109
iter: 674 | bound: 11 | nc: 1 | ncall: 4821 | eff(%): 13.981 | loglstar: -inf < -26526.647 < inf | logz: -26538.652 +/- 0.346 | dlogz: 26751.689 > 0.109
iter: 675 | bound: 11 | nc: 6 | ncall: 4827 | eff(%): 13.984 | loglstar: -inf < -26505.268 < inf | logz: -26517.283 +/- 0.346 | dlogz: 26222.810 > 0.109
iter: 676 | bound: 11 | nc: 2 | ncall: 4829 | eff(%): 13.999 | loglstar: -inf < -26390.990 < inf | logz: -26403.015 +/- 0.346 | dlogz: 26201.431 > 0.109
iter: 677 | bound: 11 | nc: 5 | ncall: 4834 | eff(%): 14.005 | loglstar: -inf < -26375.989 < inf | logz: -26388.024 +/- 0.346 | dlogz: 26087.153 > 0.109
iter: 678 | bound: 11 | nc: 1 | ncall: 4835 | eff(%): 14.023 | loglstar: -inf < -26017.313 < inf | logz: -26029.358 +/- 0.346 | dlogz: 26072.152 > 0.109
iter: 679 | bound: 11 | nc: 4 | ncall: 4839 | eff(%): 14.032 | loglstar: -inf < -26007.271 < inf | logz: -26019.326 +/- 0.346 | dlogz: 25713.477 > 0.109
iter: 680 | bound: 11 | nc: 4 | ncall: 4843 | eff(%): 14.041 | loglstar: -inf < -25784.528 < inf | logz: -25796.592 +/- 0.346 | dlogz: 25703.434 > 0.109
iter: 681 | bound: 11 | nc: 1 | ncall: 4844 | eff(%): 14.059 | loglstar: -inf < -25669.615 < inf | logz: -25681.690 +/- 0.347 | dlogz: 25480.691 > 0.109
iter: 682 | bound: 11 | nc: 1 | ncall: 4845 | eff(%): 14.076 | loglstar: -inf < -25481.801 < inf | logz: -25493.885 +/- 0.347 | dlogz: 25365.779 > 0.109
iter: 683 | bound: 11 | nc: 5 | ncall: 4850 | eff(%): 14.082 | loglstar: -inf < -24816.382 < inf | logz: -24828.476 +/- 0.347 | dlogz: 25177.964 > 0.109
iter: 684 | bound: 11 | nc: 11 | ncall: 4861 | eff(%): 14.071 | loglstar: -inf < -24654.065 < inf | logz: -24666.169 +/- 0.347 | dlogz: 24512.545 > 0.109
iter: 685 | bound: 11 | nc: 16 | ncall: 4877 | eff(%): 14.046 | loglstar: -inf < -24340.852 < inf | logz: -24352.966 +/- 0.347 | dlogz: 24350.228 > 0.109
iter: 686 | bound: 11 | nc: 16 | ncall: 4893 | eff(%): 14.020 | loglstar: -inf < -23886.170 < inf | logz: -23898.294 +/- 0.347 | dlogz: 24037.015 > 0.109
iter: 687 | bound: 11 | nc: 1 | ncall: 4894 | eff(%): 14.038 | loglstar: -inf < -23835.694 < inf | logz: -23847.828 +/- 0.347 | dlogz: 23582.333 > 0.109
iter: 688 | bound: 11 | nc: 10 | ncall: 4904 | eff(%): 14.029 | loglstar: -inf < -23693.135 < inf | logz: -23705.279 +/- 0.348 | dlogz: 23531.858 > 0.109
iter: 689 | bound: 11 | nc: 4 | ncall: 4908 | eff(%): 14.038 | loglstar: -inf < -23606.857 < inf | logz: -23619.011 +/- 0.348 | dlogz: 23389.299 > 0.109
iter: 690 | bound: 11 | nc: 3 | ncall: 4911 | eff(%): 14.050 | loglstar: -inf < -23110.052 < inf | logz: -23122.216 +/- 0.348 | dlogz: 23303.021 > 0.109
iter: 691 | bound: 11 | nc: 1 | ncall: 4912 | eff(%): 14.068 | loglstar: -inf < -23072.973 < inf | logz: -23085.147 +/- 0.348 | dlogz: 22806.215 > 0.109
iter: 692 | bound: 12 | nc: 5 | ncall: 4917 | eff(%): 14.074 | loglstar: -inf < -22936.131 < inf | logz: -22948.315 +/- 0.348 | dlogz: 22769.136 > 0.109
iter: 693 | bound: 12 | nc: 8 | ncall: 4925 | eff(%): 14.071 | loglstar: -inf < -22849.788 < inf | logz: -22861.982 +/- 0.348 | dlogz: 22632.295 > 0.109
iter: 694 | bound: 12 | nc: 4 | ncall: 4929 | eff(%): 14.080 | loglstar: -inf < -22796.733 < inf | logz: -22808.937 +/- 0.348 | dlogz: 22545.952 > 0.109
iter: 695 | bound: 12 | nc: 1 | ncall: 4930 | eff(%): 14.097 | loglstar: -inf < -22792.158 < inf | logz: -22804.351 +/- 0.347 | dlogz: 22492.896 > 0.109
iter: 696 | bound: 12 | nc: 1 | ncall: 4931 | eff(%): 14.115 | loglstar: -inf < -22211.737 < inf | logz: -22223.961 +/- 0.349 | dlogz: 22488.300 > 0.109
iter: 697 | bound: 12 | nc: 1 | ncall: 4932 | eff(%): 14.132 | loglstar: -inf < -22068.090 < inf | logz: -22080.324 +/- 0.349 | dlogz: 21907.901 > 0.109
iter: 698 | bound: 12 | nc: 4 | ncall: 4936 | eff(%): 14.141 | loglstar: -inf < -21927.239 < inf | logz: -21939.483 +/- 0.349 | dlogz: 21764.254 > 0.109
iter: 699 | bound: 12 | nc: 1 | ncall: 4937 | eff(%): 14.158 | loglstar: -inf < -21478.193 < inf | logz: -21490.446 +/- 0.349 | dlogz: 21623.402 > 0.109
iter: 700 | bound: 12 | nc: 3 | ncall: 4940 | eff(%): 14.170 | loglstar: -inf < -21023.673 < inf | logz: -21035.937 +/- 0.349 | dlogz: 21174.356 > 0.109
iter: 701 | bound: 12 | nc: 2 | ncall: 4942 | eff(%): 14.185 | loglstar: -inf < -20701.027 < inf | logz: -20713.300 +/- 0.349 | dlogz: 20719.837 > 0.109
iter: 702 | bound: 12 | nc: 2 | ncall: 4944 | eff(%): 14.199 | loglstar: -inf < -20602.301 < inf | logz: -20614.585 +/- 0.350 | dlogz: 20397.190 > 0.109
iter: 703 | bound: 12 | nc: 2 | ncall: 4946 | eff(%): 14.214 | loglstar: -inf < -20593.754 < inf | logz: -20606.047 +/- 0.350 | dlogz: 20298.465 > 0.109
iter: 704 | bound: 12 | nc: 7 | ncall: 4953 | eff(%): 14.214 | loglstar: -inf < -20584.906 < inf | logz: -20597.209 +/- 0.350 | dlogz: 20289.917 > 0.109
iter: 705 | bound: 12 | nc: 1 | ncall: 4954 | eff(%): 14.231 | loglstar: -inf < -20515.368 < inf | logz: -20527.682 +/- 0.350 | dlogz: 20281.069 > 0.109
iter: 706 | bound: 12 | nc: 13 | ncall: 4967 | eff(%): 14.214 | loglstar: -inf < -20112.496 < inf | logz: -20124.819 +/- 0.350 | dlogz: 20211.532 > 0.109
iter: 707 | bound: 12 | nc: 1 | ncall: 4968 | eff(%): 14.231 | loglstar: -inf < -20100.384 < inf | logz: -20112.717 +/- 0.350 | dlogz: 19808.659 > 0.109
iter: 708 | bound: 12 | nc: 1 | ncall: 4969 | eff(%): 14.248 | loglstar: -inf < -19803.453 < inf | logz: -19815.796 +/- 0.350 | dlogz: 19796.547 > 0.109
iter: 709 | bound: 12 | nc: 4 | ncall: 4973 | eff(%): 14.257 | loglstar: -inf < -19658.219 < inf | logz: -19670.572 +/- 0.351 | dlogz: 19499.616 > 0.109
iter: 710 | bound: 12 | nc: 4 | ncall: 4977 | eff(%): 14.266 | loglstar: -inf < -19610.212 < inf | logz: -19622.575 +/- 0.351 | dlogz: 19354.382 > 0.109
iter: 711 | bound: 12 | nc: 4 | ncall: 4981 | eff(%): 14.274 | loglstar: -inf < -19364.337 < inf | logz: -19376.710 +/- 0.351 | dlogz: 19306.376 > 0.109
iter: 712 | bound: 12 | nc: 5 | ncall: 4986 | eff(%): 14.280 | loglstar: -inf < -19291.552 < inf | logz: -19303.935 +/- 0.351 | dlogz: 19060.500 > 0.109
iter: 713 | bound: 12 | nc: 1 | ncall: 4987 | eff(%): 14.297 | loglstar: -inf < -18838.664 < inf | logz: -18851.057 +/- 0.351 | dlogz: 18987.715 > 0.109
iter: 714 | bound: 12 | nc: 5 | ncall: 4992 | eff(%): 14.303 | loglstar: -inf < -18436.705 < inf | logz: -18449.108 +/- 0.351 | dlogz: 18534.827 > 0.109
iter: 715 | bound: 12 | nc: 14 | ncall: 5006 | eff(%): 14.283 | loglstar: -inf < -18081.406 < inf | logz: -18093.819 +/- 0.351 | dlogz: 18132.868 > 0.109
iter: 716 | bound: 13 | nc: 11 | ncall: 5017 | eff(%): 14.271 | loglstar: -inf < -17858.757 < inf | logz: -17871.179 +/- 0.352 | dlogz: 17777.570 > 0.109
iter: 717 | bound: 13 | nc: 16 | ncall: 5033 | eff(%): 14.246 | loglstar: -inf < -17472.100 < inf | logz: -17484.533 +/- 0.352 | dlogz: 17554.920 > 0.109
iter: 718 | bound: 13 | nc: 29 | ncall: 5062 | eff(%): 14.184 | loglstar: -inf < -17038.491 < inf | logz: -17050.934 +/- 0.352 | dlogz: 17168.263 > 0.109
iter: 719 | bound: 13 | nc: 3 | ncall: 5065 | eff(%): 14.195 | loglstar: -inf < -16799.220 < inf | logz: -16811.673 +/- 0.352 | dlogz: 16734.655 > 0.109
iter: 720 | bound: 13 | nc: 3 | ncall: 5068 | eff(%): 14.207 | loglstar: -inf < -16168.609 < inf | logz: -16181.071 +/- 0.352 | dlogz: 16495.383 > 0.109
iter: 721 | bound: 13 | nc: 4 | ncall: 5072 | eff(%): 14.215 | loglstar: -inf < -15974.076 < inf | logz: -15986.548 +/- 0.352 | dlogz: 15864.772 > 0.109
iter: 722 | bound: 13 | nc: 3 | ncall: 5075 | eff(%): 14.227 | loglstar: -inf < -15930.969 < inf | logz: -15943.452 +/- 0.352 | dlogz: 15670.239 > 0.109
iter: 723 | bound: 13 | nc: 5 | ncall: 5080 | eff(%): 14.232 | loglstar: -inf < -15657.825 < inf | logz: -15670.318 +/- 0.353 | dlogz: 15627.132 > 0.109
iter: 724 | bound: 13 | nc: 1 | ncall: 5081 | eff(%): 14.249 | loglstar: -inf < -15559.555 < inf | logz: -15572.058 +/- 0.353 | dlogz: 15353.989 > 0.109
iter: 725 | bound: 13 | nc: 9 | ncall: 5090 | eff(%): 14.244 | loglstar: -inf < -15547.249 < inf | logz: -15559.761 +/- 0.353 | dlogz: 15255.719 > 0.109
iter: 726 | bound: 13 | nc: 5 | ncall: 5095 | eff(%): 14.249 | loglstar: -inf < -15155.294 < inf | logz: -15167.816 +/- 0.353 | dlogz: 15243.412 > 0.109
iter: 727 | bound: 13 | nc: 1 | ncall: 5096 | eff(%): 14.266 | loglstar: -inf < -15128.917 < inf | logz: -15141.449 +/- 0.353 | dlogz: 14851.457 > 0.109
iter: 728 | bound: 13 | nc: 3 | ncall: 5099 | eff(%): 14.277 | loglstar: -inf < -14921.952 < inf | logz: -14934.494 +/- 0.353 | dlogz: 14825.080 > 0.109
iter: 729 | bound: 13 | nc: 2 | ncall: 5101 | eff(%): 14.291 | loglstar: -inf < -14786.656 < inf | logz: -14799.208 +/- 0.353 | dlogz: 14618.116 > 0.109
iter: 730 | bound: 13 | nc: 7 | ncall: 5108 | eff(%): 14.291 | loglstar: -inf < -14638.585 < inf | logz: -14651.147 +/- 0.354 | dlogz: 14482.820 > 0.109
iter: 731 | bound: 13 | nc: 1 | ncall: 5109 | eff(%): 14.308 | loglstar: -inf < -14612.674 < inf | logz: -14625.246 +/- 0.354 | dlogz: 14334.748 > 0.109
iter: 732 | bound: 14 | nc: 33 | ncall: 5142 | eff(%): 14.236 | loglstar: -inf < -14322.555 < inf | logz: -14335.136 +/- 0.354 | dlogz: 14308.837 > 0.109
iter: 733 | bound: 14 | nc: 3 | ncall: 5145 | eff(%): 14.247 | loglstar: -inf < -13650.480 < inf | logz: -13663.072 +/- 0.354 | dlogz: 14018.718 > 0.109
iter: 734 | bound: 14 | nc: 7 | ncall: 5152 | eff(%): 14.247 | loglstar: -inf < -13466.091 < inf | logz: -13478.693 +/- 0.354 | dlogz: 13346.644 > 0.109
iter: 735 | bound: 14 | nc: 7 | ncall: 5159 | eff(%): 14.247 | loglstar: -inf < -13222.016 < inf | logz: -13234.628 +/- 0.354 | dlogz: 13162.255 > 0.109
iter: 736 | bound: 14 | nc: 5 | ncall: 5164 | eff(%): 14.253 | loglstar: -inf < -13206.680 < inf | logz: -13219.302 +/- 0.354 | dlogz: 12918.179 > 0.109
iter: 737 | bound: 14 | nc: 1 | ncall: 5165 | eff(%): 14.269 | loglstar: -inf < -13105.904 < inf | logz: -13118.536 +/- 0.355 | dlogz: 12902.843 > 0.109
iter: 738 | bound: 14 | nc: 7 | ncall: 5172 | eff(%): 14.269 | loglstar: -inf < -13030.570 < inf | logz: -13043.211 +/- 0.355 | dlogz: 12802.068 > 0.109
iter: 739 | bound: 14 | nc: 2 | ncall: 5174 | eff(%): 14.283 | loglstar: -inf < -12922.577 < inf | logz: -12935.228 +/- 0.355 | dlogz: 12726.733 > 0.109
iter: 740 | bound: 14 | nc: 4 | ncall: 5178 | eff(%): 14.291 | loglstar: -inf < -12672.093 < inf | logz: -12684.754 +/- 0.355 | dlogz: 12618.740 > 0.109
iter: 741 | bound: 14 | nc: 4 | ncall: 5182 | eff(%): 14.299 | loglstar: -inf < -12563.207 < inf | logz: -12575.878 +/- 0.355 | dlogz: 12368.256 > 0.109
iter: 742 | bound: 14 | nc: 7 | ncall: 5189 | eff(%): 14.299 | loglstar: -inf < -12510.716 < inf | logz: -12523.397 +/- 0.355 | dlogz: 12259.370 > 0.109
iter: 743 | bound: 14 | nc: 7 | ncall: 5196 | eff(%): 14.299 | loglstar: -inf < -12366.102 < inf | logz: -12378.794 +/- 0.355 | dlogz: 12206.879 > 0.109
iter: 744 | bound: 14 | nc: 5 | ncall: 5201 | eff(%): 14.305 | loglstar: -inf < -12175.599 < inf | logz: -12188.300 +/- 0.356 | dlogz: 12062.266 > 0.109
iter: 745 | bound: 14 | nc: 5 | ncall: 5206 | eff(%): 14.310 | loglstar: -inf < -12115.714 < inf | logz: -12128.425 +/- 0.356 | dlogz: 11871.762 > 0.109
iter: 746 | bound: 14 | nc: 7 | ncall: 5213 | eff(%): 14.310 | loglstar: -inf < -11966.534 < inf | logz: -11979.255 +/- 0.356 | dlogz: 11811.877 > 0.109
iter: 747 | bound: 14 | nc: 2 | ncall: 5215 | eff(%): 14.324 | loglstar: -inf < -11859.561 < inf | logz: -11872.292 +/- 0.356 | dlogz: 11662.697 > 0.109
iter: 748 | bound: 14 | nc: 3 | ncall: 5218 | eff(%): 14.335 | loglstar: -inf < -11847.517 < inf | logz: -11860.258 +/- 0.356 | dlogz: 11555.724 > 0.109
iter: 749 | bound: 14 | nc: 1 | ncall: 5219 | eff(%): 14.351 | loglstar: -inf < -11617.802 < inf | logz: -11630.553 +/- 0.356 | dlogz: 11543.680 > 0.109
iter: 750 | bound: 14 | nc: 1 | ncall: 5220 | eff(%): 14.368 | loglstar: -inf < -11224.536 < inf | logz: -11237.297 +/- 0.356 | dlogz: 11313.965 > 0.109
iter: 751 | bound: 14 | nc: 6 | ncall: 5226 | eff(%): 14.370 | loglstar: -inf < -11180.660 < inf | logz: -11193.431 +/- 0.356 | dlogz: 10920.700 > 0.109
iter: 752 | bound: 14 | nc: 7 | ncall: 5233 | eff(%): 14.370 | loglstar: -inf < -11103.558 < inf | logz: -11116.339 +/- 0.357 | dlogz: 10876.823 > 0.109
iter: 753 | bound: 15 | nc: 11 | ncall: 5244 | eff(%): 14.359 | loglstar: -inf < -11022.896 < inf | logz: -11035.687 +/- 0.357 | dlogz: 10799.722 > 0.109
iter: 754 | bound: 15 | nc: 3 | ncall: 5247 | eff(%): 14.370 | loglstar: -inf < -10926.411 < inf | logz: -10939.212 +/- 0.357 | dlogz: 10719.059 > 0.109
iter: 755 | bound: 15 | nc: 10 | ncall: 5257 | eff(%): 14.362 | loglstar: -inf < -10847.212 < inf | logz: -10860.023 +/- 0.357 | dlogz: 10622.575 > 0.109
iter: 756 | bound: 15 | nc: 1 | ncall: 5258 | eff(%): 14.378 | loglstar: -inf < -10571.767 < inf | logz: -10584.588 +/- 0.357 | dlogz: 10543.375 > 0.109
iter: 757 | bound: 15 | nc: 8 | ncall: 5266 | eff(%): 14.375 | loglstar: -inf < -10545.067 < inf | logz: -10557.898 +/- 0.357 | dlogz: 10267.930 > 0.109
iter: 758 | bound: 15 | nc: 9 | ncall: 5275 | eff(%): 14.370 | loglstar: -inf < -10515.631 < inf | logz: -10528.471 +/- 0.357 | dlogz: 10241.231 > 0.109
iter: 759 | bound: 15 | nc: 12 | ncall: 5287 | eff(%): 14.356 | loglstar: -inf < -10466.462 < inf | logz: -10479.312 +/- 0.358 | dlogz: 10211.794 > 0.109
iter: 760 | bound: 15 | nc: 2 | ncall: 5289 | eff(%): 14.369 | loglstar: -inf < -10418.410 < inf | logz: -10431.270 +/- 0.358 | dlogz: 10162.625 > 0.109
iter: 761 | bound: 15 | nc: 15 | ncall: 5304 | eff(%): 14.348 | loglstar: -inf < -10351.406 < inf | logz: -10364.276 +/- 0.358 | dlogz: 10114.573 > 0.109
iter: 762 | bound: 15 | nc: 4 | ncall: 5308 | eff(%): 14.356 | loglstar: -inf < -10342.171 < inf | logz: -10355.052 +/- 0.358 | dlogz: 10047.569 > 0.109
iter: 763 | bound: 15 | nc: 4 | ncall: 5312 | eff(%): 14.364 | loglstar: -inf < -10252.170 < inf | logz: -10265.060 +/- 0.358 | dlogz: 10038.334 > 0.109
iter: 764 | bound: 15 | nc: 1 | ncall: 5313 | eff(%): 14.380 | loglstar: -inf < -10218.132 < inf | logz: -10231.032 +/- 0.358 | dlogz: 9948.333 > 0.109
iter: 765 | bound: 15 | nc: 3 | ncall: 5316 | eff(%): 14.391 | loglstar: -inf < -10157.859 < inf | logz: -10170.770 +/- 0.358 | dlogz: 9914.295 > 0.109
iter: 766 | bound: 15 | nc: 1 | ncall: 5317 | eff(%): 14.407 | loglstar: -inf < -10124.113 < inf | logz: -10137.034 +/- 0.359 | dlogz: 9854.023 > 0.109
iter: 767 | bound: 15 | nc: 1 | ncall: 5318 | eff(%): 14.423 | loglstar: -inf < -10121.531 < inf | logz: -10134.320 +/- 0.352 | dlogz: 9820.277 > 0.109
iter: 768 | bound: 15 | nc: 2 | ncall: 5320 | eff(%): 14.436 | loglstar: -inf < -10061.909 < inf | logz: -10074.849 +/- 0.359 | dlogz: 9817.553 > 0.109
iter: 769 | bound: 15 | nc: 1 | ncall: 5321 | eff(%): 14.452 | loglstar: -inf < -9954.009 < inf | logz: -9966.959 +/- 0.359 | dlogz: 9758.072 > 0.109
iter: 770 | bound: 15 | nc: 2 | ncall: 5323 | eff(%): 14.466 | loglstar: -inf < -9888.807 < inf | logz: -9901.767 +/- 0.359 | dlogz: 9650.172 > 0.109
iter: 771 | bound: 15 | nc: 11 | ncall: 5334 | eff(%): 14.454 | loglstar: -inf < -9867.488 < inf | logz: -9880.458 +/- 0.359 | dlogz: 9584.970 > 0.109
iter: 772 | bound: 16 | nc: 11 | ncall: 5345 | eff(%): 14.443 | loglstar: -inf < -9756.316 < inf | logz: -9769.296 +/- 0.359 | dlogz: 9563.652 > 0.109
iter: 773 | bound: 16 | nc: 2 | ncall: 5347 | eff(%): 14.457 | loglstar: -inf < -9623.930 < inf | logz: -9636.920 +/- 0.360 | dlogz: 9452.479 > 0.109
iter: 774 | bound: 16 | nc: 2 | ncall: 5349 | eff(%): 14.470 | loglstar: -inf < -9614.432 < inf | logz: -9627.432 +/- 0.360 | dlogz: 9320.093 > 0.109
iter: 775 | bound: 16 | nc: 2 | ncall: 5351 | eff(%): 14.483 | loglstar: -inf < -9570.686 < inf | logz: -9583.696 +/- 0.360 | dlogz: 9310.596 > 0.109
iter: 776 | bound: 16 | nc: 2 | ncall: 5353 | eff(%): 14.497 | loglstar: -inf < -9508.437 < inf | logz: -9521.457 +/- 0.360 | dlogz: 9266.849 > 0.109
iter: 777 | bound: 16 | nc: 8 | ncall: 5361 | eff(%): 14.494 | loglstar: -inf < -9384.718 < inf | logz: -9397.747 +/- 0.360 | dlogz: 9204.600 > 0.109
iter: 778 | bound: 16 | nc: 2 | ncall: 5363 | eff(%): 14.507 | loglstar: -inf < -9367.998 < inf | logz: -9381.038 +/- 0.360 | dlogz: 9080.881 > 0.109
iter: 779 | bound: 16 | nc: 2 | ncall: 5365 | eff(%): 14.520 | loglstar: -inf < -9139.502 < inf | logz: -9152.552 +/- 0.360 | dlogz: 9064.161 > 0.109
iter: 780 | bound: 16 | nc: 4 | ncall: 5369 | eff(%): 14.528 | loglstar: -inf < -9139.424 < inf | logz: -9151.433 +/- 0.345 | dlogz: 8835.665 > 0.109
iter: 781 | bound: 16 | nc: 3 | ncall: 5372 | eff(%): 14.538 | loglstar: -inf < -9021.561 < inf | logz: -9034.630 +/- 0.361 | dlogz: 8834.537 > 0.109
iter: 782 | bound: 16 | nc: 3 | ncall: 5375 | eff(%): 14.549 | loglstar: -inf < -8896.492 < inf | logz: -8909.572 +/- 0.361 | dlogz: 8717.724 > 0.109
iter: 783 | bound: 16 | nc: 4 | ncall: 5379 | eff(%): 14.557 | loglstar: -inf < -8700.453 < inf | logz: -8713.542 +/- 0.361 | dlogz: 8592.656 > 0.109
iter: 784 | bound: 16 | nc: 1 | ncall: 5380 | eff(%): 14.572 | loglstar: -inf < -8646.159 < inf | logz: -8659.258 +/- 0.361 | dlogz: 8396.616 > 0.109
iter: 785 | bound: 16 | nc: 1 | ncall: 5381 | eff(%): 14.588 | loglstar: -inf < -8389.683 < inf | logz: -8402.792 +/- 0.361 | dlogz: 8342.322 > 0.109
iter: 786 | bound: 16 | nc: 9 | ncall: 5390 | eff(%): 14.583 | loglstar: -inf < -8322.077 < inf | logz: -8335.196 +/- 0.361 | dlogz: 8085.846 > 0.109
iter: 787 | bound: 16 | nc: 2 | ncall: 5392 | eff(%): 14.596 | loglstar: -inf < -8236.657 < inf | logz: -8249.786 +/- 0.361 | dlogz: 8018.241 > 0.109
iter: 788 | bound: 16 | nc: 6 | ncall: 5398 | eff(%): 14.598 | loglstar: -inf < -8146.513 < inf | logz: -8159.652 +/- 0.362 | dlogz: 7932.820 > 0.109
iter: 789 | bound: 16 | nc: 4 | ncall: 5402 | eff(%): 14.606 | loglstar: -inf < -8000.308 < inf | logz: -8013.458 +/- 0.362 | dlogz: 7842.676 > 0.109
iter: 790 | bound: 16 | nc: 8 | ncall: 5410 | eff(%): 14.603 | loglstar: -inf < -7953.285 < inf | logz: -7966.444 +/- 0.362 | dlogz: 7696.472 > 0.109
iter: 791 | bound: 16 | nc: 1 | ncall: 5411 | eff(%): 14.618 | loglstar: -inf < -7866.274 < inf | logz: -7879.443 +/- 0.362 | dlogz: 7649.448 > 0.109
iter: 792 | bound: 16 | nc: 2 | ncall: 5413 | eff(%): 14.631 | loglstar: -inf < -7653.522 < inf | logz: -7666.701 +/- 0.362 | dlogz: 7562.437 > 0.109
iter: 793 | bound: 16 | nc: 2 | ncall: 5415 | eff(%): 14.645 | loglstar: -inf < -7606.333 < inf | logz: -7619.522 +/- 0.362 | dlogz: 7349.685 > 0.109
iter: 794 | bound: 16 | nc: 2 | ncall: 5417 | eff(%): 14.658 | loglstar: -inf < -7590.343 < inf | logz: -7603.542 +/- 0.362 | dlogz: 7302.496 > 0.109
iter: 795 | bound: 16 | nc: 1 | ncall: 5418 | eff(%): 14.673 | loglstar: -inf < -7575.630 < inf | logz: -7588.839 +/- 0.363 | dlogz: 7286.506 > 0.109
iter: 796 | bound: 16 | nc: 10 | ncall: 5428 | eff(%): 14.665 | loglstar: -inf < -7516.528 < inf | logz: -7529.746 +/- 0.363 | dlogz: 7271.794 > 0.109
iter: 797 | bound: 16 | nc: 1 | ncall: 5429 | eff(%): 14.680 | loglstar: -inf < -7405.171 < inf | logz: -7418.400 +/- 0.363 | dlogz: 7212.691 > 0.109
iter: 798 | bound: 16 | nc: 11 | ncall: 5440 | eff(%): 14.669 | loglstar: -inf < -7391.949 < inf | logz: -7405.187 +/- 0.363 | dlogz: 7101.335 > 0.109
iter: 799 | bound: 16 | nc: 4 | ncall: 5444 | eff(%): 14.677 | loglstar: -inf < -7380.982 < inf | logz: -7394.231 +/- 0.363 | dlogz: 7088.112 > 0.109
iter: 800 | bound: 17 | nc: 3 | ncall: 5447 | eff(%): 14.687 | loglstar: -inf < -7368.357 < inf | logz: -7381.615 +/- 0.363 | dlogz: 7077.145 > 0.109
iter: 801 | bound: 17 | nc: 4 | ncall: 5451 | eff(%): 14.695 | loglstar: -inf < -7348.759 < inf | logz: -7362.028 +/- 0.363 | dlogz: 7064.520 > 0.109
iter: 802 | bound: 17 | nc: 2 | ncall: 5453 | eff(%): 14.708 | loglstar: -inf < -7292.660 < inf | logz: -7305.938 +/- 0.363 | dlogz: 7044.923 > 0.109
iter: 803 | bound: 17 | nc: 5 | ncall: 5458 | eff(%): 14.712 | loglstar: -inf < -7283.466 < inf | logz: -7296.754 +/- 0.364 | dlogz: 6988.823 > 0.109
iter: 804 | bound: 17 | nc: 15 | ncall: 5473 | eff(%): 14.690 | loglstar: -inf < -7081.849 < inf | logz: -7095.148 +/- 0.364 | dlogz: 6979.629 > 0.109
iter: 805 | bound: 17 | nc: 5 | ncall: 5478 | eff(%): 14.695 | loglstar: -inf < -7070.472 < inf | logz: -7083.780 +/- 0.364 | dlogz: 6778.013 > 0.109
iter: 806 | bound: 17 | nc: 10 | ncall: 5488 | eff(%): 14.687 | loglstar: -inf < -7010.026 < inf | logz: -7023.344 +/- 0.364 | dlogz: 6766.635 > 0.109
iter: 807 | bound: 17 | nc: 2 | ncall: 5490 | eff(%): 14.699 | loglstar: -inf < -6872.226 < inf | logz: -6885.554 +/- 0.364 | dlogz: 6706.189 > 0.109
iter: 808 | bound: 17 | nc: 1 | ncall: 5491 | eff(%): 14.715 | loglstar: -inf < -6762.746 < inf | logz: -6776.084 +/- 0.364 | dlogz: 6568.389 > 0.109
iter: 809 | bound: 17 | nc: 5 | ncall: 5496 | eff(%): 14.720 | loglstar: -inf < -6745.293 < inf | logz: -6758.642 +/- 0.364 | dlogz: 6458.909 > 0.109
iter: 810 | bound: 17 | nc: 26 | ncall: 5522 | eff(%): 14.669 | loglstar: -inf < -6671.768 < inf | logz: -6685.126 +/- 0.365 | dlogz: 6441.457 > 0.109
iter: 811 | bound: 17 | nc: 4 | ncall: 5526 | eff(%): 14.676 | loglstar: -inf < -6633.263 < inf | logz: -6646.631 +/- 0.365 | dlogz: 6367.931 > 0.109
iter: 812 | bound: 17 | nc: 12 | ncall: 5538 | eff(%): 14.662 | loglstar: -inf < -6519.845 < inf | logz: -6533.223 +/- 0.365 | dlogz: 6329.426 > 0.109
iter: 813 | bound: 18 | nc: 15 | ncall: 5553 | eff(%): 14.641 | loglstar: -inf < -6500.042 < inf | logz: -6513.430 +/- 0.365 | dlogz: 6216.008 > 0.109
iter: 814 | bound: 18 | nc: 12 | ncall: 5565 | eff(%): 14.627 | loglstar: -inf < -6497.784 < inf | logz: -6510.991 +/- 0.357 | dlogz: 6196.205 > 0.109
iter: 815 | bound: 18 | nc: 1 | ncall: 5566 | eff(%): 14.642 | loglstar: -inf < -6350.309 < inf | logz: -6363.717 +/- 0.365 | dlogz: 6193.756 > 0.109
iter: 816 | bound: 18 | nc: 2 | ncall: 5568 | eff(%): 14.655 | loglstar: -inf < -6213.712 < inf | logz: -6227.130 +/- 0.365 | dlogz: 6046.472 > 0.109
iter: 817 | bound: 18 | nc: 6 | ncall: 5574 | eff(%): 14.657 | loglstar: -inf < -6184.424 < inf | logz: -6197.852 +/- 0.366 | dlogz: 5909.875 > 0.109
iter: 818 | bound: 18 | nc: 2 | ncall: 5576 | eff(%): 14.670 | loglstar: -inf < -6150.025 < inf | logz: -6163.463 +/- 0.366 | dlogz: 5880.587 > 0.109
iter: 819 | bound: 18 | nc: 6 | ncall: 5582 | eff(%): 14.672 | loglstar: -inf < -6125.488 < inf | logz: -6138.935 +/- 0.366 | dlogz: 5846.189 > 0.109
iter: 820 | bound: 18 | nc: 1 | ncall: 5583 | eff(%): 14.687 | loglstar: -inf < -6121.139 < inf | logz: -6134.571 +/- 0.364 | dlogz: 5821.651 > 0.109
iter: 821 | bound: 18 | nc: 6 | ncall: 5589 | eff(%): 14.690 | loglstar: -inf < -6114.237 < inf | logz: -6127.703 +/- 0.366 | dlogz: 5817.277 > 0.109
iter: 822 | bound: 18 | nc: 1 | ncall: 5590 | eff(%): 14.705 | loglstar: -inf < -6013.157 < inf | logz: -6026.634 +/- 0.366 | dlogz: 5810.399 > 0.109
iter: 823 | bound: 18 | nc: 4 | ncall: 5594 | eff(%): 14.712 | loglstar: -inf < -6002.484 < inf | logz: -6015.972 +/- 0.366 | dlogz: 5709.320 > 0.109
iter: 824 | bound: 18 | nc: 3 | ncall: 5597 | eff(%): 14.722 | loglstar: -inf < -5897.040 < inf | logz: -5910.538 +/- 0.366 | dlogz: 5698.648 > 0.109
iter: 825 | bound: 18 | nc: 2 | ncall: 5599 | eff(%): 14.735 | loglstar: -inf < -5864.503 < inf | logz: -5878.011 +/- 0.367 | dlogz: 5593.203 > 0.109
iter: 826 | bound: 18 | nc: 5 | ncall: 5604 | eff(%): 14.739 | loglstar: -inf < -5835.985 < inf | logz: -5849.502 +/- 0.367 | dlogz: 5560.667 > 0.109
iter: 827 | bound: 18 | nc: 13 | ncall: 5617 | eff(%): 14.723 | loglstar: -inf < -5816.056 < inf | logz: -5829.583 +/- 0.367 | dlogz: 5532.148 > 0.109
iter: 828 | bound: 18 | nc: 3 | ncall: 5620 | eff(%): 14.733 | loglstar: -inf < -5790.668 < inf | logz: -5804.205 +/- 0.367 | dlogz: 5512.219 > 0.109
iter: 829 | bound: 18 | nc: 1 | ncall: 5621 | eff(%): 14.748 | loglstar: -inf < -5751.478 < inf | logz: -5765.025 +/- 0.367 | dlogz: 5486.832 > 0.109
iter: 830 | bound: 18 | nc: 2 | ncall: 5623 | eff(%): 14.761 | loglstar: -inf < -5683.713 < inf | logz: -5697.271 +/- 0.367 | dlogz: 5447.641 > 0.109
iter: 831 | bound: 18 | nc: 4 | ncall: 5627 | eff(%): 14.768 | loglstar: -inf < -5610.014 < inf | logz: -5623.581 +/- 0.367 | dlogz: 5379.877 > 0.109
iter: 832 | bound: 18 | nc: 4 | ncall: 5631 | eff(%): 14.775 | loglstar: -inf < -5607.191 < inf | logz: -5620.655 +/- 0.362 | dlogz: 5306.177 > 0.109
iter: 833 | bound: 18 | nc: 1 | ncall: 5632 | eff(%): 14.790 | loglstar: -inf < -5530.562 < inf | logz: -5544.149 +/- 0.368 | dlogz: 5303.241 > 0.109
iter: 834 | bound: 18 | nc: 5 | ncall: 5637 | eff(%): 14.795 | loglstar: -inf < -5463.371 < inf | logz: -5476.968 +/- 0.368 | dlogz: 5226.725 > 0.109
iter: 835 | bound: 18 | nc: 3 | ncall: 5640 | eff(%): 14.805 | loglstar: -inf < -5396.540 < inf | logz: -5410.147 +/- 0.368 | dlogz: 5159.534 > 0.109
iter: 836 | bound: 18 | nc: 5 | ncall: 5645 | eff(%): 14.810 | loglstar: -inf < -5344.281 < inf | logz: -5357.897 +/- 0.368 | dlogz: 5092.704 > 0.109
iter: 837 | bound: 18 | nc: 7 | ncall: 5652 | eff(%): 14.809 | loglstar: -inf < -5263.392 < inf | logz: -5277.018 +/- 0.368 | dlogz: 5040.444 > 0.109
iter: 838 | bound: 19 | nc: 3 | ncall: 5655 | eff(%): 14.819 | loglstar: -inf < -5170.439 < inf | logz: -5184.075 +/- 0.368 | dlogz: 4959.555 > 0.109
iter: 839 | bound: 19 | nc: 3 | ncall: 5658 | eff(%): 14.829 | loglstar: -inf < -5102.445 < inf | logz: -5116.092 +/- 0.368 | dlogz: 4866.602 > 0.109
iter: 840 | bound: 19 | nc: 4 | ncall: 5662 | eff(%): 14.836 | loglstar: -inf < -5069.617 < inf | logz: -5083.273 +/- 0.369 | dlogz: 4798.608 > 0.109
iter: 841 | bound: 19 | nc: 2 | ncall: 5664 | eff(%): 14.848 | loglstar: -inf < -4972.113 < inf | logz: -4985.779 +/- 0.369 | dlogz: 4765.780 > 0.109
iter: 842 | bound: 19 | nc: 4 | ncall: 5668 | eff(%): 14.855 | loglstar: -inf < -4960.536 < inf | logz: -4974.213 +/- 0.369 | dlogz: 4668.276 > 0.109
iter: 843 | bound: 19 | nc: 3 | ncall: 5671 | eff(%): 14.865 | loglstar: -inf < -4822.212 < inf | logz: -4835.899 +/- 0.369 | dlogz: 4656.699 > 0.109
iter: 844 | bound: 19 | nc: 6 | ncall: 5677 | eff(%): 14.867 | loglstar: -inf < -4746.739 < inf | logz: -4760.435 +/- 0.369 | dlogz: 4518.376 > 0.109
iter: 845 | bound: 19 | nc: 3 | ncall: 5680 | eff(%): 14.877 | loglstar: -inf < -4715.619 < inf | logz: -4729.325 +/- 0.369 | dlogz: 4442.902 > 0.109
iter: 846 | bound: 19 | nc: 2 | ncall: 5682 | eff(%): 14.889 | loglstar: -inf < -4698.524 < inf | logz: -4712.241 +/- 0.369 | dlogz: 4411.782 > 0.109
iter: 847 | bound: 19 | nc: 4 | ncall: 5686 | eff(%): 14.896 | loglstar: -inf < -4661.460 < inf | logz: -4675.187 +/- 0.370 | dlogz: 4394.688 > 0.109
iter: 848 | bound: 19 | nc: 4 | ncall: 5690 | eff(%): 14.903 | loglstar: -inf < -4578.214 < inf | logz: -4591.950 +/- 0.370 | dlogz: 4357.624 > 0.109
iter: 849 | bound: 19 | nc: 2 | ncall: 5692 | eff(%): 14.916 | loglstar: -inf < -4534.168 < inf | logz: -4547.914 +/- 0.370 | dlogz: 4274.377 > 0.109
iter: 850 | bound: 19 | nc: 5 | ncall: 5697 | eff(%): 14.920 | loglstar: -inf < -4520.473 < inf | logz: -4534.229 +/- 0.370 | dlogz: 4230.331 > 0.109
iter: 851 | bound: 19 | nc: 19 | ncall: 5716 | eff(%): 14.888 | loglstar: -inf < -4520.381 < inf | logz: -4533.106 +/- 0.355 | dlogz: 4216.636 > 0.109
iter: 852 | bound: 19 | nc: 18 | ncall: 5734 | eff(%): 14.859 | loglstar: -inf < -4443.993 < inf | logz: -4457.769 +/- 0.370 | dlogz: 4215.503 > 0.109
iter: 853 | bound: 20 | nc: 35 | ncall: 5769 | eff(%): 14.786 | loglstar: -inf < -4353.798 < inf | logz: -4367.584 +/- 0.370 | dlogz: 4140.157 > 0.109
iter: 854 | bound: 20 | nc: 2 | ncall: 5771 | eff(%): 14.798 | loglstar: -inf < -4352.924 < inf | logz: -4366.111 +/- 0.357 | dlogz: 4049.961 > 0.109
iter: 855 | bound: 20 | nc: 4 | ncall: 5775 | eff(%): 14.805 | loglstar: -inf < -4336.514 < inf | logz: -4350.320 +/- 0.371 | dlogz: 4048.478 > 0.109
iter: 856 | bound: 20 | nc: 3 | ncall: 5778 | eff(%): 14.815 | loglstar: -inf < -4284.601 < inf | logz: -4298.417 +/- 0.371 | dlogz: 4032.677 > 0.109
iter: 857 | bound: 20 | nc: 1 | ncall: 5779 | eff(%): 14.830 | loglstar: -inf < -4257.759 < inf | logz: -4271.585 +/- 0.371 | dlogz: 3980.764 > 0.109
iter: 858 | bound: 20 | nc: 3 | ncall: 5782 | eff(%): 14.839 | loglstar: -inf < -4198.363 < inf | logz: -4212.199 +/- 0.371 | dlogz: 3953.923 > 0.109
iter: 859 | bound: 20 | nc: 1 | ncall: 5783 | eff(%): 14.854 | loglstar: -inf < -4195.537 < inf | logz: -4209.270 +/- 0.366 | dlogz: 3894.527 > 0.109
iter: 860 | bound: 20 | nc: 3 | ncall: 5786 | eff(%): 14.863 | loglstar: -inf < -4123.133 < inf | logz: -4136.989 +/- 0.371 | dlogz: 3891.588 > 0.109
iter: 861 | bound: 20 | nc: 1 | ncall: 5787 | eff(%): 14.878 | loglstar: -inf < -4091.342 < inf | logz: -4105.207 +/- 0.371 | dlogz: 3819.296 > 0.109
iter: 862 | bound: 20 | nc: 2 | ncall: 5789 | eff(%): 14.890 | loglstar: -inf < -4017.201 < inf | logz: -4031.077 +/- 0.372 | dlogz: 3787.505 > 0.109
iter: 863 | bound: 20 | nc: 5 | ncall: 5794 | eff(%): 14.895 | loglstar: -inf < -3959.990 < inf | logz: -3973.875 +/- 0.372 | dlogz: 3713.364 > 0.109
iter: 864 | bound: 20 | nc: 6 | ncall: 5800 | eff(%): 14.897 | loglstar: -inf < -3929.308 < inf | logz: -3943.203 +/- 0.372 | dlogz: 3656.153 > 0.109
iter: 865 | bound: 20 | nc: 2 | ncall: 5802 | eff(%): 14.909 | loglstar: -inf < -3919.761 < inf | logz: -3933.666 +/- 0.372 | dlogz: 3625.471 > 0.109
iter: 866 | bound: 20 | nc: 1 | ncall: 5803 | eff(%): 14.923 | loglstar: -inf < -3880.575 < inf | logz: -3894.491 +/- 0.372 | dlogz: 3615.924 > 0.109
iter: 867 | bound: 20 | nc: 3 | ncall: 5806 | eff(%): 14.933 | loglstar: -inf < -3879.077 < inf | logz: -3892.631 +/- 0.361 | dlogz: 3576.739 > 0.109
iter: 868 | bound: 20 | nc: 1 | ncall: 5807 | eff(%): 14.947 | loglstar: -inf < -3875.241 < inf | logz: -3889.125 +/- 0.369 | dlogz: 3574.869 > 0.109
iter: 869 | bound: 20 | nc: 7 | ncall: 5814 | eff(%): 14.947 | loglstar: -inf < -3854.314 < inf | logz: -3868.260 +/- 0.373 | dlogz: 3571.353 > 0.109
iter: 870 | bound: 20 | nc: 2 | ncall: 5816 | eff(%): 14.959 | loglstar: -inf < -3758.192 < inf | logz: -3772.147 +/- 0.373 | dlogz: 3550.478 > 0.109
iter: 871 | bound: 20 | nc: 11 | ncall: 5827 | eff(%): 14.948 | loglstar: -inf < -3725.933 < inf | logz: -3739.898 +/- 0.373 | dlogz: 3454.355 > 0.109
iter: 872 | bound: 20 | nc: 1 | ncall: 5828 | eff(%): 14.962 | loglstar: -inf < -3624.776 < inf | logz: -3638.751 +/- 0.373 | dlogz: 3422.096 > 0.109
iter: 873 | bound: 20 | nc: 1 | ncall: 5829 | eff(%): 14.977 | loglstar: -inf < -3577.339 < inf | logz: -3591.324 +/- 0.373 | dlogz: 3320.939 > 0.109
iter: 874 | bound: 20 | nc: 3 | ncall: 5832 | eff(%): 14.986 | loglstar: -inf < -3526.068 < inf | logz: -3540.062 +/- 0.373 | dlogz: 3273.503 > 0.109
iter: 875 | bound: 20 | nc: 3 | ncall: 5835 | eff(%): 14.996 | loglstar: -inf < -3524.993 < inf | logz: -3538.476 +/- 0.360 | dlogz: 3222.231 > 0.109
iter: 876 | bound: 20 | nc: 2 | ncall: 5837 | eff(%): 15.008 | loglstar: -inf < -3491.379 < inf | logz: -3505.394 +/- 0.373 | dlogz: 3220.634 > 0.109
iter: 877 | bound: 20 | nc: 5 | ncall: 5842 | eff(%): 15.012 | loglstar: -inf < -3445.040 < inf | logz: -3459.064 +/- 0.374 | dlogz: 3187.542 > 0.109
iter: 878 | bound: 20 | nc: 3 | ncall: 5845 | eff(%): 15.021 | loglstar: -inf < -3384.737 < inf | logz: -3398.772 +/- 0.374 | dlogz: 3141.203 > 0.109
iter: 879 | bound: 20 | nc: 2 | ncall: 5847 | eff(%): 15.033 | loglstar: -inf < -3352.396 < inf | logz: -3366.440 +/- 0.374 | dlogz: 3080.900 > 0.109
iter: 880 | bound: 20 | nc: 6 | ncall: 5853 | eff(%): 15.035 | loglstar: -inf < -3260.957 < inf | logz: -3275.011 +/- 0.374 | dlogz: 3048.559 > 0.109
iter: 881 | bound: 20 | nc: 1 | ncall: 5854 | eff(%): 15.050 | loglstar: -inf < -3188.248 < inf | logz: -3202.313 +/- 0.374 | dlogz: 2957.120 > 0.109
iter: 882 | bound: 20 | nc: 3 | ncall: 5857 | eff(%): 15.059 | loglstar: -inf < -3139.476 < inf | logz: -3153.551 +/- 0.374 | dlogz: 2884.412 > 0.109
iter: 883 | bound: 20 | nc: 2 | ncall: 5859 | eff(%): 15.071 | loglstar: -inf < -3114.287 < inf | logz: -3128.371 +/- 0.374 | dlogz: 2835.639 > 0.109
iter: 884 | bound: 20 | nc: 1 | ncall: 5860 | eff(%): 15.085 | loglstar: -inf < -3107.903 < inf | logz: -3121.994 +/- 0.374 | dlogz: 2810.450 > 0.109
iter: 885 | bound: 20 | nc: 5 | ncall: 5865 | eff(%): 15.090 | loglstar: -inf < -3089.101 < inf | logz: -3103.206 +/- 0.375 | dlogz: 2804.063 > 0.109
iter: 886 | bound: 20 | nc: 3 | ncall: 5868 | eff(%): 15.099 | loglstar: -inf < -3059.938 < inf | logz: -3074.053 +/- 0.375 | dlogz: 2785.265 > 0.109
iter: 887 | bound: 21 | nc: 3 | ncall: 5871 | eff(%): 15.108 | loglstar: -inf < -3056.782 < inf | logz: -3070.825 +/- 0.370 | dlogz: 2756.102 > 0.109
iter: 888 | bound: 21 | nc: 3 | ncall: 5874 | eff(%): 15.117 | loglstar: -inf < -2966.818 < inf | logz: -2980.952 +/- 0.375 | dlogz: 2752.864 > 0.109
iter: 889 | bound: 21 | nc: 2 | ncall: 5876 | eff(%): 15.129 | loglstar: -inf < -2962.483 < inf | logz: -2976.601 +/- 0.373 | dlogz: 2662.981 > 0.109
iter: 890 | bound: 21 | nc: 8 | ncall: 5884 | eff(%): 15.126 | loglstar: -inf < -2953.252 < inf | logz: -2967.406 +/- 0.375 | dlogz: 2658.620 > 0.109
iter: 891 | bound: 21 | nc: 8 | ncall: 5892 | eff(%): 15.122 | loglstar: -inf < -2914.426 < inf | logz: -2928.590 +/- 0.375 | dlogz: 2649.415 > 0.109
iter: 892 | bound: 21 | nc: 5 | ncall: 5897 | eff(%): 15.126 | loglstar: -inf < -2907.387 < inf | logz: -2921.559 +/- 0.375 | dlogz: 2610.589 > 0.109
iter: 893 | bound: 21 | nc: 11 | ncall: 5908 | eff(%): 15.115 | loglstar: -inf < -2899.430 < inf | logz: -2913.613 +/- 0.376 | dlogz: 2603.549 > 0.109
iter: 894 | bound: 21 | nc: 5 | ncall: 5913 | eff(%): 15.119 | loglstar: -inf < -2891.334 < inf | logz: -2905.528 +/- 0.376 | dlogz: 2595.593 > 0.109
iter: 895 | bound: 21 | nc: 14 | ncall: 5927 | eff(%): 15.100 | loglstar: -inf < -2824.874 < inf | logz: -2839.078 +/- 0.376 | dlogz: 2587.497 > 0.109
iter: 896 | bound: 21 | nc: 2 | ncall: 5929 | eff(%): 15.112 | loglstar: -inf < -2768.366 < inf | logz: -2782.579 +/- 0.376 | dlogz: 2521.038 > 0.109
iter: 897 | bound: 21 | nc: 1 | ncall: 5930 | eff(%): 15.126 | loglstar: -inf < -2712.347 < inf | logz: -2726.571 +/- 0.376 | dlogz: 2464.529 > 0.109
iter: 898 | bound: 21 | nc: 2 | ncall: 5932 | eff(%): 15.138 | loglstar: -inf < -2708.011 < inf | logz: -2722.219 +/- 0.375 | dlogz: 2408.510 > 0.109
iter: 899 | bound: 21 | nc: 8 | ncall: 5940 | eff(%): 15.135 | loglstar: -inf < -2680.754 < inf | logz: -2694.997 +/- 0.376 | dlogz: 2404.148 > 0.109
iter: 900 | bound: 21 | nc: 2 | ncall: 5942 | eff(%): 15.146 | loglstar: -inf < -2677.974 < inf | logz: -2692.110 +/- 0.371 | dlogz: 2376.917 > 0.109
iter: 901 | bound: 21 | nc: 6 | ncall: 5948 | eff(%): 15.148 | loglstar: -inf < -2643.130 < inf | logz: -2657.393 +/- 0.377 | dlogz: 2374.020 > 0.109
iter: 902 | bound: 21 | nc: 9 | ncall: 5957 | eff(%): 15.142 | loglstar: -inf < -2630.765 < inf | logz: -2645.039 +/- 0.377 | dlogz: 2417.490 > 0.109
iter: 903 | bound: 21 | nc: 3 | ncall: 5960 | eff(%): 15.151 | loglstar: -inf < -2615.358 < inf | logz: -2629.642 +/- 0.377 | dlogz: 2405.125 > 0.109
iter: 904 | bound: 21 | nc: 5 | ncall: 5965 | eff(%): 15.155 | loglstar: -inf < -2590.903 < inf | logz: -2605.196 +/- 0.377 | dlogz: 2389.718 > 0.109
iter: 905 | bound: 21 | nc: 1 | ncall: 5966 | eff(%): 15.169 | loglstar: -inf < -2578.102 < inf | logz: -2592.405 +/- 0.377 | dlogz: 2365.263 > 0.109
iter: 906 | bound: 21 | nc: 3 | ncall: 5969 | eff(%): 15.178 | loglstar: -inf < -2573.670 < inf | logz: -2587.960 +/- 0.376 | dlogz: 2352.462 > 0.109
iter: 907 | bound: 22 | nc: 4 | ncall: 5973 | eff(%): 15.185 | loglstar: -inf < -2547.979 < inf | logz: -2562.302 +/- 0.378 | dlogz: 2348.006 > 0.109
iter: 908 | bound: 22 | nc: 2 | ncall: 5975 | eff(%): 15.197 | loglstar: -inf < -2547.028 < inf | logz: -2560.787 +/- 0.364 | dlogz: 2322.339 > 0.109
iter: 909 | bound: 22 | nc: 2 | ncall: 5977 | eff(%): 15.208 | loglstar: -inf < -2534.398 < inf | logz: -2548.742 +/- 0.378 | dlogz: 2320.813 > 0.109
iter: 910 | bound: 22 | nc: 4 | ncall: 5981 | eff(%): 15.215 | loglstar: -inf < -2482.976 < inf | logz: -2497.329 +/- 0.378 | dlogz: 2308.758 > 0.109
iter: 911 | bound: 22 | nc: 1 | ncall: 5982 | eff(%): 15.229 | loglstar: -inf < -2479.242 < inf | logz: -2493.558 +/- 0.375 | dlogz: 2257.336 > 0.109
iter: 912 | bound: 22 | nc: 1 | ncall: 5983 | eff(%): 15.243 | loglstar: -inf < -2433.977 < inf | logz: -2448.350 +/- 0.378 | dlogz: 2253.555 > 0.109
iter: 913 | bound: 22 | nc: 3 | ncall: 5986 | eff(%): 15.252 | loglstar: -inf < -2406.284 < inf | logz: -2420.667 +/- 0.378 | dlogz: 2208.337 > 0.109
iter: 914 | bound: 22 | nc: 1 | ncall: 5987 | eff(%): 15.266 | loglstar: -inf < -2393.936 < inf | logz: -2408.329 +/- 0.378 | dlogz: 2180.644 > 0.109
iter: 915 | bound: 22 | nc: 4 | ncall: 5991 | eff(%): 15.273 | loglstar: -inf < -2371.413 < inf | logz: -2385.816 +/- 0.379 | dlogz: 2168.296 > 0.109
iter: 916 | bound: 22 | nc: 1 | ncall: 5992 | eff(%): 15.287 | loglstar: -inf < -2353.370 < inf | logz: -2367.783 +/- 0.379 | dlogz: 2145.773 > 0.109
iter: 917 | bound: 22 | nc: 1 | ncall: 5993 | eff(%): 15.301 | loglstar: -inf < -2317.365 < inf | logz: -2331.788 +/- 0.379 | dlogz: 2127.730 > 0.109
iter: 918 | bound: 22 | nc: 1 | ncall: 5994 | eff(%): 15.315 | loglstar: -inf < -2285.322 < inf | logz: -2299.755 +/- 0.379 | dlogz: 2091.725 > 0.109
iter: 919 | bound: 22 | nc: 1 | ncall: 5995 | eff(%): 15.329 | loglstar: -inf < -2279.820 < inf | logz: -2294.254 +/- 0.378 | dlogz: 2059.682 > 0.109
iter: 920 | bound: 22 | nc: 2 | ncall: 5997 | eff(%): 15.341 | loglstar: -inf < -2253.175 < inf | logz: -2267.627 +/- 0.379 | dlogz: 2054.171 > 0.109
iter: 921 | bound: 22 | nc: 1 | ncall: 5998 | eff(%): 15.355 | loglstar: -inf < -2245.577 < inf | logz: -2260.038 +/- 0.379 | dlogz: 2027.535 > 0.109
iter: 922 | bound: 22 | nc: 1 | ncall: 5999 | eff(%): 15.369 | loglstar: -inf < -2218.052 < inf | logz: -2232.525 +/- 0.379 | dlogz: 2019.936 > 0.109
iter: 923 | bound: 22 | nc: 1 | ncall: 6000 | eff(%): 15.383 | loglstar: -inf < -2172.554 < inf | logz: -2187.036 +/- 0.380 | dlogz: 1992.412 > 0.109
iter: 924 | bound: 22 | nc: 6 | ncall: 6006 | eff(%): 15.385 | loglstar: -inf < -2168.175 < inf | logz: -2182.643 +/- 0.378 | dlogz: 1946.914 > 0.109
iter: 925 | bound: 22 | nc: 5 | ncall: 6011 | eff(%): 15.388 | loglstar: -inf < -2166.853 < inf | logz: -2180.922 +/- 0.368 | dlogz: 1942.510 > 0.109
iter: 926 | bound: 22 | nc: 1 | ncall: 6012 | eff(%): 15.403 | loglstar: -inf < -2135.694 < inf | logz: -2150.206 +/- 0.380 | dlogz: 1940.779 > 0.109
iter: 927 | bound: 22 | nc: 2 | ncall: 6014 | eff(%): 15.414 | loglstar: -inf < -2105.151 < inf | logz: -2119.674 +/- 0.380 | dlogz: 1910.054 > 0.109
iter: 928 | bound: 22 | nc: 5 | ncall: 6019 | eff(%): 15.418 | loglstar: -inf < -2094.656 < inf | logz: -2109.188 +/- 0.380 | dlogz: 1879.511 > 0.109
iter: 929 | bound: 22 | nc: 1 | ncall: 6020 | eff(%): 15.432 | loglstar: -inf < -2085.064 < inf | logz: -2099.606 +/- 0.380 | dlogz: 1869.015 > 0.109
iter: 930 | bound: 22 | nc: 3 | ncall: 6023 | eff(%): 15.441 | loglstar: -inf < -2030.396 < inf | logz: -2044.948 +/- 0.381 | dlogz: 1859.424 > 0.109
iter: 931 | bound: 22 | nc: 1 | ncall: 6024 | eff(%): 15.455 | loglstar: -inf < -2007.539 < inf | logz: -2022.101 +/- 0.381 | dlogz: 1804.756 > 0.109
iter: 932 | bound: 22 | nc: 4 | ncall: 6028 | eff(%): 15.461 | loglstar: -inf < -2002.455 < inf | logz: -2017.015 +/- 0.380 | dlogz: 1781.899 > 0.109
iter: 933 | bound: 22 | nc: 8 | ncall: 6036 | eff(%): 15.457 | loglstar: -inf < -1995.001 < inf | logz: -2009.582 +/- 0.381 | dlogz: 1776.803 > 0.109
iter: 934 | bound: 22 | nc: 3 | ncall: 6039 | eff(%): 15.466 | loglstar: -inf < -1969.442 < inf | logz: -1984.034 +/- 0.381 | dlogz: 1769.360 > 0.109
iter: 935 | bound: 22 | nc: 1 | ncall: 6040 | eff(%): 15.480 | loglstar: -inf < -1960.310 < inf | logz: -1974.912 +/- 0.381 | dlogz: 1743.802 > 0.109
iter: 936 | bound: 22 | nc: 2 | ncall: 6042 | eff(%): 15.492 | loglstar: -inf < -1930.282 < inf | logz: -1944.893 +/- 0.381 | dlogz: 1734.670 > 0.109
iter: 937 | bound: 22 | nc: 2 | ncall: 6044 | eff(%): 15.503 | loglstar: -inf < -1904.029 < inf | logz: -1918.651 +/- 0.381 | dlogz: 1704.641 > 0.109
iter: 938 | bound: 22 | nc: 2 | ncall: 6046 | eff(%): 15.514 | loglstar: -inf < -1871.444 < inf | logz: -1886.076 +/- 0.382 | dlogz: 1678.389 > 0.109
iter: 939 | bound: 22 | nc: 1 | ncall: 6047 | eff(%): 15.528 | loglstar: -inf < -1844.901 < inf | logz: -1859.543 +/- 0.382 | dlogz: 1645.804 > 0.109
iter: 940 | bound: 22 | nc: 3 | ncall: 6050 | eff(%): 15.537 | loglstar: -inf < -1843.426 < inf | logz: -1857.699 +/- 0.371 | dlogz: 1619.261 > 0.109
iter: 941 | bound: 22 | nc: 7 | ncall: 6057 | eff(%): 15.536 | loglstar: -inf < -1837.237 < inf | logz: -1851.893 +/- 0.381 | dlogz: 1617.408 > 0.109
iter: 942 | bound: 22 | nc: 1 | ncall: 6058 | eff(%): 15.550 | loglstar: -inf < -1823.220 < inf | logz: -1837.892 +/- 0.382 | dlogz: 1611.592 > 0.109
iter: 943 | bound: 22 | nc: 2 | ncall: 6060 | eff(%): 15.561 | loglstar: -inf < -1803.961 < inf | logz: -1818.642 +/- 0.382 | dlogz: 1597.580 > 0.109
iter: 944 | bound: 22 | nc: 4 | ncall: 6064 | eff(%): 15.567 | loglstar: -inf < -1771.447 < inf | logz: -1786.139 +/- 0.382 | dlogz: 1578.321 > 0.109
iter: 945 | bound: 22 | nc: 2 | ncall: 6066 | eff(%): 15.579 | loglstar: -inf < -1760.465 < inf | logz: -1775.166 +/- 0.382 | dlogz: 1545.807 > 0.109
iter: 946 | bound: 22 | nc: 2 | ncall: 6068 | eff(%): 15.590 | loglstar: -inf < -1695.131 < inf | logz: -1709.842 +/- 0.383 | dlogz: 1534.825 > 0.109
iter: 947 | bound: 22 | nc: 2 | ncall: 6070 | eff(%): 15.601 | loglstar: -inf < -1688.094 < inf | logz: -1702.814 +/- 0.383 | dlogz: 1469.491 > 0.109
iter: 948 | bound: 22 | nc: 1 | ncall: 6071 | eff(%): 15.615 | loglstar: -inf < -1648.999 < inf | logz: -1663.731 +/- 0.383 | dlogz: 1462.453 > 0.109
iter: 949 | bound: 22 | nc: 1 | ncall: 6072 | eff(%): 15.629 | loglstar: -inf < -1631.399 < inf | logz: -1646.140 +/- 0.383 | dlogz: 1423.359 > 0.109
iter: 950 | bound: 23 | nc: 2 | ncall: 6074 | eff(%): 15.640 | loglstar: -inf < -1630.971 < inf | logz: -1644.885 +/- 0.369 | dlogz: 1405.759 > 0.109
iter: 951 | bound: 23 | nc: 19 | ncall: 6093 | eff(%): 15.608 | loglstar: -inf < -1603.802 < inf | logz: -1618.563 +/- 0.383 | dlogz: 1404.494 > 0.109
iter: 952 | bound: 23 | nc: 17 | ncall: 6110 | eff(%): 15.581 | loglstar: -inf < -1594.516 < inf | logz: -1609.286 +/- 0.383 | dlogz: 1414.868 > 0.109
iter: 953 | bound: 23 | nc: 23 | ncall: 6133 | eff(%): 15.539 | loglstar: -inf < -1568.622 < inf | logz: -1583.403 +/- 0.384 | dlogz: 1405.581 > 0.109
iter: 954 | bound: 23 | nc: 4 | ncall: 6137 | eff(%): 15.545 | loglstar: -inf < -1558.342 < inf | logz: -1573.133 +/- 0.384 | dlogz: 1379.687 > 0.109
iter: 955 | bound: 23 | nc: 2 | ncall: 6139 | eff(%): 15.556 | loglstar: -inf < -1541.578 < inf | logz: -1556.379 +/- 0.384 | dlogz: 1369.407 > 0.109
iter: 956 | bound: 23 | nc: 5 | ncall: 6144 | eff(%): 15.560 | loglstar: -inf < -1538.225 < inf | logz: -1552.968 +/- 0.380 | dlogz: 1352.644 > 0.109
iter: 957 | bound: 23 | nc: 7 | ncall: 6151 | eff(%): 15.558 | loglstar: -inf < -1502.651 < inf | logz: -1517.471 +/- 0.384 | dlogz: 1349.223 > 0.109
iter: 958 | bound: 23 | nc: 7 | ncall: 6158 | eff(%): 15.557 | loglstar: -inf < -1498.356 < inf | logz: -1513.160 +/- 0.382 | dlogz: 1313.716 > 0.109
iter: 959 | bound: 24 | nc: 38 | ncall: 6196 | eff(%): 15.478 | loglstar: -inf < -1462.014 < inf | logz: -1476.855 +/- 0.384 | dlogz: 1309.395 > 0.109
iter: 960 | bound: 24 | nc: 2 | ncall: 6198 | eff(%): 15.489 | loglstar: -inf < -1445.119 < inf | logz: -1459.970 +/- 0.384 | dlogz: 1273.080 > 0.109
iter: 961 | bound: 24 | nc: 10 | ncall: 6208 | eff(%): 15.480 | loglstar: -inf < -1399.810 < inf | logz: -1414.670 +/- 0.385 | dlogz: 1256.185 > 0.109
iter: 962 | bound: 24 | nc: 2 | ncall: 6210 | eff(%): 15.491 | loglstar: -inf < -1387.536 < inf | logz: -1402.406 +/- 0.385 | dlogz: 1210.875 > 0.109
iter: 963 | bound: 24 | nc: 1 | ncall: 6211 | eff(%): 15.505 | loglstar: -inf < -1375.825 < inf | logz: -1390.705 +/- 0.385 | dlogz: 1198.601 > 0.109
iter: 964 | bound: 24 | nc: 3 | ncall: 6214 | eff(%): 15.513 | loglstar: -inf < -1367.874 < inf | logz: -1382.764 +/- 0.385 | dlogz: 1186.890 > 0.109
iter: 965 | bound: 24 | nc: 4 | ncall: 6218 | eff(%): 15.519 | loglstar: -inf < -1363.173 < inf | logz: -1378.055 +/- 0.384 | dlogz: 1178.939 > 0.109
iter: 966 | bound: 24 | nc: 4 | ncall: 6222 | eff(%): 15.526 | loglstar: -inf < -1351.115 < inf | logz: -1366.025 +/- 0.385 | dlogz: 1174.220 > 0.109
iter: 967 | bound: 24 | nc: 2 | ncall: 6224 | eff(%): 15.537 | loglstar: -inf < -1335.822 < inf | logz: -1350.743 +/- 0.385 | dlogz: 1162.180 > 0.109
iter: 968 | bound: 24 | nc: 2 | ncall: 6226 | eff(%): 15.548 | loglstar: -inf < -1328.555 < inf | logz: -1343.484 +/- 0.385 | dlogz: 1146.888 > 0.109
iter: 969 | bound: 24 | nc: 5 | ncall: 6231 | eff(%): 15.551 | loglstar: -inf < -1318.321 < inf | logz: -1333.261 +/- 0.386 | dlogz: 1139.619 > 0.109
iter: 970 | bound: 24 | nc: 3 | ncall: 6234 | eff(%): 15.560 | loglstar: -inf < -1317.876 < inf | logz: -1331.999 +/- 0.372 | dlogz: 1129.387 > 0.109
iter: 971 | bound: 24 | nc: 2 | ncall: 6236 | eff(%): 15.571 | loglstar: -inf < -1297.461 < inf | logz: -1312.421 +/- 0.386 | dlogz: 1128.114 > 0.109
iter: 972 | bound: 24 | nc: 1 | ncall: 6237 | eff(%): 15.584 | loglstar: -inf < -1289.981 < inf | logz: -1304.950 +/- 0.386 | dlogz: 1108.526 > 0.109
iter: 973 | bound: 24 | nc: 3 | ncall: 6240 | eff(%): 15.593 | loglstar: -inf < -1279.199 < inf | logz: -1294.179 +/- 0.386 | dlogz: 1101.046 > 0.109
iter: 974 | bound: 24 | nc: 8 | ncall: 6248 | eff(%): 15.589 | loglstar: -inf < -1270.498 < inf | logz: -1285.487 +/- 0.386 | dlogz: 1090.265 > 0.109
iter: 975 | bound: 24 | nc: 9 | ncall: 6257 | eff(%): 15.583 | loglstar: -inf < -1259.237 < inf | logz: -1274.236 +/- 0.386 | dlogz: 1081.563 > 0.109
iter: 976 | bound: 24 | nc: 3 | ncall: 6260 | eff(%): 15.591 | loglstar: -inf < -1255.684 < inf | logz: -1270.638 +/- 0.383 | dlogz: 1070.302 > 0.109
iter: 977 | bound: 24 | nc: 7 | ncall: 6267 | eff(%): 15.590 | loglstar: -inf < -1240.893 < inf | logz: -1255.913 +/- 0.387 | dlogz: 1066.694 > 0.109
iter: 978 | bound: 24 | nc: 4 | ncall: 6271 | eff(%): 15.596 | loglstar: -inf < -1222.134 < inf | logz: -1237.164 +/- 0.387 | dlogz: 1051.959 > 0.109
iter: 979 | bound: 24 | nc: 3 | ncall: 6274 | eff(%): 15.604 | loglstar: -inf < -1208.333 < inf | logz: -1223.373 +/- 0.387 | dlogz: 1033.199 > 0.109
iter: 980 | bound: 24 | nc: 2 | ncall: 6276 | eff(%): 15.615 | loglstar: -inf < -1182.201 < inf | logz: -1197.251 +/- 0.387 | dlogz: 1019.399 > 0.109
iter: 981 | bound: 24 | nc: 6 | ncall: 6282 | eff(%): 15.616 | loglstar: -inf < -1181.405 < inf | logz: -1195.819 +/- 0.374 | dlogz: 993.267 > 0.109
iter: 982 | bound: 24 | nc: 1 | ncall: 6283 | eff(%): 15.629 | loglstar: -inf < -1170.695 < inf | logz: -1185.764 +/- 0.387 | dlogz: 991.825 > 0.109
iter: 983 | bound: 24 | nc: 4 | ncall: 6287 | eff(%): 15.635 | loglstar: -inf < -1128.133 < inf | logz: -1143.212 +/- 0.387 | dlogz: 981.760 > 0.109
iter: 984 | bound: 25 | nc: 16 | ncall: 6303 | eff(%): 15.612 | loglstar: -inf < -1107.926 < inf | logz: -1123.016 +/- 0.387 | dlogz: 939.198 > 0.109
iter: 985 | bound: 25 | nc: 2 | ncall: 6305 | eff(%): 15.623 | loglstar: -inf < -1097.789 < inf | logz: -1112.889 +/- 0.388 | dlogz: 918.992 > 0.109
iter: 986 | bound: 25 | nc: 8 | ncall: 6313 | eff(%): 15.619 | loglstar: -inf < -1095.748 < inf | logz: -1110.625 +/- 0.379 | dlogz: 908.855 > 0.109
iter: 987 | bound: 25 | nc: 7 | ncall: 6320 | eff(%): 15.617 | loglstar: -inf < -1092.646 < inf | logz: -1107.668 +/- 0.383 | dlogz: 906.582 > 0.109
iter: 988 | bound: 25 | nc: 9 | ncall: 6329 | eff(%): 15.611 | loglstar: -inf < -1090.897 < inf | logz: -1105.713 +/- 0.377 | dlogz: 903.614 > 0.109
iter: 989 | bound: 25 | nc: 31 | ncall: 6360 | eff(%): 15.550 | loglstar: -inf < -1059.898 < inf | logz: -1075.037 +/- 0.388 | dlogz: 901.649 > 0.109
iter: 990 | bound: 25 | nc: 13 | ncall: 6373 | eff(%): 15.534 | loglstar: -inf < -1059.363 < inf | logz: -1073.734 +/- 0.374 | dlogz: 870.964 > 0.109
iter: 991 | bound: 26 | nc: 42 | ncall: 6415 | eff(%): 15.448 | loglstar: -inf < -1052.126 < inf | logz: -1067.283 +/- 0.388 | dlogz: 869.651 > 0.109
iter: 992 | bound: 26 | nc: 51 | ncall: 6466 | eff(%): 15.342 | loglstar: -inf < -1046.992 < inf | logz: -1062.149 +/- 0.388 | dlogz: 863.189 > 0.109
iter: 993 | bound: 26 | nc: 25 | ncall: 6491 | eff(%): 15.298 | loglstar: -inf < -1023.717 < inf | logz: -1038.896 +/- 0.389 | dlogz: 858.046 > 0.109
iter: 994 | bound: 26 | nc: 11 | ncall: 6502 | eff(%): 15.288 | loglstar: -inf < -1022.009 < inf | logz: -1036.888 +/- 0.379 | dlogz: 834.783 > 0.109
iter: 995 | bound: 27 | nc: 20 | ncall: 6522 | eff(%): 15.256 | loglstar: -inf < -1013.486 < inf | logz: -1028.684 +/- 0.389 | dlogz: 832.764 > 0.109
iter: 996 | bound: 27 | nc: 9 | ncall: 6531 | eff(%): 15.250 | loglstar: -inf < -1007.543 < inf | logz: -1022.747 +/- 0.389 | dlogz: 824.551 > 0.109
iter: 997 | bound: 27 | nc: 3 | ncall: 6534 | eff(%): 15.259 | loglstar: -inf < -999.361 < inf | logz: -1014.579 +/- 0.389 | dlogz: 818.603 > 0.109
iter: 998 | bound: 27 | nc: 2 | ncall: 6536 | eff(%): 15.269 | loglstar: -inf < -997.902 < inf | logz: -1012.747 +/- 0.378 | dlogz: 810.426 > 0.109
iter: 999 | bound: 27 | nc: 7 | ncall: 6543 | eff(%): 15.268 | loglstar: -inf < -981.909 < inf | logz: -997.148 +/- 0.389 | dlogz: 808.584 > 0.109
iter: 1000 | bound: 27 | nc: 5 | ncall: 6548 | eff(%): 15.272 | loglstar: -inf < -979.616 < inf | logz: -994.680 +/- 0.382 | dlogz: 792.975 > 0.109
iter: 1001 | bound: 27 | nc: 29 | ncall: 6577 | eff(%): 15.220 | loglstar: -inf < -970.872 < inf | logz: -986.131 +/- 0.390 | dlogz: 790.497 > 0.109
iter: 1002 | bound: 27 | nc: 4 | ncall: 6581 | eff(%): 15.226 | loglstar: -inf < -968.775 < inf | logz: -983.823 +/- 0.382 | dlogz: 781.938 > 0.109
iter: 1003 | bound: 27 | nc: 2 | ncall: 6583 | eff(%): 15.236 | loglstar: -inf < -960.233 < inf | logz: -975.511 +/- 0.390 | dlogz: 779.620 > 0.109
iter: 1004 | bound: 27 | nc: 5 | ncall: 6588 | eff(%): 15.240 | loglstar: -inf < -957.575 < inf | logz: -972.732 +/- 0.384 | dlogz: 771.298 > 0.109
iter: 1005 | bound: 27 | nc: 1 | ncall: 6589 | eff(%): 15.253 | loglstar: -inf < -955.565 < inf | logz: -970.610 +/- 0.381 | dlogz: 768.509 > 0.109
iter: 1006 | bound: 27 | nc: 1 | ncall: 6590 | eff(%): 15.266 | loglstar: -inf < -948.979 < inf | logz: -964.284 +/- 0.390 | dlogz: 766.377 > 0.109
iter: 1007 | bound: 27 | nc: 5 | ncall: 6595 | eff(%): 15.269 | loglstar: -inf < -941.226 < inf | logz: -956.543 +/- 0.390 | dlogz: 760.041 > 0.109
iter: 1008 | bound: 27 | nc: 3 | ncall: 6598 | eff(%): 15.277 | loglstar: -inf < -919.213 < inf | logz: -934.541 +/- 0.391 | dlogz: 752.290 > 0.109
iter: 1009 | bound: 27 | nc: 19 | ncall: 6617 | eff(%): 15.249 | loglstar: -inf < -911.407 < inf | logz: -926.745 +/- 0.391 | dlogz: 730.278 > 0.109
iter: 1010 | bound: 28 | nc: 11 | ncall: 6628 | eff(%): 15.238 | loglstar: -inf < -910.260 < inf | logz: -925.114 +/- 0.379 | dlogz: 722.472 > 0.109
iter: 1011 | bound: 28 | nc: 2 | ncall: 6630 | eff(%): 15.249 | loglstar: -inf < -908.154 < inf | logz: -923.232 +/- 0.380 | dlogz: 720.832 > 0.109
iter: 1012 | bound: 28 | nc: 4 | ncall: 6634 | eff(%): 15.255 | loglstar: -inf < -904.456 < inf | logz: -919.768 +/- 0.388 | dlogz: 718.939 > 0.109
iter: 1013 | bound: 28 | nc: 2 | ncall: 6636 | eff(%): 15.265 | loglstar: -inf < -891.939 < inf | logz: -907.317 +/- 0.391 | dlogz: 715.465 > 0.109
iter: 1014 | bound: 28 | nc: 1 | ncall: 6637 | eff(%): 15.278 | loglstar: -inf < -890.900 < inf | logz: -905.751 +/- 0.379 | dlogz: 703.004 > 0.109
iter: 1015 | bound: 28 | nc: 9 | ncall: 6646 | eff(%): 15.272 | loglstar: -inf < -890.699 < inf | logz: -904.924 +/- 0.372 | dlogz: 701.428 > 0.109
iter: 1016 | bound: 28 | nc: 17 | ncall: 6663 | eff(%): 15.248 | loglstar: -inf < -887.413 < inf | logz: -902.673 +/- 0.383 | dlogz: 700.592 > 0.109
iter: 1017 | bound: 28 | nc: 5 | ncall: 6668 | eff(%): 15.252 | loglstar: -inf < -853.876 < inf | logz: -869.294 +/- 0.392 | dlogz: 698.331 > 0.109
iter: 1018 | bound: 28 | nc: 7 | ncall: 6675 | eff(%): 15.251 | loglstar: -inf < -850.237 < inf | logz: -865.614 +/- 0.389 | dlogz: 664.942 > 0.109
iter: 1019 | bound: 28 | nc: 8 | ncall: 6683 | eff(%): 15.248 | loglstar: -inf < -840.055 < inf | logz: -855.492 +/- 0.392 | dlogz: 724.596 > 0.109
iter: 1020 | bound: 28 | nc: 7 | ncall: 6690 | eff(%): 15.247 | loglstar: -inf < -835.684 < inf | logz: -851.107 +/- 0.390 | dlogz: 714.465 > 0.109
iter: 1021 | bound: 28 | nc: 2 | ncall: 6692 | eff(%): 15.257 | loglstar: -inf < -835.373 < inf | logz: -849.918 +/- 0.378 | dlogz: 710.069 > 0.109
iter: 1022 | bound: 28 | nc: 16 | ncall: 6708 | eff(%): 15.236 | loglstar: -inf < -832.750 < inf | logz: -847.990 +/- 0.382 | dlogz: 708.871 > 0.109
iter: 1023 | bound: 29 | nc: 22 | ncall: 6730 | eff(%): 15.201 | loglstar: -inf < -827.184 < inf | logz: -842.653 +/- 0.392 | dlogz: 706.933 > 0.109
iter: 1024 | bound: 29 | nc: 2 | ncall: 6732 | eff(%): 15.211 | loglstar: -inf < -823.463 < inf | logz: -838.903 +/- 0.390 | dlogz: 701.586 > 0.109
iter: 1025 | bound: 29 | nc: 9 | ncall: 6741 | eff(%): 15.205 | loglstar: -inf < -815.281 < inf | logz: -830.778 +/- 0.393 | dlogz: 697.825 > 0.109
iter: 1026 | bound: 29 | nc: 5 | ncall: 6746 | eff(%): 15.209 | loglstar: -inf < -805.495 < inf | logz: -821.002 +/- 0.393 | dlogz: 689.690 > 0.109
iter: 1027 | bound: 29 | nc: 26 | ncall: 6772 | eff(%): 15.165 | loglstar: -inf < -797.410 < inf | logz: -812.927 +/- 0.393 | dlogz: 679.904 > 0.109
iter: 1028 | bound: 29 | nc: 2 | ncall: 6774 | eff(%): 15.176 | loglstar: -inf < -794.965 < inf | logz: -810.331 +/- 0.386 | dlogz: 671.819 > 0.109
iter: 1029 | bound: 29 | nc: 1 | ncall: 6775 | eff(%): 15.188 | loglstar: -inf < -793.884 < inf | logz: -808.866 +/- 0.379 | dlogz: 669.214 > 0.109
iter: 1030 | bound: 29 | nc: 5 | ncall: 6780 | eff(%): 15.192 | loglstar: -inf < -790.188 < inf | logz: -805.669 +/- 0.389 | dlogz: 667.739 > 0.109
iter: 1031 | bound: 30 | nc: 55 | ncall: 6835 | eff(%): 15.084 | loglstar: -inf < -782.379 < inf | logz: -797.935 +/- 0.393 | dlogz: 664.532 > 0.109
iter: 1032 | bound: 30 | nc: 15 | ncall: 6850 | eff(%): 15.066 | loglstar: -inf < -781.231 < inf | logz: -796.305 +/- 0.381 | dlogz: 656.788 > 0.109
iter: 1033 | bound: 30 | nc: 23 | ncall: 6873 | eff(%): 15.030 | loglstar: -inf < -779.801 < inf | logz: -794.886 +/- 0.379 | dlogz: 655.148 > 0.109
iter: 1034 | bound: 30 | nc: 2 | ncall: 6875 | eff(%): 15.040 | loglstar: -inf < -779.094 < inf | logz: -793.845 +/- 0.375 | dlogz: 653.719 > 0.109
iter: 1035 | bound: 30 | nc: 3 | ncall: 6878 | eff(%): 15.048 | loglstar: -inf < -777.252 < inf | logz: -792.425 +/- 0.378 | dlogz: 652.668 > 0.109
iter: 1036 | bound: 30 | nc: 4 | ncall: 6882 | eff(%): 15.054 | loglstar: -inf < -767.619 < inf | logz: -783.225 +/- 0.394 | dlogz: 651.238 > 0.109
iter: 1037 | bound: 30 | nc: 4 | ncall: 6886 | eff(%): 15.060 | loglstar: -inf < -760.265 < inf | logz: -775.880 +/- 0.394 | dlogz: 642.029 > 0.109
iter: 1038 | bound: 30 | nc: 5 | ncall: 6891 | eff(%): 15.063 | loglstar: -inf < -759.523 < inf | logz: -774.478 +/- 0.381 | dlogz: 634.674 > 0.109
iter: 1039 | bound: 30 | nc: 9 | ncall: 6900 | eff(%): 15.058 | loglstar: -inf < -759.168 < inf | logz: -773.677 +/- 0.375 | dlogz: 633.261 > 0.109
iter: 1040 | bound: 30 | nc: 27 | ncall: 6927 | eff(%): 15.014 | loglstar: -inf < -753.645 < inf | logz: -769.276 +/- 0.393 | dlogz: 632.451 > 0.109
iter: 1041 | bound: 30 | nc: 6 | ncall: 6933 | eff(%): 15.015 | loglstar: -inf < -746.415 < inf | logz: -762.070 +/- 0.395 | dlogz: 628.039 > 0.109
iter: 1042 | bound: 31 | nc: 14 | ncall: 6947 | eff(%): 14.999 | loglstar: -inf < -745.084 < inf | logz: -760.325 +/- 0.383 | dlogz: 620.824 > 0.109
iter: 1043 | bound: 31 | nc: 1 | ncall: 6948 | eff(%): 15.012 | loglstar: -inf < -741.963 < inf | logz: -757.533 +/- 0.389 | dlogz: 619.068 > 0.109
iter: 1044 | bound: 31 | nc: 10 | ncall: 6958 | eff(%): 15.004 | loglstar: -inf < -741.057 < inf | logz: -756.124 +/- 0.381 | dlogz: 616.267 > 0.109
iter: 1045 | bound: 31 | nc: 9 | ncall: 6967 | eff(%): 14.999 | loglstar: -inf < -735.258 < inf | logz: -750.946 +/- 0.394 | dlogz: 614.847 > 0.109
iter: 1046 | bound: 31 | nc: 8 | ncall: 6975 | eff(%): 14.996 | loglstar: -inf < -732.868 < inf | logz: -748.405 +/- 0.388 | dlogz: 609.659 > 0.109
iter: 1047 | bound: 31 | nc: 6 | ncall: 6981 | eff(%): 14.998 | loglstar: -inf < -729.764 < inf | logz: -745.386 +/- 0.391 | dlogz: 607.108 > 0.109
iter: 1048 | bound: 31 | nc: 10 | ncall: 6991 | eff(%): 14.991 | loglstar: -inf < -729.019 < inf | logz: -744.051 +/- 0.381 | dlogz: 615.544 > 0.109
iter: 1049 | bound: 31 | nc: 7 | ncall: 6998 | eff(%): 14.990 | loglstar: -inf < -728.415 < inf | logz: -743.176 +/- 0.376 | dlogz: 614.199 > 0.109
iter: 1050 | bound: 31 | nc: 4 | ncall: 7002 | eff(%): 14.996 | loglstar: -inf < -728.138 < inf | logz: -742.552 +/- 0.372 | dlogz: 613.314 > 0.109
iter: 1051 | bound: 31 | nc: 1 | ncall: 7003 | eff(%): 15.008 | loglstar: -inf < -727.091 < inf | logz: -741.856 +/- 0.371 | dlogz: 612.680 > 0.109
iter: 1052 | bound: 31 | nc: 6 | ncall: 7009 | eff(%): 15.009 | loglstar: -inf < -724.968 < inf | logz: -740.366 +/- 0.380 | dlogz: 611.974 > 0.109
iter: 1053 | bound: 31 | nc: 23 | ncall: 7032 | eff(%): 14.974 | loglstar: -inf < -723.719 < inf | logz: -738.961 +/- 0.380 | dlogz: 610.474 > 0.109
iter: 1054 | bound: 31 | nc: 5 | ncall: 7037 | eff(%): 14.978 | loglstar: -inf < -711.990 < inf | logz: -727.776 +/- 0.396 | dlogz: 609.060 > 0.109
iter: 1055 | bound: 31 | nc: 2 | ncall: 7039 | eff(%): 14.988 | loglstar: -inf < -708.715 < inf | logz: -724.438 +/- 0.393 | dlogz: 597.864 > 0.109
iter: 1056 | bound: 31 | nc: 2 | ncall: 7041 | eff(%): 14.998 | loglstar: -inf < -703.165 < inf | logz: -718.963 +/- 0.396 | dlogz: 594.516 > 0.109
iter: 1057 | bound: 32 | nc: 16 | ncall: 7057 | eff(%): 14.978 | loglstar: -inf < -701.927 < inf | logz: -717.282 +/- 0.385 | dlogz: 589.031 > 0.109
iter: 1058 | bound: 32 | nc: 2 | ncall: 7059 | eff(%): 14.988 | loglstar: -inf < -701.046 < inf | logz: -716.140 +/- 0.380 | dlogz: 587.341 > 0.109
iter: 1059 | bound: 32 | nc: 2 | ncall: 7061 | eff(%): 14.998 | loglstar: -inf < -698.512 < inf | logz: -714.128 +/- 0.387 | dlogz: 586.189 > 0.109
iter: 1060 | bound: 32 | nc: 5 | ncall: 7066 | eff(%): 15.001 | loglstar: -inf < -698.166 < inf | logz: -713.057 +/- 0.380 | dlogz: 584.167 > 0.109
iter: 1061 | bound: 32 | nc: 6 | ncall: 7072 | eff(%): 15.003 | loglstar: -inf < -695.615 < inf | logz: -711.222 +/- 0.386 | dlogz: 583.086 > 0.109
iter: 1062 | bound: 32 | nc: 8 | ncall: 7080 | eff(%): 15.000 | loglstar: -inf < -694.386 < inf | logz: -709.738 +/- 0.383 | dlogz: 581.241 > 0.109
iter: 1063 | bound: 32 | nc: 7 | ncall: 7087 | eff(%): 14.999 | loglstar: -inf < -692.116 < inf | logz: -707.747 +/- 0.387 | dlogz: 579.747 > 0.109
iter: 1064 | bound: 32 | nc: 18 | ncall: 7105 | eff(%): 14.975 | loglstar: -inf < -690.297 < inf | logz: -705.867 +/- 0.386 | dlogz: 577.746 > 0.109
iter: 1065 | bound: 32 | nc: 40 | ncall: 7145 | eff(%): 14.906 | loglstar: -inf < -687.170 < inf | logz: -702.966 +/- 0.392 | dlogz: 575.856 > 0.109
iter: 1066 | bound: 33 | nc: 13 | ncall: 7158 | eff(%): 14.892 | loglstar: -inf < -686.232 < inf | logz: -701.534 +/- 0.384 | dlogz: 572.945 > 0.109
iter: 1067 | bound: 33 | nc: 20 | ncall: 7178 | eff(%): 14.865 | loglstar: -inf < -685.455 < inf | logz: -700.534 +/- 0.379 | dlogz: 571.503 > 0.109
iter: 1068 | bound: 33 | nc: 2 | ncall: 7180 | eff(%): 14.875 | loglstar: -inf < -684.849 < inf | logz: -699.739 +/- 0.376 | dlogz: 570.493 > 0.109
iter: 1069 | bound: 33 | nc: 2 | ncall: 7182 | eff(%): 14.884 | loglstar: -inf < -682.070 < inf | logz: -697.791 +/- 0.387 | dlogz: 569.688 > 0.109
iter: 1070 | bound: 33 | nc: 1 | ncall: 7183 | eff(%): 14.896 | loglstar: -inf < -680.644 < inf | logz: -696.157 +/- 0.385 | dlogz: 567.730 > 0.109
iter: 1071 | bound: 33 | nc: 6 | ncall: 7189 | eff(%): 14.898 | loglstar: -inf < -680.274 < inf | logz: -695.212 +/- 0.379 | dlogz: 566.086 > 0.109
iter: 1072 | bound: 33 | nc: 14 | ncall: 7203 | eff(%): 14.883 | loglstar: -inf < -678.005 < inf | logz: -693.639 +/- 0.385 | dlogz: 565.131 > 0.109
iter: 1073 | bound: 33 | nc: 28 | ncall: 7231 | eff(%): 14.839 | loglstar: -inf < -675.525 < inf | logz: -691.317 +/- 0.390 | dlogz: 563.548 > 0.109
iter: 1074 | bound: 33 | nc: 4 | ncall: 7235 | eff(%): 14.845 | loglstar: -inf < -675.313 < inf | logz: -690.272 +/- 0.382 | dlogz: 561.216 > 0.109
iter: 1075 | bound: 33 | nc: 2 | ncall: 7237 | eff(%): 14.854 | loglstar: -inf < -673.568 < inf | logz: -689.052 +/- 0.382 | dlogz: 560.161 > 0.109
iter: 1076 | bound: 33 | nc: 2 | ncall: 7239 | eff(%): 14.864 | loglstar: -inf < -670.740 < inf | logz: -686.598 +/- 0.391 | dlogz: 558.931 > 0.109
iter: 1077 | bound: 34 | nc: 21 | ncall: 7260 | eff(%): 14.835 | loglstar: -inf < -669.627 < inf | logz: -685.103 +/- 0.385 | dlogz: 556.467 > 0.109
iter: 1078 | bound: 34 | nc: 4 | ncall: 7264 | eff(%): 14.840 | loglstar: -inf < -663.037 < inf | logz: -679.058 +/- 0.399 | dlogz: 554.963 > 0.109
iter: 1079 | bound: 34 | nc: 20 | ncall: 7284 | eff(%): 14.813 | loglstar: -inf < -660.303 < inf | logz: -676.215 +/- 0.394 | dlogz: 548.908 > 0.109
iter: 1080 | bound: 34 | nc: 5 | ncall: 7289 | eff(%): 14.817 | loglstar: -inf < -659.442 < inf | logz: -674.842 +/- 0.385 | dlogz: 546.055 > 0.109
iter: 1081 | bound: 34 | nc: 12 | ncall: 7301 | eff(%): 14.806 | loglstar: -inf < -658.947 < inf | logz: -673.978 +/- 0.380 | dlogz: 544.672 > 0.109
iter: 1082 | bound: 34 | nc: 13 | ncall: 7314 | eff(%): 14.794 | loglstar: -inf < -649.712 < inf | logz: -665.776 +/- 0.400 | dlogz: 543.798 > 0.109
iter: 1083 | bound: 34 | nc: 4 | ncall: 7318 | eff(%): 14.799 | loglstar: -inf < -642.776 < inf | logz: -658.849 +/- 0.400 | dlogz: 535.586 > 0.109
iter: 1084 | bound: 34 | nc: 1 | ncall: 7319 | eff(%): 14.811 | loglstar: -inf < -639.308 < inf | logz: -655.331 +/- 0.397 | dlogz: 528.649 > 0.109
iter: 1085 | bound: 34 | nc: 10 | ncall: 7329 | eff(%): 14.804 | loglstar: -inf < -632.810 < inf | logz: -648.901 +/- 0.400 | dlogz: 525.121 > 0.109
iter: 1086 | bound: 34 | nc: 9 | ncall: 7338 | eff(%): 14.800 | loglstar: -inf < -625.903 < inf | logz: -642.005 +/- 0.400 | dlogz: 518.681 > 0.109
iter: 1087 | bound: 34 | nc: 3 | ncall: 7341 | eff(%): 14.807 | loglstar: -inf < -622.931 < inf | logz: -638.947 +/- 0.396 | dlogz: 511.775 > 0.109
iter: 1088 | bound: 34 | nc: 5 | ncall: 7346 | eff(%): 14.811 | loglstar: -inf < -613.220 < inf | logz: -629.344 +/- 0.401 | dlogz: 508.707 > 0.109
iter: 1089 | bound: 35 | nc: 24 | ncall: 7370 | eff(%): 14.776 | loglstar: -inf < -609.761 < inf | logz: -625.834 +/- 0.397 | dlogz: 499.094 > 0.109
iter: 1090 | bound: 35 | nc: 2 | ncall: 7372 | eff(%): 14.786 | loglstar: -inf < -607.353 < inf | logz: -623.326 +/- 0.394 | dlogz: 495.574 > 0.109
iter: 1091 | bound: 35 | nc: 16 | ncall: 7388 | eff(%): 14.767 | loglstar: -inf < -606.693 < inf | logz: -622.088 +/- 0.385 | dlogz: 493.056 > 0.109
iter: 1092 | bound: 35 | nc: 8 | ncall: 7396 | eff(%): 14.765 | loglstar: -inf < -604.519 < inf | logz: -620.376 +/- 0.389 | dlogz: 491.808 > 0.109
iter: 1093 | bound: 35 | nc: 1 | ncall: 7397 | eff(%): 14.776 | loglstar: -inf < -604.252 < inf | logz: -619.391 +/- 0.383 | dlogz: 490.087 > 0.109
iter: 1094 | bound: 35 | nc: 4 | ncall: 7401 | eff(%): 14.782 | loglstar: -inf < -599.760 < inf | logz: -615.902 +/- 0.398 | dlogz: 489.091 > 0.109
iter: 1095 | bound: 35 | nc: 5 | ncall: 7406 | eff(%): 14.785 | loglstar: -inf < -598.431 < inf | logz: -614.191 +/- 0.390 | dlogz: 485.592 > 0.109
iter: 1096 | bound: 35 | nc: 2 | ncall: 7408 | eff(%): 14.795 | loglstar: -inf < -596.138 < inf | logz: -612.112 +/- 0.392 | dlogz: 483.871 > 0.109
iter: 1097 | bound: 35 | nc: 4 | ncall: 7412 | eff(%): 14.800 | loglstar: -inf < -594.866 < inf | logz: -610.587 +/- 0.388 | dlogz: 481.783 > 0.109
iter: 1098 | bound: 35 | nc: 2 | ncall: 7414 | eff(%): 14.810 | loglstar: -inf < -594.563 < inf | logz: -609.702 +/- 0.382 | dlogz: 480.248 > 0.109
iter: 1099 | bound: 35 | nc: 6 | ncall: 7420 | eff(%): 14.811 | loglstar: -inf < -590.920 < inf | logz: -607.054 +/- 0.396 | dlogz: 479.353 > 0.109
iter: 1100 | bound: 35 | nc: 16 | ncall: 7436 | eff(%): 14.793 | loglstar: -inf < -583.049 < inf | logz: -599.292 +/- 0.402 | dlogz: 476.695 > 0.109
iter: 1101 | bound: 35 | nc: 10 | ncall: 7446 | eff(%): 14.786 | loglstar: -inf < -578.717 < inf | logz: -594.945 +/- 0.400 | dlogz: 468.923 > 0.109
iter: 1102 | bound: 35 | nc: 8 | ncall: 7454 | eff(%): 14.784 | loglstar: -inf < -576.693 < inf | logz: -592.718 +/- 0.394 | dlogz: 464.566 > 0.109
iter: 1103 | bound: 35 | nc: 2 | ncall: 7456 | eff(%): 14.793 | loglstar: -inf < -573.182 < inf | logz: -589.389 +/- 0.399 | dlogz: 462.329 > 0.109
iter: 1104 | bound: 36 | nc: 14 | ncall: 7470 | eff(%): 14.779 | loglstar: -inf < -572.171 < inf | logz: -587.891 +/- 0.389 | dlogz: 458.990 > 0.109
iter: 1105 | bound: 36 | nc: 5 | ncall: 7475 | eff(%): 14.783 | loglstar: -inf < -569.100 < inf | logz: -585.272 +/- 0.396 | dlogz: 457.482 > 0.109
iter: 1106 | bound: 36 | nc: 7 | ncall: 7482 | eff(%): 14.782 | loglstar: -inf < -569.021 < inf | logz: -584.233 +/- 0.387 | dlogz: 454.853 > 0.109
iter: 1107 | bound: 36 | nc: 15 | ncall: 7497 | eff(%): 14.766 | loglstar: -inf < -567.797 < inf | logz: -583.332 +/- 0.384 | dlogz: 453.804 > 0.109
iter: 1108 | bound: 36 | nc: 17 | ncall: 7514 | eff(%): 14.746 | loglstar: -inf < -565.939 < inf | logz: -581.857 +/- 0.388 | dlogz: 452.893 > 0.109
iter: 1109 | bound: 36 | nc: 11 | ncall: 7525 | eff(%): 14.738 | loglstar: -inf < -564.998 < inf | logz: -580.647 +/- 0.386 | dlogz: 451.408 > 0.109
iter: 1110 | bound: 36 | nc: 4 | ncall: 7529 | eff(%): 14.743 | loglstar: -inf < -561.004 < inf | logz: -577.293 +/- 0.400 | dlogz: 450.189 > 0.109
iter: 1111 | bound: 36 | nc: 28 | ncall: 7557 | eff(%): 14.702 | loglstar: -inf < -556.295 < inf | logz: -572.630 +/- 0.402 | dlogz: 446.824 > 0.109
iter: 1112 | bound: 36 | nc: 6 | ncall: 7563 | eff(%): 14.703 | loglstar: -inf < -551.209 < inf | logz: -567.560 +/- 0.403 | dlogz: 442.151 > 0.109
iter: 1113 | bound: 36 | nc: 6 | ncall: 7569 | eff(%): 14.705 | loglstar: -inf < -550.972 < inf | logz: -566.391 +/- 0.390 | dlogz: 437.071 > 0.109
iter: 1114 | bound: 37 | nc: 7 | ncall: 7576 | eff(%): 14.704 | loglstar: -inf < -549.674 < inf | logz: -565.369 +/- 0.386 | dlogz: 435.892 > 0.109
iter: 1115 | bound: 37 | nc: 4 | ncall: 7580 | eff(%): 14.710 | loglstar: -inf < -547.452 < inf | logz: -563.563 +/- 0.392 | dlogz: 434.861 > 0.109
iter: 1116 | bound: 37 | nc: 4 | ncall: 7584 | eff(%): 14.715 | loglstar: -inf < -546.746 < inf | logz: -562.381 +/- 0.387 | dlogz: 433.044 > 0.109
iter: 1117 | bound: 37 | nc: 3 | ncall: 7587 | eff(%): 14.723 | loglstar: -inf < -546.411 < inf | logz: -561.638 +/- 0.383 | dlogz: 431.853 > 0.109
iter: 1118 | bound: 37 | nc: 7 | ncall: 7594 | eff(%): 14.722 | loglstar: -inf < -542.375 < inf | logz: -558.724 +/- 0.399 | dlogz: 431.100 > 0.109
iter: 1119 | bound: 37 | nc: 6 | ncall: 7600 | eff(%): 14.724 | loglstar: -inf < -542.335 < inf | logz: -557.667 +/- 0.389 | dlogz: 428.176 > 0.109
iter: 1120 | bound: 37 | nc: 9 | ncall: 7609 | eff(%): 14.719 | loglstar: -inf < -539.643 < inf | logz: -555.844 +/- 0.394 | dlogz: 427.109 > 0.109
iter: 1121 | bound: 37 | nc: 2 | ncall: 7611 | eff(%): 14.729 | loglstar: -inf < -538.074 < inf | logz: -554.137 +/- 0.392 | dlogz: 425.276 > 0.109
iter: 1122 | bound: 37 | nc: 1 | ncall: 7612 | eff(%): 14.740 | loglstar: -inf < -535.163 < inf | logz: -551.498 +/- 0.398 | dlogz: 423.559 > 0.109
iter: 1123 | bound: 37 | nc: 7 | ncall: 7619 | eff(%): 14.739 | loglstar: -inf < -531.467 < inf | logz: -547.887 +/- 0.402 | dlogz: 420.910 > 0.109
iter: 1124 | bound: 37 | nc: 6 | ncall: 7625 | eff(%): 14.741 | loglstar: -inf < -531.232 < inf | logz: -546.747 +/- 0.390 | dlogz: 417.289 > 0.109
iter: 1125 | bound: 37 | nc: 8 | ncall: 7633 | eff(%): 14.739 | loglstar: -inf < -530.652 < inf | logz: -546.030 +/- 0.385 | dlogz: 416.139 > 0.109
iter: 1126 | bound: 37 | nc: 2 | ncall: 7635 | eff(%): 14.748 | loglstar: -inf < -528.766 < inf | logz: -544.787 +/- 0.388 | dlogz: 415.412 > 0.109
iter: 1127 | bound: 37 | nc: 2 | ncall: 7637 | eff(%): 14.757 | loglstar: -inf < -525.181 < inf | logz: -541.622 +/- 0.401 | dlogz: 414.159 > 0.109
iter: 1128 | bound: 37 | nc: 1 | ncall: 7638 | eff(%): 14.768 | loglstar: -inf < -523.681 < inf | logz: -539.821 +/- 0.394 | dlogz: 410.984 > 0.109
iter: 1129 | bound: 37 | nc: 6 | ncall: 7644 | eff(%): 14.770 | loglstar: -inf < -522.188 < inf | logz: -538.277 +/- 0.392 | dlogz: 409.173 > 0.109
iter: 1130 | bound: 37 | nc: 3 | ncall: 7647 | eff(%): 14.777 | loglstar: -inf < -521.846 < inf | logz: -537.349 +/- 0.387 | dlogz: 407.619 > 0.109
iter: 1131 | bound: 37 | nc: 9 | ncall: 7656 | eff(%): 14.773 | loglstar: -inf < -520.924 < inf | logz: -536.546 +/- 0.384 | dlogz: 406.681 > 0.109
iter: 1132 | bound: 37 | nc: 2 | ncall: 7658 | eff(%): 14.782 | loglstar: -inf < -519.550 < inf | logz: -535.470 +/- 0.386 | dlogz: 405.869 > 0.109
iter: 1133 | bound: 37 | nc: 1 | ncall: 7659 | eff(%): 14.793 | loglstar: -inf < -518.889 < inf | logz: -534.542 +/- 0.385 | dlogz: 404.782 > 0.109
iter: 1134 | bound: 37 | nc: 3 | ncall: 7662 | eff(%): 14.800 | loglstar: -inf < -517.662 < inf | logz: -533.533 +/- 0.386 | dlogz: 403.844 > 0.109
iter: 1135 | bound: 37 | nc: 11 | ncall: 7673 | eff(%): 14.792 | loglstar: -inf < -517.507 < inf | logz: -532.813 +/- 0.383 | dlogz: 402.825 > 0.109
iter: 1136 | bound: 37 | nc: 1 | ncall: 7674 | eff(%): 14.803 | loglstar: -inf < -514.446 < inf | logz: -530.851 +/- 0.396 | dlogz: 402.096 > 0.109
iter: 1137 | bound: 38 | nc: 8 | ncall: 7682 | eff(%): 14.801 | loglstar: -inf < -513.721 < inf | logz: -529.600 +/- 0.390 | dlogz: 449.648 > 0.109
iter: 1138 | bound: 38 | nc: 2 | ncall: 7684 | eff(%): 14.810 | loglstar: -inf < -513.109 < inf | logz: -528.744 +/- 0.387 | dlogz: 448.387 > 0.109
iter: 1139 | bound: 38 | nc: 2 | ncall: 7686 | eff(%): 14.819 | loglstar: -inf < -504.773 < inf | logz: -521.404 +/- 0.407 | dlogz: 447.522 > 0.109
iter: 1140 | bound: 38 | nc: 4 | ncall: 7690 | eff(%): 14.824 | loglstar: -inf < -503.776 < inf | logz: -519.863 +/- 0.395 | dlogz: 440.171 > 0.109
iter: 1141 | bound: 38 | nc: 3 | ncall: 7693 | eff(%): 14.832 | loglstar: -inf < -502.868 < inf | logz: -518.772 +/- 0.390 | dlogz: 438.620 > 0.109
iter: 1142 | bound: 38 | nc: 2 | ncall: 7695 | eff(%): 14.841 | loglstar: -inf < -501.383 < inf | logz: -517.508 +/- 0.391 | dlogz: 437.519 > 0.109
iter: 1143 | bound: 38 | nc: 10 | ncall: 7705 | eff(%): 14.835 | loglstar: -inf < -501.142 < inf | logz: -516.668 +/- 0.387 | dlogz: 436.245 > 0.109
iter: 1144 | bound: 38 | nc: 11 | ncall: 7716 | eff(%): 14.826 | loglstar: -inf < -500.761 < inf | logz: -516.094 +/- 0.383 | dlogz: 435.396 > 0.109
iter: 1145 | bound: 38 | nc: 4 | ncall: 7720 | eff(%): 14.832 | loglstar: -inf < -500.017 < inf | logz: -515.507 +/- 0.382 | dlogz: 434.811 > 0.109
iter: 1146 | bound: 38 | nc: 7 | ncall: 7727 | eff(%): 14.831 | loglstar: -inf < -499.894 < inf | logz: -515.016 +/- 0.380 | dlogz: 434.215 > 0.109
iter: 1147 | bound: 38 | nc: 22 | ncall: 7749 | eff(%): 14.802 | loglstar: -inf < -498.849 < inf | logz: -514.437 +/- 0.380 | dlogz: 433.713 > 0.109
iter: 1148 | bound: 38 | nc: 16 | ncall: 7765 | eff(%): 14.784 | loglstar: -inf < -496.716 < inf | logz: -513.041 +/- 0.391 | dlogz: 433.124 > 0.109
iter: 1149 | bound: 39 | nc: 19 | ncall: 7784 | eff(%): 14.761 | loglstar: -inf < -495.869 < inf | logz: -511.871 +/- 0.390 | dlogz: 431.718 > 0.109
iter: 1150 | bound: 39 | nc: 7 | ncall: 7791 | eff(%): 14.761 | loglstar: -inf < -495.328 < inf | logz: -511.039 +/- 0.387 | dlogz: 430.539 > 0.109
iter: 1151 | bound: 39 | nc: 43 | ncall: 7834 | eff(%): 14.692 | loglstar: -inf < -488.687 < inf | logz: -505.433 +/- 0.408 | dlogz: 429.697 > 0.109
iter: 1152 | bound: 39 | nc: 8 | ncall: 7842 | eff(%): 14.690 | loglstar: -inf < -487.704 < inf | logz: -503.903 +/- 0.396 | dlogz: 424.081 > 0.109
iter: 1153 | bound: 39 | nc: 6 | ncall: 7848 | eff(%): 14.692 | loglstar: -inf < -486.360 < inf | logz: -502.587 +/- 0.393 | dlogz: 422.541 > 0.109
iter: 1154 | bound: 40 | nc: 62 | ncall: 7910 | eff(%): 14.589 | loglstar: -inf < -483.790 < inf | logz: -500.380 +/- 0.400 | dlogz: 421.215 > 0.109
iter: 1155 | bound: 40 | nc: 15 | ncall: 7925 | eff(%): 14.574 | loglstar: -inf < -483.627 < inf | logz: -499.357 +/- 0.392 | dlogz: 418.998 > 0.109
iter: 1156 | bound: 40 | nc: 23 | ncall: 7948 | eff(%): 14.545 | loglstar: -inf < -482.081 < inf | logz: -498.275 +/- 0.391 | dlogz: 417.965 > 0.109
iter: 1157 | bound: 40 | nc: 6 | ncall: 7954 | eff(%): 14.546 | loglstar: -inf < -479.870 < inf | logz: -496.409 +/- 0.398 | dlogz: 416.873 > 0.109
iter: 1158 | bound: 40 | nc: 3 | ncall: 7957 | eff(%): 14.553 | loglstar: -inf < -479.385 < inf | logz: -495.317 +/- 0.392 | dlogz: 414.997 > 0.109
iter: 1159 | bound: 40 | nc: 1 | ncall: 7958 | eff(%): 14.564 | loglstar: -inf < -479.310 < inf | logz: -494.704 +/- 0.387 | dlogz: 413.895 > 0.109
iter: 1160 | bound: 40 | nc: 18 | ncall: 7976 | eff(%): 14.544 | loglstar: -inf < -476.641 < inf | logz: -493.171 +/- 0.396 | dlogz: 413.272 > 0.109
iter: 1161 | bound: 40 | nc: 1 | ncall: 7977 | eff(%): 14.554 | loglstar: -inf < -475.794 < inf | logz: -491.942 +/- 0.393 | dlogz: 411.729 > 0.109
iter: 1162 | bound: 40 | nc: 4 | ncall: 7981 | eff(%): 14.560 | loglstar: -inf < -475.510 < inf | logz: -491.180 +/- 0.388 | dlogz: 410.490 > 0.109
iter: 1163 | bound: 40 | nc: 12 | ncall: 7993 | eff(%): 14.550 | loglstar: -inf < -474.505 < inf | logz: -490.427 +/- 0.387 | dlogz: 409.718 > 0.109
iter: 1164 | bound: 41 | nc: 23 | ncall: 8016 | eff(%): 14.521 | loglstar: -inf < -472.759 < inf | logz: -489.151 +/- 0.392 | dlogz: 408.956 > 0.109
iter: 1165 | bound: 41 | nc: 1 | ncall: 8017 | eff(%): 14.532 | loglstar: -inf < -468.174 < inf | logz: -485.038 +/- 0.408 | dlogz: 407.669 > 0.109
iter: 1166 | bound: 41 | nc: 4 | ncall: 8021 | eff(%): 14.537 | loglstar: -inf < -461.694 < inf | logz: -478.591 +/- 0.410 | dlogz: 403.546 > 0.109
iter: 1167 | bound: 41 | nc: 11 | ncall: 8032 | eff(%): 14.529 | loglstar: -inf < -461.214 < inf | logz: -477.315 +/- 0.397 | dlogz: 397.090 > 0.109
iter: 1168 | bound: 41 | nc: 5 | ncall: 8037 | eff(%): 14.533 | loglstar: -inf < -461.037 < inf | logz: -476.639 +/- 0.391 | dlogz: 395.804 > 0.109
iter: 1169 | bound: 41 | nc: 4 | ncall: 8041 | eff(%): 14.538 | loglstar: -inf < -460.289 < inf | logz: -476.037 +/- 0.387 | dlogz: 395.117 > 0.109
iter: 1170 | bound: 41 | nc: 3 | ncall: 8044 | eff(%): 14.545 | loglstar: -inf < -460.086 < inf | logz: -475.521 +/- 0.385 | dlogz: 394.506 > 0.109
iter: 1171 | bound: 41 | nc: 16 | ncall: 8060 | eff(%): 14.529 | loglstar: -inf < -459.817 < inf | logz: -475.110 +/- 0.383 | dlogz: 393.980 > 0.109
iter: 1172 | bound: 41 | nc: 2 | ncall: 8062 | eff(%): 14.537 | loglstar: -inf < -459.336 < inf | logz: -474.709 +/- 0.381 | dlogz: 393.559 > 0.109
iter: 1173 | bound: 41 | nc: 5 | ncall: 8067 | eff(%): 14.541 | loglstar: -inf < -454.664 < inf | logz: -471.580 +/- 0.407 | dlogz: 393.148 > 0.109
iter: 1174 | bound: 41 | nc: 12 | ncall: 8079 | eff(%): 14.532 | loglstar: -inf < -452.290 < inf | logz: -469.094 +/- 0.404 | dlogz: 390.008 > 0.109
iter: 1175 | bound: 41 | nc: 8 | ncall: 8087 | eff(%): 14.529 | loglstar: -inf < -450.407 < inf | logz: -467.108 +/- 0.401 | dlogz: 387.513 > 0.109
iter: 1176 | bound: 41 | nc: 12 | ncall: 8099 | eff(%): 14.520 | loglstar: -inf < -450.177 < inf | logz: -466.124 +/- 0.394 | dlogz: 385.517 > 0.109
iter: 1177 | bound: 41 | nc: 3 | ncall: 8102 | eff(%): 14.527 | loglstar: -inf < -448.893 < inf | logz: -465.171 +/- 0.392 | dlogz: 384.523 > 0.109
iter: 1178 | bound: 41 | nc: 2 | ncall: 8104 | eff(%): 14.536 | loglstar: -inf < -448.592 < inf | logz: -464.420 +/- 0.389 | dlogz: 383.560 > 0.109
iter: 1179 | bound: 41 | nc: 8 | ncall: 8112 | eff(%): 14.534 | loglstar: -inf < -445.866 < inf | logz: -462.646 +/- 0.400 | dlogz: 382.799 > 0.109
iter: 1180 | bound: 41 | nc: 1 | ncall: 8113 | eff(%): 14.545 | loglstar: -inf < -444.945 < inf | logz: -461.336 +/- 0.396 | dlogz: 381.016 > 0.109
iter: 1181 | bound: 42 | nc: 4 | ncall: 8117 | eff(%): 14.550 | loglstar: -inf < -444.832 < inf | logz: -460.596 +/- 0.391 | dlogz: 379.695 > 0.109
iter: 1182 | bound: 42 | nc: 4 | ncall: 8121 | eff(%): 14.555 | loglstar: -inf < -444.600 < inf | logz: -460.114 +/- 0.388 | dlogz: 378.945 > 0.109
iter: 1183 | bound: 42 | nc: 20 | ncall: 8141 | eff(%): 14.531 | loglstar: -inf < -442.730 < inf | logz: -459.166 +/- 0.391 | dlogz: 378.453 > 0.109
iter: 1184 | bound: 42 | nc: 8 | ncall: 8149 | eff(%): 14.529 | loglstar: -inf < -442.661 < inf | logz: -458.429 +/- 0.389 | dlogz: 377.495 > 0.109
iter: 1185 | bound: 42 | nc: 13 | ncall: 8162 | eff(%): 14.519 | loglstar: -inf < -441.351 < inf | logz: -457.616 +/- 0.390 | dlogz: 376.749 > 0.109
iter: 1186 | bound: 42 | nc: 25 | ncall: 8187 | eff(%): 14.486 | loglstar: -inf < -441.215 < inf | logz: -456.958 +/- 0.388 | dlogz: 375.925 > 0.109
iter: 1187 | bound: 43 | nc: 41 | ncall: 8228 | eff(%): 14.426 | loglstar: -inf < -439.444 < inf | logz: -455.945 +/- 0.392 | dlogz: 375.257 > 0.109
iter: 1188 | bound: 43 | nc: 1 | ncall: 8229 | eff(%): 14.437 | loglstar: -inf < -438.919 < inf | logz: -455.049 +/- 0.391 | dlogz: 374.234 > 0.109
iter: 1189 | bound: 43 | nc: 1 | ncall: 8230 | eff(%): 14.447 | loglstar: -inf < -436.802 < inf | logz: -453.561 +/- 0.398 | dlogz: 373.328 > 0.109
iter: 1190 | bound: 43 | nc: 2 | ncall: 8232 | eff(%): 14.456 | loglstar: -inf < -436.375 < inf | logz: -452.556 +/- 0.394 | dlogz: 371.831 > 0.109
iter: 1191 | bound: 43 | nc: 6 | ncall: 8238 | eff(%): 14.457 | loglstar: -inf < -435.117 < inf | logz: -451.557 +/- 0.394 | dlogz: 370.816 > 0.109
iter: 1192 | bound: 43 | nc: 4 | ncall: 8242 | eff(%): 14.463 | loglstar: -inf < -434.315 < inf | logz: -450.612 +/- 0.393 | dlogz: 369.806 > 0.109
iter: 1193 | bound: 43 | nc: 9 | ncall: 8251 | eff(%): 14.459 | loglstar: -inf < -431.456 < inf | logz: -448.447 +/- 0.404 | dlogz: 368.851 > 0.109
iter: 1194 | bound: 43 | nc: 2 | ncall: 8253 | eff(%): 14.467 | loglstar: -inf < -431.219 < inf | logz: -447.390 +/- 0.397 | dlogz: 366.677 > 0.109
iter: 1195 | bound: 43 | nc: 2 | ncall: 8255 | eff(%): 14.476 | loglstar: -inf < -430.768 < inf | logz: -446.733 +/- 0.392 | dlogz: 365.610 > 0.109
iter: 1196 | bound: 43 | nc: 10 | ncall: 8265 | eff(%): 14.471 | loglstar: -inf < -430.081 < inf | logz: -446.107 +/- 0.390 | dlogz: 364.943 > 0.109
iter: 1197 | bound: 43 | nc: 1 | ncall: 8266 | eff(%): 14.481 | loglstar: -inf < -429.131 < inf | logz: -445.366 +/- 0.390 | dlogz: 364.307 > 0.109
iter: 1198 | bound: 43 | nc: 1 | ncall: 8267 | eff(%): 14.491 | loglstar: -inf < -428.813 < inf | logz: -444.731 +/- 0.389 | dlogz: 363.556 > 0.109
iter: 1199 | bound: 43 | nc: 1 | ncall: 8268 | eff(%): 14.502 | loglstar: -inf < -427.685 < inf | logz: -443.988 +/- 0.390 | dlogz: 362.911 > 0.109
iter: 1200 | bound: 43 | nc: 3 | ncall: 8271 | eff(%): 14.509 | loglstar: -inf < -427.434 < inf | logz: -443.348 +/- 0.389 | dlogz: 362.158 > 0.109
iter: 1201 | bound: 43 | nc: 2 | ncall: 8273 | eff(%): 14.517 | loglstar: -inf < -426.448 < inf | logz: -442.670 +/- 0.389 | dlogz: 361.508 > 0.109
iter: 1202 | bound: 43 | nc: 3 | ncall: 8276 | eff(%): 14.524 | loglstar: -inf < -425.291 < inf | logz: -441.761 +/- 0.392 | dlogz: 360.820 > 0.109
iter: 1203 | bound: 43 | nc: 6 | ncall: 8282 | eff(%): 14.525 | loglstar: -inf < -425.290 < inf | logz: -441.119 +/- 0.390 | dlogz: 359.901 > 0.109
iter: 1204 | bound: 43 | nc: 9 | ncall: 8291 | eff(%): 14.522 | loglstar: -inf < -423.239 < inf | logz: -440.001 +/- 0.396 | dlogz: 359.249 > 0.109
iter: 1205 | bound: 43 | nc: 6 | ncall: 8297 | eff(%): 14.523 | loglstar: -inf < -422.119 < inf | logz: -438.777 +/- 0.397 | dlogz: 358.121 > 0.109
iter: 1206 | bound: 43 | nc: 3 | ncall: 8300 | eff(%): 14.530 | loglstar: -inf < -420.351 < inf | logz: -437.248 +/- 0.401 | dlogz: 356.887 > 0.109
iter: 1207 | bound: 43 | nc: 9 | ncall: 8309 | eff(%): 14.526 | loglstar: -inf < -420.127 < inf | logz: -436.335 +/- 0.396 | dlogz: 355.348 > 0.109
iter: 1208 | bound: 43 | nc: 4 | ncall: 8313 | eff(%): 14.531 | loglstar: -inf < -417.199 < inf | logz: -434.322 +/- 0.406 | dlogz: 354.425 > 0.109
iter: 1209 | bound: 43 | nc: 2 | ncall: 8315 | eff(%): 14.540 | loglstar: -inf < -415.753 < inf | logz: -432.660 +/- 0.403 | dlogz: 352.402 > 0.109
iter: 1210 | bound: 43 | nc: 11 | ncall: 8326 | eff(%): 14.533 | loglstar: -inf < -414.929 < inf | logz: -431.518 +/- 0.399 | dlogz: 350.730 > 0.109
iter: 1211 | bound: 44 | nc: 4 | ncall: 8330 | eff(%): 14.538 | loglstar: -inf < -414.850 < inf | logz: -430.838 +/- 0.394 | dlogz: 349.579 > 0.109
iter: 1212 | bound: 44 | nc: 1 | ncall: 8331 | eff(%): 14.548 | loglstar: -inf < -413.960 < inf | logz: -430.211 +/- 0.392 | dlogz: 348.889 > 0.109
iter: 1213 | bound: 44 | nc: 2 | ncall: 8333 | eff(%): 14.557 | loglstar: -inf < -413.895 < inf | logz: -429.694 +/- 0.390 | dlogz: 348.251 > 0.109
iter: 1214 | bound: 44 | nc: 2 | ncall: 8335 | eff(%): 14.565 | loglstar: -inf < -413.524 < inf | logz: -429.285 +/- 0.388 | dlogz: 347.725 > 0.109
iter: 1215 | bound: 44 | nc: 6 | ncall: 8341 | eff(%): 14.567 | loglstar: -inf < -413.018 < inf | logz: -428.865 +/- 0.387 | dlogz: 347.306 > 0.109
iter: 1216 | bound: 44 | nc: 12 | ncall: 8353 | eff(%): 14.558 | loglstar: -inf < -408.938 < inf | logz: -426.244 +/- 0.410 | dlogz: 346.876 > 0.109
iter: 1217 | bound: 44 | nc: 2 | ncall: 8355 | eff(%): 14.566 | loglstar: -inf < -407.797 < inf | logz: -424.690 +/- 0.403 | dlogz: 344.245 > 0.109
iter: 1218 | bound: 44 | nc: 12 | ncall: 8367 | eff(%): 14.557 | loglstar: -inf < -407.255 < inf | logz: -423.731 +/- 0.398 | dlogz: 342.681 > 0.109
iter: 1219 | bound: 44 | nc: 8 | ncall: 8375 | eff(%): 14.555 | loglstar: -inf < -405.318 < inf | logz: -422.329 +/- 0.402 | dlogz: 341.712 > 0.109
iter: 1220 | bound: 44 | nc: 3 | ncall: 8378 | eff(%): 14.562 | loglstar: -inf < -404.232 < inf | logz: -421.052 +/- 0.400 | dlogz: 340.300 > 0.109
iter: 1221 | bound: 44 | nc: 7 | ncall: 8385 | eff(%): 14.562 | loglstar: -inf < -403.178 < inf | logz: -419.932 +/- 0.399 | dlogz: 339.013 > 0.109
iter: 1222 | bound: 44 | nc: 3 | ncall: 8388 | eff(%): 14.568 | loglstar: -inf < -401.412 < inf | logz: -418.453 +/- 0.402 | dlogz: 337.883 > 0.109
iter: 1223 | bound: 44 | nc: 1 | ncall: 8389 | eff(%): 14.579 | loglstar: -inf < -400.385 < inf | logz: -417.207 +/- 0.400 | dlogz: 336.394 > 0.109
iter: 1224 | bound: 44 | nc: 1 | ncall: 8390 | eff(%): 14.589 | loglstar: -inf < -399.935 < inf | logz: -416.360 +/- 0.397 | dlogz: 335.139 > 0.109
iter: 1225 | bound: 44 | nc: 12 | ncall: 8402 | eff(%): 14.580 | loglstar: -inf < -399.680 < inf | logz: -415.777 +/- 0.394 | dlogz: 334.281 > 0.109
iter: 1226 | bound: 44 | nc: 8 | ncall: 8410 | eff(%): 14.578 | loglstar: -inf < -397.583 < inf | logz: -414.597 +/- 0.400 | dlogz: 333.688 > 0.109
iter: 1227 | bound: 44 | nc: 2 | ncall: 8412 | eff(%): 14.586 | loglstar: -inf < -393.764 < inf | logz: -411.216 +/- 0.414 | dlogz: 332.499 > 0.109
iter: 1228 | bound: 44 | nc: 4 | ncall: 8416 | eff(%): 14.591 | loglstar: -inf < -393.574 < inf | logz: -410.095 +/- 0.403 | dlogz: 329.107 > 0.109
iter: 1229 | bound: 44 | nc: 1 | ncall: 8417 | eff(%): 14.601 | loglstar: -inf < -392.165 < inf | logz: -409.044 +/- 0.401 | dlogz: 327.976 > 0.109
iter: 1230 | bound: 44 | nc: 2 | ncall: 8419 | eff(%): 14.610 | loglstar: -inf < -389.986 < inf | logz: -407.237 +/- 0.406 | dlogz: 326.915 > 0.109
iter: 1231 | bound: 44 | nc: 2 | ncall: 8421 | eff(%): 14.618 | loglstar: -inf < -386.617 < inf | logz: -404.086 +/- 0.414 | dlogz: 325.098 > 0.109
iter: 1232 | bound: 44 | nc: 6 | ncall: 8427 | eff(%): 14.620 | loglstar: -inf < -385.463 < inf | logz: -402.514 +/- 0.406 | dlogz: 321.938 > 0.109
iter: 1233 | bound: 44 | nc: 1 | ncall: 8428 | eff(%): 14.630 | loglstar: -inf < -384.043 < inf | logz: -401.111 +/- 0.404 | dlogz: 320.355 > 0.109
iter: 1234 | bound: 45 | nc: 5 | ncall: 8433 | eff(%): 14.633 | loglstar: -inf < -383.757 < inf | logz: -400.235 +/- 0.399 | dlogz: 318.943 > 0.109
iter: 1235 | bound: 45 | nc: 4 | ncall: 8437 | eff(%): 14.638 | loglstar: -inf < -383.715 < inf | logz: -399.720 +/- 0.395 | dlogz: 318.057 > 0.109
iter: 1236 | bound: 45 | nc: 4 | ncall: 8441 | eff(%): 14.643 | loglstar: -inf < -383.019 < inf | logz: -399.242 +/- 0.393 | dlogz: 317.532 > 0.109
iter: 1237 | bound: 45 | nc: 3 | ncall: 8444 | eff(%): 14.649 | loglstar: -inf < -383.002 < inf | logz: -398.833 +/- 0.391 | dlogz: 317.044 > 0.109
iter: 1238 | bound: 45 | nc: 2 | ncall: 8446 | eff(%): 14.658 | loglstar: -inf < -382.616 < inf | logz: -398.486 +/- 0.389 | dlogz: 316.625 > 0.109
iter: 1239 | bound: 45 | nc: 3 | ncall: 8449 | eff(%): 14.664 | loglstar: -inf < -380.557 < inf | logz: -397.559 +/- 0.396 | dlogz: 316.268 > 0.109
iter: 1240 | bound: 45 | nc: 2 | ncall: 8451 | eff(%): 14.673 | loglstar: -inf < -380.514 < inf | logz: -396.825 +/- 0.395 | dlogz: 315.332 > 0.109
iter: 1241 | bound: 45 | nc: 8 | ncall: 8459 | eff(%): 14.671 | loglstar: -inf < -374.577 < inf | logz: -392.211 +/- 0.418 | dlogz: 314.587 > 0.109
iter: 1242 | bound: 45 | nc: 1 | ncall: 8460 | eff(%): 14.681 | loglstar: -inf < -372.354 < inf | logz: -389.812 +/- 0.412 | dlogz: 309.963 > 0.109
iter: 1243 | bound: 45 | nc: 1 | ncall: 8461 | eff(%): 14.691 | loglstar: -inf < -370.176 < inf | logz: -387.617 +/- 0.411 | dlogz: 307.554 > 0.109
iter: 1244 | bound: 45 | nc: 2 | ncall: 8463 | eff(%): 14.699 | loglstar: -inf < -368.485 < inf | logz: -385.813 +/- 0.408 | dlogz: 305.349 > 0.109
iter: 1245 | bound: 45 | nc: 1 | ncall: 8464 | eff(%): 14.709 | loglstar: -inf < -368.286 < inf | logz: -384.876 +/- 0.402 | dlogz: 303.535 > 0.109
iter: 1246 | bound: 45 | nc: 2 | ncall: 8466 | eff(%): 14.718 | loglstar: -inf < -367.143 < inf | logz: -384.014 +/- 0.400 | dlogz: 302.589 > 0.109
iter: 1247 | bound: 45 | nc: 7 | ncall: 8473 | eff(%): 14.717 | loglstar: -inf < -364.825 < inf | logz: -382.249 +/- 0.408 | dlogz: 301.717 > 0.109
iter: 1248 | bound: 45 | nc: 3 | ncall: 8476 | eff(%): 14.724 | loglstar: -inf < -363.420 < inf | logz: -380.683 +/- 0.406 | dlogz: 299.942 > 0.109
iter: 1249 | bound: 45 | nc: 3 | ncall: 8479 | eff(%): 14.731 | loglstar: -inf < -362.232 < inf | logz: -379.377 +/- 0.404 | dlogz: 298.365 > 0.109
iter: 1250 | bound: 45 | nc: 14 | ncall: 8493 | eff(%): 14.718 | loglstar: -inf < -354.157 < inf | logz: -371.893 +/- 0.420 | dlogz: 297.049 > 0.109
iter: 1251 | bound: 45 | nc: 2 | ncall: 8495 | eff(%): 14.726 | loglstar: -inf < -353.315 < inf | logz: -370.438 +/- 0.408 | dlogz: 289.555 > 0.109
iter: 1252 | bound: 45 | nc: 3 | ncall: 8498 | eff(%): 14.733 | loglstar: -inf < -349.777 < inf | logz: -367.452 +/- 0.416 | dlogz: 288.090 > 0.109
iter: 1253 | bound: 45 | nc: 3 | ncall: 8501 | eff(%): 14.739 | loglstar: -inf < -347.374 < inf | logz: -364.967 +/- 0.414 | dlogz: 285.095 > 0.109
iter: 1254 | bound: 45 | nc: 15 | ncall: 8516 | eff(%): 14.725 | loglstar: -inf < -346.439 < inf | logz: -363.592 +/- 0.407 | dlogz: 282.599 > 0.109
iter: 1255 | bound: 45 | nc: 2 | ncall: 8518 | eff(%): 14.734 | loglstar: -inf < -343.915 < inf | logz: -361.493 +/- 0.412 | dlogz: 281.215 > 0.109
iter: 1256 | bound: 45 | nc: 1 | ncall: 8519 | eff(%): 14.744 | loglstar: -inf < -343.650 < inf | logz: -360.445 +/- 0.404 | dlogz: 279.106 > 0.109
iter: 1257 | bound: 45 | nc: 3 | ncall: 8522 | eff(%): 14.750 | loglstar: -inf < -342.739 < inf | logz: -359.626 +/- 0.401 | dlogz: 278.048 > 0.109
iter: 1258 | bound: 45 | nc: 1 | ncall: 8523 | eff(%): 14.760 | loglstar: -inf < -341.977 < inf | logz: -358.819 +/- 0.400 | dlogz: 277.219 > 0.109
iter: 1259 | bound: 45 | nc: 2 | ncall: 8525 | eff(%): 14.768 | loglstar: -inf < -341.652 < inf | logz: -358.182 +/- 0.397 | dlogz: 276.402 > 0.109
iter: 1260 | bound: 45 | nc: 5 | ncall: 8530 | eff(%): 14.771 | loglstar: -inf < -340.590 < inf | logz: -357.462 +/- 0.398 | dlogz: 275.755 > 0.109
iter: 1261 | bound: 46 | nc: 12 | ncall: 8542 | eff(%): 14.762 | loglstar: -inf < -339.676 < inf | logz: -356.620 +/- 0.399 | dlogz: 275.025 > 0.109
iter: 1262 | bound: 46 | nc: 4 | ncall: 8546 | eff(%): 14.767 | loglstar: -inf < -338.797 < inf | logz: -355.757 +/- 0.399 | dlogz: 274.173 > 0.109
iter: 1263 | bound: 46 | nc: 14 | ncall: 8560 | eff(%): 14.755 | loglstar: -inf < -338.717 < inf | logz: -355.146 +/- 0.397 | dlogz: 273.301 > 0.109
iter: 1264 | bound: 46 | nc: 10 | ncall: 8570 | eff(%): 14.749 | loglstar: -inf < -338.305 < inf | logz: -354.682 +/- 0.395 | dlogz: 272.680 > 0.109
iter: 1265 | bound: 46 | nc: 1 | ncall: 8571 | eff(%): 14.759 | loglstar: -inf < -337.549 < inf | logz: -354.156 +/- 0.395 | dlogz: 272.205 > 0.109
iter: 1266 | bound: 46 | nc: 5 | ncall: 8576 | eff(%): 14.762 | loglstar: -inf < -333.508 < inf | logz: -351.325 +/- 0.417 | dlogz: 271.669 > 0.109
iter: 1267 | bound: 46 | nc: 1 | ncall: 8577 | eff(%): 14.772 | loglstar: -inf < -333.456 < inf | logz: -350.268 +/- 0.407 | dlogz: 268.829 > 0.109
iter: 1268 | bound: 46 | nc: 10 | ncall: 8587 | eff(%): 14.767 | loglstar: -inf < -330.958 < inf | logz: -348.588 +/- 0.411 | dlogz: 267.761 > 0.109
iter: 1269 | bound: 46 | nc: 30 | ncall: 8617 | eff(%): 14.727 | loglstar: -inf < -329.470 < inf | logz: -346.971 +/- 0.410 | dlogz: 266.071 > 0.109
iter: 1270 | bound: 46 | nc: 5 | ncall: 8622 | eff(%): 14.730 | loglstar: -inf < -329.059 < inf | logz: -346.006 +/- 0.404 | dlogz: 264.444 > 0.109
iter: 1271 | bound: 46 | nc: 8 | ncall: 8630 | eff(%): 14.728 | loglstar: -inf < -328.915 < inf | logz: -345.421 +/- 0.400 | dlogz: 263.469 > 0.109
iter: 1272 | bound: 47 | nc: 18 | ncall: 8648 | eff(%): 14.709 | loglstar: -inf < -327.913 < inf | logz: -344.793 +/- 0.399 | dlogz: 262.875 > 0.109
iter: 1273 | bound: 47 | nc: 4 | ncall: 8652 | eff(%): 14.713 | loglstar: -inf < -327.595 < inf | logz: -344.204 +/- 0.398 | dlogz: 262.237 > 0.109
iter: 1274 | bound: 47 | nc: 1 | ncall: 8653 | eff(%): 14.723 | loglstar: -inf < -326.135 < inf | logz: -343.348 +/- 0.401 | dlogz: 261.638 > 0.109
iter: 1275 | bound: 47 | nc: 3 | ncall: 8656 | eff(%): 14.730 | loglstar: -inf < -324.283 < inf | logz: -341.865 +/- 0.408 | dlogz: 260.772 > 0.109
iter: 1276 | bound: 47 | nc: 7 | ncall: 8663 | eff(%): 14.729 | loglstar: -inf < -323.434 < inf | logz: -340.699 +/- 0.406 | dlogz: 259.279 > 0.109
iter: 1277 | bound: 47 | nc: 3 | ncall: 8666 | eff(%): 14.736 | loglstar: -inf < -322.828 < inf | logz: -339.844 +/- 0.403 | dlogz: 258.103 > 0.109
iter: 1278 | bound: 47 | nc: 9 | ncall: 8675 | eff(%): 14.732 | loglstar: -inf < -318.920 < inf | logz: -336.863 +/- 0.419 | dlogz: 257.238 > 0.109
iter: 1279 | bound: 47 | nc: 1 | ncall: 8676 | eff(%): 14.742 | loglstar: -inf < -317.931 < inf | logz: -335.382 +/- 0.411 | dlogz: 254.247 > 0.109
iter: 1280 | bound: 47 | nc: 5 | ncall: 8681 | eff(%): 14.745 | loglstar: -inf < -317.882 < inf | logz: -334.620 +/- 0.405 | dlogz: 252.756 > 0.109
iter: 1281 | bound: 47 | nc: 3 | ncall: 8684 | eff(%): 14.751 | loglstar: -inf < -314.976 < inf | logz: -332.792 +/- 0.413 | dlogz: 251.984 > 0.109
iter: 1282 | bound: 47 | nc: 2 | ncall: 8686 | eff(%): 14.759 | loglstar: -inf < -314.719 < inf | logz: -331.760 +/- 0.407 | dlogz: 250.146 > 0.109
iter: 1283 | bound: 47 | nc: 12 | ncall: 8698 | eff(%): 14.751 | loglstar: -inf < -314.090 < inf | logz: -331.050 +/- 0.403 | dlogz: 249.104 > 0.109
iter: 1284 | bound: 47 | nc: 7 | ncall: 8705 | eff(%): 14.750 | loglstar: -inf < -311.659 < inf | logz: -329.429 +/- 0.411 | dlogz: 248.384 > 0.109
iter: 1285 | bound: 47 | nc: 6 | ncall: 8711 | eff(%): 14.751 | loglstar: -inf < -311.385 < inf | logz: -328.439 +/- 0.406 | dlogz: 246.754 > 0.109
iter: 1286 | bound: 47 | nc: 1 | ncall: 8712 | eff(%): 14.761 | loglstar: -inf < -310.845 < inf | logz: -327.767 +/- 0.403 | dlogz: 245.754 > 0.109
iter: 1287 | bound: 47 | nc: 9 | ncall: 8721 | eff(%): 14.757 | loglstar: -inf < -309.507 < inf | logz: -326.861 +/- 0.404 | dlogz: 245.071 > 0.109
iter: 1288 | bound: 47 | nc: 5 | ncall: 8726 | eff(%): 14.760 | loglstar: -inf < -309.135 < inf | logz: -326.097 +/- 0.402 | dlogz: 244.155 > 0.109
iter: 1289 | bound: 47 | nc: 6 | ncall: 8732 | eff(%): 14.762 | loglstar: -inf < -308.142 < inf | logz: -325.329 +/- 0.402 | dlogz: 243.382 > 0.109
iter: 1290 | bound: 47 | nc: 7 | ncall: 8739 | eff(%): 14.761 | loglstar: -inf < -305.654 < inf | logz: -323.528 +/- 0.413 | dlogz: 242.603 > 0.109
iter: 1291 | bound: 47 | nc: 2 | ncall: 8741 | eff(%): 14.769 | loglstar: -inf < -302.981 < inf | logz: -320.977 +/- 0.418 | dlogz: 240.792 > 0.109
iter: 1292 | bound: 47 | nc: 2 | ncall: 8743 | eff(%): 14.778 | loglstar: -inf < -302.975 < inf | logz: -319.979 +/- 0.409 | dlogz: 238.232 > 0.109
iter: 1293 | bound: 47 | nc: 3 | ncall: 8746 | eff(%): 14.784 | loglstar: -inf < -301.281 < inf | logz: -318.874 +/- 0.409 | dlogz: 237.224 > 0.109
iter: 1294 | bound: 47 | nc: 1 | ncall: 8747 | eff(%): 14.794 | loglstar: -inf < -298.326 < inf | logz: -316.364 +/- 0.418 | dlogz: 236.109 > 0.109
iter: 1295 | bound: 48 | nc: 1 | ncall: 8748 | eff(%): 14.803 | loglstar: -inf < -297.937 < inf | logz: -315.220 +/- 0.410 | dlogz: 233.589 > 0.109
iter: 1296 | bound: 48 | nc: 28 | ncall: 8776 | eff(%): 14.768 | loglstar: -inf < -296.933 < inf | logz: -314.304 +/- 0.407 | dlogz: 232.435 > 0.109
iter: 1297 | bound: 48 | nc: 5 | ncall: 8781 | eff(%): 14.771 | loglstar: -inf < -296.518 < inf | logz: -313.565 +/- 0.404 | dlogz: 231.509 > 0.109
iter: 1298 | bound: 48 | nc: 9 | ncall: 8790 | eff(%): 14.767 | loglstar: -inf < -293.199 < inf | logz: -311.271 +/- 0.418 | dlogz: 230.760 > 0.109
iter: 1299 | bound: 48 | nc: 1 | ncall: 8791 | eff(%): 14.776 | loglstar: -inf < -292.413 < inf | logz: -309.950 +/- 0.411 | dlogz: 228.456 > 0.109
iter: 1300 | bound: 48 | nc: 10 | ncall: 8801 | eff(%): 14.771 | loglstar: -inf < -292.150 < inf | logz: -309.186 +/- 0.407 | dlogz: 227.125 > 0.109
iter: 1301 | bound: 48 | nc: 3 | ncall: 8804 | eff(%): 14.777 | loglstar: -inf < -291.634 < inf | logz: -308.599 +/- 0.403 | dlogz: 226.351 > 0.109
iter: 1302 | bound: 48 | nc: 1 | ncall: 8805 | eff(%): 14.787 | loglstar: -inf < -290.805 < inf | logz: -307.953 +/- 0.402 | dlogz: 225.754 > 0.109
iter: 1303 | bound: 48 | nc: 8 | ncall: 8813 | eff(%): 14.785 | loglstar: -inf < -289.834 < inf | logz: -307.168 +/- 0.403 | dlogz: 225.098 > 0.109
iter: 1304 | bound: 48 | nc: 29 | ncall: 8842 | eff(%): 14.748 | loglstar: -inf < -288.357 < inf | logz: -306.035 +/- 0.408 | dlogz: 224.303 > 0.109
iter: 1305 | bound: 48 | nc: 2 | ncall: 8844 | eff(%): 14.756 | loglstar: -inf < -287.327 < inf | logz: -304.912 +/- 0.408 | dlogz: 223.161 > 0.109
iter: 1306 | bound: 48 | nc: 1 | ncall: 8845 | eff(%): 14.765 | loglstar: -inf < -287.177 < inf | logz: -304.187 +/- 0.405 | dlogz: 222.027 > 0.109
iter: 1307 | bound: 49 | nc: 8 | ncall: 8853 | eff(%): 14.763 | loglstar: -inf < -286.842 < inf | logz: -303.681 +/- 0.402 | dlogz: 221.292 > 0.109
iter: 1308 | bound: 49 | nc: 3 | ncall: 8856 | eff(%): 14.770 | loglstar: -inf < -286.275 < inf | logz: -303.191 +/- 0.401 | dlogz: 220.777 > 0.109
iter: 1309 | bound: 49 | nc: 7 | ncall: 8863 | eff(%): 14.769 | loglstar: -inf < -283.697 < inf | logz: -301.694 +/- 0.413 | dlogz: 220.277 > 0.109
iter: 1310 | bound: 49 | nc: 7 | ncall: 8870 | eff(%): 14.769 | loglstar: -inf < -283.212 < inf | logz: -300.638 +/- 0.409 | dlogz: 218.769 > 0.109
iter: 1311 | bound: 49 | nc: 8 | ncall: 8878 | eff(%): 14.767 | loglstar: -inf < -282.769 < inf | logz: -299.934 +/- 0.406 | dlogz: 217.704 > 0.109
iter: 1312 | bound: 49 | nc: 22 | ncall: 8900 | eff(%): 14.742 | loglstar: -inf < -282.215 < inf | logz: -299.327 +/- 0.404 | dlogz: 216.990 > 0.109
iter: 1313 | bound: 49 | nc: 17 | ncall: 8917 | eff(%): 14.725 | loglstar: -inf < -282.006 < inf | logz: -298.833 +/- 0.402 | dlogz: 216.372 > 0.109
iter: 1314 | bound: 49 | nc: 1 | ncall: 8918 | eff(%): 14.734 | loglstar: -inf < -281.484 < inf | logz: -298.380 +/- 0.400 | dlogz: 215.869 > 0.109
iter: 1315 | bound: 49 | nc: 11 | ncall: 8929 | eff(%): 14.727 | loglstar: -inf < -281.440 < inf | logz: -298.000 +/- 0.399 | dlogz: 215.406 > 0.109
iter: 1316 | bound: 49 | nc: 5 | ncall: 8934 | eff(%): 14.730 | loglstar: -inf < -280.157 < inf | logz: -297.448 +/- 0.400 | dlogz: 215.016 > 0.109
iter: 1317 | bound: 49 | nc: 8 | ncall: 8942 | eff(%): 14.728 | loglstar: -inf < -279.872 < inf | logz: -296.879 +/- 0.401 | dlogz: 214.454 > 0.109
iter: 1318 | bound: 49 | nc: 4 | ncall: 8946 | eff(%): 14.733 | loglstar: -inf < -279.420 < inf | logz: -296.390 +/- 0.400 | dlogz: 213.875 > 0.109
iter: 1319 | bound: 50 | nc: 7 | ncall: 8953 | eff(%): 14.732 | loglstar: -inf < -279.277 < inf | logz: -295.982 +/- 0.399 | dlogz: 213.376 > 0.109
iter: 1320 | bound: 50 | nc: 1 | ncall: 8954 | eff(%): 14.742 | loglstar: -inf < -278.847 < inf | logz: -295.610 +/- 0.398 | dlogz: 212.958 > 0.109
iter: 1321 | bound: 50 | nc: 2 | ncall: 8956 | eff(%): 14.750 | loglstar: -inf < -277.914 < inf | logz: -295.103 +/- 0.399 | dlogz: 212.576 > 0.109
iter: 1322 | bound: 50 | nc: 2 | ncall: 8958 | eff(%): 14.758 | loglstar: -inf < -274.726 < inf | logz: -293.007 +/- 0.419 | dlogz: 212.059 > 0.109
iter: 1323 | bound: 50 | nc: 5 | ncall: 8963 | eff(%): 14.761 | loglstar: -inf < -272.693 < inf | logz: -290.902 +/- 0.419 | dlogz: 209.953 > 0.109
iter: 1324 | bound: 50 | nc: 3 | ncall: 8966 | eff(%): 14.767 | loglstar: -inf < -272.441 < inf | logz: -289.888 +/- 0.412 | dlogz: 207.839 > 0.109
iter: 1325 | bound: 50 | nc: 2 | ncall: 8968 | eff(%): 14.775 | loglstar: -inf < -270.075 < inf | logz: -288.251 +/- 0.417 | dlogz: 206.814 > 0.109
iter: 1326 | bound: 50 | nc: 2 | ncall: 8970 | eff(%): 14.783 | loglstar: -inf < -267.695 < inf | logz: -285.989 +/- 0.421 | dlogz: 205.168 > 0.109
iter: 1327 | bound: 50 | nc: 6 | ncall: 8976 | eff(%): 14.784 | loglstar: -inf < -267.061 < inf | logz: -284.782 +/- 0.414 | dlogz: 202.896 > 0.109
iter: 1328 | bound: 50 | nc: 2 | ncall: 8978 | eff(%): 14.792 | loglstar: -inf < -265.035 < inf | logz: -283.195 +/- 0.417 | dlogz: 201.679 > 0.109
iter: 1329 | bound: 50 | nc: 4 | ncall: 8982 | eff(%): 14.796 | loglstar: -inf < -262.575 < inf | logz: -280.908 +/- 0.421 | dlogz: 200.081 > 0.109
iter: 1330 | bound: 50 | nc: 4 | ncall: 8986 | eff(%): 14.801 | loglstar: -inf < -262.046 < inf | logz: -279.742 +/- 0.414 | dlogz: 197.785 > 0.109
iter: 1331 | bound: 50 | nc: 1 | ncall: 8987 | eff(%): 14.810 | loglstar: -inf < -261.799 < inf | logz: -279.060 +/- 0.409 | dlogz: 196.608 > 0.109
iter: 1332 | bound: 50 | nc: 1 | ncall: 8988 | eff(%): 14.820 | loglstar: -inf < -259.664 < inf | logz: -277.779 +/- 0.414 | dlogz: 195.916 > 0.109
iter: 1333 | bound: 50 | nc: 3 | ncall: 8991 | eff(%): 14.826 | loglstar: -inf < -258.397 < inf | logz: -276.416 +/- 0.414 | dlogz: 194.626 > 0.109
iter: 1334 | bound: 50 | nc: 1 | ncall: 8992 | eff(%): 14.835 | loglstar: -inf < -257.907 < inf | logz: -275.494 +/- 0.411 | dlogz: 193.252 > 0.109
iter: 1335 | bound: 50 | nc: 5 | ncall: 8997 | eff(%): 14.838 | loglstar: -inf < -255.221 < inf | logz: -273.578 +/- 0.420 | dlogz: 192.321 > 0.109
iter: 1336 | bound: 50 | nc: 1 | ncall: 8998 | eff(%): 14.848 | loglstar: -inf < -254.272 < inf | logz: -272.234 +/- 0.416 | dlogz: 190.395 > 0.109
iter: 1337 | bound: 50 | nc: 2 | ncall: 9000 | eff(%): 14.856 | loglstar: -inf < -253.625 < inf | logz: -271.304 +/- 0.412 | dlogz: 189.041 > 0.109
iter: 1338 | bound: 50 | nc: 3 | ncall: 9003 | eff(%): 14.862 | loglstar: -inf < -252.672 < inf | logz: -270.423 +/- 0.411 | dlogz: 188.101 > 0.109
iter: 1339 | bound: 50 | nc: 1 | ncall: 9004 | eff(%): 14.871 | loglstar: -inf < -252.321 < inf | logz: -269.723 +/- 0.408 | dlogz: 187.210 > 0.109
iter: 1340 | bound: 50 | nc: 2 | ncall: 9006 | eff(%): 14.879 | loglstar: -inf < -252.309 < inf | logz: -269.260 +/- 0.406 | dlogz: 186.500 > 0.109
iter: 1341 | bound: 50 | nc: 3 | ncall: 9009 | eff(%): 14.885 | loglstar: -inf < -250.485 < inf | logz: -268.416 +/- 0.409 | dlogz: 186.027 > 0.109
iter: 1342 | bound: 50 | nc: 3 | ncall: 9012 | eff(%): 14.891 | loglstar: -inf < -250.187 < inf | logz: -267.654 +/- 0.408 | dlogz: 185.173 > 0.109
iter: 1343 | bound: 50 | nc: 1 | ncall: 9013 | eff(%): 14.901 | loglstar: -inf < -248.379 < inf | logz: -266.507 +/- 0.413 | dlogz: 184.401 > 0.109
iter: 1344 | bound: 50 | nc: 3 | ncall: 9016 | eff(%): 14.907 | loglstar: -inf < -247.128 < inf | logz: -265.223 +/- 0.415 | dlogz: 183.244 > 0.109
iter: 1345 | bound: 50 | nc: 2 | ncall: 9018 | eff(%): 14.915 | loglstar: -inf < -246.214 < inf | logz: -264.143 +/- 0.413 | dlogz: 181.951 > 0.109
iter: 1346 | bound: 50 | nc: 9 | ncall: 9027 | eff(%): 14.911 | loglstar: -inf < -243.293 < inf | logz: -261.828 +/- 0.424 | dlogz: 180.861 > 0.109
iter: 1347 | bound: 50 | nc: 1 | ncall: 9028 | eff(%): 14.920 | loglstar: -inf < -242.315 < inf | logz: -260.418 +/- 0.418 | dlogz: 178.536 > 0.109
iter: 1348 | bound: 50 | nc: 5 | ncall: 9033 | eff(%): 14.923 | loglstar: -inf < -241.524 < inf | logz: -259.409 +/- 0.414 | dlogz: 177.115 > 0.109
iter: 1349 | bound: 50 | nc: 1 | ncall: 9034 | eff(%): 14.932 | loglstar: -inf < -240.020 < inf | logz: -258.190 +/- 0.415 | dlogz: 176.096 > 0.109
iter: 1350 | bound: 50 | nc: 4 | ncall: 9038 | eff(%): 14.937 | loglstar: -inf < -237.072 < inf | logz: -255.668 +/- 0.425 | dlogz: 174.868 > 0.109
iter: 1351 | bound: 50 | nc: 3 | ncall: 9041 | eff(%): 14.943 | loglstar: -inf < -236.904 < inf | logz: -254.607 +/- 0.417 | dlogz: 172.336 > 0.109
iter: 1352 | bound: 50 | nc: 2 | ncall: 9043 | eff(%): 14.951 | loglstar: -inf < -236.294 < inf | logz: -253.916 +/- 0.412 | dlogz: 171.265 > 0.109
iter: 1353 | bound: 50 | nc: 2 | ncall: 9045 | eff(%): 14.959 | loglstar: -inf < -236.172 < inf | logz: -253.396 +/- 0.409 | dlogz: 170.564 > 0.109
iter: 1354 | bound: 50 | nc: 6 | ncall: 9051 | eff(%): 14.960 | loglstar: -inf < -232.095 < inf | logz: -250.774 +/- 0.427 | dlogz: 170.034 > 0.109
iter: 1355 | bound: 51 | nc: 4 | ncall: 9055 | eff(%): 14.964 | loglstar: -inf < -231.665 < inf | logz: -249.583 +/- 0.418 | dlogz: 167.401 > 0.109
iter: 1356 | bound: 51 | nc: 2 | ncall: 9057 | eff(%): 14.972 | loglstar: -inf < -231.124 < inf | logz: -248.824 +/- 0.413 | dlogz: 166.200 > 0.109
iter: 1357 | bound: 51 | nc: 2 | ncall: 9059 | eff(%): 14.980 | loglstar: -inf < -230.938 < inf | logz: -248.274 +/- 0.410 | dlogz: 165.432 > 0.109
iter: 1358 | bound: 51 | nc: 18 | ncall: 9077 | eff(%): 14.961 | loglstar: -inf < -229.675 < inf | logz: -247.562 +/- 0.410 | dlogz: 164.872 > 0.109
iter: 1359 | bound: 51 | nc: 2 | ncall: 9079 | eff(%): 14.969 | loglstar: -inf < -228.790 < inf | logz: -246.710 +/- 0.411 | dlogz: 164.150 > 0.109
iter: 1360 | bound: 51 | nc: 4 | ncall: 9083 | eff(%): 14.973 | loglstar: -inf < -228.112 < inf | logz: -245.924 +/- 0.411 | dlogz: 163.288 > 0.109
iter: 1361 | bound: 51 | nc: 2 | ncall: 9085 | eff(%): 14.981 | loglstar: -inf < -226.945 < inf | logz: -245.005 +/- 0.412 | dlogz: 162.492 > 0.109
iter: 1362 | bound: 51 | nc: 14 | ncall: 9099 | eff(%): 14.969 | loglstar: -inf < -225.897 < inf | logz: -243.994 +/- 0.414 | dlogz: 161.563 > 0.109
iter: 1363 | bound: 51 | nc: 8 | ncall: 9107 | eff(%): 14.967 | loglstar: -inf < -225.628 < inf | logz: -243.264 +/- 0.411 | dlogz: 160.543 > 0.109
iter: 1364 | bound: 51 | nc: 5 | ncall: 9112 | eff(%): 14.969 | loglstar: -inf < -224.321 < inf | logz: -242.403 +/- 0.413 | dlogz: 183.670 > 0.109
iter: 1365 | bound: 51 | nc: 5 | ncall: 9117 | eff(%): 14.972 | loglstar: -inf < -224.034 < inf | logz: -241.685 +/- 0.411 | dlogz: 182.799 > 0.109
iter: 1366 | bound: 51 | nc: 2 | ncall: 9119 | eff(%): 14.980 | loglstar: -inf < -223.918 < inf | logz: -241.206 +/- 0.409 | dlogz: 182.072 > 0.109
iter: 1367 | bound: 51 | nc: 1 | ncall: 9120 | eff(%): 14.989 | loglstar: -inf < -223.314 < inf | logz: -240.759 +/- 0.407 | dlogz: 181.582 > 0.109
iter: 1368 | bound: 51 | nc: 3 | ncall: 9123 | eff(%): 14.995 | loglstar: -inf < -222.666 < inf | logz: -240.245 +/- 0.407 | dlogz: 181.125 > 0.109
iter: 1369 | bound: 51 | nc: 1 | ncall: 9124 | eff(%): 15.004 | loglstar: -inf < -220.007 < inf | logz: -238.636 +/- 0.420 | dlogz: 180.601 > 0.109
iter: 1370 | bound: 51 | nc: 3 | ncall: 9127 | eff(%): 15.010 | loglstar: -inf < -218.031 < inf | logz: -236.679 +/- 0.424 | dlogz: 178.983 > 0.109
iter: 1371 | bound: 51 | nc: 1 | ncall: 9128 | eff(%): 15.020 | loglstar: -inf < -217.549 < inf | logz: -235.595 +/- 0.418 | dlogz: 177.016 > 0.109
iter: 1372 | bound: 51 | nc: 2 | ncall: 9130 | eff(%): 15.027 | loglstar: -inf < -216.906 < inf | logz: -234.818 +/- 0.415 | dlogz: 175.922 > 0.109
iter: 1373 | bound: 51 | nc: 13 | ncall: 9143 | eff(%): 15.017 | loglstar: -inf < -216.661 < inf | logz: -234.231 +/- 0.412 | dlogz: 175.135 > 0.109
iter: 1374 | bound: 51 | nc: 5 | ncall: 9148 | eff(%): 15.020 | loglstar: -inf < -215.402 < inf | logz: -233.482 +/- 0.412 | dlogz: 174.538 > 0.109
iter: 1375 | bound: 52 | nc: 16 | ncall: 9164 | eff(%): 15.004 | loglstar: -inf < -214.525 < inf | logz: -232.613 +/- 0.413 | dlogz: 173.778 > 0.109
iter: 1376 | bound: 52 | nc: 1 | ncall: 9165 | eff(%): 15.014 | loglstar: -inf < -214.095 < inf | logz: -231.905 +/- 0.412 | dlogz: 172.900 > 0.109
iter: 1377 | bound: 52 | nc: 1 | ncall: 9166 | eff(%): 15.023 | loglstar: -inf < -213.932 < inf | logz: -231.397 +/- 0.410 | dlogz: 172.182 > 0.109
iter: 1378 | bound: 52 | nc: 6 | ncall: 9172 | eff(%): 15.024 | loglstar: -inf < -213.649 < inf | logz: -230.994 +/- 0.408 | dlogz: 171.664 > 0.109
iter: 1379 | bound: 52 | nc: 13 | ncall: 9185 | eff(%): 15.014 | loglstar: -inf < -212.854 < inf | logz: -230.522 +/- 0.408 | dlogz: 171.251 > 0.109
iter: 1380 | bound: 52 | nc: 9 | ncall: 9194 | eff(%): 15.010 | loglstar: -inf < -212.496 < inf | logz: -230.038 +/- 0.407 | dlogz: 170.769 > 0.109
iter: 1381 | bound: 52 | nc: 1 | ncall: 9195 | eff(%): 15.019 | loglstar: -inf < -211.908 < inf | logz: -229.552 +/- 0.407 | dlogz: 170.275 > 0.109
iter: 1382 | bound: 52 | nc: 2 | ncall: 9197 | eff(%): 15.027 | loglstar: -inf < -210.655 < inf | logz: -228.808 +/- 0.411 | dlogz: 169.779 > 0.109
iter: 1383 | bound: 52 | nc: 1 | ncall: 9198 | eff(%): 15.036 | loglstar: -inf < -210.473 < inf | logz: -228.173 +/- 0.410 | dlogz: 169.025 > 0.109
iter: 1384 | bound: 52 | nc: 8 | ncall: 9206 | eff(%): 15.034 | loglstar: -inf < -210.347 < inf | logz: -227.739 +/- 0.409 | dlogz: 168.380 > 0.109
iter: 1385 | bound: 52 | nc: 2 | ncall: 9208 | eff(%): 15.041 | loglstar: -inf < -209.525 < inf | logz: -227.266 +/- 0.408 | dlogz: 167.936 > 0.109
iter: 1386 | bound: 52 | nc: 4 | ncall: 9212 | eff(%): 15.046 | loglstar: -inf < -208.862 < inf | logz: -226.698 +/- 0.409 | dlogz: 167.453 > 0.109
iter: 1387 | bound: 52 | nc: 1 | ncall: 9213 | eff(%): 15.055 | loglstar: -inf < -204.055 < inf | logz: -223.118 +/- 0.433 | dlogz: 166.876 > 0.109
iter: 1388 | bound: 52 | nc: 2 | ncall: 9215 | eff(%): 15.062 | loglstar: -inf < -203.726 < inf | logz: -221.930 +/- 0.423 | dlogz: 163.286 > 0.109
iter: 1389 | bound: 52 | nc: 1 | ncall: 9216 | eff(%): 15.072 | loglstar: -inf < -203.465 < inf | logz: -221.278 +/- 0.417 | dlogz: 162.087 > 0.109
iter: 1390 | bound: 52 | nc: 2 | ncall: 9218 | eff(%): 15.079 | loglstar: -inf < -202.741 < inf | logz: -220.678 +/- 0.414 | dlogz: 161.425 > 0.109
iter: 1391 | bound: 52 | nc: 1 | ncall: 9219 | eff(%): 15.088 | loglstar: -inf < -202.692 < inf | logz: -220.198 +/- 0.412 | dlogz: 160.816 > 0.109
iter: 1392 | bound: 52 | nc: 4 | ncall: 9223 | eff(%): 15.093 | loglstar: -inf < -202.606 < inf | logz: -219.859 +/- 0.409 | dlogz: 160.326 > 0.109
iter: 1393 | bound: 52 | nc: 2 | ncall: 9225 | eff(%): 15.100 | loglstar: -inf < -202.290 < inf | logz: -219.557 +/- 0.408 | dlogz: 159.976 > 0.109
iter: 1394 | bound: 52 | nc: 3 | ncall: 9228 | eff(%): 15.106 | loglstar: -inf < -202.188 < inf | logz: -219.283 +/- 0.406 | dlogz: 159.664 > 0.109
iter: 1395 | bound: 52 | nc: 5 | ncall: 9233 | eff(%): 15.109 | loglstar: -inf < -201.452 < inf | logz: -218.958 +/- 0.406 | dlogz: 159.381 > 0.109
iter: 1396 | bound: 52 | nc: 1 | ncall: 9234 | eff(%): 15.118 | loglstar: -inf < -201.341 < inf | logz: -218.626 +/- 0.405 | dlogz: 159.046 > 0.109
iter: 1397 | bound: 52 | nc: 2 | ncall: 9236 | eff(%): 15.126 | loglstar: -inf < -201.102 < inf | logz: -218.337 +/- 0.404 | dlogz: 158.704 > 0.109
iter: 1398 | bound: 52 | nc: 3 | ncall: 9239 | eff(%): 15.132 | loglstar: -inf < -200.553 < inf | logz: -218.015 +/- 0.404 | dlogz: 158.405 > 0.109
iter: 1399 | bound: 52 | nc: 6 | ncall: 9245 | eff(%): 15.133 | loglstar: -inf < -200.051 < inf | logz: -217.638 +/- 0.405 | dlogz: 158.073 > 0.109
iter: 1400 | bound: 52 | nc: 4 | ncall: 9249 | eff(%): 15.137 | loglstar: -inf < -198.709 < inf | logz: -216.978 +/- 0.410 | dlogz: 157.686 > 0.109
iter: 1401 | bound: 52 | nc: 4 | ncall: 9253 | eff(%): 15.141 | loglstar: -inf < -198.237 < inf | logz: -216.291 +/- 0.412 | dlogz: 157.016 > 0.109
iter: 1402 | bound: 52 | nc: 1 | ncall: 9254 | eff(%): 15.150 | loglstar: -inf < -196.869 < inf | logz: -215.378 +/- 0.416 | dlogz: 156.319 > 0.109
iter: 1403 | bound: 53 | nc: 10 | ncall: 9264 | eff(%): 15.145 | loglstar: -inf < -195.554 < inf | logz: -214.204 +/- 0.420 | dlogz: 155.396 > 0.109
iter: 1404 | bound: 53 | nc: 7 | ncall: 9271 | eff(%): 15.144 | loglstar: -inf < -195.119 < inf | logz: -213.341 +/- 0.418 | dlogz: 154.212 > 0.109
iter: 1405 | bound: 53 | nc: 3 | ncall: 9274 | eff(%): 15.150 | loglstar: -inf < -195.099 < inf | logz: -212.809 +/- 0.415 | dlogz: 153.339 > 0.109
iter: 1406 | bound: 53 | nc: 5 | ncall: 9279 | eff(%): 15.152 | loglstar: -inf < -195.043 < inf | logz: -212.455 +/- 0.412 | dlogz: 152.797 > 0.109
iter: 1407 | bound: 53 | nc: 4 | ncall: 9283 | eff(%): 15.157 | loglstar: -inf < -194.233 < inf | logz: -212.055 +/- 0.411 | dlogz: 152.433 > 0.109
iter: 1408 | bound: 53 | nc: 6 | ncall: 9289 | eff(%): 15.158 | loglstar: -inf < -193.465 < inf | logz: -211.516 +/- 0.411 | dlogz: 152.023 > 0.109
iter: 1409 | bound: 53 | nc: 6 | ncall: 9295 | eff(%): 15.159 | loglstar: -inf < -193.160 < inf | logz: -211.007 +/- 0.411 | dlogz: 151.474 > 0.109
iter: 1410 | bound: 53 | nc: 2 | ncall: 9297 | eff(%): 15.166 | loglstar: -inf < -193.079 < inf | logz: -210.619 +/- 0.410 | dlogz: 150.956 > 0.109
iter: 1411 | bound: 53 | nc: 1 | ncall: 9298 | eff(%): 15.175 | loglstar: -inf < -192.633 < inf | logz: -210.265 +/- 0.409 | dlogz: 150.558 > 0.109
iter: 1412 | bound: 53 | nc: 2 | ncall: 9300 | eff(%): 15.183 | loglstar: -inf < -192.602 < inf | logz: -209.954 +/- 0.408 | dlogz: 150.194 > 0.109
iter: 1413 | bound: 53 | nc: 2 | ncall: 9302 | eff(%): 15.190 | loglstar: -inf < -191.081 < inf | logz: -209.394 +/- 0.411 | dlogz: 149.873 > 0.109
iter: 1414 | bound: 53 | nc: 2 | ncall: 9304 | eff(%): 15.198 | loglstar: -inf < -190.918 < inf | logz: -208.830 +/- 0.412 | dlogz: 149.303 > 0.109
iter: 1415 | bound: 53 | nc: 1 | ncall: 9305 | eff(%): 15.207 | loglstar: -inf < -190.726 < inf | logz: -208.418 +/- 0.411 | dlogz: 148.729 > 0.109
iter: 1416 | bound: 53 | nc: 2 | ncall: 9307 | eff(%): 15.214 | loglstar: -inf < -190.372 < inf | logz: -208.050 +/- 0.410 | dlogz: 148.306 > 0.109
iter: 1417 | bound: 53 | nc: 1 | ncall: 9308 | eff(%): 15.223 | loglstar: -inf < -189.337 < inf | logz: -207.529 +/- 0.411 | dlogz: 147.928 > 0.109
iter: 1418 | bound: 53 | nc: 1 | ncall: 9309 | eff(%): 15.233 | loglstar: -inf < -188.944 < inf | logz: -206.978 +/- 0.412 | dlogz: 147.398 > 0.109
iter: 1419 | bound: 53 | nc: 3 | ncall: 9312 | eff(%): 15.238 | loglstar: -inf < -187.813 < inf | logz: -206.271 +/- 0.415 | dlogz: 146.837 > 0.109
iter: 1420 | bound: 53 | nc: 2 | ncall: 9314 | eff(%): 15.246 | loglstar: -inf < -186.436 < inf | logz: -205.213 +/- 0.420 | dlogz: 146.120 > 0.109
iter: 1421 | bound: 53 | nc: 3 | ncall: 9317 | eff(%): 15.252 | loglstar: -inf < -184.037 < inf | logz: -203.238 +/- 0.430 | dlogz: 145.052 > 0.109
iter: 1422 | bound: 53 | nc: 12 | ncall: 9329 | eff(%): 15.243 | loglstar: -inf < -183.901 < inf | logz: -202.254 +/- 0.423 | dlogz: 143.067 > 0.109
iter: 1423 | bound: 53 | nc: 5 | ncall: 9334 | eff(%): 15.245 | loglstar: -inf < -183.693 < inf | logz: -201.700 +/- 0.419 | dlogz: 142.073 > 0.109
iter: 1424 | bound: 53 | nc: 2 | ncall: 9336 | eff(%): 15.253 | loglstar: -inf < -181.910 < inf | logz: -200.740 +/- 0.421 | dlogz: 141.509 > 0.109
iter: 1425 | bound: 53 | nc: 3 | ncall: 9339 | eff(%): 15.259 | loglstar: -inf < -181.322 < inf | logz: -199.838 +/- 0.420 | dlogz: 140.539 > 0.109
iter: 1426 | bound: 53 | nc: 2 | ncall: 9341 | eff(%): 15.266 | loglstar: -inf < -180.658 < inf | logz: -199.089 +/- 0.419 | dlogz: 139.627 > 0.109
iter: 1427 | bound: 53 | nc: 5 | ncall: 9346 | eff(%): 15.269 | loglstar: -inf < -180.623 < inf | logz: -198.558 +/- 0.417 | dlogz: 138.868 > 0.109
iter: 1428 | bound: 53 | nc: 3 | ncall: 9349 | eff(%): 15.274 | loglstar: -inf < -180.523 < inf | logz: -198.195 +/- 0.414 | dlogz: 138.327 > 0.109
iter: 1429 | bound: 53 | nc: 6 | ncall: 9355 | eff(%): 15.275 | loglstar: -inf < -180.281 < inf | logz: -197.889 +/- 0.412 | dlogz: 137.955 > 0.109
iter: 1430 | bound: 53 | nc: 1 | ncall: 9356 | eff(%): 15.284 | loglstar: -inf < -179.918 < inf | logz: -197.583 +/- 0.411 | dlogz: 137.638 > 0.109
iter: 1431 | bound: 53 | nc: 2 | ncall: 9358 | eff(%): 15.292 | loglstar: -inf < -179.762 < inf | logz: -197.295 +/- 0.410 | dlogz: 137.322 > 0.109
iter: 1432 | bound: 53 | nc: 2 | ncall: 9360 | eff(%): 15.299 | loglstar: -inf < -177.884 < inf | logz: -196.599 +/- 0.415 | dlogz: 137.024 > 0.109
iter: 1433 | bound: 54 | nc: 6 | ncall: 9366 | eff(%): 15.300 | loglstar: -inf < -177.397 < inf | logz: -195.842 +/- 0.417 | dlogz: 136.318 > 0.109
iter: 1434 | bound: 54 | nc: 4 | ncall: 9370 | eff(%): 15.304 | loglstar: -inf < -175.779 < inf | logz: -194.754 +/- 0.422 | dlogz: 135.551 > 0.109
iter: 1435 | bound: 54 | nc: 11 | ncall: 9381 | eff(%): 15.297 | loglstar: -inf < -175.234 < inf | logz: -193.841 +/- 0.421 | dlogz: 134.454 > 0.109
iter: 1436 | bound: 54 | nc: 7 | ncall: 9388 | eff(%): 15.296 | loglstar: -inf < -175.103 < inf | logz: -193.252 +/- 0.419 | dlogz: 133.531 > 0.109
iter: 1437 | bound: 54 | nc: 4 | ncall: 9392 | eff(%): 15.300 | loglstar: -inf < -174.188 < inf | logz: -192.652 +/- 0.418 | dlogz: 132.931 > 0.109
iter: 1438 | bound: 54 | nc: 13 | ncall: 9405 | eff(%): 15.290 | loglstar: -inf < -173.885 < inf | logz: -192.092 +/- 0.417 | dlogz: 132.321 > 0.109
iter: 1439 | bound: 54 | nc: 3 | ncall: 9408 | eff(%): 15.295 | loglstar: -inf < -173.530 < inf | logz: -191.627 +/- 0.416 | dlogz: 131.751 > 0.109
iter: 1440 | bound: 54 | nc: 6 | ncall: 9414 | eff(%): 15.296 | loglstar: -inf < -173.135 < inf | logz: -191.196 +/- 0.414 | dlogz: 131.276 > 0.109
iter: 1441 | bound: 54 | nc: 6 | ncall: 9420 | eff(%): 15.297 | loglstar: -inf < -172.816 < inf | logz: -190.796 +/- 0.414 | dlogz: 130.836 > 0.109
iter: 1442 | bound: 54 | nc: 1 | ncall: 9421 | eff(%): 15.306 | loglstar: -inf < -171.344 < inf | logz: -190.097 +/- 0.417 | dlogz: 130.426 > 0.109
iter: 1443 | bound: 54 | nc: 13 | ncall: 9434 | eff(%): 15.296 | loglstar: -inf < -171.231 < inf | logz: -189.477 +/- 0.417 | dlogz: 129.717 > 0.109
iter: 1444 | bound: 54 | nc: 1 | ncall: 9435 | eff(%): 15.305 | loglstar: -inf < -171.148 < inf | logz: -189.069 +/- 0.415 | dlogz: 129.087 > 0.109
iter: 1445 | bound: 54 | nc: 3 | ncall: 9438 | eff(%): 15.310 | loglstar: -inf < -171.112 < inf | logz: -188.767 +/- 0.414 | dlogz: 128.669 > 0.109
iter: 1446 | bound: 54 | nc: 3 | ncall: 9441 | eff(%): 15.316 | loglstar: -inf < -170.446 < inf | logz: -188.440 +/- 0.413 | dlogz: 128.357 > 0.109
iter: 1447 | bound: 54 | nc: 12 | ncall: 9453 | eff(%): 15.307 | loglstar: -inf < -170.413 < inf | logz: -188.125 +/- 0.412 | dlogz: 128.021 > 0.109
iter: 1448 | bound: 54 | nc: 12 | ncall: 9465 | eff(%): 15.298 | loglstar: -inf < -169.940 < inf | logz: -187.822 +/- 0.411 | dlogz: 127.695 > 0.109
iter: 1449 | bound: 55 | nc: 2 | ncall: 9467 | eff(%): 15.306 | loglstar: -inf < -168.391 < inf | logz: -187.174 +/- 0.416 | dlogz: 127.382 > 0.109
iter: 1450 | bound: 55 | nc: 11 | ncall: 9478 | eff(%): 15.299 | loglstar: -inf < -168.252 < inf | logz: -186.566 +/- 0.417 | dlogz: 126.724 > 0.109
iter: 1451 | bound: 55 | nc: 6 | ncall: 9484 | eff(%): 15.299 | loglstar: -inf < -168.087 < inf | logz: -186.143 +/- 0.416 | dlogz: 126.106 > 0.109
iter: 1452 | bound: 55 | nc: 19 | ncall: 9503 | eff(%): 15.279 | loglstar: -inf < -167.375 < inf | logz: -185.698 +/- 0.415 | dlogz: 125.674 > 0.109
iter: 1453 | bound: 55 | nc: 9 | ncall: 9512 | eff(%): 15.275 | loglstar: -inf < -167.351 < inf | logz: -185.304 +/- 0.414 | dlogz: 125.219 > 0.109
iter: 1454 | bound: 55 | nc: 8 | ncall: 9520 | eff(%): 15.273 | loglstar: -inf < -164.824 < inf | logz: -184.140 +/- 0.425 | dlogz: 124.815 > 0.109
iter: 1455 | bound: 55 | nc: 3 | ncall: 9523 | eff(%): 15.279 | loglstar: -inf < -164.062 < inf | logz: -183.047 +/- 0.425 | dlogz: 123.640 > 0.109
iter: 1456 | bound: 55 | nc: 3 | ncall: 9526 | eff(%): 15.284 | loglstar: -inf < -163.484 < inf | logz: -182.236 +/- 0.424 | dlogz: 122.537 > 0.109
iter: 1457 | bound: 55 | nc: 6 | ncall: 9532 | eff(%): 15.285 | loglstar: -inf < -162.741 < inf | logz: -181.498 +/- 0.422 | dlogz: 121.717 > 0.109
iter: 1458 | bound: 55 | nc: 3 | ncall: 9535 | eff(%): 15.291 | loglstar: -inf < -160.890 < inf | logz: -180.222 +/- 0.428 | dlogz: 120.968 > 0.109
iter: 1459 | bound: 55 | nc: 9 | ncall: 9544 | eff(%): 15.287 | loglstar: -inf < -160.401 < inf | logz: -179.258 +/- 0.426 | dlogz: 119.683 > 0.109
iter: 1460 | bound: 55 | nc: 8 | ncall: 9552 | eff(%): 15.285 | loglstar: -inf < -160.089 < inf | logz: -178.617 +/- 0.423 | dlogz: 118.709 > 0.109
iter: 1461 | bound: 55 | nc: 11 | ncall: 9563 | eff(%): 15.278 | loglstar: -inf < -159.879 < inf | logz: -178.145 +/- 0.420 | dlogz: 118.058 > 0.109
iter: 1462 | bound: 56 | nc: 9 | ncall: 9572 | eff(%): 15.274 | loglstar: -inf < -159.695 < inf | logz: -177.771 +/- 0.418 | dlogz: 117.576 > 0.109
iter: 1463 | bound: 56 | nc: 32 | ncall: 9604 | eff(%): 15.233 | loglstar: -inf < -159.684 < inf | logz: -177.479 +/- 0.416 | dlogz: 117.192 > 0.109
iter: 1464 | bound: 56 | nc: 12 | ncall: 9616 | eff(%): 15.225 | loglstar: -inf < -159.235 < inf | logz: -177.198 +/- 0.415 | dlogz: 116.890 > 0.109
iter: 1465 | bound: 56 | nc: 3 | ncall: 9619 | eff(%): 15.230 | loglstar: -inf < -158.969 < inf | logz: -176.905 +/- 0.414 | dlogz: 116.599 > 0.109
iter: 1466 | bound: 56 | nc: 6 | ncall: 9625 | eff(%): 15.231 | loglstar: -inf < -158.369 < inf | logz: -176.567 +/- 0.414 | dlogz: 116.296 > 0.109
iter: 1467 | bound: 56 | nc: 13 | ncall: 9638 | eff(%): 15.221 | loglstar: -inf < -157.116 < inf | logz: -175.966 +/- 0.417 | dlogz: 115.949 > 0.109
iter: 1468 | bound: 56 | nc: 7 | ncall: 9645 | eff(%): 15.220 | loglstar: -inf < -156.335 < inf | logz: -175.220 +/- 0.420 | dlogz: 115.337 > 0.109
iter: 1469 | bound: 56 | nc: 24 | ncall: 9669 | eff(%): 15.193 | loglstar: -inf < -156.034 < inf | logz: -174.611 +/- 0.420 | dlogz: 114.581 > 0.109
iter: 1470 | bound: 57 | nc: 9 | ncall: 9678 | eff(%): 15.189 | loglstar: -inf < -155.372 < inf | logz: -174.044 +/- 0.420 | dlogz: 113.962 > 0.109
iter: 1471 | bound: 57 | nc: 6 | ncall: 9684 | eff(%): 15.190 | loglstar: -inf < -155.325 < inf | logz: -173.587 +/- 0.419 | dlogz: 113.385 > 0.109
iter: 1472 | bound: 57 | nc: 3 | ncall: 9687 | eff(%): 15.196 | loglstar: -inf < -154.421 < inf | logz: -173.089 +/- 0.419 | dlogz: 112.918 > 0.109
iter: 1473 | bound: 57 | nc: 6 | ncall: 9693 | eff(%): 15.197 | loglstar: -inf < -154.313 < inf | logz: -172.630 +/- 0.418 | dlogz: 112.411 > 0.109
iter: 1474 | bound: 57 | nc: 14 | ncall: 9707 | eff(%): 15.185 | loglstar: -inf < -154.044 < inf | logz: -172.262 +/- 0.417 | dlogz: 111.941 > 0.109
iter: 1475 | bound: 57 | nc: 4 | ncall: 9711 | eff(%): 15.189 | loglstar: -inf < -153.938 < inf | logz: -171.951 +/- 0.416 | dlogz: 111.564 > 0.109
iter: 1476 | bound: 57 | nc: 2 | ncall: 9713 | eff(%): 15.196 | loglstar: -inf < -153.119 < inf | logz: -171.576 +/- 0.416 | dlogz: 111.243 > 0.109
iter: 1477 | bound: 57 | nc: 2 | ncall: 9715 | eff(%): 15.203 | loglstar: -inf < -153.023 < inf | logz: -171.204 +/- 0.416 | dlogz: 110.858 > 0.109
iter: 1478 | bound: 57 | nc: 1 | ncall: 9716 | eff(%): 15.212 | loglstar: -inf < -152.412 < inf | logz: -170.826 +/- 0.416 | dlogz: 110.476 > 0.109
iter: 1479 | bound: 57 | nc: 6 | ncall: 9722 | eff(%): 15.213 | loglstar: -inf < -152.009 < inf | logz: -170.418 +/- 0.416 | dlogz: 110.088 > 0.109
iter: 1480 | bound: 57 | nc: 1 | ncall: 9723 | eff(%): 15.222 | loglstar: -inf < -150.309 < inf | logz: -169.591 +/- 0.423 | dlogz: 109.670 > 0.109
iter: 1481 | bound: 57 | nc: 4 | ncall: 9727 | eff(%): 15.226 | loglstar: -inf < -149.771 < inf | logz: -168.768 +/- 0.424 | dlogz: 108.833 > 0.109
iter: 1482 | bound: 57 | nc: 6 | ncall: 9733 | eff(%): 15.227 | loglstar: -inf < -147.629 < inf | logz: -167.301 +/- 0.432 | dlogz: 108.000 > 0.109
iter: 1483 | bound: 57 | nc: 1 | ncall: 9734 | eff(%): 15.235 | loglstar: -inf < -147.070 < inf | logz: -166.245 +/- 0.430 | dlogz: 106.523 > 0.109
iter: 1484 | bound: 57 | nc: 4 | ncall: 9738 | eff(%): 15.239 | loglstar: -inf < -146.820 < inf | logz: -165.583 +/- 0.426 | dlogz: 105.457 > 0.109
iter: 1485 | bound: 57 | nc: 3 | ncall: 9741 | eff(%): 15.245 | loglstar: -inf < -146.635 < inf | logz: -165.117 +/- 0.423 | dlogz: 104.785 > 0.109
iter: 1486 | bound: 57 | nc: 3 | ncall: 9744 | eff(%): 15.250 | loglstar: -inf < -145.641 < inf | logz: -164.560 +/- 0.423 | dlogz: 104.310 > 0.109
iter: 1487 | bound: 57 | nc: 4 | ncall: 9748 | eff(%): 15.254 | loglstar: -inf < -145.005 < inf | logz: -163.922 +/- 0.423 | dlogz: 103.742 > 0.109
iter: 1488 | bound: 57 | nc: 8 | ncall: 9756 | eff(%): 15.252 | loglstar: -inf < -144.616 < inf | logz: -163.360 +/- 0.422 | dlogz: 103.095 > 0.109
iter: 1489 | bound: 57 | nc: 7 | ncall: 9763 | eff(%): 15.251 | loglstar: -inf < -143.833 < inf | logz: -162.767 +/- 0.422 | dlogz: 102.522 > 0.109
iter: 1490 | bound: 57 | nc: 2 | ncall: 9765 | eff(%): 15.259 | loglstar: -inf < -143.827 < inf | logz: -162.290 +/- 0.421 | dlogz: 101.919 > 0.109
iter: 1491 | bound: 58 | nc: 16 | ncall: 9781 | eff(%): 15.244 | loglstar: -inf < -143.778 < inf | logz: -161.964 +/- 0.420 | dlogz: 101.433 > 0.109
iter: 1492 | bound: 58 | nc: 5 | ncall: 9786 | eff(%): 15.246 | loglstar: -inf < -143.481 < inf | logz: -161.678 +/- 0.418 | dlogz: 101.097 > 0.109
iter: 1493 | bound: 58 | nc: 6 | ncall: 9792 | eff(%): 15.247 | loglstar: -inf < -142.855 < inf | logz: -161.338 +/- 0.418 | dlogz: 111.576 > 0.109
iter: 1494 | bound: 58 | nc: 36 | ncall: 9828 | eff(%): 15.201 | loglstar: -inf < -141.849 < inf | logz: -160.810 +/- 0.420 | dlogz: 111.225 > 0.109
iter: 1495 | bound: 58 | nc: 10 | ncall: 9838 | eff(%): 15.196 | loglstar: -inf < -141.564 < inf | logz: -160.283 +/- 0.420 | dlogz: 110.688 > 0.109
iter: 1496 | bound: 58 | nc: 9 | ncall: 9847 | eff(%): 15.192 | loglstar: -inf < -140.771 < inf | logz: -159.728 +/- 0.421 | dlogz: 110.151 > 0.109
iter: 1497 | bound: 58 | nc: 8 | ncall: 9855 | eff(%): 15.190 | loglstar: -inf < -140.418 < inf | logz: -159.196 +/- 0.422 | dlogz: 109.586 > 0.109
iter: 1498 | bound: 58 | nc: 11 | ncall: 9866 | eff(%): 15.183 | loglstar: -inf < -140.110 < inf | logz: -158.746 +/- 0.421 | dlogz: 109.043 > 0.109
iter: 1499 | bound: 58 | nc: 5 | ncall: 9871 | eff(%): 15.186 | loglstar: -inf < -139.837 < inf | logz: -158.356 +/- 0.420 | dlogz: 108.584 > 0.109
iter: 1500 | bound: 58 | nc: 5 | ncall: 9876 | eff(%): 15.188 | loglstar: -inf < -139.808 < inf | logz: -158.042 +/- 0.419 | dlogz: 108.184 > 0.109
iter: 1501 | bound: 59 | nc: 7 | ncall: 9883 | eff(%): 15.188 | loglstar: -inf < -139.185 < inf | logz: -157.714 +/- 0.418 | dlogz: 107.860 > 0.109
iter: 1502 | bound: 59 | nc: 8 | ncall: 9891 | eff(%): 15.186 | loglstar: -inf < -138.670 < inf | logz: -157.321 +/- 0.419 | dlogz: 107.522 > 0.109
iter: 1503 | bound: 59 | nc: 4 | ncall: 9895 | eff(%): 15.189 | loglstar: -inf < -138.307 < inf | logz: -156.922 +/- 0.419 | dlogz: 107.119 > 0.109
iter: 1504 | bound: 59 | nc: 6 | ncall: 9901 | eff(%): 15.190 | loglstar: -inf < -138.056 < inf | logz: -156.557 +/- 0.419 | dlogz: 106.710 > 0.109
iter: 1505 | bound: 59 | nc: 2 | ncall: 9903 | eff(%): 15.197 | loglstar: -inf < -137.627 < inf | logz: -156.199 +/- 0.418 | dlogz: 106.336 > 0.109
iter: 1506 | bound: 59 | nc: 1 | ncall: 9904 | eff(%): 15.206 | loglstar: -inf < -136.076 < inf | logz: -155.490 +/- 0.424 | dlogz: 105.967 > 0.109
iter: 1507 | bound: 59 | nc: 3 | ncall: 9907 | eff(%): 15.211 | loglstar: -inf < -136.034 < inf | logz: -154.876 +/- 0.424 | dlogz: 105.248 > 0.109
iter: 1508 | bound: 59 | nc: 15 | ncall: 9922 | eff(%): 15.199 | loglstar: -inf < -135.469 < inf | logz: -154.381 +/- 0.423 | dlogz: 104.624 > 0.109
iter: 1509 | bound: 59 | nc: 7 | ncall: 9929 | eff(%): 15.198 | loglstar: -inf < -134.774 < inf | logz: -153.827 +/- 0.424 | dlogz: 104.120 > 0.109
iter: 1510 | bound: 59 | nc: 1 | ncall: 9930 | eff(%): 15.206 | loglstar: -inf < -134.712 < inf | logz: -153.370 +/- 0.423 | dlogz: 103.556 > 0.109
iter: 1511 | bound: 59 | nc: 1 | ncall: 9931 | eff(%): 15.215 | loglstar: -inf < -134.018 < inf | logz: -152.924 +/- 0.422 | dlogz: 103.089 > 0.109
iter: 1512 | bound: 59 | nc: 10 | ncall: 9941 | eff(%): 15.210 | loglstar: -inf < -133.904 < inf | logz: -152.516 +/- 0.422 | dlogz: 102.633 > 0.109
iter: 1513 | bound: 59 | nc: 8 | ncall: 9949 | eff(%): 15.208 | loglstar: -inf < -133.900 < inf | logz: -152.215 +/- 0.420 | dlogz: 102.215 > 0.109
iter: 1514 | bound: 59 | nc: 1 | ncall: 9950 | eff(%): 15.216 | loglstar: -inf < -133.662 < inf | logz: -151.958 +/- 0.419 | dlogz: 101.904 > 0.109
iter: 1515 | bound: 59 | nc: 6 | ncall: 9956 | eff(%): 15.217 | loglstar: -inf < -132.542 < inf | logz: -151.546 +/- 0.420 | dlogz: 101.637 > 0.109
iter: 1516 | bound: 59 | nc: 2 | ncall: 9958 | eff(%): 15.224 | loglstar: -inf < -131.839 < inf | logz: -150.981 +/- 0.422 | dlogz: 101.215 > 0.109
iter: 1517 | bound: 59 | nc: 2 | ncall: 9960 | eff(%): 15.231 | loglstar: -inf < -131.239 < inf | logz: -150.389 +/- 0.424 | dlogz: 100.639 > 0.109
iter: 1518 | bound: 59 | nc: 1 | ncall: 9961 | eff(%): 15.239 | loglstar: -inf < -131.082 < inf | logz: -149.906 +/- 0.423 | dlogz: 100.037 > 0.109
iter: 1519 | bound: 59 | nc: 8 | ncall: 9969 | eff(%): 15.237 | loglstar: -inf < -130.888 < inf | logz: -149.533 +/- 0.422 | dlogz: 99.545 > 0.109
iter: 1520 | bound: 59 | nc: 2 | ncall: 9971 | eff(%): 15.244 | loglstar: -inf < -130.383 < inf | logz: -149.162 +/- 0.422 | dlogz: 99.162 > 0.109
iter: 1521 | bound: 59 | nc: 3 | ncall: 9974 | eff(%): 15.250 | loglstar: -inf < -130.375 < inf | logz: -148.837 +/- 0.421 | dlogz: 98.781 > 0.109
iter: 1522 | bound: 59 | nc: 7 | ncall: 9981 | eff(%): 15.249 | loglstar: -inf < -129.963 < inf | logz: -148.540 +/- 0.420 | dlogz: 98.446 > 0.109
iter: 1523 | bound: 60 | nc: 12 | ncall: 9993 | eff(%): 15.241 | loglstar: -inf < -129.216 < inf | logz: -148.150 +/- 0.421 | dlogz: 98.139 > 0.109
iter: 1524 | bound: 60 | nc: 4 | ncall: 9997 | eff(%): 15.245 | loglstar: -inf < -129.179 < inf | logz: -147.784 +/- 0.421 | dlogz: 97.739 > 0.109
iter: 1525 | bound: 60 | nc: 4 | ncall: 10001 | eff(%): 15.248 | loglstar: -inf < -129.172 < inf | logz: -147.514 +/- 0.420 | dlogz: 97.363 > 0.109
iter: 1526 | bound: 60 | nc: 1 | ncall: 10002 | eff(%): 15.257 | loglstar: -inf < -129.165 < inf | logz: -147.302 +/- 0.419 | dlogz: 97.083 > 0.109
iter: 1527 | bound: 60 | nc: 1 | ncall: 10003 | eff(%): 15.265 | loglstar: -inf < -129.034 < inf | logz: -147.117 +/- 0.418 | dlogz: 96.861 > 0.109
iter: 1528 | bound: 60 | nc: 8 | ncall: 10011 | eff(%): 15.263 | loglstar: -inf < -128.377 < inf | logz: -146.886 +/- 0.417 | dlogz: 96.667 > 0.109
iter: 1529 | bound: 60 | nc: 3 | ncall: 10014 | eff(%): 15.269 | loglstar: -inf < -128.308 < inf | logz: -146.639 +/- 0.417 | dlogz: 96.425 > 0.109
iter: 1530 | bound: 60 | nc: 2 | ncall: 10016 | eff(%): 15.276 | loglstar: -inf < -127.061 < inf | logz: -146.233 +/- 0.419 | dlogz: 96.169 > 0.109
iter: 1531 | bound: 60 | nc: 1 | ncall: 10017 | eff(%): 15.284 | loglstar: -inf < -126.667 < inf | logz: -145.740 +/- 0.422 | dlogz: 95.753 > 0.109
iter: 1532 | bound: 60 | nc: 3 | ncall: 10020 | eff(%): 15.289 | loglstar: -inf < -126.638 < inf | logz: -145.357 +/- 0.422 | dlogz: 95.250 > 0.109
iter: 1533 | bound: 60 | nc: 9 | ncall: 10029 | eff(%): 15.286 | loglstar: -inf < -125.856 < inf | logz: -144.945 +/- 0.422 | dlogz: 94.857 > 0.109
iter: 1534 | bound: 60 | nc: 2 | ncall: 10031 | eff(%): 15.293 | loglstar: -inf < -124.556 < inf | logz: -144.218 +/- 0.427 | dlogz: 94.435 > 0.109
iter: 1535 | bound: 60 | nc: 10 | ncall: 10041 | eff(%): 15.287 | loglstar: -inf < -124.389 < inf | logz: -143.588 +/- 0.427 | dlogz: 93.697 > 0.109
iter: 1536 | bound: 60 | nc: 1 | ncall: 10042 | eff(%): 15.296 | loglstar: -inf < -124.379 < inf | logz: -143.179 +/- 0.426 | dlogz: 93.057 > 0.109
iter: 1537 | bound: 60 | nc: 2 | ncall: 10044 | eff(%): 15.303 | loglstar: -inf < -124.220 < inf | logz: -142.871 +/- 0.424 | dlogz: 92.639 > 0.109
iter: 1538 | bound: 60 | nc: 1 | ncall: 10045 | eff(%): 15.311 | loglstar: -inf < -123.669 < inf | logz: -142.542 +/- 0.423 | dlogz: 92.320 > 0.109
iter: 1539 | bound: 60 | nc: 1 | ncall: 10046 | eff(%): 15.320 | loglstar: -inf < -123.500 < inf | logz: -142.218 +/- 0.423 | dlogz: 91.982 > 0.109
iter: 1540 | bound: 60 | nc: 6 | ncall: 10052 | eff(%): 15.320 | loglstar: -inf < -122.281 < inf | logz: -141.715 +/- 0.425 | dlogz: 91.647 > 0.109
iter: 1541 | bound: 60 | nc: 6 | ncall: 10058 | eff(%): 15.321 | loglstar: -inf < -122.106 < inf | logz: -141.207 +/- 0.425 | dlogz: 91.135 > 0.109
iter: 1542 | bound: 60 | nc: 7 | ncall: 10065 | eff(%): 15.320 | loglstar: -inf < -121.465 < inf | logz: -140.724 +/- 0.426 | dlogz: 90.617 > 0.109
iter: 1543 | bound: 60 | nc: 12 | ncall: 10077 | eff(%): 15.312 | loglstar: -inf < -121.164 < inf | logz: -140.264 +/- 0.426 | dlogz: 90.124 > 0.109
iter: 1544 | bound: 60 | nc: 1 | ncall: 10078 | eff(%): 15.321 | loglstar: -inf < -120.992 < inf | logz: -139.886 +/- 0.425 | dlogz: 89.654 > 0.109
iter: 1545 | bound: 61 | nc: 22 | ncall: 10100 | eff(%): 15.297 | loglstar: -inf < -120.470 < inf | logz: -139.512 +/- 0.424 | dlogz: 89.266 > 0.109
iter: 1546 | bound: 61 | nc: 3 | ncall: 10103 | eff(%): 15.302 | loglstar: -inf < -120.392 < inf | logz: -139.173 +/- 0.424 | dlogz: 88.882 > 0.109
iter: 1547 | bound: 61 | nc: 7 | ncall: 10110 | eff(%): 15.302 | loglstar: -inf < -119.657 < inf | logz: -138.797 +/- 0.424 | dlogz: 91.150 > 0.109
iter: 1548 | bound: 61 | nc: 1 | ncall: 10111 | eff(%): 15.310 | loglstar: -inf < -119.424 < inf | logz: -138.408 +/- 0.424 | dlogz: 90.764 > 0.109
iter: 1549 | bound: 61 | nc: 5 | ncall: 10116 | eff(%): 15.312 | loglstar: -inf < -119.063 < inf | logz: -138.049 +/- 0.424 | dlogz: 90.366 > 0.109
iter: 1550 | bound: 61 | nc: 1 | ncall: 10117 | eff(%): 15.321 | loglstar: -inf < -118.991 < inf | logz: -137.737 +/- 0.423 | dlogz: 89.996 > 0.109
iter: 1551 | bound: 61 | nc: 3 | ncall: 10120 | eff(%): 15.326 | loglstar: -inf < -118.979 < inf | logz: -137.493 +/- 0.422 | dlogz: 89.675 > 0.109
iter: 1552 | bound: 61 | nc: 2 | ncall: 10122 | eff(%): 15.333 | loglstar: -inf < -118.882 < inf | logz: -137.289 +/- 0.421 | dlogz: 89.421 > 0.109
iter: 1553 | bound: 61 | nc: 5 | ncall: 10127 | eff(%): 15.335 | loglstar: -inf < -118.546 < inf | logz: -137.082 +/- 0.420 | dlogz: 89.207 > 0.109
iter: 1554 | bound: 61 | nc: 3 | ncall: 10130 | eff(%): 15.341 | loglstar: -inf < -117.614 < inf | logz: -136.758 +/- 0.421 | dlogz: 88.990 > 0.109
iter: 1555 | bound: 61 | nc: 1 | ncall: 10131 | eff(%): 15.349 | loglstar: -inf < -117.503 < inf | logz: -136.410 +/- 0.422 | dlogz: 88.656 > 0.109
iter: 1556 | bound: 61 | nc: 2 | ncall: 10133 | eff(%): 15.356 | loglstar: -inf < -116.406 < inf | logz: -135.932 +/- 0.425 | dlogz: 88.298 > 0.109
iter: 1557 | bound: 61 | nc: 2 | ncall: 10135 | eff(%): 15.363 | loglstar: -inf < -115.721 < inf | logz: -135.321 +/- 0.427 | dlogz: 87.810 > 0.109
iter: 1558 | bound: 61 | nc: 2 | ncall: 10137 | eff(%): 15.369 | loglstar: -inf < -114.981 < inf | logz: -134.662 +/- 0.430 | dlogz: 87.189 > 0.109
iter: 1559 | bound: 61 | nc: 3 | ncall: 10140 | eff(%): 15.375 | loglstar: -inf < -114.422 < inf | logz: -134.026 +/- 0.430 | dlogz: 86.521 > 0.109
iter: 1560 | bound: 61 | nc: 2 | ncall: 10142 | eff(%): 15.382 | loglstar: -inf < -113.756 < inf | logz: -133.399 +/- 0.431 | dlogz: 85.875 > 0.109
iter: 1561 | bound: 61 | nc: 3 | ncall: 10145 | eff(%): 15.387 | loglstar: -inf < -113.376 < inf | logz: -132.839 +/- 0.430 | dlogz: 85.237 > 0.109
iter: 1562 | bound: 61 | nc: 23 | ncall: 10168 | eff(%): 15.362 | loglstar: -inf < -113.258 < inf | logz: -132.410 +/- 0.429 | dlogz: 84.667 > 0.109
iter: 1563 | bound: 61 | nc: 4 | ncall: 10172 | eff(%): 15.366 | loglstar: -inf < -112.145 < inf | logz: -131.856 +/- 0.430 | dlogz: 84.228 > 0.109
iter: 1564 | bound: 61 | nc: 4 | ncall: 10176 | eff(%): 15.369 | loglstar: -inf < -111.251 < inf | logz: -131.119 +/- 0.432 | dlogz: 83.665 > 0.109
iter: 1565 | bound: 61 | nc: 1 | ncall: 10177 | eff(%): 15.378 | loglstar: -inf < -111.199 < inf | logz: -130.557 +/- 0.431 | dlogz: 82.917 > 0.109
iter: 1566 | bound: 61 | nc: 2 | ncall: 10179 | eff(%): 15.385 | loglstar: -inf < -110.400 < inf | logz: -130.025 +/- 0.431 | dlogz: 82.346 > 0.109
iter: 1567 | bound: 61 | nc: 4 | ncall: 10183 | eff(%): 15.388 | loglstar: -inf < -109.714 < inf | logz: -129.414 +/- 0.431 | dlogz: 81.803 > 0.109
iter: 1568 | bound: 61 | nc: 1 | ncall: 10184 | eff(%): 15.397 | loglstar: -inf < -109.014 < inf | logz: -128.768 +/- 0.432 | dlogz: 81.183 > 0.109
iter: 1569 | bound: 61 | nc: 6 | ncall: 10190 | eff(%): 15.397 | loglstar: -inf < -108.333 < inf | logz: -128.108 +/- 0.432 | dlogz: 80.527 > 0.109
iter: 1570 | bound: 61 | nc: 5 | ncall: 10195 | eff(%): 15.400 | loglstar: -inf < -107.973 < inf | logz: -127.534 +/- 0.432 | dlogz: 79.856 > 0.109
iter: 1571 | bound: 61 | nc: 1 | ncall: 10196 | eff(%): 15.408 | loglstar: -inf < -107.901 < inf | logz: -127.111 +/- 0.430 | dlogz: 79.273 > 0.109
iter: 1572 | bound: 62 | nc: 4 | ncall: 10200 | eff(%): 15.412 | loglstar: -inf < -107.517 < inf | logz: -126.748 +/- 0.429 | dlogz: 78.840 > 0.109
iter: 1573 | bound: 62 | nc: 5 | ncall: 10205 | eff(%): 15.414 | loglstar: -inf < -107.342 < inf | logz: -126.417 +/- 0.428 | dlogz: 78.467 > 0.109
iter: 1574 | bound: 62 | nc: 3 | ncall: 10208 | eff(%): 15.419 | loglstar: -inf < -106.588 < inf | logz: -126.029 +/- 0.428 | dlogz: 78.126 > 0.109
iter: 1575 | bound: 62 | nc: 6 | ncall: 10214 | eff(%): 15.420 | loglstar: -inf < -106.227 < inf | logz: -125.605 +/- 0.428 | dlogz: 77.728 > 0.109
iter: 1576 | bound: 62 | nc: 7 | ncall: 10221 | eff(%): 15.419 | loglstar: -inf < -105.610 < inf | logz: -125.151 +/- 0.429 | dlogz: 77.294 > 0.109
iter: 1577 | bound: 62 | nc: 2 | ncall: 10223 | eff(%): 15.426 | loglstar: -inf < -105.185 < inf | logz: -124.685 +/- 0.429 | dlogz: 76.830 > 0.109
iter: 1578 | bound: 62 | nc: 3 | ncall: 10226 | eff(%): 15.431 | loglstar: -inf < -105.140 < inf | logz: -124.309 +/- 0.428 | dlogz: 76.354 > 0.109
iter: 1579 | bound: 62 | nc: 1 | ncall: 10227 | eff(%): 15.440 | loglstar: -inf < -104.954 < inf | logz: -124.009 +/- 0.427 | dlogz: 75.968 > 0.109
iter: 1580 | bound: 62 | nc: 4 | ncall: 10231 | eff(%): 15.443 | loglstar: -inf < -104.822 < inf | logz: -123.746 +/- 0.426 | dlogz: 75.658 > 0.109
iter: 1581 | bound: 62 | nc: 1 | ncall: 10232 | eff(%): 15.452 | loglstar: -inf < -104.338 < inf | logz: -123.469 +/- 0.426 | dlogz: 75.386 > 0.109
iter: 1582 | bound: 62 | nc: 3 | ncall: 10235 | eff(%): 15.457 | loglstar: -inf < -104.193 < inf | logz: -123.192 +/- 0.425 | dlogz: 75.099 > 0.109
iter: 1583 | bound: 62 | nc: 1 | ncall: 10236 | eff(%): 15.465 | loglstar: -inf < -104.101 < inf | logz: -122.953 +/- 0.425 | dlogz: 74.811 > 0.109
iter: 1584 | bound: 62 | nc: 6 | ncall: 10242 | eff(%): 15.466 | loglstar: -inf < -103.837 < inf | logz: -122.727 +/- 0.424 | dlogz: 74.563 > 0.109
iter: 1585 | bound: 62 | nc: 6 | ncall: 10248 | eff(%): 15.466 | loglstar: -inf < -103.758 < inf | logz: -122.516 +/- 0.424 | dlogz: 74.327 > 0.109
iter: 1586 | bound: 62 | nc: 1 | ncall: 10249 | eff(%): 15.475 | loglstar: -inf < -103.142 < inf | logz: -122.269 +/- 0.424 | dlogz: 74.106 > 0.109
iter: 1587 | bound: 62 | nc: 3 | ncall: 10252 | eff(%): 15.480 | loglstar: -inf < -102.405 < inf | logz: -121.908 +/- 0.425 | dlogz: 73.849 > 0.109
iter: 1588 | bound: 62 | nc: 2 | ncall: 10254 | eff(%): 15.487 | loglstar: -inf < -102.358 < inf | logz: -121.561 +/- 0.426 | dlogz: 73.478 > 0.109
iter: 1589 | bound: 62 | nc: 4 | ncall: 10258 | eff(%): 15.490 | loglstar: -inf < -102.227 < inf | logz: -121.285 +/- 0.425 | dlogz: 73.121 > 0.109
iter: 1590 | bound: 62 | nc: 3 | ncall: 10261 | eff(%): 15.496 | loglstar: -inf < -102.137 < inf | logz: -121.049 +/- 0.425 | dlogz: 72.835 > 0.109
iter: 1591 | bound: 62 | nc: 4 | ncall: 10265 | eff(%): 15.499 | loglstar: -inf < -101.925 < inf | logz: -120.831 +/- 0.424 | dlogz: 72.589 > 0.109
iter: 1592 | bound: 62 | nc: 4 | ncall: 10269 | eff(%): 15.503 | loglstar: -inf < -101.906 < inf | logz: -120.635 +/- 0.424 | dlogz: 72.361 > 0.109
iter: 1593 | bound: 62 | nc: 2 | ncall: 10271 | eff(%): 15.510 | loglstar: -inf < -101.881 < inf | logz: -120.469 +/- 0.423 | dlogz: 72.155 > 0.109
iter: 1594 | bound: 62 | nc: 1 | ncall: 10272 | eff(%): 15.518 | loglstar: -inf < -101.609 < inf | logz: -120.306 +/- 0.423 | dlogz: 71.980 > 0.109
iter: 1595 | bound: 62 | nc: 5 | ncall: 10277 | eff(%): 15.520 | loglstar: -inf < -101.453 < inf | logz: -120.138 +/- 0.422 | dlogz: 71.807 > 0.109
iter: 1596 | bound: 62 | nc: 3 | ncall: 10280 | eff(%): 15.525 | loglstar: -inf < -101.416 < inf | logz: -119.983 +/- 0.422 | dlogz: 71.629 > 0.109
iter: 1597 | bound: 62 | nc: 1 | ncall: 10281 | eff(%): 15.534 | loglstar: -inf < -101.166 < inf | logz: -119.829 +/- 0.421 | dlogz: 71.463 > 0.109
iter: 1598 | bound: 62 | nc: 3 | ncall: 10284 | eff(%): 15.539 | loglstar: -inf < -100.811 < inf | logz: -119.653 +/- 0.421 | dlogz: 71.300 > 0.109
iter: 1599 | bound: 62 | nc: 2 | ncall: 10286 | eff(%): 15.545 | loglstar: -inf < -100.607 < inf | logz: -119.464 +/- 0.421 | dlogz: 71.114 > 0.109
iter: 1600 | bound: 62 | nc: 3 | ncall: 10289 | eff(%): 15.551 | loglstar: -inf < -100.432 < inf | logz: -119.276 +/- 0.421 | dlogz: 70.914 > 0.109
iter: 1601 | bound: 62 | nc: 2 | ncall: 10291 | eff(%): 15.557 | loglstar: -inf < -100.322 < inf | logz: -119.098 +/- 0.421 | dlogz: 70.716 > 0.109
iter: 1602 | bound: 62 | nc: 1 | ncall: 10292 | eff(%): 15.565 | loglstar: -inf < -100.089 < inf | logz: -118.922 +/- 0.421 | dlogz: 70.528 > 0.109
iter: 1603 | bound: 63 | nc: 8 | ncall: 10300 | eff(%): 15.563 | loglstar: -inf < -100.037 < inf | logz: -118.753 +/- 0.421 | dlogz: 70.342 > 0.109
iter: 1604 | bound: 63 | nc: 5 | ncall: 10305 | eff(%): 15.565 | loglstar: -inf < -100.016 < inf | logz: -118.606 +/- 0.421 | dlogz: 70.164 > 0.109
iter: 1605 | bound: 63 | nc: 2 | ncall: 10307 | eff(%): 15.572 | loglstar: -inf < -99.985 < inf | logz: -118.475 +/- 0.420 | dlogz: 70.006 > 0.109
iter: 1606 | bound: 63 | nc: 1 | ncall: 10308 | eff(%): 15.580 | loglstar: -inf < -99.932 < inf | logz: -118.356 +/- 0.420 | dlogz: 69.866 > 0.109
iter: 1607 | bound: 63 | nc: 1 | ncall: 10309 | eff(%): 15.588 | loglstar: -inf < -99.928 < inf | logz: -118.248 +/- 0.420 | dlogz: 69.737 > 0.109
iter: 1608 | bound: 63 | nc: 1 | ncall: 10310 | eff(%): 15.597 | loglstar: -inf < -99.723 < inf | logz: -118.141 +/- 0.419 | dlogz: 69.619 > 0.109
iter: 1609 | bound: 63 | nc: 3 | ncall: 10313 | eff(%): 15.602 | loglstar: -inf < -99.392 < inf | logz: -118.016 +/- 0.419 | dlogz: 69.501 > 0.109
iter: 1610 | bound: 63 | nc: 1 | ncall: 10314 | eff(%): 15.610 | loglstar: -inf < -99.355 < inf | logz: -117.887 +/- 0.419 | dlogz: 69.367 > 0.109
iter: 1611 | bound: 63 | nc: 2 | ncall: 10316 | eff(%): 15.617 | loglstar: -inf < -99.105 < inf | logz: -117.756 +/- 0.419 | dlogz: 69.228 > 0.109
iter: 1612 | bound: 63 | nc: 5 | ncall: 10321 | eff(%): 15.619 | loglstar: -inf < -98.779 < inf | logz: -117.606 +/- 0.419 | dlogz: 69.087 > 0.109
iter: 1613 | bound: 63 | nc: 3 | ncall: 10324 | eff(%): 15.624 | loglstar: -inf < -98.651 < inf | logz: -117.447 +/- 0.419 | dlogz: 68.927 > 0.109
iter: 1614 | bound: 63 | nc: 6 | ncall: 10330 | eff(%): 15.624 | loglstar: -inf < -97.668 < inf | logz: -117.198 +/- 0.421 | dlogz: 68.759 > 0.109
iter: 1615 | bound: 63 | nc: 4 | ncall: 10334 | eff(%): 15.628 | loglstar: -inf < -97.284 < inf | logz: -116.867 +/- 0.424 | dlogz: 68.499 > 0.109
iter: 1616 | bound: 63 | nc: 2 | ncall: 10336 | eff(%): 15.635 | loglstar: -inf < -96.893 < inf | logz: -116.522 +/- 0.426 | dlogz: 68.158 > 0.109
iter: 1617 | bound: 63 | nc: 6 | ncall: 10342 | eff(%): 15.635 | loglstar: -inf < -96.745 < inf | logz: -116.206 +/- 0.427 | dlogz: 67.803 > 0.109
iter: 1618 | bound: 63 | nc: 1 | ncall: 10343 | eff(%): 15.643 | loglstar: -inf < -96.638 < inf | logz: -115.940 +/- 0.427 | dlogz: 67.477 > 0.109
iter: 1619 | bound: 63 | nc: 3 | ncall: 10346 | eff(%): 15.649 | loglstar: -inf < -95.473 < inf | logz: -115.527 +/- 0.430 | dlogz: 67.201 > 0.109
iter: 1620 | bound: 63 | nc: 1 | ncall: 10347 | eff(%): 15.657 | loglstar: -inf < -95.326 < inf | logz: -115.088 +/- 0.431 | dlogz: 66.778 > 0.109
iter: 1621 | bound: 63 | nc: 2 | ncall: 10349 | eff(%): 15.663 | loglstar: -inf < -93.620 < inf | logz: -114.286 +/- 0.438 | dlogz: 66.329 > 0.109
iter: 1622 | bound: 63 | nc: 3 | ncall: 10352 | eff(%): 15.668 | loglstar: -inf < -93.527 < inf | logz: -113.608 +/- 0.438 | dlogz: 65.517 > 0.109
iter: 1623 | bound: 63 | nc: 1 | ncall: 10353 | eff(%): 15.677 | loglstar: -inf < -93.432 < inf | logz: -113.179 +/- 0.437 | dlogz: 64.830 > 0.109
iter: 1624 | bound: 63 | nc: 2 | ncall: 10355 | eff(%): 15.683 | loglstar: -inf < -93.261 < inf | logz: -112.846 +/- 0.435 | dlogz: 64.391 > 0.109
iter: 1625 | bound: 63 | nc: 2 | ncall: 10357 | eff(%): 15.690 | loglstar: -inf < -93.013 < inf | logz: -112.548 +/- 0.434 | dlogz: 64.048 > 0.109
iter: 1626 | bound: 63 | nc: 1 | ncall: 10358 | eff(%): 15.698 | loglstar: -inf < -92.632 < inf | logz: -112.246 +/- 0.433 | dlogz: 63.740 > 0.109
iter: 1627 | bound: 63 | nc: 4 | ncall: 10362 | eff(%): 15.702 | loglstar: -inf < -92.555 < inf | logz: -111.968 +/- 0.432 | dlogz: 63.427 > 0.109
iter: 1628 | bound: 63 | nc: 1 | ncall: 10363 | eff(%): 15.710 | loglstar: -inf < -92.369 < inf | logz: -111.726 +/- 0.431 | dlogz: 63.140 > 0.109
iter: 1629 | bound: 63 | nc: 1 | ncall: 10364 | eff(%): 15.718 | loglstar: -inf < -92.319 < inf | logz: -111.512 +/- 0.430 | dlogz: 62.888 > 0.109
iter: 1630 | bound: 63 | nc: 6 | ncall: 10370 | eff(%): 15.718 | loglstar: -inf < -91.362 < inf | logz: -111.210 +/- 0.431 | dlogz: 62.664 > 0.109
iter: 1631 | bound: 63 | nc: 2 | ncall: 10372 | eff(%): 15.725 | loglstar: -inf < -91.348 < inf | logz: -110.891 +/- 0.431 | dlogz: 62.352 > 0.109
iter: 1632 | bound: 63 | nc: 1 | ncall: 10373 | eff(%): 15.733 | loglstar: -inf < -90.411 < inf | logz: -110.497 +/- 0.432 | dlogz: 62.023 > 0.109
iter: 1633 | bound: 63 | nc: 2 | ncall: 10375 | eff(%): 15.740 | loglstar: -inf < -89.013 < inf | logz: -109.722 +/- 0.438 | dlogz: 61.619 > 0.109
iter: 1634 | bound: 63 | nc: 1 | ncall: 10376 | eff(%): 15.748 | loglstar: -inf < -89.010 < inf | logz: -109.103 +/- 0.439 | dlogz: 60.834 > 0.109
iter: 1635 | bound: 63 | nc: 2 | ncall: 10378 | eff(%): 15.754 | loglstar: -inf < -88.822 < inf | logz: -108.694 +/- 0.437 | dlogz: 60.205 > 0.109
iter: 1636 | bound: 63 | nc: 1 | ncall: 10379 | eff(%): 15.763 | loglstar: -inf < -88.724 < inf | logz: -108.370 +/- 0.436 | dlogz: 59.786 > 0.109
iter: 1637 | bound: 63 | nc: 4 | ncall: 10383 | eff(%): 15.766 | loglstar: -inf < -88.708 < inf | logz: -108.116 +/- 0.434 | dlogz: 59.453 > 0.109
iter: 1638 | bound: 63 | nc: 1 | ncall: 10384 | eff(%): 15.774 | loglstar: -inf < -88.239 < inf | logz: -107.861 +/- 0.433 | dlogz: 59.188 > 0.109
iter: 1639 | bound: 63 | nc: 1 | ncall: 10385 | eff(%): 15.782 | loglstar: -inf < -88.172 < inf | logz: -107.610 +/- 0.432 | dlogz: 58.923 > 0.109
iter: 1640 | bound: 63 | nc: 4 | ncall: 10389 | eff(%): 15.786 | loglstar: -inf < -88.136 < inf | logz: -107.403 +/- 0.431 | dlogz: 58.663 > 0.109
iter: 1641 | bound: 63 | nc: 5 | ncall: 10394 | eff(%): 15.788 | loglstar: -inf < -88.115 < inf | logz: -107.228 +/- 0.431 | dlogz: 58.445 > 0.109
iter: 1642 | bound: 63 | nc: 2 | ncall: 10396 | eff(%): 15.795 | loglstar: -inf < -88.017 < inf | logz: -107.072 +/- 0.430 | dlogz: 58.261 > 0.109
iter: 1643 | bound: 64 | nc: 4 | ncall: 10400 | eff(%): 15.798 | loglstar: -inf < -87.522 < inf | logz: -106.892 +/- 0.429 | dlogz: 58.095 > 0.109
iter: 1644 | bound: 64 | nc: 1 | ncall: 10401 | eff(%): 15.806 | loglstar: -inf < -87.066 < inf | logz: -106.659 +/- 0.429 | dlogz: 57.905 > 0.109
iter: 1645 | bound: 64 | nc: 4 | ncall: 10405 | eff(%): 15.810 | loglstar: -inf < -86.979 < inf | logz: -106.426 +/- 0.429 | dlogz: 57.662 > 0.109
iter: 1646 | bound: 64 | nc: 1 | ncall: 10406 | eff(%): 15.818 | loglstar: -inf < -86.626 < inf | logz: -106.194 +/- 0.429 | dlogz: 57.419 > 0.109
iter: 1647 | bound: 64 | nc: 3 | ncall: 10409 | eff(%): 15.823 | loglstar: -inf < -86.544 < inf | logz: -105.971 +/- 0.429 | dlogz: 57.177 > 0.109
iter: 1648 | bound: 64 | nc: 1 | ncall: 10410 | eff(%): 15.831 | loglstar: -inf < -86.508 < inf | logz: -105.779 +/- 0.429 | dlogz: 56.943 > 0.109
iter: 1649 | bound: 64 | nc: 3 | ncall: 10413 | eff(%): 15.836 | loglstar: -inf < -86.391 < inf | logz: -105.609 +/- 0.428 | dlogz: 56.742 > 0.109
iter: 1650 | bound: 64 | nc: 2 | ncall: 10415 | eff(%): 15.843 | loglstar: -inf < -86.325 < inf | logz: -105.452 +/- 0.428 | dlogz: 56.562 > 0.109
iter: 1651 | bound: 64 | nc: 6 | ncall: 10421 | eff(%): 15.843 | loglstar: -inf < -86.238 < inf | logz: -105.307 +/- 0.427 | dlogz: 56.395 > 0.109
iter: 1652 | bound: 64 | nc: 1 | ncall: 10422 | eff(%): 15.851 | loglstar: -inf < -86.224 < inf | logz: -105.177 +/- 0.427 | dlogz: 56.240 > 0.109
iter: 1653 | bound: 64 | nc: 1 | ncall: 10423 | eff(%): 15.859 | loglstar: -inf < -86.175 < inf | logz: -105.058 +/- 0.426 | dlogz: 56.100 > 0.109
iter: 1654 | bound: 64 | nc: 1 | ncall: 10424 | eff(%): 15.867 | loglstar: -inf < -85.370 < inf | logz: -104.890 +/- 0.427 | dlogz: 55.971 > 0.109
iter: 1655 | bound: 64 | nc: 1 | ncall: 10425 | eff(%): 15.875 | loglstar: -inf < -84.595 < inf | logz: -104.601 +/- 0.428 | dlogz: 55.793 > 0.109
iter: 1656 | bound: 64 | nc: 9 | ncall: 10434 | eff(%): 15.871 | loglstar: -inf < -84.125 < inf | logz: -104.234 +/- 0.431 | dlogz: 55.494 > 0.109
iter: 1657 | bound: 64 | nc: 3 | ncall: 10437 | eff(%): 15.876 | loglstar: -inf < -83.925 < inf | logz: -103.887 +/- 0.432 | dlogz: 55.118 > 0.109
iter: 1658 | bound: 64 | nc: 8 | ncall: 10445 | eff(%): 15.874 | loglstar: -inf < -83.586 < inf | logz: -103.562 +/- 0.433 | dlogz: 54.760 > 0.109
iter: 1659 | bound: 64 | nc: 1 | ncall: 10446 | eff(%): 15.882 | loglstar: -inf < -83.353 < inf | logz: -103.252 +/- 0.433 | dlogz: 54.425 > 0.109
iter: 1660 | bound: 64 | nc: 5 | ncall: 10451 | eff(%): 15.884 | loglstar: -inf < -83.285 < inf | logz: -102.987 +/- 0.433 | dlogz: 54.106 > 0.109
iter: 1661 | bound: 64 | nc: 3 | ncall: 10454 | eff(%): 15.889 | loglstar: -inf < -83.199 < inf | logz: -102.764 +/- 0.432 | dlogz: 53.830 > 0.109
iter: 1662 | bound: 64 | nc: 3 | ncall: 10457 | eff(%): 15.894 | loglstar: -inf < -83.047 < inf | logz: -102.562 +/- 0.432 | dlogz: 53.597 > 0.109
iter: 1663 | bound: 64 | nc: 4 | ncall: 10461 | eff(%): 15.897 | loglstar: -inf < -82.964 < inf | logz: -102.377 +/- 0.431 | dlogz: 53.385 > 0.109
iter: 1664 | bound: 64 | nc: 5 | ncall: 10466 | eff(%): 15.899 | loglstar: -inf < -82.749 < inf | logz: -102.199 +/- 0.431 | dlogz: 53.191 > 0.109
iter: 1665 | bound: 64 | nc: 1 | ncall: 10467 | eff(%): 15.907 | loglstar: -inf < -82.119 < inf | logz: -101.971 +/- 0.431 | dlogz: 53.003 > 0.109
iter: 1666 | bound: 64 | nc: 3 | ncall: 10470 | eff(%): 15.912 | loglstar: -inf < -81.840 < inf | logz: -101.703 +/- 0.432 | dlogz: 52.764 > 0.109
iter: 1667 | bound: 64 | nc: 4 | ncall: 10474 | eff(%): 15.916 | loglstar: -inf < -80.424 < inf | logz: -101.186 +/- 0.436 | dlogz: 52.487 > 0.109
iter: 1668 | bound: 64 | nc: 1 | ncall: 10475 | eff(%): 15.924 | loglstar: -inf < -80.127 < inf | logz: -100.623 +/- 0.439 | dlogz: 51.960 > 0.109
iter: 1669 | bound: 64 | nc: 10 | ncall: 10485 | eff(%): 15.918 | loglstar: -inf < -80.123 < inf | logz: -100.225 +/- 0.438 | dlogz: 51.387 > 0.109
iter: 1670 | bound: 64 | nc: 3 | ncall: 10488 | eff(%): 15.923 | loglstar: -inf < -80.031 < inf | logz: -99.931 +/- 0.438 | dlogz: 50.979 > 0.109
iter: 1671 | bound: 64 | nc: 3 | ncall: 10491 | eff(%): 15.928 | loglstar: -inf < -80.001 < inf | logz: -99.693 +/- 0.436 | dlogz: 50.675 > 0.109
iter: 1672 | bound: 64 | nc: 5 | ncall: 10496 | eff(%): 15.930 | loglstar: -inf < -79.903 < inf | logz: -99.492 +/- 0.435 | dlogz: 50.427 > 0.109
iter: 1673 | bound: 65 | nc: 4 | ncall: 10500 | eff(%): 15.933 | loglstar: -inf < -79.718 < inf | logz: -99.302 +/- 0.434 | dlogz: 50.216 > 0.109
iter: 1674 | bound: 65 | nc: 1 | ncall: 10501 | eff(%): 15.941 | loglstar: -inf < -79.696 < inf | logz: -99.129 +/- 0.434 | dlogz: 50.016 > 0.109
iter: 1675 | bound: 65 | nc: 4 | ncall: 10505 | eff(%): 15.945 | loglstar: -inf < -79.508 < inf | logz: -98.968 +/- 0.433 | dlogz: 49.833 > 0.109
iter: 1676 | bound: 65 | nc: 4 | ncall: 10509 | eff(%): 15.948 | loglstar: -inf < -79.414 < inf | logz: -98.811 +/- 0.432 | dlogz: 49.662 > 0.109
iter: 1677 | bound: 65 | nc: 1 | ncall: 10510 | eff(%): 15.956 | loglstar: -inf < -79.406 < inf | logz: -98.670 +/- 0.432 | dlogz: 49.495 > 0.109
iter: 1678 | bound: 65 | nc: 9 | ncall: 10519 | eff(%): 15.952 | loglstar: -inf < -79.157 < inf | logz: -98.532 +/- 0.431 | dlogz: 49.345 > 0.109
iter: 1679 | bound: 65 | nc: 3 | ncall: 10522 | eff(%): 15.957 | loglstar: -inf < -79.065 < inf | logz: -98.391 +/- 0.430 | dlogz: 49.196 > 0.109
iter: 1680 | bound: 65 | nc: 2 | ncall: 10524 | eff(%): 15.964 | loglstar: -inf < -79.047 < inf | logz: -98.262 +/- 0.430 | dlogz: 49.045 > 0.109
iter: 1681 | bound: 65 | nc: 3 | ncall: 10527 | eff(%): 15.968 | loglstar: -inf < -78.883 < inf | logz: -98.139 +/- 0.430 | dlogz: 48.907 > 0.109
iter: 1682 | bound: 65 | nc: 1 | ncall: 10528 | eff(%): 15.976 | loglstar: -inf < -78.745 < inf | logz: -98.014 +/- 0.429 | dlogz: 48.774 > 0.109
iter: 1683 | bound: 65 | nc: 2 | ncall: 10530 | eff(%): 15.983 | loglstar: -inf < -78.654 < inf | logz: -97.891 +/- 0.429 | dlogz: 48.638 > 0.109
iter: 1684 | bound: 65 | nc: 1 | ncall: 10531 | eff(%): 15.991 | loglstar: -inf < -78.442 < inf | logz: -97.766 +/- 0.429 | dlogz: 48.506 > 0.109
iter: 1685 | bound: 65 | nc: 3 | ncall: 10534 | eff(%): 15.996 | loglstar: -inf < -78.063 < inf | logz: -97.618 +/- 0.429 | dlogz: 48.370 > 0.109
iter: 1686 | bound: 65 | nc: 1 | ncall: 10535 | eff(%): 16.004 | loglstar: -inf < -78.057 < inf | logz: -97.469 +/- 0.429 | dlogz: 48.213 > 0.109
iter: 1687 | bound: 65 | nc: 5 | ncall: 10540 | eff(%): 16.006 | loglstar: -inf < -77.750 < inf | logz: -97.318 +/- 0.429 | dlogz: 48.053 > 0.109
iter: 1688 | bound: 65 | nc: 1 | ncall: 10541 | eff(%): 16.014 | loglstar: -inf < -77.666 < inf | logz: -97.163 +/- 0.429 | dlogz: 47.893 > 0.109
iter: 1689 | bound: 65 | nc: 8 | ncall: 10549 | eff(%): 16.011 | loglstar: -inf < -77.591 < inf | logz: -97.021 +/- 0.429 | dlogz: 47.728 > 0.109
iter: 1690 | bound: 65 | nc: 5 | ncall: 10554 | eff(%): 16.013 | loglstar: -inf < -77.408 < inf | logz: -96.881 +/- 0.429 | dlogz: 47.576 > 0.109
iter: 1691 | bound: 65 | nc: 4 | ncall: 10558 | eff(%): 16.016 | loglstar: -inf < -77.355 < inf | logz: -96.746 +/- 0.429 | dlogz: 47.426 > 0.109
iter: 1692 | bound: 65 | nc: 7 | ncall: 10565 | eff(%): 16.015 | loglstar: -inf < -77.023 < inf | logz: -96.602 +/- 0.429 | dlogz: 47.281 > 0.109
iter: 1693 | bound: 65 | nc: 4 | ncall: 10569 | eff(%): 16.019 | loglstar: -inf < -76.965 < inf | logz: -96.455 +/- 0.429 | dlogz: 47.127 > 0.109
iter: 1694 | bound: 65 | nc: 10 | ncall: 10579 | eff(%): 16.013 | loglstar: -inf < -76.802 < inf | logz: -96.314 +/- 0.429 | dlogz: 46.970 > 0.109
iter: 1695 | bound: 65 | nc: 8 | ncall: 10587 | eff(%): 16.010 | loglstar: -inf < -76.742 < inf | logz: -96.178 +/- 0.429 | dlogz: 46.819 > 0.109
iter: 1696 | bound: 65 | nc: 8 | ncall: 10595 | eff(%): 16.008 | loglstar: -inf < -76.739 < inf | logz: -96.056 +/- 0.429 | dlogz: 46.673 > 0.109
iter: 1697 | bound: 66 | nc: 5 | ncall: 10600 | eff(%): 16.009 | loglstar: -inf < -76.722 < inf | logz: -95.948 +/- 0.428 | dlogz: 46.542 > 0.109
iter: 1698 | bound: 66 | nc: 4 | ncall: 10604 | eff(%): 16.013 | loglstar: -inf < -76.711 < inf | logz: -95.849 +/- 0.428 | dlogz: 46.423 > 0.109
iter: 1699 | bound: 66 | nc: 3 | ncall: 10607 | eff(%): 16.018 | loglstar: -inf < -76.628 < inf | logz: -95.757 +/- 0.428 | dlogz: 46.315 > 0.109
iter: 1700 | bound: 66 | nc: 3 | ncall: 10610 | eff(%): 16.023 | loglstar: -inf < -76.501 < inf | logz: -95.663 +/- 0.428 | dlogz: 46.212 > 0.109
iter: 1701 | bound: 66 | nc: 8 | ncall: 10618 | eff(%): 16.020 | loglstar: -inf < -76.343 < inf | logz: -95.567 +/- 0.427 | dlogz: 46.109 > 0.109
iter: 1702 | bound: 66 | nc: 3 | ncall: 10621 | eff(%): 16.025 | loglstar: -inf < -76.054 < inf | logz: -95.458 +/- 0.427 | dlogz: 46.002 > 0.109
iter: 1703 | bound: 66 | nc: 3 | ncall: 10624 | eff(%): 16.030 | loglstar: -inf < -75.914 < inf | logz: -95.339 +/- 0.427 | dlogz: 45.883 > 0.109
iter: 1704 | bound: 66 | nc: 4 | ncall: 10628 | eff(%): 16.033 | loglstar: -inf < -75.909 < inf | logz: -95.227 +/- 0.427 | dlogz: 45.755 > 0.109
iter: 1705 | bound: 66 | nc: 1 | ncall: 10629 | eff(%): 16.041 | loglstar: -inf < -75.793 < inf | logz: -95.121 +/- 0.427 | dlogz: 45.633 > 0.109
iter: 1706 | bound: 66 | nc: 5 | ncall: 10634 | eff(%): 16.043 | loglstar: -inf < -75.526 < inf | logz: -95.007 +/- 0.428 | dlogz: 45.517 > 0.109
iter: 1707 | bound: 66 | nc: 4 | ncall: 10638 | eff(%): 16.046 | loglstar: -inf < -75.250 < inf | logz: -94.876 +/- 0.428 | dlogz: 45.393 > 0.109
iter: 1708 | bound: 66 | nc: 7 | ncall: 10645 | eff(%): 16.045 | loglstar: -inf < -75.216 < inf | logz: -94.743 +/- 0.428 | dlogz: 45.251 > 0.109
iter: 1709 | bound: 66 | nc: 2 | ncall: 10647 | eff(%): 16.051 | loglstar: -inf < -74.948 < inf | logz: -94.609 +/- 0.428 | dlogz: 45.109 > 0.109
iter: 1710 | bound: 66 | nc: 2 | ncall: 10649 | eff(%): 16.058 | loglstar: -inf < -74.839 < inf | logz: -94.470 +/- 0.429 | dlogz: 44.965 > 0.109
iter: 1711 | bound: 66 | nc: 4 | ncall: 10653 | eff(%): 16.061 | loglstar: -inf < -74.797 < inf | logz: -94.341 +/- 0.429 | dlogz: 44.816 > 0.109
iter: 1712 | bound: 66 | nc: 1 | ncall: 10654 | eff(%): 16.069 | loglstar: -inf < -74.525 < inf | logz: -94.208 +/- 0.429 | dlogz: 44.677 > 0.109
iter: 1713 | bound: 66 | nc: 4 | ncall: 10658 | eff(%): 16.072 | loglstar: -inf < -74.381 < inf | logz: -94.067 +/- 0.429 | dlogz: 44.534 > 0.109
iter: 1714 | bound: 66 | nc: 1 | ncall: 10659 | eff(%): 16.080 | loglstar: -inf < -74.358 < inf | logz: -93.936 +/- 0.429 | dlogz: 44.383 > 0.109
iter: 1715 | bound: 66 | nc: 2 | ncall: 10661 | eff(%): 16.087 | loglstar: -inf < -74.215 < inf | logz: -93.811 +/- 0.430 | dlogz: 44.242 > 0.109
iter: 1716 | bound: 66 | nc: 5 | ncall: 10666 | eff(%): 16.089 | loglstar: -inf < -74.186 < inf | logz: -93.692 +/- 0.430 | dlogz: 44.107 > 0.109
iter: 1717 | bound: 66 | nc: 2 | ncall: 10668 | eff(%): 16.095 | loglstar: -inf < -74.146 < inf | logz: -93.583 +/- 0.429 | dlogz: 43.978 > 0.109
iter: 1718 | bound: 66 | nc: 7 | ncall: 10675 | eff(%): 16.094 | loglstar: -inf < -74.120 < inf | logz: -93.483 +/- 0.429 | dlogz: 43.860 > 0.109
iter: 1719 | bound: 66 | nc: 2 | ncall: 10677 | eff(%): 16.100 | loglstar: -inf < -74.105 < inf | logz: -93.391 +/- 0.429 | dlogz: 43.749 > 0.109
iter: 1720 | bound: 66 | nc: 4 | ncall: 10681 | eff(%): 16.103 | loglstar: -inf < -73.906 < inf | logz: -93.298 +/- 0.429 | dlogz: 43.647 > 0.109
iter: 1721 | bound: 66 | nc: 8 | ncall: 10689 | eff(%): 16.101 | loglstar: -inf < -73.718 < inf | logz: -93.197 +/- 0.429 | dlogz: 43.545 > 0.109
iter: 1722 | bound: 66 | nc: 1 | ncall: 10690 | eff(%): 16.109 | loglstar: -inf < -73.689 < inf | logz: -93.096 +/- 0.429 | dlogz: 43.433 > 0.109
iter: 1723 | bound: 66 | nc: 7 | ncall: 10697 | eff(%): 16.107 | loglstar: -inf < -73.644 < inf | logz: -93.003 +/- 0.429 | dlogz: 47.057 > 0.109
iter: 1724 | bound: 67 | nc: 3 | ncall: 10700 | eff(%): 16.112 | loglstar: -inf < -73.534 < inf | logz: -92.911 +/- 0.429 | dlogz: 46.953 > 0.109
iter: 1725 | bound: 67 | nc: 6 | ncall: 10706 | eff(%): 16.112 | loglstar: -inf < -73.120 < inf | logz: -92.802 +/- 0.429 | dlogz: 46.851 > 0.109
iter: 1726 | bound: 67 | nc: 7 | ncall: 10713 | eff(%): 16.111 | loglstar: -inf < -73.008 < inf | logz: -92.680 +/- 0.429 | dlogz: 46.733 > 0.109
iter: 1727 | bound: 67 | nc: 3 | ncall: 10716 | eff(%): 16.116 | loglstar: -inf < -72.356 < inf | logz: -92.518 +/- 0.430 | dlogz: 46.600 > 0.109
iter: 1728 | bound: 67 | nc: 3 | ncall: 10719 | eff(%): 16.121 | loglstar: -inf < -72.276 < inf | logz: -92.334 +/- 0.431 | dlogz: 46.429 > 0.109
iter: 1729 | bound: 67 | nc: 4 | ncall: 10723 | eff(%): 16.124 | loglstar: -inf < -72.228 < inf | logz: -92.170 +/- 0.432 | dlogz: 46.234 > 0.109
iter: 1730 | bound: 67 | nc: 1 | ncall: 10724 | eff(%): 16.132 | loglstar: -inf < -72.056 < inf | logz: -92.015 +/- 0.432 | dlogz: 46.061 > 0.109
iter: 1731 | bound: 67 | nc: 18 | ncall: 10742 | eff(%): 16.114 | loglstar: -inf < -72.044 < inf | logz: -91.871 +/- 0.432 | dlogz: 45.896 > 0.109
iter: 1732 | bound: 67 | nc: 1 | ncall: 10743 | eff(%): 16.122 | loglstar: -inf < -71.965 < inf | logz: -91.741 +/- 0.432 | dlogz: 45.742 > 0.109
iter: 1733 | bound: 67 | nc: 7 | ncall: 10750 | eff(%): 16.121 | loglstar: -inf < -71.901 < inf | logz: -91.619 +/- 0.432 | dlogz: 45.601 > 0.109
iter: 1734 | bound: 67 | nc: 1 | ncall: 10751 | eff(%): 16.129 | loglstar: -inf < -71.658 < inf | logz: -91.493 +/- 0.432 | dlogz: 45.469 > 0.109
iter: 1735 | bound: 67 | nc: 3 | ncall: 10754 | eff(%): 16.134 | loglstar: -inf < -71.546 < inf | logz: -91.363 +/- 0.432 | dlogz: 45.334 > 0.109
iter: 1736 | bound: 67 | nc: 1 | ncall: 10755 | eff(%): 16.141 | loglstar: -inf < -71.165 < inf | logz: -91.218 +/- 0.433 | dlogz: 45.194 > 0.109
iter: 1737 | bound: 67 | nc: 4 | ncall: 10759 | eff(%): 16.145 | loglstar: -inf < -70.841 < inf | logz: -91.044 +/- 0.433 | dlogz: 45.039 > 0.109
iter: 1738 | bound: 67 | nc: 12 | ncall: 10771 | eff(%): 16.136 | loglstar: -inf < -70.830 < inf | logz: -90.875 +/- 0.434 | dlogz: 44.855 > 0.109
iter: 1739 | bound: 67 | nc: 1 | ncall: 10772 | eff(%): 16.144 | loglstar: -inf < -70.653 < inf | logz: -90.718 +/- 0.434 | dlogz: 44.676 > 0.109
iter: 1740 | bound: 67 | nc: 2 | ncall: 10774 | eff(%): 16.150 | loglstar: -inf < -70.348 < inf | logz: -90.548 +/- 0.434 | dlogz: 44.509 > 0.109
iter: 1741 | bound: 67 | nc: 18 | ncall: 10792 | eff(%): 16.132 | loglstar: -inf < -70.218 < inf | logz: -90.375 +/- 0.435 | dlogz: 44.329 > 0.109
iter: 1742 | bound: 67 | nc: 1 | ncall: 10793 | eff(%): 16.140 | loglstar: -inf < -69.899 < inf | logz: -90.192 +/- 0.435 | dlogz: 44.146 > 0.109
iter: 1743 | bound: 67 | nc: 4 | ncall: 10797 | eff(%): 16.143 | loglstar: -inf < -69.866 < inf | logz: -90.015 +/- 0.436 | dlogz: 43.954 > 0.109
iter: 1744 | bound: 68 | nc: 6 | ncall: 10803 | eff(%): 16.144 | loglstar: -inf < -69.865 < inf | logz: -89.863 +/- 0.436 | dlogz: 43.766 > 0.109
iter: 1745 | bound: 68 | nc: 7 | ncall: 10810 | eff(%): 16.142 | loglstar: -inf < -69.782 < inf | logz: -89.727 +/- 0.435 | dlogz: 43.605 > 0.109
iter: 1746 | bound: 68 | nc: 2 | ncall: 10812 | eff(%): 16.149 | loglstar: -inf < -69.654 < inf | logz: -89.597 +/- 0.435 | dlogz: 43.459 > 0.109
iter: 1747 | bound: 68 | nc: 1 | ncall: 10813 | eff(%): 16.156 | loglstar: -inf < -69.559 < inf | logz: -89.469 +/- 0.435 | dlogz: 43.318 > 0.109
iter: 1748 | bound: 68 | nc: 1 | ncall: 10814 | eff(%): 16.164 | loglstar: -inf < -69.477 < inf | logz: -89.348 +/- 0.435 | dlogz: 43.181 > 0.109
iter: 1749 | bound: 68 | nc: 5 | ncall: 10819 | eff(%): 16.166 | loglstar: -inf < -69.313 < inf | logz: -89.227 +/- 0.435 | dlogz: 43.049 > 0.109
iter: 1750 | bound: 68 | nc: 7 | ncall: 10826 | eff(%): 16.165 | loglstar: -inf < -69.188 < inf | logz: -89.105 +/- 0.435 | dlogz: 42.918 > 0.109
iter: 1751 | bound: 68 | nc: 2 | ncall: 10828 | eff(%): 16.171 | loglstar: -inf < -68.907 < inf | logz: -88.973 +/- 0.435 | dlogz: 42.786 > 0.109
iter: 1752 | bound: 68 | nc: 2 | ncall: 10830 | eff(%): 16.177 | loglstar: -inf < -68.898 < inf | logz: -88.842 +/- 0.435 | dlogz: 42.645 > 0.109
iter: 1753 | bound: 68 | nc: 15 | ncall: 10845 | eff(%): 16.164 | loglstar: -inf < -68.064 < inf | logz: -88.659 +/- 0.436 | dlogz: 42.504 > 0.109
iter: 1754 | bound: 68 | nc: 6 | ncall: 10851 | eff(%): 16.164 | loglstar: -inf < -67.134 < inf | logz: -88.316 +/- 0.439 | dlogz: 42.310 > 0.109
iter: 1755 | bound: 68 | nc: 1 | ncall: 10852 | eff(%): 16.172 | loglstar: -inf < -66.689 < inf | logz: -87.892 +/- 0.442 | dlogz: 41.958 > 0.109
iter: 1756 | bound: 68 | nc: 2 | ncall: 10854 | eff(%): 16.178 | loglstar: -inf < -66.628 < inf | logz: -87.534 +/- 0.444 | dlogz: 41.524 > 0.109
iter: 1757 | bound: 68 | nc: 1 | ncall: 10855 | eff(%): 16.186 | loglstar: -inf < -66.412 < inf | logz: -87.239 +/- 0.444 | dlogz: 41.156 > 0.109
iter: 1758 | bound: 68 | nc: 11 | ncall: 10866 | eff(%): 16.179 | loglstar: -inf < -66.343 < inf | logz: -86.984 +/- 0.444 | dlogz: 40.851 > 0.109
iter: 1759 | bound: 68 | nc: 10 | ncall: 10876 | eff(%): 16.173 | loglstar: -inf < -66.296 < inf | logz: -86.772 +/- 0.443 | dlogz: 40.586 > 0.109
iter: 1760 | bound: 68 | nc: 3 | ncall: 10879 | eff(%): 16.178 | loglstar: -inf < -66.237 < inf | logz: -86.590 +/- 0.443 | dlogz: 40.364 > 0.109
iter: 1761 | bound: 68 | nc: 1 | ncall: 10880 | eff(%): 16.186 | loglstar: -inf < -66.015 < inf | logz: -86.415 +/- 0.442 | dlogz: 40.172 > 0.109
iter: 1762 | bound: 68 | nc: 2 | ncall: 10882 | eff(%): 16.192 | loglstar: -inf < -65.487 < inf | logz: -86.202 +/- 0.442 | dlogz: 39.988 > 0.109
iter: 1763 | bound: 68 | nc: 14 | ncall: 10896 | eff(%): 16.180 | loglstar: -inf < -65.386 < inf | logz: -85.978 +/- 0.442 | dlogz: 39.765 > 0.109
iter: 1764 | bound: 68 | nc: 4 | ncall: 10900 | eff(%): 16.183 | loglstar: -inf < -65.087 < inf | logz: -85.759 +/- 0.442 | dlogz: 39.530 > 0.109
iter: 1765 | bound: 69 | nc: 3 | ncall: 10903 | eff(%): 16.188 | loglstar: -inf < -65.039 < inf | logz: -85.552 +/- 0.442 | dlogz: 39.301 > 0.109
iter: 1766 | bound: 69 | nc: 2 | ncall: 10905 | eff(%): 16.194 | loglstar: -inf < -64.902 < inf | logz: -85.367 +/- 0.442 | dlogz: 39.084 > 0.109
iter: 1767 | bound: 69 | nc: 3 | ncall: 10908 | eff(%): 16.199 | loglstar: -inf < -64.896 < inf | logz: -85.202 +/- 0.441 | dlogz: 38.889 > 0.109
iter: 1768 | bound: 69 | nc: 5 | ncall: 10913 | eff(%): 16.201 | loglstar: -inf < -64.818 < inf | logz: -85.056 +/- 0.441 | dlogz: 38.715 > 0.109
iter: 1769 | bound: 69 | nc: 1 | ncall: 10914 | eff(%): 16.209 | loglstar: -inf < -64.785 < inf | logz: -84.924 +/- 0.440 | dlogz: 38.559 > 0.109
iter: 1770 | bound: 69 | nc: 1 | ncall: 10915 | eff(%): 16.216 | loglstar: -inf < -64.761 < inf | logz: -84.804 +/- 0.440 | dlogz: 38.416 > 0.109
iter: 1771 | bound: 69 | nc: 1 | ncall: 10916 | eff(%): 16.224 | loglstar: -inf < -64.761 < inf | logz: -84.698 +/- 0.439 | dlogz: 38.287 > 0.109
iter: 1772 | bound: 69 | nc: 2 | ncall: 10918 | eff(%): 16.230 | loglstar: -inf < -64.280 < inf | logz: -84.574 +/- 0.439 | dlogz: 38.170 > 0.109
iter: 1773 | bound: 69 | nc: 2 | ncall: 10920 | eff(%): 16.236 | loglstar: -inf < -64.188 < inf | logz: -84.436 +/- 0.439 | dlogz: 38.037 > 0.109
iter: 1774 | bound: 69 | nc: 1 | ncall: 10921 | eff(%): 16.244 | loglstar: -inf < -64.130 < inf | logz: -84.306 +/- 0.439 | dlogz: 37.889 > 0.109
iter: 1775 | bound: 69 | nc: 3 | ncall: 10924 | eff(%): 16.249 | loglstar: -inf < -63.904 < inf | logz: -84.176 +/- 0.439 | dlogz: 37.749 > 0.109
iter: 1776 | bound: 69 | nc: 2 | ncall: 10926 | eff(%): 16.255 | loglstar: -inf < -63.296 < inf | logz: -84.001 +/- 0.439 | dlogz: 37.609 > 0.109
iter: 1777 | bound: 69 | nc: 2 | ncall: 10928 | eff(%): 16.261 | loglstar: -inf < -63.090 < inf | logz: -83.795 +/- 0.440 | dlogz: 37.424 > 0.109
iter: 1778 | bound: 69 | nc: 4 | ncall: 10932 | eff(%): 16.264 | loglstar: -inf < -62.849 < inf | logz: -83.587 +/- 0.440 | dlogz: 37.208 > 0.109
iter: 1779 | bound: 69 | nc: 5 | ncall: 10937 | eff(%): 16.266 | loglstar: -inf < -62.717 < inf | logz: -83.386 +/- 0.441 | dlogz: 36.990 > 0.109
iter: 1780 | bound: 69 | nc: 1 | ncall: 10938 | eff(%): 16.274 | loglstar: -inf < -62.678 < inf | logz: -83.206 +/- 0.441 | dlogz: 36.779 > 0.109
iter: 1781 | bound: 69 | nc: 1 | ncall: 10939 | eff(%): 16.281 | loglstar: -inf < -62.612 < inf | logz: -83.048 +/- 0.441 | dlogz: 36.590 > 0.109
iter: 1782 | bound: 69 | nc: 1 | ncall: 10940 | eff(%): 16.289 | loglstar: -inf < -62.567 < inf | logz: -82.906 +/- 0.441 | dlogz: 36.422 > 0.109
iter: 1783 | bound: 69 | nc: 5 | ncall: 10945 | eff(%): 16.291 | loglstar: -inf < -62.537 < inf | logz: -82.778 +/- 0.440 | dlogz: 36.269 > 0.109
iter: 1784 | bound: 69 | nc: 1 | ncall: 10946 | eff(%): 16.298 | loglstar: -inf < -62.395 < inf | logz: -82.656 +/- 0.440 | dlogz: 36.132 > 0.109
iter: 1785 | bound: 69 | nc: 1 | ncall: 10947 | eff(%): 16.306 | loglstar: -inf < -62.220 < inf | logz: -82.531 +/- 0.440 | dlogz: 36.000 > 0.109
iter: 1786 | bound: 69 | nc: 1 | ncall: 10948 | eff(%): 16.313 | loglstar: -inf < -62.005 < inf | logz: -82.398 +/- 0.440 | dlogz: 35.864 > 0.109
iter: 1787 | bound: 69 | nc: 5 | ncall: 10953 | eff(%): 16.315 | loglstar: -inf < -61.714 < inf | logz: -82.250 +/- 0.440 | dlogz: 35.722 > 0.109
iter: 1788 | bound: 69 | nc: 6 | ncall: 10959 | eff(%): 16.315 | loglstar: -inf < -61.216 < inf | logz: -82.063 +/- 0.440 | dlogz: 35.564 > 0.109
iter: 1789 | bound: 69 | nc: 1 | ncall: 10960 | eff(%): 16.323 | loglstar: -inf < -61.202 < inf | logz: -81.871 +/- 0.441 | dlogz: 35.367 > 0.109
iter: 1790 | bound: 69 | nc: 1 | ncall: 10961 | eff(%): 16.331 | loglstar: -inf < -61.084 < inf | logz: -81.701 +/- 0.441 | dlogz: 35.165 > 0.109
iter: 1791 | bound: 69 | nc: 2 | ncall: 10963 | eff(%): 16.337 | loglstar: -inf < -61.078 < inf | logz: -81.549 +/- 0.441 | dlogz: 34.985 > 0.109
iter: 1792 | bound: 69 | nc: 1 | ncall: 10964 | eff(%): 16.344 | loglstar: -inf < -61.047 < inf | logz: -81.416 +/- 0.441 | dlogz: 34.823 > 0.109
iter: 1793 | bound: 69 | nc: 1 | ncall: 10965 | eff(%): 16.352 | loglstar: -inf < -60.630 < inf | logz: -81.269 +/- 0.441 | dlogz: 34.680 > 0.109
iter: 1794 | bound: 69 | nc: 1 | ncall: 10966 | eff(%): 16.360 | loglstar: -inf < -60.454 < inf | logz: -81.105 +/- 0.441 | dlogz: 34.523 > 0.109
iter: 1795 | bound: 69 | nc: 4 | ncall: 10970 | eff(%): 16.363 | loglstar: -inf < -60.108 < inf | logz: -80.926 +/- 0.441 | dlogz: 34.349 > 0.109
iter: 1796 | bound: 69 | nc: 6 | ncall: 10976 | eff(%): 16.363 | loglstar: -inf < -60.095 < inf | logz: -80.751 +/- 0.442 | dlogz: 34.160 > 0.109
iter: 1797 | bound: 69 | nc: 2 | ncall: 10978 | eff(%): 16.369 | loglstar: -inf < -59.757 < inf | logz: -80.574 +/- 0.442 | dlogz: 33.975 > 0.109
iter: 1798 | bound: 69 | nc: 2 | ncall: 10980 | eff(%): 16.375 | loglstar: -inf < -59.686 < inf | logz: -80.397 +/- 0.442 | dlogz: 33.788 > 0.109
iter: 1799 | bound: 69 | nc: 2 | ncall: 10982 | eff(%): 16.381 | loglstar: -inf < -59.607 < inf | logz: -80.238 +/- 0.442 | dlogz: 33.601 > 0.109
iter: 1800 | bound: 69 | nc: 2 | ncall: 10984 | eff(%): 16.387 | loglstar: -inf < -59.498 < inf | logz: -80.089 +/- 0.442 | dlogz: 33.432 > 0.109
iter: 1801 | bound: 69 | nc: 1 | ncall: 10985 | eff(%): 16.395 | loglstar: -inf < -59.238 < inf | logz: -79.935 +/- 0.442 | dlogz: 33.273 > 0.109
iter: 1802 | bound: 69 | nc: 4 | ncall: 10989 | eff(%): 16.398 | loglstar: -inf < -59.155 < inf | logz: -79.782 +/- 0.442 | dlogz: 33.110 > 0.109
iter: 1803 | bound: 69 | nc: 3 | ncall: 10992 | eff(%): 16.403 | loglstar: -inf < -58.763 < inf | logz: -79.615 +/- 0.442 | dlogz: 32.946 > 0.109
iter: 1804 | bound: 69 | nc: 1 | ncall: 10993 | eff(%): 16.410 | loglstar: -inf < -58.628 < inf | logz: -79.437 +/- 0.443 | dlogz: 32.769 > 0.109
iter: 1805 | bound: 70 | nc: 10 | ncall: 11003 | eff(%): 16.405 | loglstar: -inf < -58.617 < inf | logz: -79.277 +/- 0.443 | dlogz: 32.581 > 0.109
iter: 1806 | bound: 70 | nc: 10 | ncall: 11013 | eff(%): 16.399 | loglstar: -inf < -58.602 < inf | logz: -79.138 +/- 0.443 | dlogz: 32.411 > 0.109
iter: 1807 | bound: 70 | nc: 5 | ncall: 11018 | eff(%): 16.400 | loglstar: -inf < -58.298 < inf | logz: -78.997 +/- 0.443 | dlogz: 32.263 > 0.109
iter: 1808 | bound: 70 | nc: 11 | ncall: 11029 | eff(%): 16.393 | loglstar: -inf < -58.152 < inf | logz: -78.847 +/- 0.443 | dlogz: 32.111 > 0.109
iter: 1809 | bound: 70 | nc: 15 | ncall: 11044 | eff(%): 16.380 | loglstar: -inf < -57.958 < inf | logz: -78.695 +/- 0.443 | dlogz: 31.951 > 0.109
iter: 1810 | bound: 70 | nc: 11 | ncall: 11055 | eff(%): 16.373 | loglstar: -inf < -57.941 < inf | logz: -78.552 +/- 0.443 | dlogz: 31.790 > 0.109
iter: 1811 | bound: 70 | nc: 2 | ncall: 11057 | eff(%): 16.379 | loglstar: -inf < -57.897 < inf | logz: -78.424 +/- 0.442 | dlogz: 31.636 > 0.109
iter: 1812 | bound: 70 | nc: 2 | ncall: 11059 | eff(%): 16.385 | loglstar: -inf < -57.869 < inf | logz: -78.308 +/- 0.442 | dlogz: 31.499 > 0.109
iter: 1813 | bound: 70 | nc: 6 | ncall: 11065 | eff(%): 16.385 | loglstar: -inf < -57.354 < inf | logz: -78.170 +/- 0.442 | dlogz: 31.373 > 0.109
iter: 1814 | bound: 70 | nc: 2 | ncall: 11067 | eff(%): 16.391 | loglstar: -inf < -57.122 < inf | logz: -78.005 +/- 0.443 | dlogz: 31.225 > 0.109
iter: 1815 | bound: 70 | nc: 15 | ncall: 11082 | eff(%): 16.378 | loglstar: -inf < -56.890 < inf | logz: -77.831 +/- 0.443 | dlogz: 31.050 > 0.109
iter: 1816 | bound: 70 | nc: 2 | ncall: 11084 | eff(%): 16.384 | loglstar: -inf < -56.509 < inf | logz: -77.634 +/- 0.444 | dlogz: 30.866 > 0.109
iter: 1817 | bound: 70 | nc: 1 | ncall: 11085 | eff(%): 16.392 | loglstar: -inf < -56.488 < inf | logz: -77.441 +/- 0.444 | dlogz: 30.659 > 0.109
iter: 1818 | bound: 70 | nc: 4 | ncall: 11089 | eff(%): 16.395 | loglstar: -inf < -56.082 < inf | logz: -77.243 +/- 0.445 | dlogz: 30.456 > 0.109
iter: 1819 | bound: 70 | nc: 2 | ncall: 11091 | eff(%): 16.401 | loglstar: -inf < -55.855 < inf | logz: -77.028 +/- 0.445 | dlogz: 30.248 > 0.109
iter: 1820 | bound: 70 | nc: 5 | ncall: 11096 | eff(%): 16.402 | loglstar: -inf < -55.607 < inf | logz: -76.809 +/- 0.446 | dlogz: 30.023 > 0.109
iter: 1821 | bound: 71 | nc: 17 | ncall: 11113 | eff(%): 16.386 | loglstar: -inf < -55.497 < inf | logz: -76.602 +/- 0.446 | dlogz: 29.794 > 0.109
iter: 1822 | bound: 71 | nc: 2 | ncall: 11115 | eff(%): 16.392 | loglstar: -inf < -55.431 < inf | logz: -76.417 +/- 0.446 | dlogz: 29.577 > 0.109
iter: 1823 | bound: 71 | nc: 11 | ncall: 11126 | eff(%): 16.385 | loglstar: -inf < -55.414 < inf | logz: -76.257 +/- 0.446 | dlogz: 29.382 > 0.109
iter: 1824 | bound: 71 | nc: 23 | ncall: 11149 | eff(%): 16.360 | loglstar: -inf < -55.242 < inf | logz: -76.107 +/- 0.446 | dlogz: 29.212 > 0.109
iter: 1825 | bound: 71 | nc: 3 | ncall: 11152 | eff(%): 16.365 | loglstar: -inf < -55.218 < inf | logz: -75.966 +/- 0.446 | dlogz: 29.052 > 0.109
iter: 1826 | bound: 71 | nc: 5 | ncall: 11157 | eff(%): 16.366 | loglstar: -inf < -55.108 < inf | logz: -75.835 +/- 0.445 | dlogz: 28.901 > 0.109
iter: 1827 | bound: 71 | nc: 5 | ncall: 11162 | eff(%): 16.368 | loglstar: -inf < -54.902 < inf | logz: -75.702 +/- 0.445 | dlogz: 28.761 > 0.109
iter: 1828 | bound: 71 | nc: 22 | ncall: 11184 | eff(%): 16.345 | loglstar: -inf < -54.363 < inf | logz: -75.533 +/- 0.445 | dlogz: 28.618 > 0.109
iter: 1829 | bound: 71 | nc: 17 | ncall: 11201 | eff(%): 16.329 | loglstar: -inf < -54.298 < inf | logz: -75.349 +/- 0.446 | dlogz: 28.438 > 0.109
iter: 1830 | bound: 71 | nc: 4 | ncall: 11205 | eff(%): 16.332 | loglstar: -inf < -53.775 < inf | logz: -75.142 +/- 0.446 | dlogz: 28.245 > 0.109
iter: 1831 | bound: 72 | nc: 22 | ncall: 11227 | eff(%): 16.309 | loglstar: -inf < -53.709 < inf | logz: -74.926 +/- 0.447 | dlogz: 28.027 > 0.109
iter: 1832 | bound: 72 | nc: 2 | ncall: 11229 | eff(%): 16.315 | loglstar: -inf < -53.408 < inf | logz: -74.716 +/- 0.447 | dlogz: 27.802 > 0.109
iter: 1833 | bound: 72 | nc: 8 | ncall: 11237 | eff(%): 16.312 | loglstar: -inf < -53.285 < inf | logz: -74.510 +/- 0.448 | dlogz: 27.582 > 0.109
iter: 1834 | bound: 72 | nc: 11 | ncall: 11248 | eff(%): 16.305 | loglstar: -inf < -53.220 < inf | logz: -74.325 +/- 0.448 | dlogz: 27.366 > 0.109
iter: 1835 | bound: 72 | nc: 2 | ncall: 11250 | eff(%): 16.311 | loglstar: -inf < -53.106 < inf | logz: -74.158 +/- 0.448 | dlogz: 27.171 > 0.109
iter: 1836 | bound: 72 | nc: 4 | ncall: 11254 | eff(%): 16.314 | loglstar: -inf < -53.095 < inf | logz: -74.007 +/- 0.447 | dlogz: 26.993 > 0.109
iter: 1837 | bound: 72 | nc: 1 | ncall: 11255 | eff(%): 16.322 | loglstar: -inf < -52.671 < inf | logz: -73.845 +/- 0.447 | dlogz: 26.833 > 0.109
iter: 1838 | bound: 72 | nc: 8 | ncall: 11263 | eff(%): 16.319 | loglstar: -inf < -52.588 < inf | logz: -73.674 +/- 0.447 | dlogz: 26.661 > 0.109
iter: 1839 | bound: 72 | nc: 2 | ncall: 11265 | eff(%): 16.325 | loglstar: -inf < -52.532 < inf | logz: -73.519 +/- 0.447 | dlogz: 26.480 > 0.109
iter: 1840 | bound: 72 | nc: 1 | ncall: 11266 | eff(%): 16.332 | loglstar: -inf < -52.471 < inf | logz: -73.379 +/- 0.447 | dlogz: 26.315 > 0.109
iter: 1841 | bound: 72 | nc: 1 | ncall: 11267 | eff(%): 16.340 | loglstar: -inf < -52.359 < inf | logz: -73.247 +/- 0.447 | dlogz: 26.165 > 0.109
iter: 1842 | bound: 72 | nc: 2 | ncall: 11269 | eff(%): 16.346 | loglstar: -inf < -52.352 < inf | logz: -73.125 +/- 0.446 | dlogz: 26.023 > 0.109
iter: 1843 | bound: 72 | nc: 1 | ncall: 11270 | eff(%): 16.353 | loglstar: -inf < -52.347 < inf | logz: -73.017 +/- 0.446 | dlogz: 25.891 > 0.109
iter: 1844 | bound: 72 | nc: 1 | ncall: 11271 | eff(%): 16.361 | loglstar: -inf < -52.299 < inf | logz: -72.918 +/- 0.446 | dlogz: 25.773 > 0.109
iter: 1845 | bound: 72 | nc: 20 | ncall: 11291 | eff(%): 16.340 | loglstar: -inf < -52.266 < inf | logz: -72.825 +/- 0.445 | dlogz: 25.664 > 0.109
iter: 1846 | bound: 72 | nc: 3 | ncall: 11294 | eff(%): 16.345 | loglstar: -inf < -52.181 < inf | logz: -72.735 +/- 0.445 | dlogz: 25.561 > 0.109
iter: 1847 | bound: 72 | nc: 2 | ncall: 11296 | eff(%): 16.351 | loglstar: -inf < -52.170 < inf | logz: -72.650 +/- 0.445 | dlogz: 25.462 > 0.109
iter: 1848 | bound: 72 | nc: 1 | ncall: 11297 | eff(%): 16.358 | loglstar: -inf < -52.078 < inf | logz: -72.569 +/- 0.444 | dlogz: 25.367 > 0.109
iter: 1849 | bound: 72 | nc: 16 | ncall: 11313 | eff(%): 16.344 | loglstar: -inf < -52.022 < inf | logz: -72.489 +/- 0.444 | dlogz: 25.275 > 0.109
iter: 1850 | bound: 72 | nc: 2 | ncall: 11315 | eff(%): 16.350 | loglstar: -inf < -51.589 < inf | logz: -72.394 +/- 0.444 | dlogz: 25.185 > 0.109
iter: 1851 | bound: 72 | nc: 3 | ncall: 11318 | eff(%): 16.354 | loglstar: -inf < -51.524 < inf | logz: -72.287 +/- 0.444 | dlogz: 25.080 > 0.109
iter: 1852 | bound: 72 | nc: 5 | ncall: 11323 | eff(%): 16.356 | loglstar: -inf < -51.316 < inf | logz: -72.178 +/- 0.444 | dlogz: 24.964 > 0.109
iter: 1853 | bound: 72 | nc: 1 | ncall: 11324 | eff(%): 16.363 | loglstar: -inf < -51.315 < inf | logz: -72.071 +/- 0.444 | dlogz: 24.845 > 0.109
iter: 1854 | bound: 73 | nc: 9 | ncall: 11333 | eff(%): 16.359 | loglstar: -inf < -51.215 < inf | logz: -71.971 +/- 0.444 | dlogz: 24.728 > 0.109
iter: 1855 | bound: 73 | nc: 22 | ncall: 11355 | eff(%): 16.336 | loglstar: -inf < -51.115 < inf | logz: -71.871 +/- 0.444 | dlogz: 24.617 > 0.109
iter: 1856 | bound: 73 | nc: 34 | ncall: 11389 | eff(%): 16.296 | loglstar: -inf < -51.031 < inf | logz: -71.773 +/- 0.444 | dlogz: 24.508 > 0.109
iter: 1857 | bound: 74 | nc: 60 | ncall: 11449 | eff(%): 16.220 | loglstar: -inf < -50.982 < inf | logz: -71.679 +/- 0.444 | dlogz: 24.400 > 0.109
iter: 1858 | bound: 74 | nc: 6 | ncall: 11455 | eff(%): 16.220 | loglstar: -inf < -50.966 < inf | logz: -71.591 +/- 0.444 | dlogz: 24.296 > 0.109
iter: 1859 | bound: 74 | nc: 7 | ncall: 11462 | eff(%): 16.219 | loglstar: -inf < -50.838 < inf | logz: -71.505 +/- 0.443 | dlogz: 24.198 > 0.109
iter: 1860 | bound: 74 | nc: 1 | ncall: 11463 | eff(%): 16.226 | loglstar: -inf < -50.772 < inf | logz: -71.419 +/- 0.443 | dlogz: 24.102 > 0.109
iter: 1861 | bound: 74 | nc: 3 | ncall: 11466 | eff(%): 16.231 | loglstar: -inf < -50.680 < inf | logz: -71.335 +/- 0.443 | dlogz: 24.006 > 0.109
iter: 1862 | bound: 74 | nc: 2 | ncall: 11468 | eff(%): 16.236 | loglstar: -inf < -50.650 < inf | logz: -71.253 +/- 0.443 | dlogz: 23.912 > 0.109
iter: 1863 | bound: 74 | nc: 13 | ncall: 11481 | eff(%): 16.227 | loglstar: -inf < -50.565 < inf | logz: -71.174 +/- 0.443 | dlogz: 23.820 > 0.109
iter: 1864 | bound: 74 | nc: 5 | ncall: 11486 | eff(%): 16.228 | loglstar: -inf < -50.553 < inf | logz: -71.098 +/- 0.443 | dlogz: 23.731 > 0.109
iter: 1865 | bound: 74 | nc: 4 | ncall: 11490 | eff(%): 16.232 | loglstar: -inf < -50.533 < inf | logz: -71.027 +/- 0.443 | dlogz: 23.645 > 0.109
iter: 1866 | bound: 74 | nc: 1 | ncall: 11491 | eff(%): 16.239 | loglstar: -inf < -50.520 < inf | logz: -70.960 +/- 0.443 | dlogz: 23.564 > 0.109
iter: 1867 | bound: 74 | nc: 1 | ncall: 11492 | eff(%): 16.246 | loglstar: -inf < -50.450 < inf | logz: -70.895 +/- 0.442 | dlogz: 23.487 > 0.109
iter: 1868 | bound: 74 | nc: 1 | ncall: 11493 | eff(%): 16.253 | loglstar: -inf < -50.398 < inf | logz: -70.832 +/- 0.442 | dlogz: 23.413 > 0.109
iter: 1869 | bound: 74 | nc: 4 | ncall: 11497 | eff(%): 16.256 | loglstar: -inf < -50.387 < inf | logz: -70.770 +/- 0.442 | dlogz: 23.339 > 0.109
iter: 1870 | bound: 74 | nc: 7 | ncall: 11504 | eff(%): 16.255 | loglstar: -inf < -50.266 < inf | logz: -70.709 +/- 0.442 | dlogz: 23.268 > 0.109
iter: 1871 | bound: 74 | nc: 4 | ncall: 11508 | eff(%): 16.258 | loglstar: -inf < -50.251 < inf | logz: -70.649 +/- 0.442 | dlogz: 23.197 > 0.109
iter: 1872 | bound: 74 | nc: 2 | ncall: 11510 | eff(%): 16.264 | loglstar: -inf < -50.242 < inf | logz: -70.591 +/- 0.442 | dlogz: 23.126 > 0.109
iter: 1873 | bound: 74 | nc: 5 | ncall: 11515 | eff(%): 16.266 | loglstar: -inf < -50.230 < inf | logz: -70.537 +/- 0.441 | dlogz: 23.059 > 0.109
iter: 1874 | bound: 74 | nc: 9 | ncall: 11524 | eff(%): 16.262 | loglstar: -inf < -50.209 < inf | logz: -70.485 +/- 0.441 | dlogz: 22.995 > 0.109
iter: 1875 | bound: 74 | nc: 1 | ncall: 11525 | eff(%): 16.269 | loglstar: -inf < -50.094 < inf | logz: -70.433 +/- 0.441 | dlogz: 22.933 > 0.109
iter: 1876 | bound: 74 | nc: 2 | ncall: 11527 | eff(%): 16.275 | loglstar: -inf < -49.829 < inf | logz: -70.374 +/- 0.441 | dlogz: 22.871 > 0.109
iter: 1877 | bound: 74 | nc: 4 | ncall: 11531 | eff(%): 16.278 | loglstar: -inf < -49.731 < inf | logz: -70.308 +/- 0.441 | dlogz: 22.801 > 0.109
iter: 1878 | bound: 74 | nc: 8 | ncall: 11539 | eff(%): 16.275 | loglstar: -inf < -49.644 < inf | logz: -70.241 +/- 0.441 | dlogz: 22.726 > 0.109
iter: 1879 | bound: 74 | nc: 4 | ncall: 11543 | eff(%): 16.278 | loglstar: -inf < -49.623 < inf | logz: -70.175 +/- 0.441 | dlogz: 22.649 > 0.109
iter: 1880 | bound: 75 | nc: 16 | ncall: 11559 | eff(%): 16.264 | loglstar: -inf < -49.544 < inf | logz: -70.112 +/- 0.441 | dlogz: 22.573 > 0.109
iter: 1881 | bound: 75 | nc: 3 | ncall: 11562 | eff(%): 16.269 | loglstar: -inf < -49.497 < inf | logz: -70.048 +/- 0.441 | dlogz: 22.500 > 0.109
iter: 1882 | bound: 75 | nc: 1 | ncall: 11563 | eff(%): 16.276 | loglstar: -inf < -49.493 < inf | logz: -69.988 +/- 0.441 | dlogz: 22.427 > 0.109
iter: 1883 | bound: 75 | nc: 8 | ncall: 11571 | eff(%): 16.273 | loglstar: -inf < -49.485 < inf | logz: -69.931 +/- 0.441 | dlogz: 22.356 > 0.109
iter: 1884 | bound: 75 | nc: 6 | ncall: 11577 | eff(%): 16.274 | loglstar: -inf < -49.479 < inf | logz: -69.878 +/- 0.441 | dlogz: 22.290 > 0.109
iter: 1885 | bound: 75 | nc: 8 | ncall: 11585 | eff(%): 16.271 | loglstar: -inf < -49.369 < inf | logz: -69.825 +/- 0.441 | dlogz: 22.226 > 0.109
iter: 1886 | bound: 75 | nc: 10 | ncall: 11595 | eff(%): 16.266 | loglstar: -inf < -49.365 < inf | logz: -69.772 +/- 0.441 | dlogz: 22.163 > 0.109
iter: 1887 | bound: 75 | nc: 1 | ncall: 11596 | eff(%): 16.273 | loglstar: -inf < -49.320 < inf | logz: -69.721 +/- 0.441 | dlogz: 22.100 > 0.109
iter: 1888 | bound: 75 | nc: 26 | ncall: 11622 | eff(%): 16.245 | loglstar: -inf < -49.191 < inf | logz: -69.669 +/- 0.441 | dlogz: 22.039 > 0.109
iter: 1889 | bound: 75 | nc: 8 | ncall: 11630 | eff(%): 16.242 | loglstar: -inf < -49.076 < inf | logz: -69.613 +/- 0.441 | dlogz: 21.977 > 0.109
iter: 1890 | bound: 75 | nc: 11 | ncall: 11641 | eff(%): 16.236 | loglstar: -inf < -48.979 < inf | logz: -69.556 +/- 0.441 | dlogz: 21.912 > 0.109
iter: 1891 | bound: 75 | nc: 1 | ncall: 11642 | eff(%): 16.243 | loglstar: -inf < -48.865 < inf | logz: -69.496 +/- 0.441 | dlogz: 21.844 > 0.109
iter: 1892 | bound: 76 | nc: 29 | ncall: 11671 | eff(%): 16.211 | loglstar: -inf < -48.749 < inf | logz: -69.433 +/- 0.441 | dlogz: 21.774 > 0.109
iter: 1893 | bound: 76 | nc: 5 | ncall: 11676 | eff(%): 16.213 | loglstar: -inf < -48.671 < inf | logz: -69.369 +/- 0.441 | dlogz: 21.702 > 0.109
iter: 1894 | bound: 76 | nc: 1 | ncall: 11677 | eff(%): 16.220 | loglstar: -inf < -48.643 < inf | logz: -69.307 +/- 0.441 | dlogz: 21.628 > 0.109
iter: 1895 | bound: 76 | nc: 4 | ncall: 11681 | eff(%): 16.223 | loglstar: -inf < -48.600 < inf | logz: -69.246 +/- 0.441 | dlogz: 21.555 > 0.109
iter: 1896 | bound: 76 | nc: 2 | ncall: 11683 | eff(%): 16.229 | loglstar: -inf < -48.558 < inf | logz: -69.187 +/- 0.441 | dlogz: 21.485 > 0.109
iter: 1897 | bound: 76 | nc: 6 | ncall: 11689 | eff(%): 16.229 | loglstar: -inf < -48.509 < inf | logz: -69.130 +/- 0.441 | dlogz: 21.416 > 0.109
iter: 1898 | bound: 76 | nc: 6 | ncall: 11695 | eff(%): 16.229 | loglstar: -inf < -48.337 < inf | logz: -69.070 +/- 0.441 | dlogz: 21.349 > 0.109
iter: 1899 | bound: 76 | nc: 4 | ncall: 11699 | eff(%): 16.232 | loglstar: -inf < -48.310 < inf | logz: -69.008 +/- 0.441 | dlogz: 21.279 > 0.109
iter: 1900 | bound: 76 | nc: 4 | ncall: 11703 | eff(%): 16.235 | loglstar: -inf < -48.009 < inf | logz: -68.940 +/- 0.442 | dlogz: 21.207 > 0.109
iter: 1901 | bound: 76 | nc: 2 | ncall: 11705 | eff(%): 16.241 | loglstar: -inf < -47.981 < inf | logz: -68.866 +/- 0.442 | dlogz: 21.129 > 0.109
iter: 1902 | bound: 76 | nc: 8 | ncall: 11713 | eff(%): 16.238 | loglstar: -inf < -47.949 < inf | logz: -68.797 +/- 0.442 | dlogz: 21.046 > 0.109
iter: 1903 | bound: 76 | nc: 1 | ncall: 11714 | eff(%): 16.246 | loglstar: -inf < -47.825 < inf | logz: -68.727 +/- 0.442 | dlogz: 20.966 > 0.109
iter: 1904 | bound: 76 | nc: 5 | ncall: 11719 | eff(%): 16.247 | loglstar: -inf < -47.772 < inf | logz: -68.657 +/- 0.442 | dlogz: 20.886 > 0.109
iter: 1905 | bound: 76 | nc: 6 | ncall: 11725 | eff(%): 16.247 | loglstar: -inf < -47.740 < inf | logz: -68.589 +/- 0.443 | dlogz: 20.806 > 0.109
iter: 1906 | bound: 76 | nc: 3 | ncall: 11728 | eff(%): 16.252 | loglstar: -inf < -47.695 < inf | logz: -68.524 +/- 0.443 | dlogz: 20.729 > 0.109
iter: 1907 | bound: 76 | nc: 2 | ncall: 11730 | eff(%): 16.257 | loglstar: -inf < -47.532 < inf | logz: -68.457 +/- 0.443 | dlogz: 20.653 > 0.109
iter: 1908 | bound: 76 | nc: 6 | ncall: 11736 | eff(%): 16.258 | loglstar: -inf < -47.455 < inf | logz: -68.387 +/- 0.443 | dlogz: 20.576 > 0.109
iter: 1909 | bound: 76 | nc: 1 | ncall: 11737 | eff(%): 16.265 | loglstar: -inf < -47.441 < inf | logz: -68.320 +/- 0.443 | dlogz: 20.497 > 0.109
iter: 1910 | bound: 76 | nc: 2 | ncall: 11739 | eff(%): 16.271 | loglstar: -inf < -47.388 < inf | logz: -68.255 +/- 0.443 | dlogz: 20.419 > 0.109
iter: 1911 | bound: 76 | nc: 8 | ncall: 11747 | eff(%): 16.268 | loglstar: -inf < -47.377 < inf | logz: -68.193 +/- 0.443 | dlogz: 20.344 > 0.109
iter: 1912 | bound: 76 | nc: 2 | ncall: 11749 | eff(%): 16.274 | loglstar: -inf < -47.265 < inf | logz: -68.131 +/- 0.443 | dlogz: 20.272 > 0.109
iter: 1913 | bound: 76 | nc: 2 | ncall: 11751 | eff(%): 16.279 | loglstar: -inf < -47.185 < inf | logz: -68.068 +/- 0.443 | dlogz: 20.201 > 0.109
iter: 1914 | bound: 76 | nc: 1 | ncall: 11752 | eff(%): 16.287 | loglstar: -inf < -46.911 < inf | logz: -67.998 +/- 0.444 | dlogz: 20.128 > 0.109
iter: 1915 | bound: 76 | nc: 1 | ncall: 11753 | eff(%): 16.294 | loglstar: -inf < -46.851 < inf | logz: -67.922 +/- 0.444 | dlogz: 20.048 > 0.109
iter: 1916 | bound: 76 | nc: 7 | ncall: 11760 | eff(%): 16.293 | loglstar: -inf < -46.757 < inf | logz: -67.847 +/- 0.444 | dlogz: 19.962 > 0.109
iter: 1917 | bound: 76 | nc: 6 | ncall: 11766 | eff(%): 16.293 | loglstar: -inf < -46.679 < inf | logz: -67.772 +/- 0.444 | dlogz: 19.877 > 0.109
iter: 1918 | bound: 77 | nc: 5 | ncall: 11771 | eff(%): 16.294 | loglstar: -inf < -46.488 < inf | logz: -67.693 +/- 0.445 | dlogz: 19.792 > 0.109
iter: 1919 | bound: 77 | nc: 2 | ncall: 11773 | eff(%): 16.300 | loglstar: -inf < -46.338 < inf | logz: -67.608 +/- 0.445 | dlogz: 19.703 > 0.109
iter: 1920 | bound: 77 | nc: 5 | ncall: 11778 | eff(%): 16.302 | loglstar: -inf < -46.284 < inf | logz: -67.522 +/- 0.445 | dlogz: 19.608 > 0.109
iter: 1921 | bound: 77 | nc: 3 | ncall: 11781 | eff(%): 16.306 | loglstar: -inf < -46.120 < inf | logz: -67.435 +/- 0.446 | dlogz: 19.512 > 0.109
iter: 1922 | bound: 77 | nc: 3 | ncall: 11784 | eff(%): 16.310 | loglstar: -inf < -46.105 < inf | logz: -67.348 +/- 0.446 | dlogz: 19.415 > 0.109
iter: 1923 | bound: 77 | nc: 12 | ncall: 11796 | eff(%): 16.302 | loglstar: -inf < -46.032 < inf | logz: -67.266 +/- 0.446 | dlogz: 19.319 > 0.109
iter: 1924 | bound: 77 | nc: 2 | ncall: 11798 | eff(%): 16.308 | loglstar: -inf < -45.957 < inf | logz: -67.186 +/- 0.446 | dlogz: 19.227 > 0.109
iter: 1925 | bound: 77 | nc: 17 | ncall: 11815 | eff(%): 16.293 | loglstar: -inf < -45.919 < inf | logz: -67.108 +/- 0.446 | dlogz: 19.136 > 0.109
iter: 1926 | bound: 77 | nc: 6 | ncall: 11821 | eff(%): 16.293 | loglstar: -inf < -45.904 < inf | logz: -67.034 +/- 0.447 | dlogz: 19.048 > 0.109
iter: 1927 | bound: 77 | nc: 6 | ncall: 11827 | eff(%): 16.293 | loglstar: -inf < -45.822 < inf | logz: -66.963 +/- 0.447 | dlogz: 18.965 > 0.109
iter: 1928 | bound: 77 | nc: 5 | ncall: 11832 | eff(%): 16.295 | loglstar: -inf < -45.794 < inf | logz: -66.894 +/- 0.447 | dlogz: 18.883 > 0.109
iter: 1929 | bound: 77 | nc: 2 | ncall: 11834 | eff(%): 16.300 | loglstar: -inf < -45.679 < inf | logz: -66.825 +/- 0.447 | dlogz: 18.804 > 0.109
iter: 1930 | bound: 77 | nc: 1 | ncall: 11835 | eff(%): 16.308 | loglstar: -inf < -45.660 < inf | logz: -66.757 +/- 0.447 | dlogz: 18.725 > 0.109
iter: 1931 | bound: 77 | nc: 1 | ncall: 11836 | eff(%): 16.315 | loglstar: -inf < -45.660 < inf | logz: -66.693 +/- 0.447 | dlogz: 18.647 > 0.109
iter: 1932 | bound: 77 | nc: 4 | ncall: 11840 | eff(%): 16.318 | loglstar: -inf < -45.621 < inf | logz: -66.633 +/- 0.447 | dlogz: 18.574 > 0.109
iter: 1933 | bound: 77 | nc: 2 | ncall: 11842 | eff(%): 16.323 | loglstar: -inf < -45.509 < inf | logz: -66.572 +/- 0.447 | dlogz: 18.503 > 0.109
iter: 1934 | bound: 77 | nc: 3 | ncall: 11845 | eff(%): 16.328 | loglstar: -inf < -45.491 < inf | logz: -66.512 +/- 0.447 | dlogz: 18.433 > 0.109
iter: 1935 | bound: 77 | nc: 2 | ncall: 11847 | eff(%): 16.333 | loglstar: -inf < -45.474 < inf | logz: -66.454 +/- 0.447 | dlogz: 18.362 > 0.109
iter: 1936 | bound: 77 | nc: 3 | ncall: 11850 | eff(%): 16.338 | loglstar: -inf < -45.439 < inf | logz: -66.399 +/- 0.447 | dlogz: 18.295 > 0.109
iter: 1937 | bound: 77 | nc: 1 | ncall: 11851 | eff(%): 16.345 | loglstar: -inf < -45.296 < inf | logz: -66.343 +/- 0.447 | dlogz: 18.230 > 0.109
iter: 1938 | bound: 77 | nc: 12 | ncall: 11863 | eff(%): 16.337 | loglstar: -inf < -45.284 < inf | logz: -66.286 +/- 0.447 | dlogz: 18.947 > 0.109
iter: 1939 | bound: 77 | nc: 7 | ncall: 11870 | eff(%): 16.335 | loglstar: -inf < -45.198 < inf | logz: -66.230 +/- 0.447 | dlogz: 18.880 > 0.109
iter: 1940 | bound: 78 | nc: 14 | ncall: 11884 | eff(%): 16.324 | loglstar: -inf < -45.134 < inf | logz: -66.173 +/- 0.447 | dlogz: 18.814 > 0.109
iter: 1941 | bound: 78 | nc: 6 | ncall: 11890 | eff(%): 16.325 | loglstar: -inf < -45.133 < inf | logz: -66.119 +/- 0.447 | dlogz: 18.748 > 0.109
iter: 1942 | bound: 78 | nc: 3 | ncall: 11893 | eff(%): 16.329 | loglstar: -inf < -45.115 < inf | logz: -66.067 +/- 0.447 | dlogz: 18.683 > 0.109
iter: 1943 | bound: 78 | nc: 1 | ncall: 11894 | eff(%): 16.336 | loglstar: -inf < -45.095 < inf | logz: -66.017 +/- 0.446 | dlogz: 18.621 > 0.109
iter: 1944 | bound: 78 | nc: 6 | ncall: 11900 | eff(%): 16.336 | loglstar: -inf < -44.941 < inf | logz: -65.966 +/- 0.446 | dlogz: 18.562 > 0.109
iter: 1945 | bound: 78 | nc: 5 | ncall: 11905 | eff(%): 16.338 | loglstar: -inf < -44.924 < inf | logz: -65.914 +/- 0.446 | dlogz: 18.500 > 0.109
iter: 1946 | bound: 78 | nc: 2 | ncall: 11907 | eff(%): 16.343 | loglstar: -inf < -44.766 < inf | logz: -65.860 +/- 0.446 | dlogz: 18.438 > 0.109
iter: 1947 | bound: 78 | nc: 3 | ncall: 11910 | eff(%): 16.348 | loglstar: -inf < -44.678 < inf | logz: -65.803 +/- 0.446 | dlogz: 18.374 > 0.109
iter: 1948 | bound: 78 | nc: 3 | ncall: 11913 | eff(%): 16.352 | loglstar: -inf < -44.601 < inf | logz: -65.745 +/- 0.447 | dlogz: 18.308 > 0.109
iter: 1949 | bound: 78 | nc: 2 | ncall: 11915 | eff(%): 16.358 | loglstar: -inf < -44.577 < inf | logz: -65.689 +/- 0.447 | dlogz: 18.240 > 0.109
iter: 1950 | bound: 78 | nc: 2 | ncall: 11917 | eff(%): 16.363 | loglstar: -inf < -44.523 < inf | logz: -65.633 +/- 0.447 | dlogz: 18.173 > 0.109
iter: 1951 | bound: 78 | nc: 6 | ncall: 11923 | eff(%): 16.363 | loglstar: -inf < -44.380 < inf | logz: -65.576 +/- 0.447 | dlogz: 18.108 > 0.109
iter: 1952 | bound: 78 | nc: 1 | ncall: 11924 | eff(%): 16.370 | loglstar: -inf < -44.270 < inf | logz: -65.516 +/- 0.447 | dlogz: 18.041 > 0.109
iter: 1953 | bound: 78 | nc: 9 | ncall: 11933 | eff(%): 16.366 | loglstar: -inf < -44.106 < inf | logz: -65.451 +/- 0.447 | dlogz: 17.971 > 0.109
iter: 1954 | bound: 78 | nc: 3 | ncall: 11936 | eff(%): 16.371 | loglstar: -inf < -44.042 < inf | logz: -65.384 +/- 0.447 | dlogz: 17.896 > 0.109
iter: 1955 | bound: 78 | nc: 2 | ncall: 11938 | eff(%): 16.376 | loglstar: -inf < -44.014 < inf | logz: -65.319 +/- 0.447 | dlogz: 17.819 > 0.109
iter: 1956 | bound: 78 | nc: 1 | ncall: 11939 | eff(%): 16.383 | loglstar: -inf < -43.986 < inf | logz: -65.257 +/- 0.447 | dlogz: 17.745 > 0.109
iter: 1957 | bound: 78 | nc: 1 | ncall: 11940 | eff(%): 16.390 | loglstar: -inf < -43.943 < inf | logz: -65.197 +/- 0.448 | dlogz: 17.672 > 0.109
iter: 1958 | bound: 78 | nc: 1 | ncall: 11941 | eff(%): 16.397 | loglstar: -inf < -43.852 < inf | logz: -65.138 +/- 0.448 | dlogz: 17.603 > 0.109
iter: 1959 | bound: 78 | nc: 4 | ncall: 11945 | eff(%): 16.400 | loglstar: -inf < -43.828 < inf | logz: -65.079 +/- 0.448 | dlogz: 17.533 > 0.109
iter: 1960 | bound: 78 | nc: 2 | ncall: 11947 | eff(%): 16.406 | loglstar: -inf < -43.696 < inf | logz: -65.019 +/- 0.448 | dlogz: 17.464 > 0.109
iter: 1961 | bound: 78 | nc: 6 | ncall: 11953 | eff(%): 16.406 | loglstar: -inf < -43.498 < inf | logz: -64.953 +/- 0.448 | dlogz: 17.394 > 0.109
iter: 1962 | bound: 78 | nc: 1 | ncall: 11954 | eff(%): 16.413 | loglstar: -inf < -43.479 < inf | logz: -64.886 +/- 0.448 | dlogz: 17.319 > 0.109
iter: 1963 | bound: 78 | nc: 6 | ncall: 11960 | eff(%): 16.413 | loglstar: -inf < -43.432 < inf | logz: -64.821 +/- 0.448 | dlogz: 17.241 > 0.109
iter: 1964 | bound: 78 | nc: 7 | ncall: 11967 | eff(%): 16.412 | loglstar: -inf < -43.393 < inf | logz: -64.759 +/- 0.448 | dlogz: 17.167 > 0.109
iter: 1965 | bound: 78 | nc: 13 | ncall: 11980 | eff(%): 16.402 | loglstar: -inf < -43.136 < inf | logz: -64.691 +/- 0.449 | dlogz: 17.094 > 0.109
iter: 1966 | bound: 78 | nc: 2 | ncall: 11982 | eff(%): 16.408 | loglstar: -inf < -43.113 < inf | logz: -64.619 +/- 0.449 | dlogz: 17.016 > 0.109
iter: 1967 | bound: 79 | nc: 2 | ncall: 11984 | eff(%): 16.414 | loglstar: -inf < -42.996 < inf | logz: -64.548 +/- 0.449 | dlogz: 16.935 > 0.109
iter: 1968 | bound: 79 | nc: 1 | ncall: 11985 | eff(%): 16.421 | loglstar: -inf < -42.987 < inf | logz: -64.479 +/- 0.449 | dlogz: 16.854 > 0.109
iter: 1969 | bound: 79 | nc: 6 | ncall: 11991 | eff(%): 16.421 | loglstar: -inf < -42.915 < inf | logz: -64.412 +/- 0.449 | dlogz: 16.774 > 0.109
iter: 1970 | bound: 79 | nc: 1 | ncall: 11992 | eff(%): 16.428 | loglstar: -inf < -42.772 < inf | logz: -64.343 +/- 0.450 | dlogz: 16.697 > 0.109
iter: 1971 | bound: 79 | nc: 1 | ncall: 11993 | eff(%): 16.435 | loglstar: -inf < -42.681 < inf | logz: -64.271 +/- 0.450 | dlogz: 16.618 > 0.109
iter: 1972 | bound: 79 | nc: 8 | ncall: 12001 | eff(%): 16.432 | loglstar: -inf < -42.631 < inf | logz: -64.200 +/- 0.450 | dlogz: 16.537 > 0.109
iter: 1973 | bound: 79 | nc: 5 | ncall: 12006 | eff(%): 16.433 | loglstar: -inf < -42.527 < inf | logz: -64.129 +/- 0.450 | dlogz: 16.456 > 0.109
iter: 1974 | bound: 79 | nc: 1 | ncall: 12007 | eff(%): 16.440 | loglstar: -inf < -42.483 < inf | logz: -64.059 +/- 0.450 | dlogz: 16.375 > 0.109
iter: 1975 | bound: 79 | nc: 1 | ncall: 12008 | eff(%): 16.447 | loglstar: -inf < -42.380 < inf | logz: -63.990 +/- 0.450 | dlogz: 16.295 > 0.109
iter: 1976 | bound: 79 | nc: 2 | ncall: 12010 | eff(%): 16.453 | loglstar: -inf < -42.329 < inf | logz: -63.920 +/- 0.451 | dlogz: 16.216 > 0.109
iter: 1977 | bound: 79 | nc: 2 | ncall: 12012 | eff(%): 16.459 | loglstar: -inf < -42.203 < inf | logz: -63.850 +/- 0.451 | dlogz: 16.136 > 0.109
iter: 1978 | bound: 79 | nc: 3 | ncall: 12015 | eff(%): 16.463 | loglstar: -inf < -42.191 < inf | logz: -63.781 +/- 0.451 | dlogz: 16.056 > 0.109
iter: 1979 | bound: 79 | nc: 1 | ncall: 12016 | eff(%): 16.470 | loglstar: -inf < -42.176 < inf | logz: -63.715 +/- 0.451 | dlogz: 15.977 > 0.109
iter: 1980 | bound: 79 | nc: 2 | ncall: 12018 | eff(%): 16.475 | loglstar: -inf < -42.144 < inf | logz: -63.654 +/- 0.451 | dlogz: 15.902 > 0.109
iter: 1981 | bound: 79 | nc: 6 | ncall: 12024 | eff(%): 16.475 | loglstar: -inf < -42.121 < inf | logz: -63.594 +/- 0.451 | dlogz: 15.830 > 0.109
iter: 1982 | bound: 79 | nc: 3 | ncall: 12027 | eff(%): 16.480 | loglstar: -inf < -42.114 < inf | logz: -63.538 +/- 0.451 | dlogz: 15.761 > 0.109
iter: 1983 | bound: 79 | nc: 3 | ncall: 12030 | eff(%): 16.484 | loglstar: -inf < -42.040 < inf | logz: -63.483 +/- 0.451 | dlogz: 15.695 > 0.109
iter: 1984 | bound: 79 | nc: 14 | ncall: 12044 | eff(%): 16.473 | loglstar: -inf < -41.836 < inf | logz: -63.424 +/- 0.451 | dlogz: 15.630 > 0.109
iter: 1985 | bound: 79 | nc: 10 | ncall: 12054 | eff(%): 16.468 | loglstar: -inf < -41.729 < inf | logz: -63.360 +/- 0.451 | dlogz: 15.560 > 0.109
iter: 1986 | bound: 79 | nc: 3 | ncall: 12057 | eff(%): 16.472 | loglstar: -inf < -41.694 < inf | logz: -63.296 +/- 0.451 | dlogz: 15.486 > 0.109
iter: 1987 | bound: 79 | nc: 2 | ncall: 12059 | eff(%): 16.477 | loglstar: -inf < -41.421 < inf | logz: -63.226 +/- 0.452 | dlogz: 15.412 > 0.109
iter: 1988 | bound: 79 | nc: 2 | ncall: 12061 | eff(%): 16.483 | loglstar: -inf < -41.304 < inf | logz: -63.149 +/- 0.452 | dlogz: 15.333 > 0.109
iter: 1989 | bound: 79 | nc: 9 | ncall: 12070 | eff(%): 16.479 | loglstar: -inf < -41.296 < inf | logz: -63.073 +/- 0.452 | dlogz: 15.246 > 0.109
iter: 1990 | bound: 79 | nc: 3 | ncall: 12073 | eff(%): 16.483 | loglstar: -inf < -41.218 < inf | logz: -63.001 +/- 0.452 | dlogz: 15.160 > 0.109
iter: 1991 | bound: 79 | nc: 6 | ncall: 12079 | eff(%): 16.483 | loglstar: -inf < -41.216 < inf | logz: -62.932 +/- 0.452 | dlogz: 15.078 > 0.109
iter: 1992 | bound: 80 | nc: 25 | ncall: 12104 | eff(%): 16.457 | loglstar: -inf < -41.095 < inf | logz: -62.863 +/- 0.453 | dlogz: 14.999 > 0.109
iter: 1993 | bound: 80 | nc: 1 | ncall: 12105 | eff(%): 16.464 | loglstar: -inf < -41.006 < inf | logz: -62.793 +/- 0.453 | dlogz: 14.920 > 0.109
iter: 1994 | bound: 80 | nc: 5 | ncall: 12110 | eff(%): 16.466 | loglstar: -inf < -40.916 < inf | logz: -62.722 +/- 0.453 | dlogz: 14.840 > 0.109
iter: 1995 | bound: 80 | nc: 9 | ncall: 12119 | eff(%): 16.462 | loglstar: -inf < -40.910 < inf | logz: -62.654 +/- 0.453 | dlogz: 14.759 > 0.109
iter: 1996 | bound: 80 | nc: 12 | ncall: 12131 | eff(%): 16.454 | loglstar: -inf < -40.708 < inf | logz: -62.583 +/- 0.453 | dlogz: 14.681 > 0.109
iter: 1997 | bound: 80 | nc: 3 | ncall: 12134 | eff(%): 16.458 | loglstar: -inf < -40.650 < inf | logz: -62.510 +/- 0.453 | dlogz: 14.601 > 0.109
iter: 1998 | bound: 80 | nc: 5 | ncall: 12139 | eff(%): 16.459 | loglstar: -inf < -40.602 < inf | logz: -62.438 +/- 0.453 | dlogz: 14.517 > 0.109
iter: 1999 | bound: 80 | nc: 3 | ncall: 12142 | eff(%): 16.464 | loglstar: -inf < -40.550 < inf | logz: -62.369 +/- 0.454 | dlogz: 14.435 > 0.109
iter: 2000 | bound: 80 | nc: 3 | ncall: 12145 | eff(%): 16.468 | loglstar: -inf < -40.483 < inf | logz: -62.301 +/- 0.454 | dlogz: 14.356 > 0.109
iter: 2001 | bound: 80 | nc: 5 | ncall: 12150 | eff(%): 16.469 | loglstar: -inf < -40.472 < inf | logz: -62.235 +/- 0.454 | dlogz: 14.278 > 0.109
iter: 2002 | bound: 80 | nc: 3 | ncall: 12153 | eff(%): 16.473 | loglstar: -inf < -40.456 < inf | logz: -62.174 +/- 0.454 | dlogz: 14.203 > 0.109
iter: 2003 | bound: 80 | nc: 1 | ncall: 12154 | eff(%): 16.480 | loglstar: -inf < -40.451 < inf | logz: -62.115 +/- 0.454 | dlogz: 14.131 > 0.109
iter: 2004 | bound: 80 | nc: 8 | ncall: 12162 | eff(%): 16.478 | loglstar: -inf < -40.439 < inf | logz: -62.060 +/- 0.454 | dlogz: 14.063 > 0.109
iter: 2005 | bound: 80 | nc: 12 | ncall: 12174 | eff(%): 16.470 | loglstar: -inf < -40.348 < inf | logz: -62.006 +/- 0.454 | dlogz: 13.998 > 0.109
iter: 2006 | bound: 80 | nc: 4 | ncall: 12178 | eff(%): 16.472 | loglstar: -inf < -40.317 < inf | logz: -61.952 +/- 0.454 | dlogz: 13.934 > 0.109
iter: 2007 | bound: 80 | nc: 8 | ncall: 12186 | eff(%): 16.470 | loglstar: -inf < -40.297 < inf | logz: -61.900 +/- 0.454 | dlogz: 13.870 > 0.109
iter: 2008 | bound: 80 | nc: 2 | ncall: 12188 | eff(%): 16.475 | loglstar: -inf < -40.275 < inf | logz: -61.850 +/- 0.454 | dlogz: 13.808 > 0.109
iter: 2009 | bound: 80 | nc: 5 | ncall: 12193 | eff(%): 16.477 | loglstar: -inf < -40.181 < inf | logz: -61.800 +/- 0.454 | dlogz: 13.748 > 0.109
iter: 2010 | bound: 80 | nc: 1 | ncall: 12194 | eff(%): 16.484 | loglstar: -inf < -40.095 < inf | logz: -61.749 +/- 0.454 | dlogz: 13.688 > 0.109
iter: 2011 | bound: 80 | nc: 8 | ncall: 12202 | eff(%): 16.481 | loglstar: -inf < -40.068 < inf | logz: -61.698 +/- 0.454 | dlogz: 13.627 > 0.109
iter: 2012 | bound: 80 | nc: 1 | ncall: 12203 | eff(%): 16.488 | loglstar: -inf < -40.053 < inf | logz: -61.649 +/- 0.453 | dlogz: 13.566 > 0.109
iter: 2013 | bound: 81 | nc: 11 | ncall: 12214 | eff(%): 16.481 | loglstar: -inf < -40.050 < inf | logz: -61.602 +/- 0.453 | dlogz: 13.507 > 0.109
iter: 2014 | bound: 81 | nc: 1 | ncall: 12215 | eff(%): 16.488 | loglstar: -inf < -40.043 < inf | logz: -61.557 +/- 0.453 | dlogz: 13.450 > 0.109
iter: 2015 | bound: 81 | nc: 2 | ncall: 12217 | eff(%): 16.493 | loglstar: -inf < -40.002 < inf | logz: -61.514 +/- 0.453 | dlogz: 13.395 > 0.109
iter: 2016 | bound: 81 | nc: 3 | ncall: 12220 | eff(%): 16.498 | loglstar: -inf < -39.926 < inf | logz: -61.471 +/- 0.453 | dlogz: 13.342 > 0.109
iter: 2017 | bound: 81 | nc: 3 | ncall: 12223 | eff(%): 16.502 | loglstar: -inf < -39.919 < inf | logz: -61.428 +/- 0.453 | dlogz: 13.289 > 0.109
iter: 2018 | bound: 81 | nc: 1 | ncall: 12224 | eff(%): 16.509 | loglstar: -inf < -39.820 < inf | logz: -61.385 +/- 0.453 | dlogz: 13.236 > 0.109
iter: 2019 | bound: 81 | nc: 2 | ncall: 12226 | eff(%): 16.514 | loglstar: -inf < -39.805 < inf | logz: -61.342 +/- 0.453 | dlogz: 13.183 > 0.109
iter: 2020 | bound: 81 | nc: 1 | ncall: 12227 | eff(%): 16.521 | loglstar: -inf < -39.705 < inf | logz: -61.298 +/- 0.453 | dlogz: 13.130 > 0.109
iter: 2021 | bound: 81 | nc: 3 | ncall: 12230 | eff(%): 16.525 | loglstar: -inf < -39.603 < inf | logz: -61.253 +/- 0.453 | dlogz: 13.077 > 0.109
iter: 2022 | bound: 81 | nc: 1 | ncall: 12231 | eff(%): 16.532 | loglstar: -inf < -39.601 < inf | logz: -61.208 +/- 0.453 | dlogz: 13.021 > 0.109
iter: 2023 | bound: 81 | nc: 5 | ncall: 12236 | eff(%): 16.533 | loglstar: -inf < -39.593 < inf | logz: -61.165 +/- 0.453 | dlogz: 12.966 > 0.109
iter: 2024 | bound: 81 | nc: 1 | ncall: 12237 | eff(%): 16.540 | loglstar: -inf < -39.572 < inf | logz: -61.123 +/- 0.453 | dlogz: 12.913 > 0.109
iter: 2025 | bound: 81 | nc: 2 | ncall: 12239 | eff(%): 16.545 | loglstar: -inf < -39.568 < inf | logz: -61.083 +/- 0.453 | dlogz: 12.862 > 0.109
iter: 2026 | bound: 81 | nc: 2 | ncall: 12241 | eff(%): 16.551 | loglstar: -inf < -39.437 < inf | logz: -61.043 +/- 0.453 | dlogz: 12.812 > 0.109
iter: 2027 | bound: 81 | nc: 1 | ncall: 12242 | eff(%): 16.558 | loglstar: -inf < -39.387 < inf | logz: -61.000 +/- 0.453 | dlogz: 12.761 > 0.109
iter: 2028 | bound: 81 | nc: 4 | ncall: 12246 | eff(%): 16.561 | loglstar: -inf < -39.361 < inf | logz: -60.959 +/- 0.453 | dlogz: 12.709 > 0.109
iter: 2029 | bound: 81 | nc: 5 | ncall: 12251 | eff(%): 16.562 | loglstar: -inf < -39.271 < inf | logz: -60.917 +/- 0.453 | dlogz: 12.657 > 0.109
iter: 2030 | bound: 81 | nc: 1 | ncall: 12252 | eff(%): 16.569 | loglstar: -inf < -39.232 < inf | logz: -60.874 +/- 0.453 | dlogz: 12.606 > 0.109
iter: 2031 | bound: 81 | nc: 5 | ncall: 12257 | eff(%): 16.570 | loglstar: -inf < -39.195 < inf | logz: -60.833 +/- 0.453 | dlogz: 12.553 > 0.109
iter: 2032 | bound: 81 | nc: 1 | ncall: 12258 | eff(%): 16.577 | loglstar: -inf < -39.148 < inf | logz: -60.791 +/- 0.453 | dlogz: 12.501 > 0.109
iter: 2033 | bound: 81 | nc: 2 | ncall: 12260 | eff(%): 16.582 | loglstar: -inf < -39.096 < inf | logz: -60.750 +/- 0.453 | dlogz: 12.450 > 0.109
iter: 2034 | bound: 81 | nc: 2 | ncall: 12262 | eff(%): 16.588 | loglstar: -inf < -39.058 < inf | logz: -60.709 +/- 0.453 | dlogz: 12.399 > 0.109
iter: 2035 | bound: 81 | nc: 3 | ncall: 12265 | eff(%): 16.592 | loglstar: -inf < -39.053 < inf | logz: -60.669 +/- 0.453 | dlogz: 12.348 > 0.109
iter: 2036 | bound: 81 | nc: 2 | ncall: 12267 | eff(%): 16.597 | loglstar: -inf < -39.009 < inf | logz: -60.630 +/- 0.453 | dlogz: 12.298 > 0.109
iter: 2037 | bound: 81 | nc: 6 | ncall: 12273 | eff(%): 16.597 | loglstar: -inf < -38.976 < inf | logz: -60.591 +/- 0.453 | dlogz: 12.249 > 0.109
iter: 2038 | bound: 81 | nc: 8 | ncall: 12281 | eff(%): 16.595 | loglstar: -inf < -38.965 < inf | logz: -60.554 +/- 0.453 | dlogz: 12.200 > 0.109
iter: 2039 | bound: 81 | nc: 1 | ncall: 12282 | eff(%): 16.602 | loglstar: -inf < -38.946 < inf | logz: -60.517 +/- 0.453 | dlogz: 12.153 > 0.109
iter: 2040 | bound: 81 | nc: 2 | ncall: 12284 | eff(%): 16.607 | loglstar: -inf < -38.933 < inf | logz: -60.482 +/- 0.453 | dlogz: 12.107 > 0.109
iter: 2041 | bound: 81 | nc: 2 | ncall: 12286 | eff(%): 16.612 | loglstar: -inf < -38.890 < inf | logz: -60.447 +/- 0.453 | dlogz: 12.061 > 0.109
iter: 2042 | bound: 81 | nc: 3 | ncall: 12289 | eff(%): 16.616 | loglstar: -inf < -38.876 < inf | logz: -60.413 +/- 0.453 | dlogz: 12.017 > 0.109
iter: 2043 | bound: 81 | nc: 2 | ncall: 12291 | eff(%): 16.622 | loglstar: -inf < -38.871 < inf | logz: -60.380 +/- 0.453 | dlogz: 11.973 > 0.109
iter: 2044 | bound: 81 | nc: 2 | ncall: 12293 | eff(%): 16.627 | loglstar: -inf < -38.868 < inf | logz: -60.348 +/- 0.453 | dlogz: 11.930 > 0.109
iter: 2045 | bound: 81 | nc: 2 | ncall: 12295 | eff(%): 16.633 | loglstar: -inf < -38.749 < inf | logz: -60.316 +/- 0.453 | dlogz: 11.888 > 0.109
iter: 2046 | bound: 81 | nc: 3 | ncall: 12298 | eff(%): 16.637 | loglstar: -inf < -38.690 < inf | logz: -60.282 +/- 0.453 | dlogz: 11.846 > 0.109
iter: 2047 | bound: 81 | nc: 1 | ncall: 12299 | eff(%): 16.644 | loglstar: -inf < -38.672 < inf | logz: -60.248 +/- 0.453 | dlogz: 11.802 > 0.109
iter: 2048 | bound: 81 | nc: 7 | ncall: 12306 | eff(%): 16.642 | loglstar: -inf < -38.644 < inf | logz: -60.215 +/- 0.453 | dlogz: 11.758 > 0.109
iter: 2049 | bound: 81 | nc: 1 | ncall: 12307 | eff(%): 16.649 | loglstar: -inf < -38.586 < inf | logz: -60.182 +/- 0.453 | dlogz: 11.715 > 0.109
iter: 2050 | bound: 81 | nc: 5 | ncall: 12312 | eff(%): 16.650 | loglstar: -inf < -38.542 < inf | logz: -60.149 +/- 0.453 | dlogz: 11.672 > 0.109
iter: 2051 | bound: 81 | nc: 1 | ncall: 12313 | eff(%): 16.657 | loglstar: -inf < -38.473 < inf | logz: -60.115 +/- 0.453 | dlogz: 11.629 > 0.109
iter: 2052 | bound: 82 | nc: 6 | ncall: 12319 | eff(%): 16.657 | loglstar: -inf < -38.468 < inf | logz: -60.082 +/- 0.453 | dlogz: 11.585 > 0.109
iter: 2053 | bound: 82 | nc: 2 | ncall: 12321 | eff(%): 16.663 | loglstar: -inf < -38.396 < inf | logz: -60.048 +/- 0.453 | dlogz: 11.541 > 0.109
iter: 2054 | bound: 82 | nc: 2 | ncall: 12323 | eff(%): 16.668 | loglstar: -inf < -38.395 < inf | logz: -60.015 +/- 0.453 | dlogz: 11.498 > 0.109
iter: 2055 | bound: 82 | nc: 4 | ncall: 12327 | eff(%): 16.671 | loglstar: -inf < -38.369 < inf | logz: -59.983 +/- 0.453 | dlogz: 11.455 > 0.109
iter: 2056 | bound: 82 | nc: 1 | ncall: 12328 | eff(%): 16.677 | loglstar: -inf < -38.268 < inf | logz: -59.950 +/- 0.453 | dlogz: 11.413 > 0.109
iter: 2057 | bound: 82 | nc: 2 | ncall: 12330 | eff(%): 16.683 | loglstar: -inf < -38.260 < inf | logz: -59.917 +/- 0.453 | dlogz: 11.370 > 0.109
iter: 2058 | bound: 82 | nc: 1 | ncall: 12331 | eff(%): 16.690 | loglstar: -inf < -38.165 < inf | logz: -59.883 +/- 0.453 | dlogz: 11.327 > 0.109
iter: 2059 | bound: 82 | nc: 8 | ncall: 12339 | eff(%): 16.687 | loglstar: -inf < -38.163 < inf | logz: -59.849 +/- 0.453 | dlogz: 11.283 > 0.109
iter: 2060 | bound: 82 | nc: 2 | ncall: 12341 | eff(%): 16.692 | loglstar: -inf < -38.095 < inf | logz: -59.816 +/- 0.453 | dlogz: 11.240 > 0.109
iter: 2061 | bound: 82 | nc: 2 | ncall: 12343 | eff(%): 16.698 | loglstar: -inf < -37.944 < inf | logz: -59.780 +/- 0.453 | dlogz: 11.196 > 0.109
iter: 2062 | bound: 82 | nc: 5 | ncall: 12348 | eff(%): 16.699 | loglstar: -inf < -37.908 < inf | logz: -59.743 +/- 0.453 | dlogz: 11.151 > 0.109
iter: 2063 | bound: 82 | nc: 5 | ncall: 12353 | eff(%): 16.700 | loglstar: -inf < -37.864 < inf | logz: -59.706 +/- 0.453 | dlogz: 11.103 > 0.109
iter: 2064 | bound: 82 | nc: 3 | ncall: 12356 | eff(%): 16.704 | loglstar: -inf < -37.860 < inf | logz: -59.670 +/- 0.453 | dlogz: 11.056 > 0.109
iter: 2065 | bound: 82 | nc: 3 | ncall: 12359 | eff(%): 16.708 | loglstar: -inf < -37.833 < inf | logz: -59.634 +/- 0.453 | dlogz: 11.010 > 0.109
iter: 2066 | bound: 82 | nc: 3 | ncall: 12362 | eff(%): 16.713 | loglstar: -inf < -37.805 < inf | logz: -59.600 +/- 0.453 | dlogz: 10.965 > 0.109
iter: 2067 | bound: 82 | nc: 5 | ncall: 12367 | eff(%): 16.714 | loglstar: -inf < -37.797 < inf | logz: -59.566 +/- 0.453 | dlogz: 10.920 > 0.109
iter: 2068 | bound: 82 | nc: 7 | ncall: 12374 | eff(%): 16.712 | loglstar: -inf < -37.650 < inf | logz: -59.531 +/- 0.453 | dlogz: 10.877 > 0.109
iter: 2069 | bound: 82 | nc: 2 | ncall: 12376 | eff(%): 16.718 | loglstar: -inf < -37.414 < inf | logz: -59.491 +/- 0.454 | dlogz: 10.832 > 0.109
iter: 2070 | bound: 82 | nc: 1 | ncall: 12377 | eff(%): 16.725 | loglstar: -inf < -37.403 < inf | logz: -59.447 +/- 0.454 | dlogz: 10.781 > 0.109
iter: 2071 | bound: 82 | nc: 11 | ncall: 12388 | eff(%): 16.718 | loglstar: -inf < -37.392 < inf | logz: -59.406 +/- 0.454 | dlogz: 10.728 > 0.109
iter: 2072 | bound: 82 | nc: 3 | ncall: 12391 | eff(%): 16.722 | loglstar: -inf < -37.338 < inf | logz: -59.365 +/- 0.454 | dlogz: 10.677 > 0.109
iter: 2073 | bound: 82 | nc: 11 | ncall: 12402 | eff(%): 16.715 | loglstar: -inf < -37.129 < inf | logz: -59.321 +/- 0.454 | dlogz: 10.626 > 0.109
iter: 2074 | bound: 82 | nc: 5 | ncall: 12407 | eff(%): 16.716 | loglstar: -inf < -37.080 < inf | logz: -59.274 +/- 0.454 | dlogz: 10.572 > 0.109
iter: 2075 | bound: 83 | nc: 13 | ncall: 12420 | eff(%): 16.707 | loglstar: -inf < -36.983 < inf | logz: -59.225 +/- 0.455 | dlogz: 10.515 > 0.109
iter: 2076 | bound: 83 | nc: 1 | ncall: 12421 | eff(%): 16.714 | loglstar: -inf < -36.957 < inf | logz: -59.177 +/- 0.455 | dlogz: 10.457 > 0.109
iter: 2077 | bound: 83 | nc: 3 | ncall: 12424 | eff(%): 16.718 | loglstar: -inf < -36.852 < inf | logz: -59.128 +/- 0.455 | dlogz: 10.398 > 0.109
iter: 2078 | bound: 83 | nc: 6 | ncall: 12430 | eff(%): 16.718 | loglstar: -inf < -36.820 < inf | logz: -59.079 +/- 0.455 | dlogz: 10.340 > 0.109
iter: 2079 | bound: 83 | nc: 4 | ncall: 12434 | eff(%): 16.720 | loglstar: -inf < -36.798 < inf | logz: -59.032 +/- 0.456 | dlogz: 10.281 > 0.109
iter: 2080 | bound: 83 | nc: 1 | ncall: 12435 | eff(%): 16.727 | loglstar: -inf < -36.769 < inf | logz: -58.986 +/- 0.456 | dlogz: 10.223 > 0.109
iter: 2081 | bound: 83 | nc: 1 | ncall: 12436 | eff(%): 16.734 | loglstar: -inf < -36.754 < inf | logz: -58.941 +/- 0.456 | dlogz: 10.167 > 0.109
iter: 2082 | bound: 83 | nc: 3 | ncall: 12439 | eff(%): 16.738 | loglstar: -inf < -36.751 < inf | logz: -58.898 +/- 0.456 | dlogz: 10.112 > 0.109
iter: 2083 | bound: 83 | nc: 7 | ncall: 12446 | eff(%): 16.736 | loglstar: -inf < -36.739 < inf | logz: -58.858 +/- 0.456 | dlogz: 10.060 > 0.109
iter: 2084 | bound: 83 | nc: 2 | ncall: 12448 | eff(%): 16.742 | loglstar: -inf < -36.715 < inf | logz: -58.818 +/- 0.456 | dlogz: 10.009 > 0.109
iter: 2085 | bound: 83 | nc: 6 | ncall: 12454 | eff(%): 16.742 | loglstar: -inf < -36.686 < inf | logz: -58.779 +/- 0.456 | dlogz: 9.960 > 0.109
iter: 2086 | bound: 83 | nc: 4 | ncall: 12458 | eff(%): 16.744 | loglstar: -inf < -36.654 < inf | logz: -58.741 +/- 0.456 | dlogz: 9.911 > 0.109
iter: 2087 | bound: 83 | nc: 3 | ncall: 12461 | eff(%): 16.748 | loglstar: -inf < -36.598 < inf | logz: -58.704 +/- 0.456 | dlogz: 9.863 > 0.109
iter: 2088 | bound: 83 | nc: 4 | ncall: 12465 | eff(%): 16.751 | loglstar: -inf < -36.578 < inf | logz: -58.666 +/- 0.457 | dlogz: 9.815 > 0.109
iter: 2089 | bound: 83 | nc: 1 | ncall: 12466 | eff(%): 16.758 | loglstar: -inf < -36.479 < inf | logz: -58.628 +/- 0.457 | dlogz: 9.768 > 0.109
iter: 2090 | bound: 83 | nc: 1 | ncall: 12467 | eff(%): 16.764 | loglstar: -inf < -36.424 < inf | logz: -58.589 +/- 0.457 | dlogz: 9.720 > 0.109
iter: 2091 | bound: 83 | nc: 1 | ncall: 12468 | eff(%): 16.771 | loglstar: -inf < -36.360 < inf | logz: -58.550 +/- 0.457 | dlogz: 9.671 > 0.109
iter: 2092 | bound: 83 | nc: 2 | ncall: 12470 | eff(%): 16.776 | loglstar: -inf < -36.350 < inf | logz: -58.511 +/- 0.457 | dlogz: 9.622 > 0.109
iter: 2093 | bound: 83 | nc: 5 | ncall: 12475 | eff(%): 16.778 | loglstar: -inf < -36.346 < inf | logz: -58.474 +/- 0.457 | dlogz: 9.573 > 0.109
iter: 2094 | bound: 83 | nc: 2 | ncall: 12477 | eff(%): 16.783 | loglstar: -inf < -36.341 < inf | logz: -58.438 +/- 0.457 | dlogz: 9.526 > 0.109
iter: 2095 | bound: 83 | nc: 3 | ncall: 12480 | eff(%): 16.787 | loglstar: -inf < -36.337 < inf | logz: -58.403 +/- 0.457 | dlogz: 9.480 > 0.109
iter: 2096 | bound: 83 | nc: 2 | ncall: 12482 | eff(%): 16.792 | loglstar: -inf < -36.316 < inf | logz: -58.370 +/- 0.457 | dlogz: 9.435 > 0.109
iter: 2097 | bound: 83 | nc: 14 | ncall: 12496 | eff(%): 16.781 | loglstar: -inf < -36.299 < inf | logz: -58.337 +/- 0.457 | dlogz: 9.392 > 0.109
iter: 2098 | bound: 83 | nc: 2 | ncall: 12498 | eff(%): 16.787 | loglstar: -inf < -36.246 < inf | logz: -58.305 +/- 0.457 | dlogz: 9.350 > 0.109
iter: 2099 | bound: 83 | nc: 7 | ncall: 12505 | eff(%): 16.785 | loglstar: -inf < -36.240 < inf | logz: -58.273 +/- 0.457 | dlogz: 9.307 > 0.109
iter: 2100 | bound: 83 | nc: 11 | ncall: 12516 | eff(%): 16.779 | loglstar: -inf < -36.148 < inf | logz: -58.241 +/- 0.457 | dlogz: 9.266 > 0.109
iter: 2101 | bound: 84 | nc: 17 | ncall: 12533 | eff(%): 16.764 | loglstar: -inf < -36.056 < inf | logz: -58.207 +/- 0.457 | dlogz: 9.223 > 0.109
iter: 2102 | bound: 84 | nc: 6 | ncall: 12539 | eff(%): 16.764 | loglstar: -inf < -36.054 < inf | logz: -58.173 +/- 0.457 | dlogz: 9.180 > 0.109
iter: 2103 | bound: 84 | nc: 3 | ncall: 12542 | eff(%): 16.768 | loglstar: -inf < -35.981 < inf | logz: -58.140 +/- 0.457 | dlogz: 9.136 > 0.109
iter: 2104 | bound: 84 | nc: 6 | ncall: 12548 | eff(%): 16.768 | loglstar: -inf < -35.942 < inf | logz: -58.106 +/- 0.457 | dlogz: 9.092 > 0.109
iter: 2105 | bound: 84 | nc: 2 | ncall: 12550 | eff(%): 16.773 | loglstar: -inf < -35.942 < inf | logz: -58.072 +/- 0.457 | dlogz: 9.048 > 0.109
iter: 2106 | bound: 84 | nc: 3 | ncall: 12553 | eff(%): 16.777 | loglstar: -inf < -35.876 < inf | logz: -58.039 +/- 0.457 | dlogz: 9.005 > 0.109
iter: 2107 | bound: 84 | nc: 1 | ncall: 12554 | eff(%): 16.783 | loglstar: -inf < -35.825 < inf | logz: -58.006 +/- 0.457 | dlogz: 8.962 > 0.109
iter: 2108 | bound: 84 | nc: 2 | ncall: 12556 | eff(%): 16.789 | loglstar: -inf < -35.822 < inf | logz: -57.973 +/- 0.458 | dlogz: 8.919 > 0.109
iter: 2109 | bound: 84 | nc: 2 | ncall: 12558 | eff(%): 16.794 | loglstar: -inf < -35.798 < inf | logz: -57.941 +/- 0.458 | dlogz: 8.876 > 0.109
iter: 2110 | bound: 84 | nc: 5 | ncall: 12563 | eff(%): 16.795 | loglstar: -inf < -35.783 < inf | logz: -57.910 +/- 0.458 | dlogz: 8.834 > 0.109
iter: 2111 | bound: 84 | nc: 2 | ncall: 12565 | eff(%): 16.801 | loglstar: -inf < -35.700 < inf | logz: -57.878 +/- 0.458 | dlogz: 8.793 > 0.109
iter: 2112 | bound: 84 | nc: 1 | ncall: 12566 | eff(%): 16.807 | loglstar: -inf < -35.680 < inf | logz: -57.847 +/- 0.458 | dlogz: 8.751 > 0.109
iter: 2113 | bound: 84 | nc: 1 | ncall: 12567 | eff(%): 16.814 | loglstar: -inf < -35.671 < inf | logz: -57.816 +/- 0.458 | dlogz: 8.710 > 0.109
iter: 2114 | bound: 84 | nc: 4 | ncall: 12571 | eff(%): 16.816 | loglstar: -inf < -35.663 < inf | logz: -57.786 +/- 0.458 | dlogz: 8.669 > 0.109
iter: 2115 | bound: 84 | nc: 1 | ncall: 12572 | eff(%): 16.823 | loglstar: -inf < -35.507 < inf | logz: -57.754 +/- 0.458 | dlogz: 8.629 > 0.109
iter: 2116 | bound: 84 | nc: 6 | ncall: 12578 | eff(%): 16.823 | loglstar: -inf < -35.499 < inf | logz: -57.722 +/- 0.458 | dlogz: 8.587 > 0.109
iter: 2117 | bound: 84 | nc: 2 | ncall: 12580 | eff(%): 16.828 | loglstar: -inf < -35.498 < inf | logz: -57.690 +/- 0.458 | dlogz: 8.545 > 0.109
iter: 2118 | bound: 84 | nc: 1 | ncall: 12581 | eff(%): 16.835 | loglstar: -inf < -35.487 < inf | logz: -57.660 +/- 0.458 | dlogz: 8.504 > 0.109
iter: 2119 | bound: 84 | nc: 1 | ncall: 12582 | eff(%): 16.842 | loglstar: -inf < -35.474 < inf | logz: -57.631 +/- 0.458 | dlogz: 8.463 > 0.109
iter: 2120 | bound: 84 | nc: 4 | ncall: 12586 | eff(%): 16.844 | loglstar: -inf < -35.458 < inf | logz: -57.602 +/- 0.458 | dlogz: 8.424 > 0.109
iter: 2121 | bound: 84 | nc: 1 | ncall: 12587 | eff(%): 16.851 | loglstar: -inf < -35.394 < inf | logz: -57.573 +/- 0.458 | dlogz: 8.385 > 0.109
iter: 2122 | bound: 84 | nc: 5 | ncall: 12592 | eff(%): 16.852 | loglstar: -inf < -35.390 < inf | logz: -57.544 +/- 0.458 | dlogz: 8.347 > 0.109
iter: 2123 | bound: 84 | nc: 7 | ncall: 12599 | eff(%): 16.851 | loglstar: -inf < -35.388 < inf | logz: -57.517 +/- 0.458 | dlogz: 8.308 > 0.109
iter: 2124 | bound: 84 | nc: 1 | ncall: 12600 | eff(%): 16.857 | loglstar: -inf < -35.373 < inf | logz: -57.490 +/- 0.458 | dlogz: 8.270 > 0.109
iter: 2125 | bound: 84 | nc: 5 | ncall: 12605 | eff(%): 16.858 | loglstar: -inf < -35.257 < inf | logz: -57.462 +/- 0.458 | dlogz: 8.234 > 0.109
iter: 2126 | bound: 84 | nc: 1 | ncall: 12606 | eff(%): 16.865 | loglstar: -inf < -35.256 < inf | logz: -57.434 +/- 0.458 | dlogz: 8.196 > 0.109
iter: 2127 | bound: 84 | nc: 2 | ncall: 12608 | eff(%): 16.870 | loglstar: -inf < -35.252 < inf | logz: -57.407 +/- 0.458 | dlogz: 8.158 > 0.109
iter: 2128 | bound: 84 | nc: 2 | ncall: 12610 | eff(%): 16.875 | loglstar: -inf < -35.175 < inf | logz: -57.379 +/- 0.458 | dlogz: 8.121 > 0.109
iter: 2129 | bound: 84 | nc: 2 | ncall: 12612 | eff(%): 16.881 | loglstar: -inf < -35.174 < inf | logz: -57.352 +/- 0.458 | dlogz: 8.083 > 0.109
iter: 2130 | bound: 84 | nc: 6 | ncall: 12618 | eff(%): 16.881 | loglstar: -inf < -35.159 < inf | logz: -57.325 +/- 0.458 | dlogz: 8.046 > 0.109
iter: 2131 | bound: 84 | nc: 2 | ncall: 12620 | eff(%): 16.886 | loglstar: -inf < -35.149 < inf | logz: -57.299 +/- 0.458 | dlogz: 8.010 > 0.109
iter: 2132 | bound: 84 | nc: 1 | ncall: 12621 | eff(%): 16.892 | loglstar: -inf < -35.147 < inf | logz: -57.274 +/- 0.458 | dlogz: 7.974 > 0.109
iter: 2133 | bound: 85 | nc: 14 | ncall: 12635 | eff(%): 16.882 | loglstar: -inf < -35.098 < inf | logz: -57.249 +/- 0.458 | dlogz: 7.939 > 0.109
iter: 2134 | bound: 85 | nc: 5 | ncall: 12640 | eff(%): 16.883 | loglstar: -inf < -35.081 < inf | logz: -57.224 +/- 0.458 | dlogz: 7.904 > 0.109
iter: 2135 | bound: 85 | nc: 4 | ncall: 12644 | eff(%): 16.885 | loglstar: -inf < -35.023 < inf | logz: -57.199 +/- 0.458 | dlogz: 7.869 > 0.109
iter: 2136 | bound: 85 | nc: 6 | ncall: 12650 | eff(%): 16.885 | loglstar: -inf < -35.012 < inf | logz: -57.174 +/- 0.458 | dlogz: 7.834 > 0.109
iter: 2137 | bound: 85 | nc: 9 | ncall: 12659 | eff(%): 16.881 | loglstar: -inf < -34.944 < inf | logz: -57.149 +/- 0.458 | dlogz: 7.799 > 0.109
iter: 2138 | bound: 85 | nc: 2 | ncall: 12661 | eff(%): 16.887 | loglstar: -inf < -34.878 < inf | logz: -57.123 +/- 0.458 | dlogz: 7.764 > 0.109
iter: 2139 | bound: 85 | nc: 9 | ncall: 12670 | eff(%): 16.882 | loglstar: -inf < -34.816 < inf | logz: -57.097 +/- 0.458 | dlogz: 7.728 > 0.109
iter: 2140 | bound: 85 | nc: 3 | ncall: 12673 | eff(%): 16.886 | loglstar: -inf < -34.787 < inf | logz: -57.070 +/- 0.458 | dlogz: 7.691 > 0.109
iter: 2141 | bound: 85 | nc: 2 | ncall: 12675 | eff(%): 16.892 | loglstar: -inf < -34.757 < inf | logz: -57.043 +/- 0.458 | dlogz: 7.655 > 0.109
iter: 2142 | bound: 85 | nc: 2 | ncall: 12677 | eff(%): 16.897 | loglstar: -inf < -34.738 < inf | logz: -57.017 +/- 0.459 | dlogz: 7.618 > 0.109
iter: 2143 | bound: 85 | nc: 7 | ncall: 12684 | eff(%): 16.895 | loglstar: -inf < -34.706 < inf | logz: -56.991 +/- 0.459 | dlogz: 7.582 > 0.109
iter: 2144 | bound: 85 | nc: 8 | ncall: 12692 | eff(%): 16.893 | loglstar: -inf < -34.636 < inf | logz: -56.964 +/- 0.459 | dlogz: 7.546 > 0.109
iter: 2145 | bound: 85 | nc: 1 | ncall: 12693 | eff(%): 16.899 | loglstar: -inf < -34.565 < inf | logz: -56.937 +/- 0.459 | dlogz: 7.509 > 0.109
iter: 2146 | bound: 85 | nc: 7 | ncall: 12700 | eff(%): 16.898 | loglstar: -inf < -34.562 < inf | logz: -56.910 +/- 0.459 | dlogz: 7.472 > 0.109
iter: 2147 | bound: 85 | nc: 5 | ncall: 12705 | eff(%): 16.899 | loglstar: -inf < -34.509 < inf | logz: -56.882 +/- 0.459 | dlogz: 7.435 > 0.109
iter: 2148 | bound: 85 | nc: 3 | ncall: 12708 | eff(%): 16.903 | loglstar: -inf < -34.494 < inf | logz: -56.855 +/- 0.459 | dlogz: 7.398 > 0.109
iter: 2149 | bound: 85 | nc: 2 | ncall: 12710 | eff(%): 16.908 | loglstar: -inf < -34.481 < inf | logz: -56.829 +/- 0.459 | dlogz: 7.361 > 0.109
iter: 2150 | bound: 85 | nc: 3 | ncall: 12713 | eff(%): 16.912 | loglstar: -inf < -34.459 < inf | logz: -56.803 +/- 0.459 | dlogz: 7.324 > 0.109
iter: 2151 | bound: 85 | nc: 1 | ncall: 12714 | eff(%): 16.918 | loglstar: -inf < -34.440 < inf | logz: -56.778 +/- 0.459 | dlogz: 7.289 > 0.109
iter: 2152 | bound: 85 | nc: 3 | ncall: 12717 | eff(%): 16.922 | loglstar: -inf < -34.421 < inf | logz: -56.752 +/- 0.459 | dlogz: 7.253 > 0.109
iter: 2153 | bound: 85 | nc: 1 | ncall: 12718 | eff(%): 16.929 | loglstar: -inf < -34.409 < inf | logz: -56.728 +/- 0.459 | dlogz: 7.218 > 0.109
iter: 2154 | bound: 85 | nc: 1 | ncall: 12719 | eff(%): 16.935 | loglstar: -inf < -34.397 < inf | logz: -56.704 +/- 0.459 | dlogz: 7.183 > 0.109
iter: 2155 | bound: 85 | nc: 1 | ncall: 12720 | eff(%): 16.942 | loglstar: -inf < -34.391 < inf | logz: -56.680 +/- 0.459 | dlogz: 7.149 > 0.109
iter: 2156 | bound: 85 | nc: 1 | ncall: 12721 | eff(%): 16.948 | loglstar: -inf < -34.300 < inf | logz: -56.656 +/- 0.459 | dlogz: 7.116 > 0.109
iter: 2157 | bound: 85 | nc: 1 | ncall: 12722 | eff(%): 16.955 | loglstar: -inf < -34.286 < inf | logz: -56.632 +/- 0.459 | dlogz: 7.082 > 0.109
iter: 2158 | bound: 85 | nc: 1 | ncall: 12723 | eff(%): 16.961 | loglstar: -inf < -34.282 < inf | logz: -56.608 +/- 0.459 | dlogz: 7.048 > 0.109
iter: 2159 | bound: 85 | nc: 9 | ncall: 12732 | eff(%): 16.957 | loglstar: -inf < -34.253 < inf | logz: -56.585 +/- 0.459 | dlogz: 7.014 > 0.109
iter: 2160 | bound: 85 | nc: 1 | ncall: 12733 | eff(%): 16.964 | loglstar: -inf < -34.230 < inf | logz: -56.562 +/- 0.459 | dlogz: 6.981 > 0.109
iter: 2161 | bound: 86 | nc: 6 | ncall: 12739 | eff(%): 16.964 | loglstar: -inf < -34.166 < inf | logz: -56.538 +/- 0.459 | dlogz: 6.948 > 0.109
iter: 2162 | bound: 86 | nc: 3 | ncall: 12742 | eff(%): 16.968 | loglstar: -inf < -34.129 < inf | logz: -56.515 +/- 0.459 | dlogz: 6.915 > 0.109
iter: 2163 | bound: 86 | nc: 1 | ncall: 12743 | eff(%): 16.974 | loglstar: -inf < -34.042 < inf | logz: -56.490 +/- 0.459 | dlogz: 6.881 > 0.109
iter: 2164 | bound: 86 | nc: 1 | ncall: 12744 | eff(%): 16.981 | loglstar: -inf < -34.039 < inf | logz: -56.465 +/- 0.460 | dlogz: 6.847 > 0.109
iter: 2165 | bound: 86 | nc: 16 | ncall: 12760 | eff(%): 16.967 | loglstar: -inf < -34.010 < inf | logz: -56.441 +/- 0.460 | dlogz: 6.812 > 0.109
iter: 2166 | bound: 86 | nc: 4 | ncall: 12764 | eff(%): 16.970 | loglstar: -inf < -33.997 < inf | logz: -56.417 +/- 0.460 | dlogz: 6.778 > 0.109
iter: 2167 | bound: 86 | nc: 23 | ncall: 12787 | eff(%): 16.947 | loglstar: -inf < -33.991 < inf | logz: -56.394 +/- 0.460 | dlogz: 6.744 > 0.109
iter: 2168 | bound: 86 | nc: 1 | ncall: 12788 | eff(%): 16.953 | loglstar: -inf < -33.967 < inf | logz: -56.371 +/- 0.460 | dlogz: 6.711 > 0.109
iter: 2169 | bound: 86 | nc: 4 | ncall: 12792 | eff(%): 16.956 | loglstar: -inf < -33.936 < inf | logz: -56.348 +/- 0.460 | dlogz: 6.678 > 0.109
iter: 2170 | bound: 86 | nc: 7 | ncall: 12799 | eff(%): 16.954 | loglstar: -inf < -33.925 < inf | logz: -56.325 +/- 0.460 | dlogz: 6.645 > 0.109
iter: 2171 | bound: 86 | nc: 2 | ncall: 12801 | eff(%): 16.960 | loglstar: -inf < -33.902 < inf | logz: -56.303 +/- 0.460 | dlogz: 6.613 > 0.109
iter: 2172 | bound: 86 | nc: 3 | ncall: 12804 | eff(%): 16.963 | loglstar: -inf < -33.874 < inf | logz: -56.281 +/- 0.460 | dlogz: 6.580 > 0.109
iter: 2173 | bound: 86 | nc: 8 | ncall: 12812 | eff(%): 16.961 | loglstar: -inf < -33.853 < inf | logz: -56.259 +/- 0.460 | dlogz: 6.548 > 0.109
iter: 2174 | bound: 86 | nc: 8 | ncall: 12820 | eff(%): 16.958 | loglstar: -inf < -33.836 < inf | logz: -56.238 +/- 0.460 | dlogz: 6.517 > 0.109
iter: 2175 | bound: 86 | nc: 1 | ncall: 12821 | eff(%): 16.964 | loglstar: -inf < -33.832 < inf | logz: -56.216 +/- 0.460 | dlogz: 6.485 > 0.109
iter: 2176 | bound: 86 | nc: 5 | ncall: 12826 | eff(%): 16.966 | loglstar: -inf < -33.764 < inf | logz: -56.195 +/- 0.460 | dlogz: 6.454 > 0.109
iter: 2177 | bound: 86 | nc: 5 | ncall: 12831 | eff(%): 16.967 | loglstar: -inf < -33.763 < inf | logz: -56.174 +/- 0.460 | dlogz: 6.423 > 0.109
iter: 2178 | bound: 86 | nc: 5 | ncall: 12836 | eff(%): 16.968 | loglstar: -inf < -33.735 < inf | logz: -56.153 +/- 0.460 | dlogz: 6.392 > 0.109
iter: 2179 | bound: 87 | nc: 8 | ncall: 12844 | eff(%): 16.965 | loglstar: -inf < -33.714 < inf | logz: -56.132 +/- 0.460 | dlogz: 6.361 > 0.109
iter: 2180 | bound: 87 | nc: 3 | ncall: 12847 | eff(%): 16.969 | loglstar: -inf < -33.705 < inf | logz: -56.111 +/- 0.460 | dlogz: 6.330 > 0.109
iter: 2181 | bound: 87 | nc: 7 | ncall: 12854 | eff(%): 16.967 | loglstar: -inf < -33.700 < inf | logz: -56.091 +/- 0.460 | dlogz: 6.299 > 0.109
iter: 2182 | bound: 87 | nc: 4 | ncall: 12858 | eff(%): 16.970 | loglstar: -inf < -33.695 < inf | logz: -56.072 +/- 0.460 | dlogz: 6.269 > 0.109
iter: 2183 | bound: 87 | nc: 2 | ncall: 12860 | eff(%): 16.975 | loglstar: -inf < -33.687 < inf | logz: -56.052 +/- 0.460 | dlogz: 6.240 > 0.109
iter: 2184 | bound: 87 | nc: 6 | ncall: 12866 | eff(%): 16.975 | loglstar: -inf < -33.687 < inf | logz: -56.034 +/- 0.460 | dlogz: 6.211 > 0.109
iter: 2185 | bound: 87 | nc: 1 | ncall: 12867 | eff(%): 16.981 | loglstar: -inf < -33.687 < inf | logz: -56.016 +/- 0.460 | dlogz: 6.182 > 0.109
iter: 2186 | bound: 87 | nc: 5 | ncall: 12872 | eff(%): 16.983 | loglstar: -inf < -33.676 < inf | logz: -55.998 +/- 0.460 | dlogz: 6.154 > 0.109
iter: 2187 | bound: 87 | nc: 10 | ncall: 12882 | eff(%): 16.977 | loglstar: -inf < -33.628 < inf | logz: -55.980 +/- 0.460 | dlogz: 6.127 > 0.109
iter: 2188 | bound: 87 | nc: 2 | ncall: 12884 | eff(%): 16.982 | loglstar: -inf < -33.611 < inf | logz: -55.962 +/- 0.460 | dlogz: 6.099 > 0.109
iter: 2189 | bound: 87 | nc: 9 | ncall: 12893 | eff(%): 16.978 | loglstar: -inf < -33.601 < inf | logz: -55.945 +/- 0.460 | dlogz: 6.071 > 0.109
iter: 2190 | bound: 87 | nc: 5 | ncall: 12898 | eff(%): 16.979 | loglstar: -inf < -33.594 < inf | logz: -55.927 +/- 0.460 | dlogz: 6.044 > 0.109
iter: 2191 | bound: 87 | nc: 1 | ncall: 12899 | eff(%): 16.986 | loglstar: -inf < -33.574 < inf | logz: -55.910 +/- 0.460 | dlogz: 6.017 > 0.109
iter: 2192 | bound: 87 | nc: 31 | ncall: 12930 | eff(%): 16.953 | loglstar: -inf < -33.560 < inf | logz: -55.893 +/- 0.460 | dlogz: 5.990 > 0.109
iter: 2193 | bound: 87 | nc: 3 | ncall: 12933 | eff(%): 16.957 | loglstar: -inf < -33.536 < inf | logz: -55.877 +/- 0.460 | dlogz: 5.963 > 0.109
iter: 2194 | bound: 87 | nc: 3 | ncall: 12936 | eff(%): 16.960 | loglstar: -inf < -33.512 < inf | logz: -55.860 +/- 0.460 | dlogz: 5.936 > 0.109
iter: 2195 | bound: 87 | nc: 4 | ncall: 12940 | eff(%): 16.963 | loglstar: -inf < -33.471 < inf | logz: -55.843 +/- 0.460 | dlogz: 5.910 > 0.109
iter: 2196 | bound: 88 | nc: 8 | ncall: 12948 | eff(%): 16.960 | loglstar: -inf < -33.445 < inf | logz: -55.826 +/- 0.460 | dlogz: 5.883 > 0.109
iter: 2197 | bound: 88 | nc: 1 | ncall: 12949 | eff(%): 16.967 | loglstar: -inf < -33.442 < inf | logz: -55.810 +/- 0.460 | dlogz: 5.856 > 0.109
iter: 2198 | bound: 88 | nc: 4 | ncall: 12953 | eff(%): 16.969 | loglstar: -inf < -33.436 < inf | logz: -55.793 +/- 0.460 | dlogz: 5.830 > 0.109
iter: 2199 | bound: 88 | nc: 7 | ncall: 12960 | eff(%): 16.968 | loglstar: -inf < -33.411 < inf | logz: -55.777 +/- 0.460 | dlogz: 5.803 > 0.109
iter: 2200 | bound: 88 | nc: 1 | ncall: 12961 | eff(%): 16.974 | loglstar: -inf < -33.360 < inf | logz: -55.761 +/- 0.460 | dlogz: 5.777 > 0.109
iter: 2201 | bound: 88 | nc: 6 | ncall: 12967 | eff(%): 16.974 | loglstar: -inf < -33.317 < inf | logz: -55.744 +/- 0.460 | dlogz: 5.751 > 0.109
iter: 2202 | bound: 88 | nc: 4 | ncall: 12971 | eff(%): 16.976 | loglstar: -inf < -33.314 < inf | logz: -55.727 +/- 0.460 | dlogz: 5.725 > 0.109
iter: 2203 | bound: 88 | nc: 18 | ncall: 12989 | eff(%): 16.961 | loglstar: -inf < -33.250 < inf | logz: -55.711 +/- 0.460 | dlogz: 5.698 > 0.109
iter: 2204 | bound: 88 | nc: 1 | ncall: 12990 | eff(%): 16.967 | loglstar: -inf < -33.236 < inf | logz: -55.694 +/- 0.460 | dlogz: 5.671 > 0.109
iter: 2205 | bound: 88 | nc: 3 | ncall: 12993 | eff(%): 16.971 | loglstar: -inf < -33.141 < inf | logz: -55.676 +/- 0.461 | dlogz: 5.645 > 0.109
iter: 2206 | bound: 88 | nc: 6 | ncall: 12999 | eff(%): 16.971 | loglstar: -inf < -33.107 < inf | logz: -55.658 +/- 0.461 | dlogz: 5.617 > 0.109
iter: 2207 | bound: 88 | nc: 3 | ncall: 13002 | eff(%): 16.974 | loglstar: -inf < -33.080 < inf | logz: -55.640 +/- 0.461 | dlogz: 5.589 > 0.109
iter: 2208 | bound: 88 | nc: 4 | ncall: 13006 | eff(%): 16.977 | loglstar: -inf < -33.072 < inf | logz: -55.622 +/- 0.461 | dlogz: 5.561 > 0.109
iter: 2209 | bound: 88 | nc: 4 | ncall: 13010 | eff(%): 16.979 | loglstar: -inf < -33.027 < inf | logz: -55.604 +/- 0.461 | dlogz: 5.534 > 0.109
iter: 2210 | bound: 88 | nc: 2 | ncall: 13012 | eff(%): 16.984 | loglstar: -inf < -32.967 < inf | logz: -55.586 +/- 0.461 | dlogz: 5.506 > 0.109
iter: 2211 | bound: 88 | nc: 2 | ncall: 13014 | eff(%): 16.989 | loglstar: -inf < -32.960 < inf | logz: -55.567 +/- 0.461 | dlogz: 5.478 > 0.109
iter: 2212 | bound: 88 | nc: 6 | ncall: 13020 | eff(%): 16.989 | loglstar: -inf < -32.937 < inf | logz: -55.549 +/- 0.461 | dlogz: 5.449 > 0.109
iter: 2213 | bound: 88 | nc: 1 | ncall: 13021 | eff(%): 16.996 | loglstar: -inf < -32.886 < inf | logz: -55.531 +/- 0.461 | dlogz: 5.421 > 0.109
iter: 2214 | bound: 88 | nc: 4 | ncall: 13025 | eff(%): 16.998 | loglstar: -inf < -32.867 < inf | logz: -55.512 +/- 0.461 | dlogz: 5.393 > 0.109
iter: 2215 | bound: 88 | nc: 3 | ncall: 13028 | eff(%): 17.002 | loglstar: -inf < -32.750 < inf | logz: -55.493 +/- 0.461 | dlogz: 5.365 > 0.109
iter: 2216 | bound: 88 | nc: 2 | ncall: 13030 | eff(%): 17.007 | loglstar: -inf < -32.743 < inf | logz: -55.473 +/- 0.461 | dlogz: 5.336 > 0.109
iter: 2217 | bound: 88 | nc: 5 | ncall: 13035 | eff(%): 17.008 | loglstar: -inf < -32.728 < inf | logz: -55.453 +/- 0.461 | dlogz: 5.306 > 0.109
iter: 2218 | bound: 88 | nc: 5 | ncall: 13040 | eff(%): 17.009 | loglstar: -inf < -32.723 < inf | logz: -55.434 +/- 0.461 | dlogz: 5.970 > 0.109
iter: 2219 | bound: 89 | nc: 10 | ncall: 13050 | eff(%): 17.004 | loglstar: -inf < -32.670 < inf | logz: -55.415 +/- 0.461 | dlogz: 5.941 > 0.109
iter: 2220 | bound: 89 | nc: 3 | ncall: 13053 | eff(%): 17.008 | loglstar: -inf < -32.669 < inf | logz: -55.396 +/- 0.461 | dlogz: 5.912 > 0.109
iter: 2221 | bound: 89 | nc: 7 | ncall: 13060 | eff(%): 17.006 | loglstar: -inf < -32.656 < inf | logz: -55.377 +/- 0.461 | dlogz: 5.883 > 0.109
iter: 2222 | bound: 89 | nc: 1 | ncall: 13061 | eff(%): 17.012 | loglstar: -inf < -32.647 < inf | logz: -55.359 +/- 0.462 | dlogz: 5.854 > 0.109
iter: 2223 | bound: 89 | nc: 5 | ncall: 13066 | eff(%): 17.014 | loglstar: -inf < -32.639 < inf | logz: -55.341 +/- 0.462 | dlogz: 5.826 > 0.109
iter: 2224 | bound: 89 | nc: 2 | ncall: 13068 | eff(%): 17.019 | loglstar: -inf < -32.569 < inf | logz: -55.323 +/- 0.462 | dlogz: 5.798 > 0.109
iter: 2225 | bound: 89 | nc: 2 | ncall: 13070 | eff(%): 17.024 | loglstar: -inf < -32.565 < inf | logz: -55.305 +/- 0.462 | dlogz: 5.770 > 0.109
iter: 2226 | bound: 89 | nc: 2 | ncall: 13072 | eff(%): 17.029 | loglstar: -inf < -32.559 < inf | logz: -55.287 +/- 0.462 | dlogz: 5.742 > 0.109
iter: 2227 | bound: 89 | nc: 1 | ncall: 13073 | eff(%): 17.035 | loglstar: -inf < -32.556 < inf | logz: -55.269 +/- 0.462 | dlogz: 5.714 > 0.109
iter: 2228 | bound: 89 | nc: 1 | ncall: 13074 | eff(%): 17.041 | loglstar: -inf < -32.521 < inf | logz: -55.252 +/- 0.462 | dlogz: 5.687 > 0.109
iter: 2229 | bound: 89 | nc: 1 | ncall: 13075 | eff(%): 17.048 | loglstar: -inf < -32.516 < inf | logz: -55.234 +/- 0.462 | dlogz: 5.659 > 0.109
iter: 2230 | bound: 89 | nc: 1 | ncall: 13076 | eff(%): 17.054 | loglstar: -inf < -32.507 < inf | logz: -55.218 +/- 0.462 | dlogz: 5.632 > 0.109
iter: 2231 | bound: 89 | nc: 5 | ncall: 13081 | eff(%): 17.055 | loglstar: -inf < -32.500 < inf | logz: -55.201 +/- 0.462 | dlogz: 5.606 > 0.109
iter: 2232 | bound: 89 | nc: 2 | ncall: 13083 | eff(%): 17.060 | loglstar: -inf < -32.496 < inf | logz: -55.185 +/- 0.462 | dlogz: 5.579 > 0.109
iter: 2233 | bound: 89 | nc: 5 | ncall: 13088 | eff(%): 17.061 | loglstar: -inf < -32.464 < inf | logz: -55.169 +/- 0.462 | dlogz: 5.553 > 0.109
iter: 2234 | bound: 89 | nc: 1 | ncall: 13089 | eff(%): 17.068 | loglstar: -inf < -32.462 < inf | logz: -55.153 +/- 0.462 | dlogz: 5.527 > 0.109
iter: 2235 | bound: 89 | nc: 2 | ncall: 13091 | eff(%): 17.073 | loglstar: -inf < -32.389 < inf | logz: -55.136 +/- 0.462 | dlogz: 5.501 > 0.109
iter: 2236 | bound: 89 | nc: 1 | ncall: 13092 | eff(%): 17.079 | loglstar: -inf < -32.387 < inf | logz: -55.120 +/- 0.462 | dlogz: 5.475 > 0.109
iter: 2237 | bound: 89 | nc: 3 | ncall: 13095 | eff(%): 17.083 | loglstar: -inf < -32.381 < inf | logz: -55.104 +/- 0.462 | dlogz: 5.449 > 0.109
iter: 2238 | bound: 89 | nc: 3 | ncall: 13098 | eff(%): 17.087 | loglstar: -inf < -32.376 < inf | logz: -55.088 +/- 0.462 | dlogz: 5.423 > 0.109
iter: 2239 | bound: 89 | nc: 4 | ncall: 13102 | eff(%): 17.089 | loglstar: -inf < -32.371 < inf | logz: -55.073 +/- 0.462 | dlogz: 5.398 > 0.109
iter: 2240 | bound: 89 | nc: 8 | ncall: 13110 | eff(%): 17.086 | loglstar: -inf < -32.364 < inf | logz: -55.058 +/- 0.462 | dlogz: 5.372 > 0.109
iter: 2241 | bound: 89 | nc: 5 | ncall: 13115 | eff(%): 17.087 | loglstar: -inf < -32.356 < inf | logz: -55.043 +/- 0.462 | dlogz: 5.348 > 0.109
iter: 2242 | bound: 89 | nc: 6 | ncall: 13121 | eff(%): 17.087 | loglstar: -inf < -32.343 < inf | logz: -55.029 +/- 0.462 | dlogz: 5.323 > 0.109
iter: 2243 | bound: 89 | nc: 10 | ncall: 13131 | eff(%): 17.082 | loglstar: -inf < -32.320 < inf | logz: -55.014 +/- 0.462 | dlogz: 5.299 > 0.109
iter: 2244 | bound: 89 | nc: 7 | ncall: 13138 | eff(%): 17.080 | loglstar: -inf < -32.294 < inf | logz: -55.000 +/- 0.463 | dlogz: 5.274 > 0.109
iter: 2245 | bound: 89 | nc: 5 | ncall: 13143 | eff(%): 17.081 | loglstar: -inf < -32.233 < inf | logz: -54.985 +/- 0.463 | dlogz: 5.250 > 0.109
iter: 2246 | bound: 89 | nc: 1 | ncall: 13144 | eff(%): 17.088 | loglstar: -inf < -32.233 < inf | logz: -54.970 +/- 0.463 | dlogz: 5.225 > 0.109
iter: 2247 | bound: 90 | nc: 6 | ncall: 13150 | eff(%): 17.087 | loglstar: -inf < -32.219 < inf | logz: -54.955 +/- 0.463 | dlogz: 5.201 > 0.109
iter: 2248 | bound: 90 | nc: 5 | ncall: 13155 | eff(%): 17.089 | loglstar: -inf < -32.206 < inf | logz: -54.941 +/- 0.463 | dlogz: 5.176 > 0.109
iter: 2249 | bound: 90 | nc: 2 | ncall: 13157 | eff(%): 17.094 | loglstar: -inf < -32.189 < inf | logz: -54.927 +/- 0.463 | dlogz: 5.152 > 0.109
iter: 2250 | bound: 90 | nc: 6 | ncall: 13163 | eff(%): 17.093 | loglstar: -inf < -32.142 < inf | logz: -54.912 +/- 0.463 | dlogz: 5.128 > 0.109
iter: 2251 | bound: 90 | nc: 2 | ncall: 13165 | eff(%): 17.098 | loglstar: -inf < -32.142 < inf | logz: -54.898 +/- 0.463 | dlogz: 5.104 > 0.109
iter: 2252 | bound: 90 | nc: 9 | ncall: 13174 | eff(%): 17.094 | loglstar: -inf < -32.133 < inf | logz: -54.884 +/- 0.463 | dlogz: 5.079 > 0.109
iter: 2253 | bound: 90 | nc: 4 | ncall: 13178 | eff(%): 17.097 | loglstar: -inf < -32.108 < inf | logz: -54.870 +/- 0.463 | dlogz: 5.056 > 0.109
iter: 2254 | bound: 90 | nc: 9 | ncall: 13187 | eff(%): 17.093 | loglstar: -inf < -32.099 < inf | logz: -54.856 +/- 0.463 | dlogz: 5.032 > 0.109
iter: 2255 | bound: 90 | nc: 3 | ncall: 13190 | eff(%): 17.096 | loglstar: -inf < -32.089 < inf | logz: -54.842 +/- 0.463 | dlogz: 5.008 > 0.109
iter: 2256 | bound: 90 | nc: 1 | ncall: 13191 | eff(%): 17.103 | loglstar: -inf < -32.079 < inf | logz: -54.829 +/- 0.463 | dlogz: 4.984 > 0.109
iter: 2257 | bound: 90 | nc: 8 | ncall: 13199 | eff(%): 17.100 | loglstar: -inf < -32.078 < inf | logz: -54.815 +/- 0.463 | dlogz: 4.961 > 0.109
iter: 2258 | bound: 90 | nc: 9 | ncall: 13208 | eff(%): 17.096 | loglstar: -inf < -32.075 < inf | logz: -54.802 +/- 0.463 | dlogz: 4.938 > 0.109
iter: 2259 | bound: 90 | nc: 1 | ncall: 13209 | eff(%): 17.102 | loglstar: -inf < -32.033 < inf | logz: -54.789 +/- 0.463 | dlogz: 4.915 > 0.109
iter: 2260 | bound: 90 | nc: 11 | ncall: 13220 | eff(%): 17.095 | loglstar: -inf < -31.993 < inf | logz: -54.776 +/- 0.463 | dlogz: 4.892 > 0.109
iter: 2261 | bound: 90 | nc: 5 | ncall: 13225 | eff(%): 17.096 | loglstar: -inf < -31.981 < inf | logz: -54.763 +/- 0.463 | dlogz: 4.869 > 0.109
iter: 2262 | bound: 90 | nc: 2 | ncall: 13227 | eff(%): 17.101 | loglstar: -inf < -31.979 < inf | logz: -54.750 +/- 0.463 | dlogz: 4.846 > 0.109
iter: 2263 | bound: 90 | nc: 5 | ncall: 13232 | eff(%): 17.102 | loglstar: -inf < -31.964 < inf | logz: -54.737 +/- 0.463 | dlogz: 4.823 > 0.109
iter: 2264 | bound: 90 | nc: 2 | ncall: 13234 | eff(%): 17.107 | loglstar: -inf < -31.951 < inf | logz: -54.724 +/- 0.463 | dlogz: 4.801 > 0.109
iter: 2265 | bound: 90 | nc: 5 | ncall: 13239 | eff(%): 17.109 | loglstar: -inf < -31.935 < inf | logz: -54.711 +/- 0.463 | dlogz: 4.778 > 0.109
iter: 2266 | bound: 90 | nc: 6 | ncall: 13245 | eff(%): 17.108 | loglstar: -inf < -31.935 < inf | logz: -54.699 +/- 0.463 | dlogz: 4.756 > 0.109
iter: 2267 | bound: 91 | nc: 14 | ncall: 13259 | eff(%): 17.098 | loglstar: -inf < -31.934 < inf | logz: -54.686 +/- 0.463 | dlogz: 4.734 > 0.109
iter: 2268 | bound: 91 | nc: 4 | ncall: 13263 | eff(%): 17.100 | loglstar: -inf < -31.901 < inf | logz: -54.674 +/- 0.463 | dlogz: 4.712 > 0.109
iter: 2269 | bound: 91 | nc: 2 | ncall: 13265 | eff(%): 17.105 | loglstar: -inf < -31.882 < inf | logz: -54.662 +/- 0.463 | dlogz: 4.690 > 0.109
iter: 2270 | bound: 91 | nc: 2 | ncall: 13267 | eff(%): 17.110 | loglstar: -inf < -31.861 < inf | logz: -54.650 +/- 0.463 | dlogz: 4.668 > 0.109
iter: 2271 | bound: 91 | nc: 13 | ncall: 13280 | eff(%): 17.101 | loglstar: -inf < -31.819 < inf | logz: -54.638 +/- 0.463 | dlogz: 4.646 > 0.109
iter: 2272 | bound: 91 | nc: 4 | ncall: 13284 | eff(%): 17.103 | loglstar: -inf < -31.813 < inf | logz: -54.625 +/- 0.463 | dlogz: 4.624 > 0.109
iter: 2273 | bound: 91 | nc: 8 | ncall: 13292 | eff(%): 17.101 | loglstar: -inf < -31.795 < inf | logz: -54.613 +/- 0.463 | dlogz: 4.602 > 0.109
iter: 2274 | bound: 91 | nc: 5 | ncall: 13297 | eff(%): 17.102 | loglstar: -inf < -31.789 < inf | logz: -54.601 +/- 0.463 | dlogz: 4.580 > 0.109
iter: 2275 | bound: 91 | nc: 21 | ncall: 13318 | eff(%): 17.082 | loglstar: -inf < -31.785 < inf | logz: -54.589 +/- 0.463 | dlogz: 4.558 > 0.109
iter: 2276 | bound: 91 | nc: 8 | ncall: 13326 | eff(%): 17.079 | loglstar: -inf < -31.752 < inf | logz: -54.577 +/- 0.464 | dlogz: 4.536 > 0.109
iter: 2277 | bound: 91 | nc: 1 | ncall: 13327 | eff(%): 17.086 | loglstar: -inf < -31.734 < inf | logz: -54.565 +/- 0.464 | dlogz: 4.515 > 0.109
iter: 2278 | bound: 91 | nc: 4 | ncall: 13331 | eff(%): 17.088 | loglstar: -inf < -31.692 < inf | logz: -54.554 +/- 0.464 | dlogz: 4.493 > 0.109
iter: 2279 | bound: 91 | nc: 1 | ncall: 13332 | eff(%): 17.094 | loglstar: -inf < -31.677 < inf | logz: -54.541 +/- 0.464 | dlogz: 4.472 > 0.109
iter: 2280 | bound: 91 | nc: 3 | ncall: 13335 | eff(%): 17.098 | loglstar: -inf < -31.675 < inf | logz: -54.530 +/- 0.464 | dlogz: 4.450 > 0.109
iter: 2281 | bound: 91 | nc: 1 | ncall: 13336 | eff(%): 17.104 | loglstar: -inf < -31.671 < inf | logz: -54.518 +/- 0.464 | dlogz: 4.428 > 0.109
iter: 2282 | bound: 91 | nc: 6 | ncall: 13342 | eff(%): 17.104 | loglstar: -inf < -31.559 < inf | logz: -54.506 +/- 0.464 | dlogz: 4.407 > 0.109
iter: 2283 | bound: 91 | nc: 1 | ncall: 13343 | eff(%): 17.110 | loglstar: -inf < -31.536 < inf | logz: -54.493 +/- 0.464 | dlogz: 4.385 > 0.109
iter: 2284 | bound: 91 | nc: 4 | ncall: 13347 | eff(%): 17.112 | loglstar: -inf < -31.532 < inf | logz: -54.481 +/- 0.464 | dlogz: 4.363 > 0.109
iter: 2285 | bound: 91 | nc: 9 | ncall: 13356 | eff(%): 17.108 | loglstar: -inf < -31.519 < inf | logz: -54.468 +/- 0.464 | dlogz: 4.341 > 0.109
iter: 2286 | bound: 92 | nc: 3 | ncall: 13359 | eff(%): 17.112 | loglstar: -inf < -31.517 < inf | logz: -54.456 +/- 0.464 | dlogz: 4.319 > 0.109
iter: 2287 | bound: 92 | nc: 15 | ncall: 13374 | eff(%): 17.100 | loglstar: -inf < -31.516 < inf | logz: -54.444 +/- 0.464 | dlogz: 4.297 > 0.109
iter: 2288 | bound: 92 | nc: 8 | ncall: 13382 | eff(%): 17.098 | loglstar: -inf < -31.489 < inf | logz: -54.432 +/- 0.464 | dlogz: 4.275 > 0.109
iter: 2289 | bound: 92 | nc: 6 | ncall: 13388 | eff(%): 17.097 | loglstar: -inf < -31.476 < inf | logz: -54.420 +/- 0.464 | dlogz: 4.254 > 0.109
iter: 2290 | bound: 92 | nc: 1 | ncall: 13389 | eff(%): 17.104 | loglstar: -inf < -31.473 < inf | logz: -54.409 +/- 0.464 | dlogz: 4.232 > 0.109
iter: 2291 | bound: 92 | nc: 1 | ncall: 13390 | eff(%): 17.110 | loglstar: -inf < -31.462 < inf | logz: -54.397 +/- 0.464 | dlogz: 4.211 > 0.109
iter: 2292 | bound: 92 | nc: 3 | ncall: 13393 | eff(%): 17.113 | loglstar: -inf < -31.447 < inf | logz: -54.386 +/- 0.464 | dlogz: 4.190 > 0.109
iter: 2293 | bound: 92 | nc: 6 | ncall: 13399 | eff(%): 17.113 | loglstar: -inf < -31.403 < inf | logz: -54.374 +/- 0.464 | dlogz: 4.169 > 0.109
iter: 2294 | bound: 92 | nc: 16 | ncall: 13415 | eff(%): 17.100 | loglstar: -inf < -31.357 < inf | logz: -54.363 +/- 0.464 | dlogz: 4.148 > 0.109
iter: 2295 | bound: 92 | nc: 15 | ncall: 13430 | eff(%): 17.089 | loglstar: -inf < -31.311 < inf | logz: -54.351 +/- 0.464 | dlogz: 4.126 > 0.109
iter: 2296 | bound: 92 | nc: 2 | ncall: 13432 | eff(%): 17.094 | loglstar: -inf < -31.302 < inf | logz: -54.338 +/- 0.464 | dlogz: 4.105 > 0.109
iter: 2297 | bound: 92 | nc: 11 | ncall: 13443 | eff(%): 17.087 | loglstar: -inf < -31.274 < inf | logz: -54.326 +/- 0.464 | dlogz: 4.083 > 0.109
iter: 2298 | bound: 92 | nc: 1 | ncall: 13444 | eff(%): 17.093 | loglstar: -inf < -31.269 < inf | logz: -54.314 +/- 0.464 | dlogz: 4.061 > 0.109
iter: 2299 | bound: 92 | nc: 5 | ncall: 13449 | eff(%): 17.094 | loglstar: -inf < -31.263 < inf | logz: -54.303 +/- 0.464 | dlogz: 4.040 > 0.109
iter: 2300 | bound: 92 | nc: 6 | ncall: 13455 | eff(%): 17.094 | loglstar: -inf < -31.238 < inf | logz: -54.291 +/- 0.464 | dlogz: 4.018 > 0.109
iter: 2301 | bound: 92 | nc: 3 | ncall: 13458 | eff(%): 17.098 | loglstar: -inf < -31.212 < inf | logz: -54.279 +/- 0.465 | dlogz: 3.997 > 0.109
iter: 2302 | bound: 93 | nc: 3 | ncall: 13461 | eff(%): 17.101 | loglstar: -inf < -31.172 < inf | logz: -54.267 +/- 0.465 | dlogz: 3.976 > 0.109
iter: 2303 | bound: 93 | nc: 3 | ncall: 13464 | eff(%): 17.105 | loglstar: -inf < -31.163 < inf | logz: -54.255 +/- 0.465 | dlogz: 3.954 > 0.109
iter: 2304 | bound: 93 | nc: 3 | ncall: 13467 | eff(%): 17.108 | loglstar: -inf < -31.157 < inf | logz: -54.243 +/- 0.465 | dlogz: 3.933 > 0.109
iter: 2305 | bound: 93 | nc: 6 | ncall: 13473 | eff(%): 17.108 | loglstar: -inf < -31.125 < inf | logz: -54.232 +/- 0.465 | dlogz: 3.912 > 0.109
iter: 2306 | bound: 93 | nc: 3 | ncall: 13476 | eff(%): 17.112 | loglstar: -inf < -31.119 < inf | logz: -54.220 +/- 0.465 | dlogz: 3.890 > 0.109
iter: 2307 | bound: 93 | nc: 3 | ncall: 13479 | eff(%): 17.116 | loglstar: -inf < -31.101 < inf | logz: -54.208 +/- 0.465 | dlogz: 3.869 > 0.109
iter: 2308 | bound: 93 | nc: 1 | ncall: 13480 | eff(%): 17.122 | loglstar: -inf < -31.098 < inf | logz: -54.197 +/- 0.465 | dlogz: 3.848 > 0.109
iter: 2309 | bound: 93 | nc: 2 | ncall: 13482 | eff(%): 17.127 | loglstar: -inf < -31.079 < inf | logz: -54.186 +/- 0.465 | dlogz: 3.827 > 0.109
iter: 2310 | bound: 93 | nc: 1 | ncall: 13483 | eff(%): 17.133 | loglstar: -inf < -31.065 < inf | logz: -54.174 +/- 0.465 | dlogz: 3.806 > 0.109
iter: 2311 | bound: 93 | nc: 1 | ncall: 13484 | eff(%): 17.139 | loglstar: -inf < -31.050 < inf | logz: -54.163 +/- 0.465 | dlogz: 3.785 > 0.109
iter: 2312 | bound: 93 | nc: 6 | ncall: 13490 | eff(%): 17.139 | loglstar: -inf < -31.044 < inf | logz: -54.152 +/- 0.465 | dlogz: 3.765 > 0.109
iter: 2313 | bound: 93 | nc: 1 | ncall: 13491 | eff(%): 17.145 | loglstar: -inf < -31.019 < inf | logz: -54.141 +/- 0.465 | dlogz: 3.744 > 0.109
iter: 2314 | bound: 93 | nc: 5 | ncall: 13496 | eff(%): 17.146 | loglstar: -inf < -30.980 < inf | logz: -54.130 +/- 0.465 | dlogz: 3.724 > 0.109
iter: 2315 | bound: 93 | nc: 2 | ncall: 13498 | eff(%): 17.151 | loglstar: -inf < -30.971 < inf | logz: -54.118 +/- 0.465 | dlogz: 3.703 > 0.109
iter: 2316 | bound: 93 | nc: 3 | ncall: 13501 | eff(%): 17.154 | loglstar: -inf < -30.963 < inf | logz: -54.107 +/- 0.465 | dlogz: 3.682 > 0.109
iter: 2317 | bound: 93 | nc: 3 | ncall: 13504 | eff(%): 17.158 | loglstar: -inf < -30.959 < inf | logz: -54.096 +/- 0.465 | dlogz: 3.662 > 0.109
iter: 2318 | bound: 93 | nc: 3 | ncall: 13507 | eff(%): 17.161 | loglstar: -inf < -30.949 < inf | logz: -54.086 +/- 0.465 | dlogz: 3.642 > 0.109
iter: 2319 | bound: 93 | nc: 2 | ncall: 13509 | eff(%): 17.166 | loglstar: -inf < -30.893 < inf | logz: -54.075 +/- 0.465 | dlogz: 3.622 > 0.109
iter: 2320 | bound: 93 | nc: 2 | ncall: 13511 | eff(%): 17.171 | loglstar: -inf < -30.859 < inf | logz: -54.064 +/- 0.465 | dlogz: 3.601 > 0.109
iter: 2321 | bound: 93 | nc: 2 | ncall: 13513 | eff(%): 17.176 | loglstar: -inf < -30.850 < inf | logz: -54.053 +/- 0.465 | dlogz: 3.581 > 0.109
iter: 2322 | bound: 93 | nc: 4 | ncall: 13517 | eff(%): 17.178 | loglstar: -inf < -30.841 < inf | logz: -54.042 +/- 0.466 | dlogz: 3.560 > 0.109
iter: 2323 | bound: 93 | nc: 2 | ncall: 13519 | eff(%): 17.183 | loglstar: -inf < -30.817 < inf | logz: -54.031 +/- 0.466 | dlogz: 3.540 > 0.109
iter: 2324 | bound: 93 | nc: 1 | ncall: 13520 | eff(%): 17.189 | loglstar: -inf < -30.809 < inf | logz: -54.020 +/- 0.466 | dlogz: 3.520 > 0.109
iter: 2325 | bound: 93 | nc: 9 | ncall: 13529 | eff(%): 17.185 | loglstar: -inf < -30.805 < inf | logz: -54.009 +/- 0.466 | dlogz: 3.499 > 0.109
iter: 2326 | bound: 93 | nc: 4 | ncall: 13533 | eff(%): 17.188 | loglstar: -inf < -30.787 < inf | logz: -53.998 +/- 0.466 | dlogz: 3.479 > 0.109
iter: 2327 | bound: 93 | nc: 1 | ncall: 13534 | eff(%): 17.194 | loglstar: -inf < -30.784 < inf | logz: -53.988 +/- 0.466 | dlogz: 3.459 > 0.109
iter: 2328 | bound: 93 | nc: 2 | ncall: 13536 | eff(%): 17.199 | loglstar: -inf < -30.762 < inf | logz: -53.977 +/- 0.466 | dlogz: 3.439 > 0.109
iter: 2329 | bound: 93 | nc: 3 | ncall: 13539 | eff(%): 17.202 | loglstar: -inf < -30.761 < inf | logz: -53.967 +/- 0.466 | dlogz: 3.420 > 0.109
iter: 2330 | bound: 93 | nc: 1 | ncall: 13540 | eff(%): 17.208 | loglstar: -inf < -30.753 < inf | logz: -53.957 +/- 0.466 | dlogz: 3.400 > 0.109
iter: 2331 | bound: 93 | nc: 4 | ncall: 13544 | eff(%): 17.211 | loglstar: -inf < -30.752 < inf | logz: -53.947 +/- 0.466 | dlogz: 3.381 > 0.109
iter: 2332 | bound: 93 | nc: 3 | ncall: 13547 | eff(%): 17.214 | loglstar: -inf < -30.720 < inf | logz: -53.937 +/- 0.466 | dlogz: 3.361 > 0.109
iter: 2333 | bound: 93 | nc: 2 | ncall: 13549 | eff(%): 17.219 | loglstar: -inf < -30.715 < inf | logz: -53.927 +/- 0.466 | dlogz: 3.342 > 0.109
iter: 2334 | bound: 93 | nc: 1 | ncall: 13550 | eff(%): 17.225 | loglstar: -inf < -30.646 < inf | logz: -53.916 +/- 0.466 | dlogz: 3.323 > 0.109
iter: 2335 | bound: 93 | nc: 1 | ncall: 13551 | eff(%): 17.231 | loglstar: -inf < -30.638 < inf | logz: -53.906 +/- 0.466 | dlogz: 3.303 > 0.109
iter: 2336 | bound: 93 | nc: 1 | ncall: 13552 | eff(%): 17.237 | loglstar: -inf < -30.633 < inf | logz: -53.896 +/- 0.466 | dlogz: 3.284 > 0.109
iter: 2337 | bound: 93 | nc: 1 | ncall: 13553 | eff(%): 17.243 | loglstar: -inf < -30.609 < inf | logz: -53.886 +/- 0.466 | dlogz: 3.264 > 0.109
iter: 2338 | bound: 93 | nc: 1 | ncall: 13554 | eff(%): 17.250 | loglstar: -inf < -30.578 < inf | logz: -53.875 +/- 0.466 | dlogz: 3.245 > 0.109
iter: 2339 | bound: 93 | nc: 1 | ncall: 13555 | eff(%): 17.256 | loglstar: -inf < -30.573 < inf | logz: -53.865 +/- 0.466 | dlogz: 3.226 > 0.109
iter: 2340 | bound: 94 | nc: 7 | ncall: 13562 | eff(%): 17.254 | loglstar: -inf < -30.561 < inf | logz: -53.855 +/- 0.466 | dlogz: 3.206 > 0.109
iter: 2341 | bound: 94 | nc: 4 | ncall: 13566 | eff(%): 17.256 | loglstar: -inf < -30.555 < inf | logz: -53.845 +/- 0.466 | dlogz: 3.187 > 0.109
iter: 2342 | bound: 94 | nc: 3 | ncall: 13569 | eff(%): 17.260 | loglstar: -inf < -30.552 < inf | logz: -53.835 +/- 0.466 | dlogz: 3.168 > 0.109
iter: 2343 | bound: 94 | nc: 1 | ncall: 13570 | eff(%): 17.266 | loglstar: -inf < -30.531 < inf | logz: -53.826 +/- 0.466 | dlogz: 3.149 > 0.109
iter: 2344 | bound: 94 | nc: 3 | ncall: 13573 | eff(%): 17.270 | loglstar: -inf < -30.510 < inf | logz: -53.816 +/- 0.467 | dlogz: 3.130 > 0.109
iter: 2345 | bound: 94 | nc: 2 | ncall: 13575 | eff(%): 17.274 | loglstar: -inf < -30.500 < inf | logz: -53.806 +/- 0.467 | dlogz: 3.111 > 0.109
iter: 2346 | bound: 94 | nc: 3 | ncall: 13578 | eff(%): 17.278 | loglstar: -inf < -30.493 < inf | logz: -53.796 +/- 0.467 | dlogz: 3.093 > 0.109
iter: 2347 | bound: 94 | nc: 2 | ncall: 13580 | eff(%): 17.283 | loglstar: -inf < -30.486 < inf | logz: -53.787 +/- 0.467 | dlogz: 3.074 > 0.109
iter: 2348 | bound: 94 | nc: 1 | ncall: 13581 | eff(%): 17.289 | loglstar: -inf < -30.442 < inf | logz: -53.777 +/- 0.467 | dlogz: 3.055 > 0.109
iter: 2349 | bound: 94 | nc: 1 | ncall: 13582 | eff(%): 17.295 | loglstar: -inf < -30.435 < inf | logz: -53.768 +/- 0.467 | dlogz: 3.037 > 0.109
iter: 2350 | bound: 94 | nc: 1 | ncall: 13583 | eff(%): 17.301 | loglstar: -inf < -30.433 < inf | logz: -53.758 +/- 0.467 | dlogz: 3.018 > 0.109
iter: 2351 | bound: 94 | nc: 5 | ncall: 13588 | eff(%): 17.302 | loglstar: -inf < -30.428 < inf | logz: -53.749 +/- 0.467 | dlogz: 3.000 > 0.109
iter: 2352 | bound: 94 | nc: 7 | ncall: 13595 | eff(%): 17.300 | loglstar: -inf < -30.428 < inf | logz: -53.740 +/- 0.467 | dlogz: 2.981 > 0.109
iter: 2353 | bound: 94 | nc: 3 | ncall: 13598 | eff(%): 17.304 | loglstar: -inf < -30.408 < inf | logz: -53.731 +/- 0.467 | dlogz: 2.963 > 0.109
iter: 2354 | bound: 94 | nc: 17 | ncall: 13615 | eff(%): 17.290 | loglstar: -inf < -30.388 < inf | logz: -53.722 +/- 0.467 | dlogz: 2.949 > 0.109
iter: 2355 | bound: 94 | nc: 1 | ncall: 13616 | eff(%): 17.296 | loglstar: -inf < -30.388 < inf | logz: -53.713 +/- 0.467 | dlogz: 2.931 > 0.109
iter: 2356 | bound: 94 | nc: 2 | ncall: 13618 | eff(%): 17.301 | loglstar: -inf < -30.384 < inf | logz: -53.704 +/- 0.467 | dlogz: 2.913 > 0.109
iter: 2357 | bound: 94 | nc: 1 | ncall: 13619 | eff(%): 17.307 | loglstar: -inf < -30.350 < inf | logz: -53.695 +/- 0.467 | dlogz: 2.895 > 0.109
iter: 2358 | bound: 94 | nc: 5 | ncall: 13624 | eff(%): 17.308 | loglstar: -inf < -30.319 < inf | logz: -53.686 +/- 0.467 | dlogz: 2.877 > 0.109
iter: 2359 | bound: 94 | nc: 3 | ncall: 13627 | eff(%): 17.311 | loglstar: -inf < -30.314 < inf | logz: -53.677 +/- 0.467 | dlogz: 2.859 > 0.109
iter: 2360 | bound: 94 | nc: 7 | ncall: 13634 | eff(%): 17.310 | loglstar: -inf < -30.303 < inf | logz: -53.668 +/- 0.467 | dlogz: 2.841 > 0.109
iter: 2361 | bound: 94 | nc: 1 | ncall: 13635 | eff(%): 17.316 | loglstar: -inf < -30.291 < inf | logz: -53.659 +/- 0.467 | dlogz: 2.824 > 0.109
iter: 2362 | bound: 94 | nc: 3 | ncall: 13638 | eff(%): 17.319 | loglstar: -inf < -30.270 < inf | logz: -53.650 +/- 0.467 | dlogz: 2.806 > 0.109
iter: 2363 | bound: 94 | nc: 2 | ncall: 13640 | eff(%): 17.324 | loglstar: -inf < -30.270 < inf | logz: -53.642 +/- 0.467 | dlogz: 2.788 > 0.109
iter: 2364 | bound: 94 | nc: 2 | ncall: 13642 | eff(%): 17.329 | loglstar: -inf < -30.267 < inf | logz: -53.633 +/- 0.467 | dlogz: 2.771 > 0.109
iter: 2365 | bound: 94 | nc: 1 | ncall: 13643 | eff(%): 17.335 | loglstar: -inf < -30.267 < inf | logz: -53.625 +/- 0.467 | dlogz: 2.754 > 0.109
iter: 2366 | bound: 94 | nc: 3 | ncall: 13646 | eff(%): 17.338 | loglstar: -inf < -30.261 < inf | logz: -53.616 +/- 0.467 | dlogz: 2.736 > 0.109
iter: 2367 | bound: 94 | nc: 1 | ncall: 13647 | eff(%): 17.344 | loglstar: -inf < -30.184 < inf | logz: -53.608 +/- 0.467 | dlogz: 2.719 > 0.109
iter: 2368 | bound: 94 | nc: 3 | ncall: 13650 | eff(%): 17.348 | loglstar: -inf < -30.173 < inf | logz: -53.599 +/- 0.468 | dlogz: 2.702 > 0.109
iter: 2369 | bound: 94 | nc: 1 | ncall: 13651 | eff(%): 17.354 | loglstar: -inf < -30.159 < inf | logz: -53.591 +/- 0.468 | dlogz: 2.685 > 0.109
iter: 2370 | bound: 94 | nc: 3 | ncall: 13654 | eff(%): 17.358 | loglstar: -inf < -30.156 < inf | logz: -53.582 +/- 0.468 | dlogz: 2.667 > 0.109
iter: 2371 | bound: 94 | nc: 4 | ncall: 13658 | eff(%): 17.360 | loglstar: -inf < -30.154 < inf | logz: -53.574 +/- 0.468 | dlogz: 2.650 > 0.109
iter: 2372 | bound: 94 | nc: 2 | ncall: 13660 | eff(%): 17.365 | loglstar: -inf < -30.143 < inf | logz: -53.565 +/- 0.468 | dlogz: 2.633 > 0.109
iter: 2373 | bound: 95 | nc: 4 | ncall: 13664 | eff(%): 17.367 | loglstar: -inf < -30.099 < inf | logz: -53.557 +/- 0.468 | dlogz: 2.616 > 0.109
iter: 2374 | bound: 95 | nc: 4 | ncall: 13668 | eff(%): 17.369 | loglstar: -inf < -30.094 < inf | logz: -53.548 +/- 0.468 | dlogz: 2.599 > 0.109
iter: 2375 | bound: 95 | nc: 4 | ncall: 13672 | eff(%): 17.371 | loglstar: -inf < -30.086 < inf | logz: -53.540 +/- 0.468 | dlogz: 2.582 > 0.109
iter: 2376 | bound: 95 | nc: 2 | ncall: 13674 | eff(%): 17.376 | loglstar: -inf < -30.069 < inf | logz: -53.532 +/- 0.468 | dlogz: 2.565 > 0.109
iter: 2377 | bound: 95 | nc: 4 | ncall: 13678 | eff(%): 17.378 | loglstar: -inf < -30.068 < inf | logz: -53.523 +/- 0.468 | dlogz: 2.548 > 0.109
iter: 2378 | bound: 95 | nc: 2 | ncall: 13680 | eff(%): 17.383 | loglstar: -inf < -30.056 < inf | logz: -53.515 +/- 0.468 | dlogz: 2.532 > 0.109
iter: 2379 | bound: 95 | nc: 4 | ncall: 13684 | eff(%): 17.385 | loglstar: -inf < -30.033 < inf | logz: -53.507 +/- 0.468 | dlogz: 2.515 > 0.109
iter: 2380 | bound: 95 | nc: 2 | ncall: 13686 | eff(%): 17.390 | loglstar: -inf < -30.031 < inf | logz: -53.499 +/- 0.468 | dlogz: 2.498 > 0.109
iter: 2381 | bound: 95 | nc: 8 | ncall: 13694 | eff(%): 17.387 | loglstar: -inf < -30.030 < inf | logz: -53.491 +/- 0.468 | dlogz: 2.482 > 0.109
iter: 2382 | bound: 95 | nc: 13 | ncall: 13707 | eff(%): 17.378 | loglstar: -inf < -30.028 < inf | logz: -53.483 +/- 0.468 | dlogz: 2.465 > 0.109
iter: 2383 | bound: 95 | nc: 2 | ncall: 13709 | eff(%): 17.383 | loglstar: -inf < -30.022 < inf | logz: -53.475 +/- 0.468 | dlogz: 2.449 > 0.109
iter: 2384 | bound: 95 | nc: 8 | ncall: 13717 | eff(%): 17.380 | loglstar: -inf < -30.020 < inf | logz: -53.468 +/- 0.468 | dlogz: 2.433 > 0.109
iter: 2385 | bound: 95 | nc: 4 | ncall: 13721 | eff(%): 17.382 | loglstar: -inf < -30.018 < inf | logz: -53.460 +/- 0.468 | dlogz: 2.417 > 0.109
iter: 2386 | bound: 95 | nc: 3 | ncall: 13724 | eff(%): 17.386 | loglstar: -inf < -30.017 < inf | logz: -53.453 +/- 0.468 | dlogz: 2.401 > 0.109
iter: 2387 | bound: 95 | nc: 1 | ncall: 13725 | eff(%): 17.392 | loglstar: -inf < -30.014 < inf | logz: -53.446 +/- 0.468 | dlogz: 2.385 > 0.109
iter: 2388 | bound: 95 | nc: 1 | ncall: 13726 | eff(%): 17.398 | loglstar: -inf < -30.007 < inf | logz: -53.438 +/- 0.468 | dlogz: 2.370 > 0.109
iter: 2389 | bound: 95 | nc: 1 | ncall: 13727 | eff(%): 17.404 | loglstar: -inf < -29.933 < inf | logz: -53.431 +/- 0.468 | dlogz: 2.354 > 0.109
iter: 2390 | bound: 95 | nc: 3 | ncall: 13730 | eff(%): 17.407 | loglstar: -inf < -29.908 < inf | logz: -53.423 +/- 0.468 | dlogz: 2.338 > 0.109
iter: 2391 | bound: 95 | nc: 1 | ncall: 13731 | eff(%): 17.413 | loglstar: -inf < -29.899 < inf | logz: -53.416 +/- 0.468 | dlogz: 2.323 > 0.109
iter: 2392 | bound: 95 | nc: 3 | ncall: 13734 | eff(%): 17.417 | loglstar: -inf < -29.884 < inf | logz: -53.408 +/- 0.468 | dlogz: 2.307 > 0.109
iter: 2393 | bound: 95 | nc: 8 | ncall: 13742 | eff(%): 17.414 | loglstar: -inf < -29.876 < inf | logz: -53.401 +/- 0.468 | dlogz: 2.291 > 0.109
iter: 2394 | bound: 95 | nc: 5 | ncall: 13747 | eff(%): 17.415 | loglstar: -inf < -29.871 < inf | logz: -53.393 +/- 0.468 | dlogz: 2.275 > 0.109
iter: 2395 | bound: 95 | nc: 1 | ncall: 13748 | eff(%): 17.421 | loglstar: -inf < -29.862 < inf | logz: -53.386 +/- 0.469 | dlogz: 2.260 > 0.109
iter: 2396 | bound: 95 | nc: 2 | ncall: 13750 | eff(%): 17.425 | loglstar: -inf < -29.861 < inf | logz: -53.379 +/- 0.469 | dlogz: 2.244 > 0.109
iter: 2397 | bound: 96 | nc: 24 | ncall: 13774 | eff(%): 17.402 | loglstar: -inf < -29.855 < inf | logz: -53.372 +/- 0.469 | dlogz: 2.229 > 0.109
iter: 2398 | bound: 96 | nc: 1 | ncall: 13775 | eff(%): 17.408 | loglstar: -inf < -29.832 < inf | logz: -53.364 +/- 0.469 | dlogz: 2.214 > 0.109
iter: 2399 | bound: 96 | nc: 5 | ncall: 13780 | eff(%): 17.409 | loglstar: -inf < -29.813 < inf | logz: -53.357 +/- 0.469 | dlogz: 2.198 > 0.109
iter: 2400 | bound: 96 | nc: 10 | ncall: 13790 | eff(%): 17.404 | loglstar: -inf < -29.798 < inf | logz: -53.350 +/- 0.469 | dlogz: 2.183 > 0.109
iter: 2401 | bound: 96 | nc: 1 | ncall: 13791 | eff(%): 17.410 | loglstar: -inf < -29.784 < inf | logz: -53.343 +/- 0.469 | dlogz: 2.168 > 0.109
iter: 2402 | bound: 96 | nc: 8 | ncall: 13799 | eff(%): 17.407 | loglstar: -inf < -29.782 < inf | logz: -53.336 +/- 0.469 | dlogz: 2.153 > 0.109
iter: 2403 | bound: 96 | nc: 2 | ncall: 13801 | eff(%): 17.412 | loglstar: -inf < -29.773 < inf | logz: -53.329 +/- 0.469 | dlogz: 2.138 > 0.109
iter: 2404 | bound: 96 | nc: 2 | ncall: 13803 | eff(%): 17.417 | loglstar: -inf < -29.760 < inf | logz: -53.322 +/- 0.469 | dlogz: 2.123 > 0.109
iter: 2405 | bound: 96 | nc: 4 | ncall: 13807 | eff(%): 17.419 | loglstar: -inf < -29.746 < inf | logz: -53.315 +/- 0.469 | dlogz: 2.108 > 0.109
iter: 2406 | bound: 96 | nc: 5 | ncall: 13812 | eff(%): 17.420 | loglstar: -inf < -29.736 < inf | logz: -53.308 +/- 0.469 | dlogz: 2.093 > 0.109
iter: 2407 | bound: 96 | nc: 3 | ncall: 13815 | eff(%): 17.423 | loglstar: -inf < -29.735 < inf | logz: -53.301 +/- 0.469 | dlogz: 2.078 > 0.109
iter: 2408 | bound: 96 | nc: 4 | ncall: 13819 | eff(%): 17.425 | loglstar: -inf < -29.731 < inf | logz: -53.294 +/- 0.469 | dlogz: 2.064 > 0.109
iter: 2409 | bound: 96 | nc: 2 | ncall: 13821 | eff(%): 17.430 | loglstar: -inf < -29.725 < inf | logz: -53.288 +/- 0.469 | dlogz: 2.049 > 0.109
iter: 2410 | bound: 96 | nc: 4 | ncall: 13825 | eff(%): 17.432 | loglstar: -inf < -29.692 < inf | logz: -53.281 +/- 0.469 | dlogz: 2.035 > 0.109
iter: 2411 | bound: 96 | nc: 7 | ncall: 13832 | eff(%): 17.431 | loglstar: -inf < -29.691 < inf | logz: -53.274 +/- 0.469 | dlogz: 2.020 > 0.109
iter: 2412 | bound: 96 | nc: 9 | ncall: 13841 | eff(%): 17.426 | loglstar: -inf < -29.672 < inf | logz: -53.268 +/- 0.469 | dlogz: 2.006 > 0.109
iter: 2413 | bound: 96 | nc: 7 | ncall: 13848 | eff(%): 17.425 | loglstar: -inf < -29.635 < inf | logz: -53.261 +/- 0.469 | dlogz: 1.992 > 0.109
iter: 2414 | bound: 96 | nc: 6 | ncall: 13854 | eff(%): 17.425 | loglstar: -inf < -29.629 < inf | logz: -53.254 +/- 0.469 | dlogz: 1.977 > 0.109
iter: 2415 | bound: 96 | nc: 1 | ncall: 13855 | eff(%): 17.431 | loglstar: -inf < -29.622 < inf | logz: -53.248 +/- 0.469 | dlogz: 1.963 > 0.109
iter: 2416 | bound: 96 | nc: 2 | ncall: 13857 | eff(%): 17.435 | loglstar: -inf < -29.621 < inf | logz: -53.241 +/- 0.469 | dlogz: 1.949 > 0.109
iter: 2417 | bound: 96 | nc: 6 | ncall: 13863 | eff(%): 17.435 | loglstar: -inf < -29.619 < inf | logz: -53.235 +/- 0.469 | dlogz: 1.934 > 0.109
iter: 2418 | bound: 96 | nc: 2 | ncall: 13865 | eff(%): 17.440 | loglstar: -inf < -29.608 < inf | logz: -53.228 +/- 0.469 | dlogz: 1.920 > 0.109
iter: 2419 | bound: 97 | nc: 15 | ncall: 13880 | eff(%): 17.428 | loglstar: -inf < -29.602 < inf | logz: -53.222 +/- 0.469 | dlogz: 1.906 > 0.109
iter: 2420 | bound: 97 | nc: 1 | ncall: 13881 | eff(%): 17.434 | loglstar: -inf < -29.552 < inf | logz: -53.215 +/- 0.469 | dlogz: 1.893 > 0.109
iter: 2421 | bound: 97 | nc: 2 | ncall: 13883 | eff(%): 17.439 | loglstar: -inf < -29.550 < inf | logz: -53.209 +/- 0.469 | dlogz: 1.879 > 0.109
iter: 2422 | bound: 97 | nc: 1 | ncall: 13884 | eff(%): 17.445 | loglstar: -inf < -29.531 < inf | logz: -53.202 +/- 0.469 | dlogz: 1.865 > 0.109
iter: 2423 | bound: 97 | nc: 1 | ncall: 13885 | eff(%): 17.450 | loglstar: -inf < -29.524 < inf | logz: -53.196 +/- 0.469 | dlogz: 1.851 > 0.109
iter: 2424 | bound: 97 | nc: 1 | ncall: 13886 | eff(%): 17.456 | loglstar: -inf < -29.524 < inf | logz: -53.190 +/- 0.470 | dlogz: 1.837 > 0.109
iter: 2425 | bound: 97 | nc: 2 | ncall: 13888 | eff(%): 17.461 | loglstar: -inf < -29.518 < inf | logz: -53.183 +/- 0.470 | dlogz: 1.823 > 0.109
iter: 2426 | bound: 97 | nc: 3 | ncall: 13891 | eff(%): 17.465 | loglstar: -inf < -29.513 < inf | logz: -53.177 +/- 0.470 | dlogz: 1.810 > 0.109
iter: 2427 | bound: 97 | nc: 3 | ncall: 13894 | eff(%): 17.468 | loglstar: -inf < -29.512 < inf | logz: -53.171 +/- 0.470 | dlogz: 1.796 > 0.109
iter: 2428 | bound: 97 | nc: 3 | ncall: 13897 | eff(%): 17.471 | loglstar: -inf < -29.497 < inf | logz: -53.165 +/- 0.470 | dlogz: 1.783 > 0.109
iter: 2429 | bound: 97 | nc: 1 | ncall: 13898 | eff(%): 17.477 | loglstar: -inf < -29.480 < inf | logz: -53.159 +/- 0.470 | dlogz: 1.770 > 0.109
iter: 2430 | bound: 97 | nc: 1 | ncall: 13899 | eff(%): 17.483 | loglstar: -inf < -29.467 < inf | logz: -53.153 +/- 0.470 | dlogz: 1.756 > 0.109
iter: 2431 | bound: 97 | nc: 1 | ncall: 13900 | eff(%): 17.489 | loglstar: -inf < -29.454 < inf | logz: -53.147 +/- 0.470 | dlogz: 1.743 > 0.109
iter: 2432 | bound: 97 | nc: 1 | ncall: 13901 | eff(%): 17.495 | loglstar: -inf < -29.441 < inf | logz: -53.141 +/- 0.470 | dlogz: 1.730 > 0.109
iter: 2433 | bound: 97 | nc: 3 | ncall: 13904 | eff(%): 17.499 | loglstar: -inf < -29.439 < inf | logz: -53.135 +/- 0.470 | dlogz: 1.717 > 0.109
iter: 2434 | bound: 97 | nc: 2 | ncall: 13906 | eff(%): 17.503 | loglstar: -inf < -29.438 < inf | logz: -53.129 +/- 0.470 | dlogz: 1.704 > 0.109
iter: 2435 | bound: 97 | nc: 3 | ncall: 13909 | eff(%): 17.507 | loglstar: -inf < -29.417 < inf | logz: -53.123 +/- 0.470 | dlogz: 1.842 > 0.109
iter: 2436 | bound: 97 | nc: 5 | ncall: 13914 | eff(%): 17.508 | loglstar: -inf < -29.403 < inf | logz: -53.117 +/- 0.470 | dlogz: 1.829 > 0.109
iter: 2437 | bound: 97 | nc: 1 | ncall: 13915 | eff(%): 17.513 | loglstar: -inf < -29.377 < inf | logz: -53.111 +/- 0.470 | dlogz: 1.816 > 0.109
iter: 2438 | bound: 97 | nc: 5 | ncall: 13920 | eff(%): 17.514 | loglstar: -inf < -29.351 < inf | logz: -53.105 +/- 0.470 | dlogz: 1.802 > 0.109
iter: 2439 | bound: 97 | nc: 4 | ncall: 13924 | eff(%): 17.517 | loglstar: -inf < -29.336 < inf | logz: -53.099 +/- 0.470 | dlogz: 1.789 > 0.109
iter: 2440 | bound: 97 | nc: 8 | ncall: 13932 | eff(%): 17.514 | loglstar: -inf < -29.328 < inf | logz: -53.093 +/- 0.470 | dlogz: 1.776 > 0.109
iter: 2441 | bound: 97 | nc: 1 | ncall: 13933 | eff(%): 17.520 | loglstar: -inf < -29.317 < inf | logz: -53.087 +/- 0.470 | dlogz: 1.763 > 0.109
iter: 2442 | bound: 97 | nc: 1 | ncall: 13934 | eff(%): 17.525 | loglstar: -inf < -29.313 < inf | logz: -53.081 +/- 0.470 | dlogz: 1.750 > 0.109
iter: 2443 | bound: 97 | nc: 2 | ncall: 13936 | eff(%): 17.530 | loglstar: -inf < -29.310 < inf | logz: -53.075 +/- 0.470 | dlogz: 1.736 > 0.109
iter: 2444 | bound: 97 | nc: 5 | ncall: 13941 | eff(%): 17.531 | loglstar: -inf < -29.309 < inf | logz: -53.070 +/- 0.470 | dlogz: 1.723 > 0.109
iter: 2445 | bound: 97 | nc: 2 | ncall: 13943 | eff(%): 17.536 | loglstar: -inf < -29.303 < inf | logz: -53.064 +/- 0.470 | dlogz: 1.711 > 0.109
iter: 2446 | bound: 97 | nc: 3 | ncall: 13946 | eff(%): 17.539 | loglstar: -inf < -29.281 < inf | logz: -53.058 +/- 0.470 | dlogz: 1.698 > 0.109
iter: 2447 | bound: 97 | nc: 3 | ncall: 13949 | eff(%): 17.542 | loglstar: -inf < -29.273 < inf | logz: -53.053 +/- 0.470 | dlogz: 1.685 > 0.109
iter: 2448 | bound: 97 | nc: 1 | ncall: 13950 | eff(%): 17.548 | loglstar: -inf < -29.259 < inf | logz: -53.047 +/- 0.470 | dlogz: 1.672 > 0.109
iter: 2449 | bound: 97 | nc: 18 | ncall: 13968 | eff(%): 17.533 | loglstar: -inf < -29.237 < inf | logz: -53.041 +/- 0.470 | dlogz: 1.660 > 0.109
iter: 2450 | bound: 98 | nc: 12 | ncall: 13980 | eff(%): 17.525 | loglstar: -inf < -29.233 < inf | logz: -53.036 +/- 0.470 | dlogz: 1.647 > 0.109
iter: 2451 | bound: 98 | nc: 6 | ncall: 13986 | eff(%): 17.525 | loglstar: -inf < -29.206 < inf | logz: -53.030 +/- 0.470 | dlogz: 1.635 > 0.109
iter: 2452 | bound: 98 | nc: 1 | ncall: 13987 | eff(%): 17.531 | loglstar: -inf < -29.185 < inf | logz: -53.024 +/- 0.470 | dlogz: 1.622 > 0.109
iter: 2453 | bound: 98 | nc: 2 | ncall: 13989 | eff(%): 17.535 | loglstar: -inf < -29.154 < inf | logz: -53.019 +/- 0.471 | dlogz: 1.610 > 0.109
iter: 2454 | bound: 98 | nc: 7 | ncall: 13996 | eff(%): 17.534 | loglstar: -inf < -29.153 < inf | logz: -53.013 +/- 0.471 | dlogz: 1.597 > 0.109
iter: 2455 | bound: 98 | nc: 7 | ncall: 14003 | eff(%): 17.532 | loglstar: -inf < -29.148 < inf | logz: -53.007 +/- 0.471 | dlogz: 1.585 > 0.109
iter: 2456 | bound: 98 | nc: 2 | ncall: 14005 | eff(%): 17.537 | loglstar: -inf < -29.140 < inf | logz: -53.002 +/- 0.471 | dlogz: 1.572 > 0.109
iter: 2457 | bound: 98 | nc: 7 | ncall: 14012 | eff(%): 17.535 | loglstar: -inf < -29.125 < inf | logz: -52.996 +/- 0.471 | dlogz: 1.560 > 0.109
iter: 2458 | bound: 98 | nc: 6 | ncall: 14018 | eff(%): 17.535 | loglstar: -inf < -29.119 < inf | logz: -52.991 +/- 0.471 | dlogz: 1.548 > 0.109
iter: 2459 | bound: 98 | nc: 2 | ncall: 14020 | eff(%): 17.539 | loglstar: -inf < -29.113 < inf | logz: -52.985 +/- 0.471 | dlogz: 1.535 > 0.109
iter: 2460 | bound: 98 | nc: 7 | ncall: 14027 | eff(%): 17.538 | loglstar: -inf < -29.106 < inf | logz: -52.980 +/- 0.471 | dlogz: 1.523 > 0.109
iter: 2461 | bound: 98 | nc: 12 | ncall: 14039 | eff(%): 17.530 | loglstar: -inf < -29.093 < inf | logz: -52.974 +/- 0.471 | dlogz: 1.511 > 0.109
iter: 2462 | bound: 98 | nc: 22 | ncall: 14061 | eff(%): 17.509 | loglstar: -inf < -29.086 < inf | logz: -52.969 +/- 0.471 | dlogz: 1.499 > 0.109
iter: 2463 | bound: 98 | nc: 6 | ncall: 14067 | eff(%): 17.509 | loglstar: -inf < -29.079 < inf | logz: -52.963 +/- 0.471 | dlogz: 1.487 > 0.109
iter: 2464 | bound: 98 | nc: 2 | ncall: 14069 | eff(%): 17.514 | loglstar: -inf < -29.071 < inf | logz: -52.958 +/- 0.471 | dlogz: 1.476 > 0.109
iter: 2465 | bound: 98 | nc: 4 | ncall: 14073 | eff(%): 17.516 | loglstar: -inf < -29.044 < inf | logz: -52.953 +/- 0.471 | dlogz: 1.464 > 0.109
iter: 2466 | bound: 98 | nc: 1 | ncall: 14074 | eff(%): 17.522 | loglstar: -inf < -29.042 < inf | logz: -52.947 +/- 0.471 | dlogz: 1.452 > 0.109
iter: 2467 | bound: 98 | nc: 4 | ncall: 14078 | eff(%): 17.524 | loglstar: -inf < -29.042 < inf | logz: -52.942 +/- 0.471 | dlogz: 1.440 > 0.109
iter: 2468 | bound: 99 | nc: 4 | ncall: 14082 | eff(%): 17.526 | loglstar: -inf < -29.040 < inf | logz: -52.937 +/- 0.471 | dlogz: 1.429 > 0.109
iter: 2469 | bound: 99 | nc: 4 | ncall: 14086 | eff(%): 17.528 | loglstar: -inf < -29.025 < inf | logz: -52.932 +/- 0.471 | dlogz: 1.417 > 0.109
iter: 2470 | bound: 99 | nc: 1 | ncall: 14087 | eff(%): 17.534 | loglstar: -inf < -29.023 < inf | logz: -52.927 +/- 0.471 | dlogz: 1.406 > 0.109
iter: 2471 | bound: 99 | nc: 1 | ncall: 14088 | eff(%): 17.540 | loglstar: -inf < -29.020 < inf | logz: -52.922 +/- 0.471 | dlogz: 1.395 > 0.109
iter: 2472 | bound: 99 | nc: 2 | ncall: 14090 | eff(%): 17.544 | loglstar: -inf < -29.006 < inf | logz: -52.917 +/- 0.471 | dlogz: 1.383 > 0.109
iter: 2473 | bound: 99 | nc: 1 | ncall: 14091 | eff(%): 17.550 | loglstar: -inf < -28.985 < inf | logz: -52.912 +/- 0.471 | dlogz: 1.372 > 0.109
iter: 2474 | bound: 99 | nc: 2 | ncall: 14093 | eff(%): 17.555 | loglstar: -inf < -28.971 < inf | logz: -52.907 +/- 0.471 | dlogz: 1.361 > 0.109
iter: 2475 | bound: 99 | nc: 1 | ncall: 14094 | eff(%): 17.561 | loglstar: -inf < -28.964 < inf | logz: -52.902 +/- 0.471 | dlogz: 1.350 > 0.109
iter: 2476 | bound: 99 | nc: 5 | ncall: 14099 | eff(%): 17.562 | loglstar: -inf < -28.930 < inf | logz: -52.897 +/- 0.471 | dlogz: 1.339 > 0.109
iter: 2477 | bound: 99 | nc: 1 | ncall: 14100 | eff(%): 17.567 | loglstar: -inf < -28.929 < inf | logz: -52.892 +/- 0.471 | dlogz: 1.353 > 0.109
iter: 2478 | bound: 99 | nc: 7 | ncall: 14107 | eff(%): 17.566 | loglstar: -inf < -28.921 < inf | logz: -52.887 +/- 0.471 | dlogz: 1.342 > 0.109
iter: 2479 | bound: 99 | nc: 1 | ncall: 14108 | eff(%): 17.572 | loglstar: -inf < -28.916 < inf | logz: -52.882 +/- 0.471 | dlogz: 1.331 > 0.109
iter: 2480 | bound: 99 | nc: 1 | ncall: 14109 | eff(%): 17.577 | loglstar: -inf < -28.910 < inf | logz: -52.877 +/- 0.471 | dlogz: 1.320 > 0.109
iter: 2481 | bound: 99 | nc: 1 | ncall: 14110 | eff(%): 17.583 | loglstar: -inf < -28.905 < inf | logz: -52.872 +/- 0.471 | dlogz: 1.309 > 0.109
iter: 2482 | bound: 99 | nc: 3 | ncall: 14113 | eff(%): 17.587 | loglstar: -inf < -28.891 < inf | logz: -52.867 +/- 0.471 | dlogz: 1.298 > 0.109
iter: 2483 | bound: 99 | nc: 3 | ncall: 14116 | eff(%): 17.590 | loglstar: -inf < -28.851 < inf | logz: -52.862 +/- 0.472 | dlogz: 1.287 > 0.109
iter: 2484 | bound: 99 | nc: 9 | ncall: 14125 | eff(%): 17.586 | loglstar: -inf < -28.834 < inf | logz: -52.857 +/- 0.472 | dlogz: 1.277 > 0.109
iter: 2485 | bound: 99 | nc: 6 | ncall: 14131 | eff(%): 17.585 | loglstar: -inf < -28.814 < inf | logz: -52.852 +/- 0.472 | dlogz: 1.266 > 0.109
iter: 2486 | bound: 99 | nc: 3 | ncall: 14134 | eff(%): 17.589 | loglstar: -inf < -28.803 < inf | logz: -52.847 +/- 0.472 | dlogz: 1.255 > 0.109
iter: 2487 | bound: 99 | nc: 1 | ncall: 14135 | eff(%): 17.595 | loglstar: -inf < -28.789 < inf | logz: -52.842 +/- 0.472 | dlogz: 1.244 > 0.109
iter: 2488 | bound: 99 | nc: 2 | ncall: 14137 | eff(%): 17.599 | loglstar: -inf < -28.769 < inf | logz: -52.837 +/- 0.472 | dlogz: 1.234 > 0.109
iter: 2489 | bound: 99 | nc: 5 | ncall: 14142 | eff(%): 17.600 | loglstar: -inf < -28.751 < inf | logz: -52.832 +/- 0.472 | dlogz: 1.223 > 0.109
iter: 2490 | bound: 99 | nc: 8 | ncall: 14150 | eff(%): 17.597 | loglstar: -inf < -28.738 < inf | logz: -52.827 +/- 0.472 | dlogz: 1.213 > 0.109
iter: 2491 | bound: 99 | nc: 1 | ncall: 14151 | eff(%): 17.603 | loglstar: -inf < -28.729 < inf | logz: -52.822 +/- 0.472 | dlogz: 1.202 > 0.109
iter: 2492 | bound: 99 | nc: 10 | ncall: 14161 | eff(%): 17.598 | loglstar: -inf < -28.725 < inf | logz: -52.817 +/- 0.472 | dlogz: 1.192 > 0.109
iter: 2493 | bound: 99 | nc: 4 | ncall: 14165 | eff(%): 17.600 | loglstar: -inf < -28.711 < inf | logz: -52.812 +/- 0.472 | dlogz: 1.182 > 0.109
iter: 2494 | bound: 99 | nc: 1 | ncall: 14166 | eff(%): 17.606 | loglstar: -inf < -28.698 < inf | logz: -52.807 +/- 0.472 | dlogz: 1.171 > 0.109
iter: 2495 | bound: 99 | nc: 8 | ncall: 14174 | eff(%): 17.603 | loglstar: -inf < -28.687 < inf | logz: -52.802 +/- 0.472 | dlogz: 1.161 > 0.109
iter: 2496 | bound: 99 | nc: 6 | ncall: 14180 | eff(%): 17.602 | loglstar: -inf < -28.686 < inf | logz: -52.798 +/- 0.472 | dlogz: 1.151 > 0.109
iter: 2497 | bound: 100 | nc: 9 | ncall: 14189 | eff(%): 17.598 | loglstar: -inf < -28.666 < inf | logz: -52.793 +/- 0.472 | dlogz: 1.141 > 0.109
iter: 2498 | bound: 100 | nc: 1 | ncall: 14190 | eff(%): 17.604 | loglstar: -inf < -28.654 < inf | logz: -52.788 +/- 0.472 | dlogz: 1.131 > 0.109
iter: 2499 | bound: 100 | nc: 1 | ncall: 14191 | eff(%): 17.610 | loglstar: -inf < -28.648 < inf | logz: -52.783 +/- 0.472 | dlogz: 1.121 > 0.109
iter: 2500 | bound: 100 | nc: 3 | ncall: 14194 | eff(%): 17.613 | loglstar: -inf < -28.642 < inf | logz: -52.778 +/- 0.472 | dlogz: 1.111 > 0.109
iter: 2501 | bound: 100 | nc: 1 | ncall: 14195 | eff(%): 17.619 | loglstar: -inf < -28.635 < inf | logz: -52.774 +/- 0.472 | dlogz: 1.134 > 0.109
iter: 2502 | bound: 100 | nc: 2 | ncall: 14197 | eff(%): 17.623 | loglstar: -inf < -28.627 < inf | logz: -52.769 +/- 0.472 | dlogz: 1.124 > 0.109
iter: 2503 | bound: 100 | nc: 1 | ncall: 14198 | eff(%): 17.629 | loglstar: -inf < -28.624 < inf | logz: -52.764 +/- 0.472 | dlogz: 1.114 > 0.109
iter: 2504 | bound: 100 | nc: 5 | ncall: 14203 | eff(%): 17.630 | loglstar: -inf < -28.619 < inf | logz: -52.760 +/- 0.472 | dlogz: 1.104 > 0.109
iter: 2505 | bound: 100 | nc: 1 | ncall: 14204 | eff(%): 17.636 | loglstar: -inf < -28.611 < inf | logz: -52.755 +/- 0.472 | dlogz: 1.095 > 0.109
iter: 2506 | bound: 100 | nc: 1 | ncall: 14205 | eff(%): 17.642 | loglstar: -inf < -28.606 < inf | logz: -52.751 +/- 0.472 | dlogz: 1.085 > 0.109
iter: 2507 | bound: 100 | nc: 1 | ncall: 14206 | eff(%): 17.647 | loglstar: -inf < -28.604 < inf | logz: -52.746 +/- 0.472 | dlogz: 1.075 > 0.109
iter: 2508 | bound: 100 | nc: 1 | ncall: 14207 | eff(%): 17.653 | loglstar: -inf < -28.601 < inf | logz: -52.742 +/- 0.472 | dlogz: 1.145 > 0.109
iter: 2509 | bound: 100 | nc: 4 | ncall: 14211 | eff(%): 17.655 | loglstar: -inf < -28.596 < inf | logz: -52.737 +/- 0.472 | dlogz: 1.135 > 0.109
iter: 2510 | bound: 100 | nc: 3 | ncall: 14214 | eff(%): 17.659 | loglstar: -inf < -28.584 < inf | logz: -52.733 +/- 0.472 | dlogz: 1.125 > 0.109
iter: 2511 | bound: 100 | nc: 7 | ncall: 14221 | eff(%): 17.657 | loglstar: -inf < -28.583 < inf | logz: -52.729 +/- 0.473 | dlogz: 1.116 > 0.109
iter: 2512 | bound: 100 | nc: 1 | ncall: 14222 | eff(%): 17.663 | loglstar: -inf < -28.579 < inf | logz: -52.724 +/- 0.473 | dlogz: 1.106 > 0.109
iter: 2513 | bound: 100 | nc: 4 | ncall: 14226 | eff(%): 17.665 | loglstar: -inf < -28.577 < inf | logz: -52.720 +/- 0.473 | dlogz: 1.097 > 0.109
iter: 2514 | bound: 100 | nc: 2 | ncall: 14228 | eff(%): 17.669 | loglstar: -inf < -28.576 < inf | logz: -52.716 +/- 0.473 | dlogz: 1.087 > 0.109
iter: 2515 | bound: 100 | nc: 3 | ncall: 14231 | eff(%): 17.673 | loglstar: -inf < -28.572 < inf | logz: -52.712 +/- 0.473 | dlogz: 1.078 > 0.109
iter: 2516 | bound: 100 | nc: 1 | ncall: 14232 | eff(%): 17.678 | loglstar: -inf < -28.569 < inf | logz: -52.708 +/- 0.473 | dlogz: 1.069 > 0.109
iter: 2517 | bound: 100 | nc: 1 | ncall: 14233 | eff(%): 17.684 | loglstar: -inf < -28.556 < inf | logz: -52.704 +/- 0.473 | dlogz: 1.059 > 0.109
iter: 2518 | bound: 100 | nc: 7 | ncall: 14240 | eff(%): 17.683 | loglstar: -inf < -28.548 < inf | logz: -52.700 +/- 0.473 | dlogz: 1.050 > 0.109
iter: 2519 | bound: 100 | nc: 2 | ncall: 14242 | eff(%): 17.687 | loglstar: -inf < -28.540 < inf | logz: -52.696 +/- 0.473 | dlogz: 1.041 > 0.109
iter: 2520 | bound: 100 | nc: 2 | ncall: 14244 | eff(%): 17.692 | loglstar: -inf < -28.534 < inf | logz: -52.692 +/- 0.473 | dlogz: 1.032 > 0.109
iter: 2521 | bound: 100 | nc: 3 | ncall: 14247 | eff(%): 17.695 | loglstar: -inf < -28.516 < inf | logz: -52.688 +/- 0.473 | dlogz: 1.023 > 0.109
iter: 2522 | bound: 100 | nc: 1 | ncall: 14248 | eff(%): 17.701 | loglstar: -inf < -28.514 < inf | logz: -52.684 +/- 0.473 | dlogz: 1.014 > 0.109
iter: 2523 | bound: 100 | nc: 1 | ncall: 14249 | eff(%): 17.707 | loglstar: -inf < -28.513 < inf | logz: -52.680 +/- 0.473 | dlogz: 1.006 > 0.109
iter: 2524 | bound: 100 | nc: 1 | ncall: 14250 | eff(%): 17.712 | loglstar: -inf < -28.504 < inf | logz: -52.676 +/- 0.473 | dlogz: 0.997 > 0.109
iter: 2525 | bound: 100 | nc: 3 | ncall: 14253 | eff(%): 17.716 | loglstar: -inf < -28.500 < inf | logz: -52.672 +/- 0.473 | dlogz: 0.988 > 0.109
iter: 2526 | bound: 100 | nc: 3 | ncall: 14256 | eff(%): 17.719 | loglstar: -inf < -28.495 < inf | logz: -52.668 +/- 0.473 | dlogz: 0.979 > 0.109
iter: 2527 | bound: 100 | nc: 13 | ncall: 14269 | eff(%): 17.710 | loglstar: -inf < -28.485 < inf | logz: -52.664 +/- 0.473 | dlogz: 0.971 > 0.109
iter: 2528 | bound: 100 | nc: 2 | ncall: 14271 | eff(%): 17.714 | loglstar: -inf < -28.473 < inf | logz: -52.661 +/- 0.473 | dlogz: 0.962 > 0.109
iter: 2529 | bound: 100 | nc: 2 | ncall: 14273 | eff(%): 17.719 | loglstar: -inf < -28.472 < inf | logz: -52.657 +/- 0.473 | dlogz: 0.954 > 0.109
iter: 2530 | bound: 100 | nc: 2 | ncall: 14275 | eff(%): 17.723 | loglstar: -inf < -28.469 < inf | logz: -52.653 +/- 0.473 | dlogz: 0.945 > 0.109
iter: 2531 | bound: 100 | nc: 2 | ncall: 14277 | eff(%): 17.728 | loglstar: -inf < -28.468 < inf | logz: -52.649 +/- 0.473 | dlogz: 0.937 > 0.109
iter: 2532 | bound: 100 | nc: 7 | ncall: 14284 | eff(%): 17.726 | loglstar: -inf < -28.462 < inf | logz: -52.646 +/- 0.473 | dlogz: 0.929 > 0.109
iter: 2533 | bound: 100 | nc: 2 | ncall: 14286 | eff(%): 17.731 | loglstar: -inf < -28.457 < inf | logz: -52.642 +/- 0.473 | dlogz: 0.921 > 0.109
iter: 2534 | bound: 100 | nc: 2 | ncall: 14288 | eff(%): 17.735 | loglstar: -inf < -28.450 < inf | logz: -52.639 +/- 0.473 | dlogz: 0.913 > 0.109
iter: 2535 | bound: 101 | nc: 1 | ncall: 14289 | eff(%): 17.741 | loglstar: -inf < -28.450 < inf | logz: -52.635 +/- 0.473 | dlogz: 0.904 > 0.109
iter: 2536 | bound: 101 | nc: 7 | ncall: 14296 | eff(%): 17.739 | loglstar: -inf < -28.445 < inf | logz: -52.632 +/- 0.473 | dlogz: 0.896 > 0.109
iter: 2537 | bound: 101 | nc: 6 | ncall: 14302 | eff(%): 17.739 | loglstar: -inf < -28.443 < inf | logz: -52.628 +/- 0.473 | dlogz: 0.888 > 0.109
iter: 2538 | bound: 101 | nc: 2 | ncall: 14304 | eff(%): 17.743 | loglstar: -inf < -28.442 < inf | logz: -52.625 +/- 0.473 | dlogz: 0.881 > 0.109
iter: 2539 | bound: 101 | nc: 4 | ncall: 14308 | eff(%): 17.745 | loglstar: -inf < -28.440 < inf | logz: -52.621 +/- 0.473 | dlogz: 0.873 > 0.109
iter: 2540 | bound: 101 | nc: 5 | ncall: 14313 | eff(%): 17.746 | loglstar: -inf < -28.440 < inf | logz: -52.618 +/- 0.473 | dlogz: 0.865 > 0.109
iter: 2541 | bound: 101 | nc: 1 | ncall: 14314 | eff(%): 17.752 | loglstar: -inf < -28.432 < inf | logz: -52.615 +/- 0.473 | dlogz: 0.857 > 0.109
iter: 2542 | bound: 101 | nc: 3 | ncall: 14317 | eff(%): 17.755 | loglstar: -inf < -28.427 < inf | logz: -52.611 +/- 0.473 | dlogz: 0.850 > 0.109
iter: 2543 | bound: 101 | nc: 1 | ncall: 14318 | eff(%): 17.761 | loglstar: -inf < -28.425 < inf | logz: -52.608 +/- 0.473 | dlogz: 0.842 > 0.109
iter: 2544 | bound: 101 | nc: 3 | ncall: 14321 | eff(%): 17.764 | loglstar: -inf < -28.422 < inf | logz: -52.605 +/- 0.473 | dlogz: 0.835 > 0.109
iter: 2545 | bound: 101 | nc: 1 | ncall: 14322 | eff(%): 17.770 | loglstar: -inf < -28.415 < inf | logz: -52.602 +/- 0.473 | dlogz: 0.827 > 0.109
iter: 2546 | bound: 101 | nc: 7 | ncall: 14329 | eff(%): 17.768 | loglstar: -inf < -28.405 < inf | logz: -52.598 +/- 0.473 | dlogz: 0.820 > 0.109
iter: 2547 | bound: 101 | nc: 3 | ncall: 14332 | eff(%): 17.771 | loglstar: -inf < -28.405 < inf | logz: -52.595 +/- 0.473 | dlogz: 0.813 > 0.109
iter: 2548 | bound: 101 | nc: 2 | ncall: 14334 | eff(%): 17.776 | loglstar: -inf < -28.402 < inf | logz: -52.592 +/- 0.474 | dlogz: 0.805 > 0.109
iter: 2549 | bound: 101 | nc: 6 | ncall: 14340 | eff(%): 17.775 | loglstar: -inf < -28.386 < inf | logz: -52.589 +/- 0.474 | dlogz: 0.798 > 0.109
iter: 2550 | bound: 101 | nc: 1 | ncall: 14341 | eff(%): 17.781 | loglstar: -inf < -28.381 < inf | logz: -52.586 +/- 0.474 | dlogz: 0.791 > 0.109
iter: 2551 | bound: 101 | nc: 11 | ncall: 14352 | eff(%): 17.775 | loglstar: -inf < -28.372 < inf | logz: -52.583 +/- 0.474 | dlogz: 0.784 > 0.109
iter: 2552 | bound: 101 | nc: 2 | ncall: 14354 | eff(%): 17.779 | loglstar: -inf < -28.370 < inf | logz: -52.580 +/- 0.474 | dlogz: 0.777 > 0.109
iter: 2553 | bound: 101 | nc: 1 | ncall: 14355 | eff(%): 17.785 | loglstar: -inf < -28.365 < inf | logz: -52.577 +/- 0.474 | dlogz: 0.770 > 0.109
iter: 2554 | bound: 101 | nc: 1 | ncall: 14356 | eff(%): 17.790 | loglstar: -inf < -28.345 < inf | logz: -52.574 +/- 0.474 | dlogz: 0.763 > 0.109
iter: 2555 | bound: 101 | nc: 12 | ncall: 14368 | eff(%): 17.783 | loglstar: -inf < -28.342 < inf | logz: -52.571 +/- 0.474 | dlogz: 0.756 > 0.109
iter: 2556 | bound: 101 | nc: 2 | ncall: 14370 | eff(%): 17.787 | loglstar: -inf < -28.341 < inf | logz: -52.568 +/- 0.474 | dlogz: 0.749 > 0.109
iter: 2557 | bound: 101 | nc: 1 | ncall: 14371 | eff(%): 17.793 | loglstar: -inf < -28.315 < inf | logz: -52.565 +/- 0.474 | dlogz: 0.742 > 0.109
iter: 2558 | bound: 101 | nc: 3 | ncall: 14374 | eff(%): 17.796 | loglstar: -inf < -28.308 < inf | logz: -52.562 +/- 0.474 | dlogz: 0.735 > 0.109
iter: 2559 | bound: 101 | nc: 10 | ncall: 14384 | eff(%): 17.791 | loglstar: -inf < -28.301 < inf | logz: -52.559 +/- 0.474 | dlogz: 0.729 > 0.109
iter: 2560 | bound: 102 | nc: 7 | ncall: 14391 | eff(%): 17.789 | loglstar: -inf < -28.292 < inf | logz: -52.556 +/- 0.474 | dlogz: 0.722 > 0.109
iter: 2561 | bound: 102 | nc: 1 | ncall: 14392 | eff(%): 17.795 | loglstar: -inf < -28.288 < inf | logz: -52.553 +/- 0.474 | dlogz: 0.715 > 0.109
iter: 2562 | bound: 102 | nc: 6 | ncall: 14398 | eff(%): 17.794 | loglstar: -inf < -28.282 < inf | logz: -52.550 +/- 0.474 | dlogz: 0.709 > 0.109
iter: 2563 | bound: 102 | nc: 2 | ncall: 14400 | eff(%): 17.799 | loglstar: -inf < -28.279 < inf | logz: -52.547 +/- 0.474 | dlogz: 0.702 > 0.109
iter: 2564 | bound: 102 | nc: 2 | ncall: 14402 | eff(%): 17.803 | loglstar: -inf < -28.268 < inf | logz: -52.544 +/- 0.474 | dlogz: 0.696 > 0.109
iter: 2565 | bound: 102 | nc: 1 | ncall: 14403 | eff(%): 17.809 | loglstar: -inf < -28.260 < inf | logz: -52.541 +/- 0.474 | dlogz: 0.689 > 0.109
iter: 2566 | bound: 102 | nc: 6 | ncall: 14409 | eff(%): 17.808 | loglstar: -inf < -28.257 < inf | logz: -52.538 +/- 0.474 | dlogz: 0.683 > 0.109
iter: 2567 | bound: 102 | nc: 2 | ncall: 14411 | eff(%): 17.813 | loglstar: -inf < -28.254 < inf | logz: -52.535 +/- 0.474 | dlogz: 0.677 > 0.109
iter: 2568 | bound: 102 | nc: 2 | ncall: 14413 | eff(%): 17.817 | loglstar: -inf < -28.251 < inf | logz: -52.533 +/- 0.474 | dlogz: 0.670 > 0.109
iter: 2569 | bound: 102 | nc: 15 | ncall: 14428 | eff(%): 17.806 | loglstar: -inf < -28.245 < inf | logz: -52.530 +/- 0.474 | dlogz: 0.664 > 0.109
iter: 2570 | bound: 102 | nc: 18 | ncall: 14446 | eff(%): 17.790 | loglstar: -inf < -28.245 < inf | logz: -52.527 +/- 0.474 | dlogz: 0.658 > 0.109
iter: 2571 | bound: 102 | nc: 2 | ncall: 14448 | eff(%): 17.795 | loglstar: -inf < -28.238 < inf | logz: -52.524 +/- 0.474 | dlogz: 0.652 > 0.109
iter: 2572 | bound: 102 | nc: 3 | ncall: 14451 | eff(%): 17.798 | loglstar: -inf < -28.223 < inf | logz: -52.522 +/- 0.474 | dlogz: 0.646 > 0.109
iter: 2573 | bound: 102 | nc: 8 | ncall: 14459 | eff(%): 17.795 | loglstar: -inf < -28.219 < inf | logz: -52.519 +/- 0.474 | dlogz: 0.640 > 0.109
iter: 2574 | bound: 102 | nc: 3 | ncall: 14462 | eff(%): 17.798 | loglstar: -inf < -28.217 < inf | logz: -52.516 +/- 0.474 | dlogz: 0.634 > 0.109
iter: 2575 | bound: 102 | nc: 1 | ncall: 14463 | eff(%): 17.804 | loglstar: -inf < -28.206 < inf | logz: -52.514 +/- 0.474 | dlogz: 0.628 > 0.109
iter: 2576 | bound: 102 | nc: 3 | ncall: 14466 | eff(%): 17.807 | loglstar: -inf < -28.205 < inf | logz: -52.511 +/- 0.474 | dlogz: 0.622 > 0.109
iter: 2577 | bound: 102 | nc: 8 | ncall: 14474 | eff(%): 17.804 | loglstar: -inf < -28.201 < inf | logz: -52.508 +/- 0.474 | dlogz: 0.616 > 0.109
iter: 2578 | bound: 102 | nc: 2 | ncall: 14476 | eff(%): 17.809 | loglstar: -inf < -28.195 < inf | logz: -52.506 +/- 0.474 | dlogz: 0.611 > 0.109
iter: 2579 | bound: 102 | nc: 1 | ncall: 14477 | eff(%): 17.814 | loglstar: -inf < -28.194 < inf | logz: -52.503 +/- 0.474 | dlogz: 0.605 > 0.109
iter: 2580 | bound: 102 | nc: 7 | ncall: 14484 | eff(%): 17.813 | loglstar: -inf < -28.194 < inf | logz: -52.500 +/- 0.474 | dlogz: 0.599 > 0.109
iter: 2581 | bound: 102 | nc: 5 | ncall: 14489 | eff(%): 17.814 | loglstar: -inf < -28.178 < inf | logz: -52.498 +/- 0.474 | dlogz: 0.594 > 0.109
iter: 2582 | bound: 103 | nc: 10 | ncall: 14499 | eff(%): 17.808 | loglstar: -inf < -28.174 < inf | logz: -52.495 +/- 0.474 | dlogz: 0.588 > 0.109
iter: 2583 | bound: 103 | nc: 1 | ncall: 14500 | eff(%): 17.814 | loglstar: -inf < -28.167 < inf | logz: -52.493 +/- 0.474 | dlogz: 0.582 > 0.109
iter: 2584 | bound: 103 | nc: 6 | ncall: 14506 | eff(%): 17.813 | loglstar: -inf < -28.167 < inf | logz: -52.490 +/- 0.474 | dlogz: 0.577 > 0.109
iter: 2585 | bound: 103 | nc: 1 | ncall: 14507 | eff(%): 17.819 | loglstar: -inf < -28.166 < inf | logz: -52.488 +/- 0.474 | dlogz: 0.572 > 0.109
iter: 2586 | bound: 103 | nc: 5 | ncall: 14512 | eff(%): 17.820 | loglstar: -inf < -28.157 < inf | logz: -52.485 +/- 0.474 | dlogz: 0.566 > 0.109
iter: 2587 | bound: 103 | nc: 5 | ncall: 14517 | eff(%): 17.820 | loglstar: -inf < -28.155 < inf | logz: -52.483 +/- 0.474 | dlogz: 0.561 > 0.109
iter: 2588 | bound: 103 | nc: 2 | ncall: 14519 | eff(%): 17.825 | loglstar: -inf < -28.150 < inf | logz: -52.481 +/- 0.474 | dlogz: 0.556 > 0.109
iter: 2589 | bound: 103 | nc: 2 | ncall: 14521 | eff(%): 17.829 | loglstar: -inf < -28.142 < inf | logz: -52.478 +/- 0.474 | dlogz: 0.550 > 0.109
iter: 2590 | bound: 103 | nc: 3 | ncall: 14524 | eff(%): 17.833 | loglstar: -inf < -28.132 < inf | logz: -52.476 +/- 0.474 | dlogz: 0.545 > 0.109
iter: 2591 | bound: 103 | nc: 2 | ncall: 14526 | eff(%): 17.837 | loglstar: -inf < -28.127 < inf | logz: -52.473 +/- 0.474 | dlogz: 0.540 > 0.109
iter: 2592 | bound: 103 | nc: 8 | ncall: 14534 | eff(%): 17.834 | loglstar: -inf < -28.122 < inf | logz: -52.471 +/- 0.474 | dlogz: 0.535 > 0.109
iter: 2593 | bound: 103 | nc: 5 | ncall: 14539 | eff(%): 17.835 | loglstar: -inf < -28.110 < inf | logz: -52.469 +/- 0.474 | dlogz: 0.530 > 0.109
iter: 2594 | bound: 103 | nc: 12 | ncall: 14551 | eff(%): 17.827 | loglstar: -inf < -28.108 < inf | logz: -52.466 +/- 0.474 | dlogz: 0.525 > 0.109
iter: 2595 | bound: 103 | nc: 3 | ncall: 14554 | eff(%): 17.830 | loglstar: -inf < -28.108 < inf | logz: -52.464 +/- 0.474 | dlogz: 0.520 > 0.109
iter: 2596 | bound: 103 | nc: 8 | ncall: 14562 | eff(%): 17.827 | loglstar: -inf < -28.106 < inf | logz: -52.462 +/- 0.474 | dlogz: 0.515 > 0.109
iter: 2597 | bound: 103 | nc: 13 | ncall: 14575 | eff(%): 17.818 | loglstar: -inf < -28.096 < inf | logz: -52.460 +/- 0.474 | dlogz: 0.510 > 0.109
iter: 2598 | bound: 103 | nc: 4 | ncall: 14579 | eff(%): 17.820 | loglstar: -inf < -28.095 < inf | logz: -52.457 +/- 0.475 | dlogz: 0.505 > 0.109
iter: 2599 | bound: 103 | nc: 1 | ncall: 14580 | eff(%): 17.826 | loglstar: -inf < -28.093 < inf | logz: -52.455 +/- 0.475 | dlogz: 0.500 > 0.109
iter: 2600 | bound: 103 | nc: 4 | ncall: 14584 | eff(%): 17.828 | loglstar: -inf < -28.087 < inf | logz: -52.453 +/- 0.475 | dlogz: 0.495 > 0.109
iter: 2601 | bound: 103 | nc: 6 | ncall: 14590 | eff(%): 17.827 | loglstar: -inf < -28.085 < inf | logz: -52.451 +/- 0.475 | dlogz: 0.491 > 0.109
iter: 2602 | bound: 103 | nc: 1 | ncall: 14591 | eff(%): 17.833 | loglstar: -inf < -28.081 < inf | logz: -52.448 +/- 0.475 | dlogz: 0.486 > 0.109
iter: 2603 | bound: 104 | nc: 9 | ncall: 14600 | eff(%): 17.829 | loglstar: -inf < -28.080 < inf | logz: -52.446 +/- 0.475 | dlogz: 0.481 > 0.109
iter: 2604 | bound: 104 | nc: 4 | ncall: 14604 | eff(%): 17.831 | loglstar: -inf < -28.078 < inf | logz: -52.444 +/- 0.475 | dlogz: 0.477 > 0.109
iter: 2605 | bound: 104 | nc: 4 | ncall: 14608 | eff(%): 17.833 | loglstar: -inf < -28.078 < inf | logz: -52.442 +/- 0.475 | dlogz: 0.472 > 0.109
iter: 2606 | bound: 104 | nc: 4 | ncall: 14612 | eff(%): 17.835 | loglstar: -inf < -28.077 < inf | logz: -52.440 +/- 0.475 | dlogz: 0.468 > 0.109
iter: 2607 | bound: 104 | nc: 1 | ncall: 14613 | eff(%): 17.840 | loglstar: -inf < -28.076 < inf | logz: -52.438 +/- 0.475 | dlogz: 0.463 > 0.109
iter: 2608 | bound: 104 | nc: 5 | ncall: 14618 | eff(%): 17.841 | loglstar: -inf < -28.075 < inf | logz: -52.436 +/- 0.475 | dlogz: 0.459 > 0.109
iter: 2609 | bound: 104 | nc: 8 | ncall: 14626 | eff(%): 17.838 | loglstar: -inf < -28.071 < inf | logz: -52.434 +/- 0.475 | dlogz: 0.454 > 0.109
iter: 2610 | bound: 104 | nc: 6 | ncall: 14632 | eff(%): 17.838 | loglstar: -inf < -28.070 < inf | logz: -52.432 +/- 0.475 | dlogz: 0.450 > 0.109
iter: 2611 | bound: 104 | nc: 5 | ncall: 14637 | eff(%): 17.838 | loglstar: -inf < -28.067 < inf | logz: -52.430 +/- 0.475 | dlogz: 0.446 > 0.109
iter: 2612 | bound: 104 | nc: 8 | ncall: 14645 | eff(%): 17.835 | loglstar: -inf < -28.065 < inf | logz: -52.428 +/- 0.475 | dlogz: 0.441 > 0.109
iter: 2613 | bound: 104 | nc: 5 | ncall: 14650 | eff(%): 17.836 | loglstar: -inf < -28.057 < inf | logz: -52.426 +/- 0.475 | dlogz: 0.437 > 0.109
iter: 2614 | bound: 104 | nc: 10 | ncall: 14660 | eff(%): 17.831 | loglstar: -inf < -28.057 < inf | logz: -52.424 +/- 0.475 | dlogz: 0.433 > 0.109
iter: 2615 | bound: 104 | nc: 21 | ncall: 14681 | eff(%): 17.812 | loglstar: -inf < -28.051 < inf | logz: -52.422 +/- 0.475 | dlogz: 0.429 > 0.109
iter: 2616 | bound: 104 | nc: 3 | ncall: 14684 | eff(%): 17.815 | loglstar: -inf < -28.050 < inf | logz: -52.420 +/- 0.475 | dlogz: 0.425 > 0.109
iter: 2617 | bound: 104 | nc: 1 | ncall: 14685 | eff(%): 17.821 | loglstar: -inf < -28.050 < inf | logz: -52.418 +/- 0.475 | dlogz: 0.421 > 0.109
iter: 2618 | bound: 104 | nc: 8 | ncall: 14693 | eff(%): 17.818 | loglstar: -inf < -28.049 < inf | logz: -52.416 +/- 0.475 | dlogz: 0.416 > 0.109
iter: 2619 | bound: 105 | nc: 8 | ncall: 14701 | eff(%): 17.815 | loglstar: -inf < -28.048 < inf | logz: -52.415 +/- 0.475 | dlogz: 0.412 > 0.109
iter: 2620 | bound: 105 | nc: 5 | ncall: 14706 | eff(%): 17.816 | loglstar: -inf < -28.044 < inf | logz: -52.413 +/- 0.475 | dlogz: 0.408 > 0.109
iter: 2621 | bound: 105 | nc: 1 | ncall: 14707 | eff(%): 17.821 | loglstar: -inf < -28.042 < inf | logz: -52.411 +/- 0.475 | dlogz: 0.405 > 0.109
iter: 2622 | bound: 105 | nc: 9 | ncall: 14716 | eff(%): 17.817 | loglstar: -inf < -28.029 < inf | logz: -52.409 +/- 0.475 | dlogz: 0.401 > 0.109
iter: 2623 | bound: 105 | nc: 12 | ncall: 14728 | eff(%): 17.810 | loglstar: -inf < -28.024 < inf | logz: -52.407 +/- 0.475 | dlogz: 0.397 > 0.109
iter: 2624 | bound: 105 | nc: 13 | ncall: 14741 | eff(%): 17.801 | loglstar: -inf < -28.021 < inf | logz: -52.406 +/- 0.475 | dlogz: 0.393 > 0.109
iter: 2625 | bound: 105 | nc: 6 | ncall: 14747 | eff(%): 17.800 | loglstar: -inf < -28.017 < inf | logz: -52.404 +/- 0.475 | dlogz: 0.389 > 0.109
iter: 2626 | bound: 105 | nc: 12 | ncall: 14759 | eff(%): 17.793 | loglstar: -inf < -28.007 < inf | logz: -52.402 +/- 0.475 | dlogz: 0.385 > 0.109
iter: 2627 | bound: 105 | nc: 3 | ncall: 14762 | eff(%): 17.796 | loglstar: -inf < -28.006 < inf | logz: -52.400 +/- 0.475 | dlogz: 0.382 > 0.109
iter: 2628 | bound: 105 | nc: 5 | ncall: 14767 | eff(%): 17.796 | loglstar: -inf < -28.001 < inf | logz: -52.399 +/- 0.475 | dlogz: 0.378 > 0.109
iter: 2629 | bound: 105 | nc: 1 | ncall: 14768 | eff(%): 17.802 | loglstar: -inf < -27.999 < inf | logz: -52.397 +/- 0.475 | dlogz: 0.374 > 0.109
iter: 2630 | bound: 105 | nc: 8 | ncall: 14776 | eff(%): 17.799 | loglstar: -inf < -27.995 < inf | logz: -52.395 +/- 0.475 | dlogz: 0.371 > 0.109
iter: 2631 | bound: 105 | nc: 1 | ncall: 14777 | eff(%): 17.805 | loglstar: -inf < -27.984 < inf | logz: -52.393 +/- 0.475 | dlogz: 0.367 > 0.109
iter: 2632 | bound: 105 | nc: 2 | ncall: 14779 | eff(%): 17.809 | loglstar: -inf < -27.980 < inf | logz: -52.392 +/- 0.475 | dlogz: 0.364 > 0.109
iter: 2633 | bound: 105 | nc: 10 | ncall: 14789 | eff(%): 17.804 | loglstar: -inf < -27.977 < inf | logz: -52.390 +/- 0.475 | dlogz: 0.360 > 0.109
iter: 2634 | bound: 105 | nc: 10 | ncall: 14799 | eff(%): 17.798 | loglstar: -inf < -27.969 < inf | logz: -52.388 +/- 0.475 | dlogz: 0.356 > 0.109
iter: 2635 | bound: 106 | nc: 9 | ncall: 14808 | eff(%): 17.794 | loglstar: -inf < -27.968 < inf | logz: -52.387 +/- 0.475 | dlogz: 0.353 > 0.109
iter: 2636 | bound: 106 | nc: 7 | ncall: 14815 | eff(%): 17.793 | loglstar: -inf < -27.963 < inf | logz: -52.385 +/- 0.475 | dlogz: 0.350 > 0.109
iter: 2637 | bound: 106 | nc: 5 | ncall: 14820 | eff(%): 17.794 | loglstar: -inf < -27.957 < inf | logz: -52.384 +/- 0.475 | dlogz: 0.346 > 0.109
iter: 2638 | bound: 106 | nc: 10 | ncall: 14830 | eff(%): 17.788 | loglstar: -inf < -27.953 < inf | logz: -52.382 +/- 0.475 | dlogz: 0.343 > 0.109
iter: 2639 | bound: 106 | nc: 1 | ncall: 14831 | eff(%): 17.794 | loglstar: -inf < -27.950 < inf | logz: -52.380 +/- 0.475 | dlogz: 0.339 > 0.109
iter: 2640 | bound: 106 | nc: 6 | ncall: 14837 | eff(%): 17.793 | loglstar: -inf < -27.940 < inf | logz: -52.379 +/- 0.475 | dlogz: 0.336 > 0.109
iter: 2641 | bound: 106 | nc: 1 | ncall: 14838 | eff(%): 17.799 | loglstar: -inf < -27.923 < inf | logz: -52.377 +/- 0.475 | dlogz: 0.333 > 0.109
iter: 2642 | bound: 106 | nc: 6 | ncall: 14844 | eff(%): 17.798 | loglstar: -inf < -27.921 < inf | logz: -52.375 +/- 0.475 | dlogz: 0.330 > 0.109
iter: 2643 | bound: 106 | nc: 8 | ncall: 14852 | eff(%): 17.796 | loglstar: -inf < -27.921 < inf | logz: -52.374 +/- 0.475 | dlogz: 0.326 > 0.109
iter: 2644 | bound: 106 | nc: 1 | ncall: 14853 | eff(%): 17.801 | loglstar: -inf < -27.920 < inf | logz: -52.372 +/- 0.475 | dlogz: 0.323 > 0.109
iter: 2645 | bound: 106 | nc: 16 | ncall: 14869 | eff(%): 17.789 | loglstar: -inf < -27.918 < inf | logz: -52.371 +/- 0.475 | dlogz: 0.320 > 0.109
iter: 2646 | bound: 106 | nc: 22 | ncall: 14891 | eff(%): 17.769 | loglstar: -inf < -27.896 < inf | logz: -52.369 +/- 0.475 | dlogz: 0.317 > 0.109
iter: 2647 | bound: 107 | nc: 19 | ncall: 14910 | eff(%): 17.753 | loglstar: -inf < -27.888 < inf | logz: -52.368 +/- 0.475 | dlogz: 0.314 > 0.109
iter: 2648 | bound: 107 | nc: 4 | ncall: 14914 | eff(%): 17.755 | loglstar: -inf < -27.884 < inf | logz: -52.366 +/- 0.475 | dlogz: 0.311 > 0.109
iter: 2649 | bound: 107 | nc: 1 | ncall: 14915 | eff(%): 17.761 | loglstar: -inf < -27.882 < inf | logz: -52.365 +/- 0.475 | dlogz: 0.308 > 0.109
iter: 2650 | bound: 107 | nc: 7 | ncall: 14922 | eff(%): 17.759 | loglstar: -inf < -27.881 < inf | logz: -52.363 +/- 0.475 | dlogz: 0.305 > 0.109
iter: 2651 | bound: 107 | nc: 8 | ncall: 14930 | eff(%): 17.756 | loglstar: -inf < -27.868 < inf | logz: -52.362 +/- 0.475 | dlogz: 0.302 > 0.109
iter: 2652 | bound: 107 | nc: 4 | ncall: 14934 | eff(%): 17.758 | loglstar: -inf < -27.867 < inf | logz: -52.360 +/- 0.475 | dlogz: 0.299 > 0.109
iter: 2653 | bound: 107 | nc: 3 | ncall: 14937 | eff(%): 17.761 | loglstar: -inf < -27.859 < inf | logz: -52.359 +/- 0.475 | dlogz: 0.296 > 0.109
iter: 2654 | bound: 107 | nc: 4 | ncall: 14941 | eff(%): 17.763 | loglstar: -inf < -27.835 < inf | logz: -52.357 +/- 0.475 | dlogz: 0.323 > 0.109
iter: 2655 | bound: 107 | nc: 1 | ncall: 14942 | eff(%): 17.769 | loglstar: -inf < -27.834 < inf | logz: -52.356 +/- 0.475 | dlogz: 0.320 > 0.109
iter: 2656 | bound: 107 | nc: 3 | ncall: 14945 | eff(%): 17.772 | loglstar: -inf < -27.827 < inf | logz: -52.354 +/- 0.475 | dlogz: 0.316 > 0.109
iter: 2657 | bound: 107 | nc: 8 | ncall: 14953 | eff(%): 17.769 | loglstar: -inf < -27.826 < inf | logz: -52.353 +/- 0.475 | dlogz: 0.313 > 0.109
iter: 2658 | bound: 107 | nc: 3 | ncall: 14956 | eff(%): 17.772 | loglstar: -inf < -27.818 < inf | logz: -52.351 +/- 0.475 | dlogz: 0.310 > 0.109
iter: 2659 | bound: 107 | nc: 10 | ncall: 14966 | eff(%): 17.767 | loglstar: -inf < -27.816 < inf | logz: -52.350 +/- 0.475 | dlogz: 0.307 > 0.109
iter: 2660 | bound: 107 | nc: 4 | ncall: 14970 | eff(%): 17.769 | loglstar: -inf < -27.816 < inf | logz: -52.348 +/- 0.475 | dlogz: 0.304 > 0.109
iter: 2661 | bound: 107 | nc: 4 | ncall: 14974 | eff(%): 17.771 | loglstar: -inf < -27.815 < inf | logz: -52.347 +/- 0.475 | dlogz: 0.301 > 0.109
iter: 2662 | bound: 107 | nc: 1 | ncall: 14975 | eff(%): 17.776 | loglstar: -inf < -27.806 < inf | logz: -52.345 +/- 0.475 | dlogz: 0.298 > 0.109
iter: 2663 | bound: 107 | nc: 3 | ncall: 14978 | eff(%): 17.779 | loglstar: -inf < -27.800 < inf | logz: -52.344 +/- 0.475 | dlogz: 0.295 > 0.109
iter: 2664 | bound: 107 | nc: 1 | ncall: 14979 | eff(%): 17.785 | loglstar: -inf < -27.797 < inf | logz: -52.343 +/- 0.475 | dlogz: 0.292 > 0.109
iter: 2665 | bound: 107 | nc: 7 | ncall: 14986 | eff(%): 17.783 | loglstar: -inf < -27.788 < inf | logz: -52.341 +/- 0.475 | dlogz: 0.290 > 0.109
iter: 2666 | bound: 107 | nc: 9 | ncall: 14995 | eff(%): 17.779 | loglstar: -inf < -27.787 < inf | logz: -52.340 +/- 0.475 | dlogz: 0.287 > 0.109
iter: 2667 | bound: 107 | nc: 8 | ncall: 15003 | eff(%): 17.776 | loglstar: -inf < -27.786 < inf | logz: -52.338 +/- 0.475 | dlogz: 0.284 > 0.109
iter: 2668 | bound: 107 | nc: 1 | ncall: 15004 | eff(%): 17.782 | loglstar: -inf < -27.785 < inf | logz: -52.337 +/- 0.475 | dlogz: 0.281 > 0.109
iter: 2669 | bound: 107 | nc: 1 | ncall: 15005 | eff(%): 17.787 | loglstar: -inf < -27.781 < inf | logz: -52.336 +/- 0.475 | dlogz: 0.278 > 0.109
iter: 2670 | bound: 108 | nc: 8 | ncall: 15013 | eff(%): 17.785 | loglstar: -inf < -27.779 < inf | logz: -52.334 +/- 0.475 | dlogz: 0.276 > 0.109
iter: 2671 | bound: 108 | nc: 8 | ncall: 15021 | eff(%): 17.782 | loglstar: -inf < -27.777 < inf | logz: -52.333 +/- 0.475 | dlogz: 0.273 > 0.109
iter: 2672 | bound: 108 | nc: 1 | ncall: 15022 | eff(%): 17.787 | loglstar: -inf < -27.773 < inf | logz: -52.332 +/- 0.476 | dlogz: 0.270 > 0.109
iter: 2673 | bound: 108 | nc: 2 | ncall: 15024 | eff(%): 17.792 | loglstar: -inf < -27.763 < inf | logz: -52.330 +/- 0.476 | dlogz: 0.268 > 0.109
iter: 2674 | bound: 108 | nc: 8 | ncall: 15032 | eff(%): 17.789 | loglstar: -inf < -27.757 < inf | logz: -52.329 +/- 0.476 | dlogz: 0.265 > 0.109
iter: 2675 | bound: 108 | nc: 2 | ncall: 15034 | eff(%): 17.793 | loglstar: -inf < -27.757 < inf | logz: -52.328 +/- 0.476 | dlogz: 0.262 > 0.109
iter: 2676 | bound: 108 | nc: 2 | ncall: 15036 | eff(%): 17.797 | loglstar: -inf < -27.756 < inf | logz: -52.327 +/- 0.476 | dlogz: 0.260 > 0.109
iter: 2677 | bound: 108 | nc: 2 | ncall: 15038 | eff(%): 17.802 | loglstar: -inf < -27.756 < inf | logz: -52.325 +/- 0.476 | dlogz: 0.257 > 0.109
iter: 2678 | bound: 108 | nc: 4 | ncall: 15042 | eff(%): 17.803 | loglstar: -inf < -27.756 < inf | logz: -52.324 +/- 0.476 | dlogz: 0.255 > 0.109
iter: 2679 | bound: 108 | nc: 5 | ncall: 15047 | eff(%): 17.804 | loglstar: -inf < -27.753 < inf | logz: -52.323 +/- 0.476 | dlogz: 0.252 > 0.109
iter: 2680 | bound: 108 | nc: 8 | ncall: 15055 | eff(%): 17.801 | loglstar: -inf < -27.752 < inf | logz: -52.322 +/- 0.476 | dlogz: 0.250 > 0.109
iter: 2681 | bound: 108 | nc: 5 | ncall: 15060 | eff(%): 17.802 | loglstar: -inf < -27.752 < inf | logz: -52.320 +/- 0.476 | dlogz: 0.247 > 0.109
iter: 2682 | bound: 108 | nc: 5 | ncall: 15065 | eff(%): 17.803 | loglstar: -inf < -27.747 < inf | logz: -52.319 +/- 0.476 | dlogz: 0.245 > 0.109
iter: 2683 | bound: 108 | nc: 31 | ncall: 15096 | eff(%): 17.773 | loglstar: -inf < -27.747 < inf | logz: -52.318 +/- 0.476 | dlogz: 0.249 > 0.109
iter: 2684 | bound: 109 | nc: 19 | ncall: 15115 | eff(%): 17.757 | loglstar: -inf < -27.746 < inf | logz: -52.317 +/- 0.476 | dlogz: 0.246 > 0.109
iter: 2685 | bound: 109 | nc: 3 | ncall: 15118 | eff(%): 17.760 | loglstar: -inf < -27.742 < inf | logz: -52.316 +/- 0.476 | dlogz: 0.244 > 0.109
iter: 2686 | bound: 109 | nc: 2 | ncall: 15120 | eff(%): 17.765 | loglstar: -inf < -27.740 < inf | logz: -52.314 +/- 0.476 | dlogz: 0.242 > 0.109
iter: 2687 | bound: 109 | nc: 5 | ncall: 15125 | eff(%): 17.765 | loglstar: -inf < -27.727 < inf | logz: -52.313 +/- 0.476 | dlogz: 0.239 > 0.109
iter: 2688 | bound: 109 | nc: 2 | ncall: 15127 | eff(%): 17.770 | loglstar: -inf < -27.711 < inf | logz: -52.312 +/- 0.476 | dlogz: 0.237 > 0.109
iter: 2689 | bound: 109 | nc: 2 | ncall: 15129 | eff(%): 17.774 | loglstar: -inf < -27.708 < inf | logz: -52.311 +/- 0.476 | dlogz: 0.235 > 0.109
iter: 2690 | bound: 109 | nc: 5 | ncall: 15134 | eff(%): 17.775 | loglstar: -inf < -27.707 < inf | logz: -52.310 +/- 0.476 | dlogz: 0.232 > 0.109
iter: 2691 | bound: 109 | nc: 6 | ncall: 15140 | eff(%): 17.774 | loglstar: -inf < -27.706 < inf | logz: -52.309 +/- 0.476 | dlogz: 0.230 > 0.109
iter: 2692 | bound: 109 | nc: 4 | ncall: 15144 | eff(%): 17.776 | loglstar: -inf < -27.701 < inf | logz: -52.308 +/- 0.476 | dlogz: 0.228 > 0.109
iter: 2693 | bound: 109 | nc: 1 | ncall: 15145 | eff(%): 17.781 | loglstar: -inf < -27.692 < inf | logz: -52.306 +/- 0.476 | dlogz: 0.225 > 0.109
iter: 2694 | bound: 109 | nc: 7 | ncall: 15152 | eff(%): 17.780 | loglstar: -inf < -27.680 < inf | logz: -52.305 +/- 0.476 | dlogz: 0.223 > 0.109
iter: 2695 | bound: 109 | nc: 2 | ncall: 15154 | eff(%): 17.784 | loglstar: -inf < -27.675 < inf | logz: -52.304 +/- 0.476 | dlogz: 0.221 > 0.109
iter: 2696 | bound: 109 | nc: 4 | ncall: 15158 | eff(%): 17.786 | loglstar: -inf < -27.673 < inf | logz: -52.303 +/- 0.476 | dlogz: 0.219 > 0.109
iter: 2697 | bound: 109 | nc: 6 | ncall: 15164 | eff(%): 17.786 | loglstar: -inf < -27.672 < inf | logz: -52.302 +/- 0.476 | dlogz: 0.217 > 0.109
iter: 2698 | bound: 109 | nc: 5 | ncall: 15169 | eff(%): 17.786 | loglstar: -inf < -27.664 < inf | logz: -52.301 +/- 0.476 | dlogz: 0.214 > 0.109
iter: 2699 | bound: 109 | nc: 7 | ncall: 15176 | eff(%): 17.785 | loglstar: -inf < -27.664 < inf | logz: -52.300 +/- 0.476 | dlogz: 0.212 > 0.109
iter: 2700 | bound: 109 | nc: 6 | ncall: 15182 | eff(%): 17.784 | loglstar: -inf < -27.661 < inf | logz: -52.299 +/- 0.476 | dlogz: 0.210 > 0.109
iter: 2701 | bound: 109 | nc: 2 | ncall: 15184 | eff(%): 17.788 | loglstar: -inf < -27.660 < inf | logz: -52.298 +/- 0.476 | dlogz: 0.208 > 0.109
iter: 2702 | bound: 109 | nc: 1 | ncall: 15185 | eff(%): 17.794 | loglstar: -inf < -27.657 < inf | logz: -52.297 +/- 0.476 | dlogz: 0.206 > 0.109
iter: 2703 | bound: 109 | nc: 2 | ncall: 15187 | eff(%): 17.798 | loglstar: -inf < -27.640 < inf | logz: -52.296 +/- 0.476 | dlogz: 0.204 > 0.109
iter: 2704 | bound: 109 | nc: 11 | ncall: 15198 | eff(%): 17.792 | loglstar: -inf < -27.634 < inf | logz: -52.294 +/- 0.476 | dlogz: 0.202 > 0.109
iter: 2705 | bound: 109 | nc: 3 | ncall: 15201 | eff(%): 17.795 | loglstar: -inf < -27.631 < inf | logz: -52.293 +/- 0.476 | dlogz: 0.200 > 0.109
iter: 2706 | bound: 109 | nc: 3 | ncall: 15204 | eff(%): 17.798 | loglstar: -inf < -27.630 < inf | logz: -52.292 +/- 0.476 | dlogz: 0.198 > 0.109
iter: 2707 | bound: 109 | nc: 9 | ncall: 15213 | eff(%): 17.794 | loglstar: -inf < -27.629 < inf | logz: -52.291 +/- 0.476 | dlogz: 0.196 > 0.109
iter: 2708 | bound: 110 | nc: 3 | ncall: 15216 | eff(%): 17.797 | loglstar: -inf < -27.620 < inf | logz: -52.290 +/- 0.476 | dlogz: 0.194 > 0.109
iter: 2709 | bound: 110 | nc: 1 | ncall: 15217 | eff(%): 17.802 | loglstar: -inf < -27.617 < inf | logz: -52.289 +/- 0.476 | dlogz: 0.192 > 0.109
iter: 2710 | bound: 110 | nc: 6 | ncall: 15223 | eff(%): 17.802 | loglstar: -inf < -27.616 < inf | logz: -52.288 +/- 0.476 | dlogz: 0.190 > 0.109
iter: 2711 | bound: 110 | nc: 5 | ncall: 15228 | eff(%): 17.803 | loglstar: -inf < -27.614 < inf | logz: -52.287 +/- 0.476 | dlogz: 0.188 > 0.109
iter: 2712 | bound: 110 | nc: 1 | ncall: 15229 | eff(%): 17.808 | loglstar: -inf < -27.606 < inf | logz: -52.286 +/- 0.476 | dlogz: 0.187 > 0.109
iter: 2713 | bound: 110 | nc: 1 | ncall: 15230 | eff(%): 17.814 | loglstar: -inf < -27.602 < inf | logz: -52.285 +/- 0.476 | dlogz: 0.185 > 0.109
iter: 2714 | bound: 110 | nc: 7 | ncall: 15237 | eff(%): 17.812 | loglstar: -inf < -27.601 < inf | logz: -52.284 +/- 0.476 | dlogz: 0.183 > 0.109
iter: 2715 | bound: 110 | nc: 9 | ncall: 15246 | eff(%): 17.808 | loglstar: -inf < -27.600 < inf | logz: -52.283 +/- 0.476 | dlogz: 0.181 > 0.109
iter: 2716 | bound: 110 | nc: 8 | ncall: 15254 | eff(%): 17.805 | loglstar: -inf < -27.598 < inf | logz: -52.282 +/- 0.476 | dlogz: 0.179 > 0.109
iter: 2717 | bound: 110 | nc: 4 | ncall: 15258 | eff(%): 17.807 | loglstar: -inf < -27.597 < inf | logz: -52.281 +/- 0.476 | dlogz: 0.177 > 0.109
iter: 2718 | bound: 110 | nc: 8 | ncall: 15266 | eff(%): 17.804 | loglstar: -inf < -27.594 < inf | logz: -52.281 +/- 0.476 | dlogz: 0.176 > 0.109
iter: 2719 | bound: 110 | nc: 31 | ncall: 15297 | eff(%): 17.775 | loglstar: -inf < -27.592 < inf | logz: -52.280 +/- 0.476 | dlogz: 0.174 > 0.109
iter: 2720 | bound: 110 | nc: 11 | ncall: 15308 | eff(%): 17.768 | loglstar: -inf < -27.590 < inf | logz: -52.279 +/- 0.476 | dlogz: 0.172 > 0.109
iter: 2721 | bound: 111 | nc: 14 | ncall: 15322 | eff(%): 17.759 | loglstar: -inf < -27.588 < inf | logz: -52.278 +/- 0.476 | dlogz: 0.170 > 0.109
iter: 2722 | bound: 111 | nc: 3 | ncall: 15325 | eff(%): 17.762 | loglstar: -inf < -27.586 < inf | logz: -52.277 +/- 0.476 | dlogz: 0.169 > 0.109
iter: 2723 | bound: 111 | nc: 3 | ncall: 15328 | eff(%): 17.765 | loglstar: -inf < -27.585 < inf | logz: -52.276 +/- 0.476 | dlogz: 0.167 > 0.109
iter: 2724 | bound: 111 | nc: 4 | ncall: 15332 | eff(%): 17.767 | loglstar: -inf < -27.582 < inf | logz: -52.275 +/- 0.476 | dlogz: 0.165 > 0.109
iter: 2725 | bound: 111 | nc: 3 | ncall: 15335 | eff(%): 17.770 | loglstar: -inf < -27.580 < inf | logz: -52.274 +/- 0.476 | dlogz: 0.164 > 0.109
iter: 2726 | bound: 111 | nc: 1 | ncall: 15336 | eff(%): 17.775 | loglstar: -inf < -27.570 < inf | logz: -52.273 +/- 0.476 | dlogz: 0.162 > 0.109
iter: 2727 | bound: 111 | nc: 2 | ncall: 15338 | eff(%): 17.779 | loglstar: -inf < -27.564 < inf | logz: -52.272 +/- 0.476 | dlogz: 0.161 > 0.109
iter: 2728 | bound: 111 | nc: 1 | ncall: 15339 | eff(%): 17.785 | loglstar: -inf < -27.561 < inf | logz: -52.271 +/- 0.476 | dlogz: 0.159 > 0.109
iter: 2729 | bound: 111 | nc: 3 | ncall: 15342 | eff(%): 17.788 | loglstar: -inf < -27.556 < inf | logz: -52.271 +/- 0.476 | dlogz: 0.157 > 0.109
iter: 2730 | bound: 111 | nc: 8 | ncall: 15350 | eff(%): 17.785 | loglstar: -inf < -27.555 < inf | logz: -52.270 +/- 0.476 | dlogz: 0.156 > 0.109
iter: 2731 | bound: 111 | nc: 1 | ncall: 15351 | eff(%): 17.790 | loglstar: -inf < -27.549 < inf | logz: -52.269 +/- 0.476 | dlogz: 0.154 > 0.109
iter: 2732 | bound: 111 | nc: 1 | ncall: 15352 | eff(%): 17.796 | loglstar: -inf < -27.541 < inf | logz: -52.268 +/- 0.476 | dlogz: 0.153 > 0.109
iter: 2733 | bound: 111 | nc: 2 | ncall: 15354 | eff(%): 17.800 | loglstar: -inf < -27.537 < inf | logz: -52.267 +/- 0.476 | dlogz: 0.151 > 0.109
iter: 2734 | bound: 111 | nc: 2 | ncall: 15356 | eff(%): 17.804 | loglstar: -inf < -27.537 < inf | logz: -52.266 +/- 0.476 | dlogz: 0.150 > 0.109
iter: 2735 | bound: 111 | nc: 2 | ncall: 15358 | eff(%): 17.808 | loglstar: -inf < -27.536 < inf | logz: -52.266 +/- 0.476 | dlogz: 0.148 > 0.109
iter: 2736 | bound: 111 | nc: 10 | ncall: 15368 | eff(%): 17.803 | loglstar: -inf < -27.532 < inf | logz: -52.265 +/- 0.476 | dlogz: 0.147 > 0.109
iter: 2737 | bound: 111 | nc: 7 | ncall: 15375 | eff(%): 17.802 | loglstar: -inf < -27.530 < inf | logz: -52.264 +/- 0.476 | dlogz: 0.145 > 0.109
iter: 2738 | bound: 111 | nc: 3 | ncall: 15378 | eff(%): 17.805 | loglstar: -inf < -27.527 < inf | logz: -52.263 +/- 0.476 | dlogz: 0.144 > 0.109
iter: 2739 | bound: 111 | nc: 8 | ncall: 15386 | eff(%): 17.802 | loglstar: -inf < -27.525 < inf | logz: -52.262 +/- 0.476 | dlogz: 0.142 > 0.109
iter: 2740 | bound: 111 | nc: 8 | ncall: 15394 | eff(%): 17.799 | loglstar: -inf < -27.525 < inf | logz: -52.261 +/- 0.476 | dlogz: 0.141 > 0.109
iter: 2741 | bound: 111 | nc: 2 | ncall: 15396 | eff(%): 17.803 | loglstar: -inf < -27.520 < inf | logz: -52.261 +/- 0.476 | dlogz: 0.140 > 0.109
iter: 2742 | bound: 111 | nc: 1 | ncall: 15397 | eff(%): 17.809 | loglstar: -inf < -27.519 < inf | logz: -52.260 +/- 0.476 | dlogz: 0.138 > 0.109
iter: 2743 | bound: 111 | nc: 3 | ncall: 15400 | eff(%): 17.812 | loglstar: -inf < -27.519 < inf | logz: -52.259 +/- 0.476 | dlogz: 0.137 > 0.109
iter: 2744 | bound: 111 | nc: 1 | ncall: 15401 | eff(%): 17.817 | loglstar: -inf < -27.518 < inf | logz: -52.258 +/- 0.476 | dlogz: 0.135 > 0.109
iter: 2745 | bound: 111 | nc: 9 | ncall: 15410 | eff(%): 17.813 | loglstar: -inf < -27.518 < inf | logz: -52.258 +/- 0.476 | dlogz: 0.134 > 0.109
iter: 2746 | bound: 111 | nc: 7 | ncall: 15417 | eff(%): 17.812 | loglstar: -inf < -27.518 < inf | logz: -52.257 +/- 0.476 | dlogz: 0.133 > 0.109
iter: 2747 | bound: 111 | nc: 1 | ncall: 15418 | eff(%): 17.817 | loglstar: -inf < -27.516 < inf | logz: -52.256 +/- 0.476 | dlogz: 0.131 > 0.109
iter: 2748 | bound: 112 | nc: 6 | ncall: 15424 | eff(%): 17.816 | loglstar: -inf < -27.511 < inf | logz: -52.255 +/- 0.476 | dlogz: 0.130 > 0.109
iter: 2749 | bound: 112 | nc: 1 | ncall: 15425 | eff(%): 17.822 | loglstar: -inf < -27.506 < inf | logz: -52.255 +/- 0.476 | dlogz: 0.129 > 0.109
iter: 2750 | bound: 112 | nc: 2 | ncall: 15427 | eff(%): 17.826 | loglstar: -inf < -27.505 < inf | logz: -52.254 +/- 0.476 | dlogz: 0.127 > 0.109
iter: 2751 | bound: 112 | nc: 4 | ncall: 15431 | eff(%): 17.828 | loglstar: -inf < -27.501 < inf | logz: -52.253 +/- 0.476 | dlogz: 0.126 > 0.109
iter: 2752 | bound: 112 | nc: 9 | ncall: 15440 | eff(%): 17.824 | loglstar: -inf < -27.501 < inf | logz: -52.252 +/- 0.476 | dlogz: 0.125 > 0.109
iter: 2753 | bound: 112 | nc: 8 | ncall: 15448 | eff(%): 17.821 | loglstar: -inf < -27.501 < inf | logz: -52.252 +/- 0.476 | dlogz: 0.124 > 0.109
iter: 2754 | bound: 112 | nc: 1 | ncall: 15449 | eff(%): 17.826 | loglstar: -inf < -27.500 < inf | logz: -52.251 +/- 0.476 | dlogz: 0.122 > 0.109
iter: 2755 | bound: 112 | nc: 3 | ncall: 15452 | eff(%): 17.829 | loglstar: -inf < -27.499 < inf | logz: -52.250 +/- 0.476 | dlogz: 0.121 > 0.109
iter: 2756 | bound: 112 | nc: 7 | ncall: 15459 | eff(%): 17.828 | loglstar: -inf < -27.497 < inf | logz: -52.250 +/- 0.476 | dlogz: 0.120 > 0.109
iter: 2757 | bound: 112 | nc: 2 | ncall: 15461 | eff(%): 17.832 | loglstar: -inf < -27.489 < inf | logz: -52.249 +/- 0.476 | dlogz: 0.119 > 0.109
iter: 2758 | bound: 112 | nc: 4 | ncall: 15465 | eff(%): 17.834 | loglstar: -inf < -27.489 < inf | logz: -52.248 +/- 0.476 | dlogz: 0.118 > 0.109
iter: 2759 | bound: 112 | nc: 2 | ncall: 15467 | eff(%): 17.838 | loglstar: -inf < -27.485 < inf | logz: -52.248 +/- 0.476 | dlogz: 0.116 > 0.109
iter: 2760 | bound: 112 | nc: 4 | ncall: 15471 | eff(%): 17.840 | loglstar: -inf < -27.485 < inf | logz: -52.247 +/- 0.476 | dlogz: 0.115 > 0.109
iter: 2761 | bound: 112 | nc: 1 | ncall: 15472 | eff(%): 17.845 | loglstar: -inf < -27.482 < inf | logz: -52.246 +/- 0.476 | dlogz: 0.114 > 0.109
iter: 2762 | bound: 112 | nc: 4 | ncall: 15476 | eff(%): 17.847 | loglstar: -inf < -27.479 < inf | logz: -52.246 +/- 0.476 | dlogz: 0.113 > 0.109
iter: 2763 | bound: 112 | nc: 2 | ncall: 15478 | eff(%): 17.851 | loglstar: -inf < -27.478 < inf | logz: -52.245 +/- 0.476 | dlogz: 0.112 > 0.109
iter: 2764 | bound: 112 | nc: 3 | ncall: 15481 | eff(%): 17.854 | loglstar: -inf < -27.478 < inf | logz: -52.244 +/- 0.476 | dlogz: 0.111 > 0.109
iter: 2765 | bound: 112 | nc: 2 | ncall: 15483 | eff(%): 17.858 | loglstar: -inf < -27.475 < inf | logz: -52.244 +/- 0.476 | dlogz: 0.110 > 0.109
iter: 2765 | +1 | bound: 112 | nc: 1 | ncall: 15484 | eff(%): 17.865 | loglstar: -inf < -27.465 < inf | logz: -52.243 +/- 0.476 | dlogz: 0.108 > 0.109
iter: 2765 | +2 | bound: 112 | nc: 1 | ncall: 15485 | eff(%): 17.871 | loglstar: -inf < -27.461 < inf | logz: -52.242 +/- 0.476 | dlogz: 0.106 > 0.109
iter: 2765 | +3 | bound: 112 | nc: 1 | ncall: 15486 | eff(%): 17.878 | loglstar: -inf < -27.461 < inf | logz: -52.242 +/- 0.476 | dlogz: 0.105 > 0.109
iter: 2765 | +4 | bound: 112 | nc: 1 | ncall: 15487 | eff(%): 17.884 | loglstar: -inf < -27.459 < inf | logz: -52.241 +/- 0.476 | dlogz: 0.104 > 0.109
iter: 2765 | +5 | bound: 112 | nc: 1 | ncall: 15488 | eff(%): 17.891 | loglstar: -inf < -27.457 < inf | logz: -52.240 +/- 0.476 | dlogz: 0.103 > 0.109
iter: 2765 | +6 | bound: 112 | nc: 1 | ncall: 15489 | eff(%): 17.897 | loglstar: -inf < -27.457 < inf | logz: -52.240 +/- 0.476 | dlogz: 0.102 > 0.109
iter: 2765 | +7 | bound: 112 | nc: 1 | ncall: 15490 | eff(%): 17.904 | loglstar: -inf < -27.453 < inf | logz: -52.239 +/- 0.476 | dlogz: 0.101 > 0.109
iter: 2765 | +8 | bound: 112 | nc: 1 | ncall: 15491 | eff(%): 17.910 | loglstar: -inf < -27.451 < inf | logz: -52.238 +/- 0.476 | dlogz: 0.100 > 0.109
iter: 2765 | +9 | bound: 112 | nc: 1 | ncall: 15492 | eff(%): 17.916 | loglstar: -inf < -27.444 < inf | logz: -52.238 +/- 0.476 | dlogz: 0.099 > 0.109
iter: 2765 | +10 | bound: 112 | nc: 1 | ncall: 15493 | eff(%): 17.923 | loglstar: -inf < -27.443 < inf | logz: -52.237 +/- 0.476 | dlogz: 0.098 > 0.109
iter: 2765 | +11 | bound: 112 | nc: 1 | ncall: 15494 | eff(%): 17.929 | loglstar: -inf < -27.436 < inf | logz: -52.236 +/- 0.476 | dlogz: 0.097 > 0.109
iter: 2765 | +12 | bound: 112 | nc: 1 | ncall: 15495 | eff(%): 17.936 | loglstar: -inf < -27.436 < inf | logz: -52.236 +/- 0.476 | dlogz: 0.096 > 0.109
iter: 2765 | +13 | bound: 112 | nc: 1 | ncall: 15496 | eff(%): 17.942 | loglstar: -inf < -27.435 < inf | logz: -52.235 +/- 0.476 | dlogz: 0.094 > 0.109
iter: 2765 | +14 | bound: 112 | nc: 1 | ncall: 15497 | eff(%): 17.949 | loglstar: -inf < -27.431 < inf | logz: -52.235 +/- 0.476 | dlogz: 0.093 > 0.109
iter: 2765 | +15 | bound: 112 | nc: 1 | ncall: 15498 | eff(%): 17.955 | loglstar: -inf < -27.426 < inf | logz: -52.234 +/- 0.476 | dlogz: 0.092 > 0.109
iter: 2765 | +16 | bound: 112 | nc: 1 | ncall: 15499 | eff(%): 17.962 | loglstar: -inf < -27.423 < inf | logz: -52.233 +/- 0.476 | dlogz: 0.091 > 0.109
iter: 2765 | +17 | bound: 112 | nc: 1 | ncall: 15500 | eff(%): 17.968 | loglstar: -inf < -27.419 < inf | logz: -52.233 +/- 0.476 | dlogz: 0.090 > 0.109
iter: 2765 | +18 | bound: 112 | nc: 1 | ncall: 15501 | eff(%): 17.975 | loglstar: -inf < -27.413 < inf | logz: -52.232 +/- 0.476 | dlogz: 0.089 > 0.109
iter: 2765 | +19 | bound: 112 | nc: 1 | ncall: 15502 | eff(%): 17.981 | loglstar: -inf < -27.404 < inf | logz: -52.231 +/- 0.476 | dlogz: 0.088 > 0.109
iter: 2765 | +20 | bound: 112 | nc: 1 | ncall: 15503 | eff(%): 17.987 | loglstar: -inf < -27.403 < inf | logz: -52.231 +/- 0.476 | dlogz: 0.087 > 0.109
iter: 2765 | +21 | bound: 112 | nc: 1 | ncall: 15504 | eff(%): 17.994 | loglstar: -inf < -27.403 < inf | logz: -52.230 +/- 0.476 | dlogz: 0.086 > 0.109
iter: 2765 | +22 | bound: 112 | nc: 1 | ncall: 15505 | eff(%): 18.000 | loglstar: -inf < -27.400 < inf | logz: -52.229 +/- 0.477 | dlogz: 0.085 > 0.109
iter: 2765 | +23 | bound: 112 | nc: 1 | ncall: 15506 | eff(%): 18.007 | loglstar: -inf < -27.398 < inf | logz: -52.228 +/- 0.477 | dlogz: 0.084 > 0.109
iter: 2765 | +24 | bound: 112 | nc: 1 | ncall: 15507 | eff(%): 18.013 | loglstar: -inf < -27.392 < inf | logz: -52.228 +/- 0.477 | dlogz: 0.083 > 0.109
iter: 2765 | +25 | bound: 112 | nc: 1 | ncall: 15508 | eff(%): 18.020 | loglstar: -inf < -27.387 < inf | logz: -52.227 +/- 0.477 | dlogz: 0.081 > 0.109
iter: 2765 | +26 | bound: 112 | nc: 1 | ncall: 15509 | eff(%): 18.026 | loglstar: -inf < -27.380 < inf | logz: -52.226 +/- 0.477 | dlogz: 0.080 > 0.109
iter: 2765 | +27 | bound: 112 | nc: 1 | ncall: 15510 | eff(%): 18.033 | loglstar: -inf < -27.380 < inf | logz: -52.226 +/- 0.477 | dlogz: 0.079 > 0.109
iter: 2765 | +28 | bound: 112 | nc: 1 | ncall: 15511 | eff(%): 18.039 | loglstar: -inf < -27.378 < inf | logz: -52.225 +/- 0.477 | dlogz: 0.078 > 0.109
iter: 2765 | +29 | bound: 112 | nc: 1 | ncall: 15512 | eff(%): 18.046 | loglstar: -inf < -27.376 < inf | logz: -52.224 +/- 0.477 | dlogz: 0.077 > 0.109
iter: 2765 | +30 | bound: 112 | nc: 1 | ncall: 15513 | eff(%): 18.052 | loglstar: -inf < -27.371 < inf | logz: -52.224 +/- 0.477 | dlogz: 0.076 > 0.109
iter: 2765 | +31 | bound: 112 | nc: 1 | ncall: 15514 | eff(%): 18.059 | loglstar: -inf < -27.358 < inf | logz: -52.223 +/- 0.477 | dlogz: 0.075 > 0.109
iter: 2765 | +32 | bound: 112 | nc: 1 | ncall: 15515 | eff(%): 18.065 | loglstar: -inf < -27.358 < inf | logz: -52.222 +/- 0.477 | dlogz: 0.074 > 0.109
iter: 2765 | +33 | bound: 112 | nc: 1 | ncall: 15516 | eff(%): 18.071 | loglstar: -inf < -27.357 < inf | logz: -52.222 +/- 0.477 | dlogz: 0.073 > 0.109
iter: 2765 | +34 | bound: 112 | nc: 1 | ncall: 15517 | eff(%): 18.078 | loglstar: -inf < -27.346 < inf | logz: -52.221 +/- 0.477 | dlogz: 0.072 > 0.109
iter: 2765 | +35 | bound: 112 | nc: 1 | ncall: 15518 | eff(%): 18.084 | loglstar: -inf < -27.344 < inf | logz: -52.220 +/- 0.477 | dlogz: 0.071 > 0.109
iter: 2765 | +36 | bound: 112 | nc: 1 | ncall: 15519 | eff(%): 18.091 | loglstar: -inf < -27.337 < inf | logz: -52.219 +/- 0.477 | dlogz: 0.070 > 0.109
iter: 2765 | +37 | bound: 112 | nc: 1 | ncall: 15520 | eff(%): 18.097 | loglstar: -inf < -27.336 < inf | logz: -52.219 +/- 0.477 | dlogz: 0.068 > 0.109
iter: 2765 | +38 | bound: 112 | nc: 1 | ncall: 15521 | eff(%): 18.104 | loglstar: -inf < -27.332 < inf | logz: -52.218 +/- 0.477 | dlogz: 0.067 > 0.109
iter: 2765 | +39 | bound: 112 | nc: 1 | ncall: 15522 | eff(%): 18.110 | loglstar: -inf < -27.325 < inf | logz: -52.217 +/- 0.477 | dlogz: 0.066 > 0.109
iter: 2765 | +40 | bound: 112 | nc: 1 | ncall: 15523 | eff(%): 18.117 | loglstar: -inf < -27.322 < inf | logz: -52.217 +/- 0.477 | dlogz: 0.065 > 0.109
iter: 2765 | +41 | bound: 112 | nc: 1 | ncall: 15524 | eff(%): 18.123 | loglstar: -inf < -27.315 < inf | logz: -52.216 +/- 0.477 | dlogz: 0.064 > 0.109
iter: 2765 | +42 | bound: 112 | nc: 1 | ncall: 15525 | eff(%): 18.130 | loglstar: -inf < -27.313 < inf | logz: -52.215 +/- 0.477 | dlogz: 0.063 > 0.109
iter: 2765 | +43 | bound: 112 | nc: 1 | ncall: 15526 | eff(%): 18.136 | loglstar: -inf < -27.308 < inf | logz: -52.214 +/- 0.477 | dlogz: 0.062 > 0.109
iter: 2765 | +44 | bound: 112 | nc: 1 | ncall: 15527 | eff(%): 18.142 | loglstar: -inf < -27.308 < inf | logz: -52.214 +/- 0.477 | dlogz: 0.061 > 0.109
iter: 2765 | +45 | bound: 112 | nc: 1 | ncall: 15528 | eff(%): 18.149 | loglstar: -inf < -27.298 < inf | logz: -52.213 +/- 0.477 | dlogz: 0.060 > 0.109
iter: 2765 | +46 | bound: 112 | nc: 1 | ncall: 15529 | eff(%): 18.155 | loglstar: -inf < -27.298 < inf | logz: -52.212 +/- 0.477 | dlogz: 0.059 > 0.109
iter: 2765 | +47 | bound: 112 | nc: 1 | ncall: 15530 | eff(%): 18.162 | loglstar: -inf < -27.297 < inf | logz: -52.211 +/- 0.477 | dlogz: 0.058 > 0.109
iter: 2765 | +48 | bound: 112 | nc: 1 | ncall: 15531 | eff(%): 18.168 | loglstar: -inf < -27.296 < inf | logz: -52.211 +/- 0.477 | dlogz: 0.057 > 0.109
iter: 2765 | +49 | bound: 112 | nc: 1 | ncall: 15532 | eff(%): 18.175 | loglstar: -inf < -27.291 < inf | logz: -52.210 +/- 0.477 | dlogz: 0.056 > 0.109
iter: 2765 | +50 | bound: 112 | nc: 1 | ncall: 15533 | eff(%): 18.181 | loglstar: -inf < -27.291 < inf | logz: -52.209 +/- 0.477 | dlogz: 0.054 > 0.109
iter: 2765 | +51 | bound: 112 | nc: 1 | ncall: 15534 | eff(%): 18.188 | loglstar: -inf < -27.290 < inf | logz: -52.209 +/- 0.477 | dlogz: 0.053 > 0.109
iter: 2765 | +52 | bound: 112 | nc: 1 | ncall: 15535 | eff(%): 18.194 | loglstar: -inf < -27.290 < inf | logz: -52.208 +/- 0.477 | dlogz: 0.052 > 0.109
iter: 2765 | +53 | bound: 112 | nc: 1 | ncall: 15536 | eff(%): 18.201 | loglstar: -inf < -27.288 < inf | logz: -52.207 +/- 0.477 | dlogz: 0.051 > 0.109
iter: 2765 | +54 | bound: 112 | nc: 1 | ncall: 15537 | eff(%): 18.207 | loglstar: -inf < -27.287 < inf | logz: -52.206 +/- 0.477 | dlogz: 0.050 > 0.109
iter: 2765 | +55 | bound: 112 | nc: 1 | ncall: 15538 | eff(%): 18.214 | loglstar: -inf < -27.281 < inf | logz: -52.206 +/- 0.477 | dlogz: 0.049 > 0.109
iter: 2765 | +56 | bound: 112 | nc: 1 | ncall: 15539 | eff(%): 18.220 | loglstar: -inf < -27.279 < inf | logz: -52.205 +/- 0.477 | dlogz: 0.048 > 0.109
iter: 2765 | +57 | bound: 112 | nc: 1 | ncall: 15540 | eff(%): 18.226 | loglstar: -inf < -27.278 < inf | logz: -52.204 +/- 0.477 | dlogz: 0.047 > 0.109
iter: 2765 | +58 | bound: 112 | nc: 1 | ncall: 15541 | eff(%): 18.233 | loglstar: -inf < -27.276 < inf | logz: -52.203 +/- 0.477 | dlogz: 0.046 > 0.109
iter: 2765 | +59 | bound: 112 | nc: 1 | ncall: 15542 | eff(%): 18.239 | loglstar: -inf < -27.275 < inf | logz: -52.203 +/- 0.477 | dlogz: 0.045 > 0.109
iter: 2765 | +60 | bound: 112 | nc: 1 | ncall: 15543 | eff(%): 18.246 | loglstar: -inf < -27.273 < inf | logz: -52.202 +/- 0.477 | dlogz: 0.044 > 0.109
iter: 2765 | +61 | bound: 112 | nc: 1 | ncall: 15544 | eff(%): 18.252 | loglstar: -inf < -27.271 < inf | logz: -52.201 +/- 0.477 | dlogz: 0.043 > 0.109
iter: 2765 | +62 | bound: 112 | nc: 1 | ncall: 15545 | eff(%): 18.259 | loglstar: -inf < -27.264 < inf | logz: -52.200 +/- 0.477 | dlogz: 0.042 > 0.109
iter: 2765 | +63 | bound: 112 | nc: 1 | ncall: 15546 | eff(%): 18.265 | loglstar: -inf < -27.263 < inf | logz: -52.200 +/- 0.477 | dlogz: 0.040 > 0.109
iter: 2765 | +64 | bound: 112 | nc: 1 | ncall: 15547 | eff(%): 18.272 | loglstar: -inf < -27.259 < inf | logz: -52.199 +/- 0.477 | dlogz: 0.039 > 0.109
iter: 2765 | +65 | bound: 112 | nc: 1 | ncall: 15548 | eff(%): 18.278 | loglstar: -inf < -27.251 < inf | logz: -52.198 +/- 0.477 | dlogz: 0.038 > 0.109
iter: 2765 | +66 | bound: 112 | nc: 1 | ncall: 15549 | eff(%): 18.285 | loglstar: -inf < -27.240 < inf | logz: -52.197 +/- 0.477 | dlogz: 0.037 > 0.109
iter: 2765 | +67 | bound: 112 | nc: 1 | ncall: 15550 | eff(%): 18.291 | loglstar: -inf < -27.237 < inf | logz: -52.197 +/- 0.477 | dlogz: 0.036 > 0.109
iter: 2765 | +68 | bound: 112 | nc: 1 | ncall: 15551 | eff(%): 18.297 | loglstar: -inf < -27.229 < inf | logz: -52.196 +/- 0.477 | dlogz: 0.035 > 0.109
iter: 2765 | +69 | bound: 112 | nc: 1 | ncall: 15552 | eff(%): 18.304 | loglstar: -inf < -27.225 < inf | logz: -52.195 +/- 0.477 | dlogz: 0.034 > 0.109
iter: 2765 | +70 | bound: 112 | nc: 1 | ncall: 15553 | eff(%): 18.310 | loglstar: -inf < -27.206 < inf | logz: -52.194 +/- 0.477 | dlogz: 0.033 > 0.109
iter: 2765 | +71 | bound: 112 | nc: 1 | ncall: 15554 | eff(%): 18.317 | loglstar: -inf < -27.197 < inf | logz: -52.193 +/- 0.477 | dlogz: 0.032 > 0.109
iter: 2765 | +72 | bound: 112 | nc: 1 | ncall: 15555 | eff(%): 18.323 | loglstar: -inf < -27.194 < inf | logz: -52.193 +/- 0.477 | dlogz: 0.031 > 0.109
iter: 2765 | +73 | bound: 112 | nc: 1 | ncall: 15556 | eff(%): 18.330 | loglstar: -inf < -27.189 < inf | logz: -52.192 +/- 0.477 | dlogz: 0.030 > 0.109
iter: 2765 | +74 | bound: 112 | nc: 1 | ncall: 15557 | eff(%): 18.336 | loglstar: -inf < -27.185 < inf | logz: -52.191 +/- 0.477 | dlogz: 0.029 > 0.109
iter: 2765 | +75 | bound: 112 | nc: 1 | ncall: 15558 | eff(%): 18.343 | loglstar: -inf < -27.185 < inf | logz: -52.190 +/- 0.477 | dlogz: 0.028 > 0.109
iter: 2765 | +76 | bound: 112 | nc: 1 | ncall: 15559 | eff(%): 18.349 | loglstar: -inf < -27.182 < inf | logz: -52.189 +/- 0.477 | dlogz: 0.027 > 0.109
iter: 2765 | +77 | bound: 112 | nc: 1 | ncall: 15560 | eff(%): 18.356 | loglstar: -inf < -27.161 < inf | logz: -52.189 +/- 0.478 | dlogz: 0.025 > 0.109
iter: 2765 | +78 | bound: 112 | nc: 1 | ncall: 15561 | eff(%): 18.362 | loglstar: -inf < -27.159 < inf | logz: -52.188 +/- 0.478 | dlogz: 0.024 > 0.109
iter: 2765 | +79 | bound: 112 | nc: 1 | ncall: 15562 | eff(%): 18.369 | loglstar: -inf < -27.157 < inf | logz: -52.187 +/- 0.478 | dlogz: 0.023 > 0.109
iter: 2765 | +80 | bound: 112 | nc: 1 | ncall: 15563 | eff(%): 18.375 | loglstar: -inf < -27.154 < inf | logz: -52.186 +/- 0.478 | dlogz: 0.022 > 0.109
iter: 2765 | +81 | bound: 112 | nc: 1 | ncall: 15564 | eff(%): 18.381 | loglstar: -inf < -27.152 < inf | logz: -52.185 +/- 0.478 | dlogz: 0.021 > 0.109
iter: 2765 | +82 | bound: 112 | nc: 1 | ncall: 15565 | eff(%): 18.388 | loglstar: -inf < -27.150 < inf | logz: -52.184 +/- 0.478 | dlogz: 0.020 > 0.109
iter: 2765 | +83 | bound: 112 | nc: 1 | ncall: 15566 | eff(%): 18.394 | loglstar: -inf < -27.146 < inf | logz: -52.184 +/- 0.478 | dlogz: 0.019 > 0.109
iter: 2765 | +84 | bound: 112 | nc: 1 | ncall: 15567 | eff(%): 18.401 | loglstar: -inf < -27.146 < inf | logz: -52.183 +/- 0.478 | dlogz: 0.018 > 0.109
iter: 2765 | +85 | bound: 112 | nc: 1 | ncall: 15568 | eff(%): 18.407 | loglstar: -inf < -27.140 < inf | logz: -52.182 +/- 0.478 | dlogz: 0.017 > 0.109
iter: 2765 | +86 | bound: 112 | nc: 1 | ncall: 15569 | eff(%): 18.414 | loglstar: -inf < -27.139 < inf | logz: -52.181 +/- 0.478 | dlogz: 0.016 > 0.109
iter: 2765 | +87 | bound: 112 | nc: 1 | ncall: 15570 | eff(%): 18.420 | loglstar: -inf < -27.133 < inf | logz: -52.180 +/- 0.478 | dlogz: 0.015 > 0.109
iter: 2765 | +88 | bound: 112 | nc: 1 | ncall: 15571 | eff(%): 18.427 | loglstar: -inf < -27.122 < inf | logz: -52.179 +/- 0.478 | dlogz: 0.014 > 0.109
iter: 2765 | +89 | bound: 112 | nc: 1 | ncall: 15572 | eff(%): 18.433 | loglstar: -inf < -27.112 < inf | logz: -52.179 +/- 0.478 | dlogz: 0.013 > 0.109
iter: 2765 | +90 | bound: 112 | nc: 1 | ncall: 15573 | eff(%): 18.440 | loglstar: -inf < -27.104 < inf | logz: -52.178 +/- 0.478 | dlogz: 0.012 > 0.109
iter: 2765 | +91 | bound: 112 | nc: 1 | ncall: 15574 | eff(%): 18.446 | loglstar: -inf < -27.093 < inf | logz: -52.177 +/- 0.478 | dlogz: 0.011 > 0.109
iter: 2765 | +92 | bound: 112 | nc: 1 | ncall: 15575 | eff(%): 18.452 | loglstar: -inf < -27.086 < inf | logz: -52.176 +/- 0.479 | dlogz: 0.010 > 0.109
iter: 2765 | +93 | bound: 112 | nc: 1 | ncall: 15576 | eff(%): 18.459 | loglstar: -inf < -27.080 < inf | logz: -52.175 +/- 0.479 | dlogz: 0.008 > 0.109
iter: 2765 | +94 | bound: 112 | nc: 1 | ncall: 15577 | eff(%): 18.465 | loglstar: -inf < -27.074 < inf | logz: -52.174 +/- 0.479 | dlogz: 0.007 > 0.109
iter: 2765 | +95 | bound: 112 | nc: 1 | ncall: 15578 | eff(%): 18.472 | loglstar: -inf < -27.071 < inf | logz: -52.173 +/- 0.479 | dlogz: 0.006 > 0.109
iter: 2765 | +96 | bound: 112 | nc: 1 | ncall: 15579 | eff(%): 18.478 | loglstar: -inf < -27.042 < inf | logz: -52.172 +/- 0.479 | dlogz: 0.005 > 0.109
iter: 2765 | +97 | bound: 112 | nc: 1 | ncall: 15580 | eff(%): 18.485 | loglstar: -inf < -27.039 < inf | logz: -52.171 +/- 0.479 | dlogz: 0.004 > 0.109
iter: 2765 | +98 | bound: 112 | nc: 1 | ncall: 15581 | eff(%): 18.491 | loglstar: -inf < -26.956 < inf | logz: -52.170 +/- 0.480 | dlogz: 0.003 > 0.109
iter: 2765 | +99 | bound: 112 | nc: 1 | ncall: 15582 | eff(%): 18.498 | loglstar: -inf < -26.926 < inf | logz: -52.169 +/- 0.480 | dlogz: 0.002 > 0.109
iter: 2765 | +100 | bound: 112 | nc: 1 | ncall: 15583 | eff(%): 18.504 | loglstar: -inf < -26.896 < inf | logz: -52.168 +/- 0.481 | dlogz: 0.001 > 0.109 Finished PSF psf_photometry with median residuals of 8.70%
JWST Level 3 calibrated PSF photometry:
ra ... exp
---------------- ... ---------------------------------------------
322.417541348127 ... jw02767-o002_t001_nircam_clear-f150w_i2d.fits
Total running time of the script: (7 minutes 12.784 seconds)