Note
Go to the end to download the full example code.
Planting and Recovering a PSF (JWST Injection Test)
This tutorial plants a synthetic point source (PSF injection) into real JWST data and then recovers it with PSF and aperture photometry.
This is a practical end-to-end sanity check for: - PSF model behavior - flux calibration - agreement between methods
import os
import glob
import matplotlib.pyplot as plt
from astropy.coordinates import SkyCoord
import astropy.units as u
RUN_NETWORK = os.environ.get("SPACE_PHOT_DOCS_NETWORK", "1") == "1"
import space_phot
Download or locate JWST data
jwst_obs_id = "jw02767-o002_t001_nircam_clear-f150w"
plant_location = SkyCoord("21:29:42.4104", "+0:04:53.253", 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)
prods = prods[prods["calib_level"] == 2]
prods = prods[prods["productSubGroupDescription"] == "CAL"]
Observations.download_products(prods, extension="fits")
jwst_files = sorted(space_phot.util.filter_dict_from_list(glob.glob("mastDownload/JWST/*/*cal.fits"),
plant_location)['F150W'])[:3]
else:
jwst_files = sorted(space_phot.util.filter_dict_from_list(glob.glob("mastDownload/JWST/*/*cal.fits"),
plant_location)['F150W'])[:3]
if len(jwst_files) == 0:
raise RuntimeError(
"No JWST files found. Pre-download or set SPACE_PHOT_DOCS_NETWORK=1."
)
print(f"JWST files: {len(jwst_files)}")
print(jwst_files)
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00007_nrcb1_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00007_nrcb1/jw02767002001_02103_00007_nrcb1_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00004_nrcb2_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00004_nrcb2/jw02767002001_02103_00004_nrcb2_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00007_nrcb2_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00007_nrcb2/jw02767002001_02103_00007_nrcb2_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00004_nrcb1_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00004_nrcb1/jw02767002001_02103_00004_nrcb1_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00005_nrcb1_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00005_nrcb1/jw02767002001_02103_00005_nrcb1_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00006_nrcb1_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00006_nrcb1/jw02767002001_02103_00006_nrcb1_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00008_nrcb1_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00008_nrcb1/jw02767002001_02103_00008_nrcb1_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00002_nrcb2_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00002_nrcb2/jw02767002001_02103_00002_nrcb2_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00002_nrcb1_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00002_nrcb1/jw02767002001_02103_00002_nrcb1_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00001_nrcb1_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00001_nrcb1/jw02767002001_02103_00001_nrcb1_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00005_nrcb2_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00005_nrcb2/jw02767002001_02103_00005_nrcb2_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00006_nrcb2_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00006_nrcb2/jw02767002001_02103_00006_nrcb2_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00006_nrcb3_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00006_nrcb3/jw02767002001_02103_00006_nrcb3_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00008_nrcb3_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00008_nrcb3/jw02767002001_02103_00008_nrcb3_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00003_nrcb3_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00003_nrcb3/jw02767002001_02103_00003_nrcb3_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00001_nrcb4_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00001_nrcb4/jw02767002001_02103_00001_nrcb4_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00007_nrcb3_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00007_nrcb3/jw02767002001_02103_00007_nrcb3_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00001_nrcb2_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00001_nrcb2/jw02767002001_02103_00001_nrcb2_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00004_nrcb3_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00004_nrcb3/jw02767002001_02103_00004_nrcb3_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00005_nrcb3_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00005_nrcb3/jw02767002001_02103_00005_nrcb3_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00004_nrcb4_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00004_nrcb4/jw02767002001_02103_00004_nrcb4_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00008_nrcb2_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00008_nrcb2/jw02767002001_02103_00008_nrcb2_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00007_nrcb4_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00007_nrcb4/jw02767002001_02103_00007_nrcb4_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00008_nrcb4_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00008_nrcb4/jw02767002001_02103_00008_nrcb4_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00003_nrcb2_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00003_nrcb2/jw02767002001_02103_00003_nrcb2_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00006_nrcb4_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00006_nrcb4/jw02767002001_02103_00006_nrcb4_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00002_nrcb3_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00002_nrcb3/jw02767002001_02103_00002_nrcb3_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00003_nrcb4_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00003_nrcb4/jw02767002001_02103_00003_nrcb4_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00001_nrcb3_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00001_nrcb3/jw02767002001_02103_00001_nrcb3_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00003_nrcb1_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00003_nrcb1/jw02767002001_02103_00003_nrcb1_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00005_nrcb4_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00005_nrcb4/jw02767002001_02103_00005_nrcb4_cal.fits ... [Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02767002001_02103_00002_nrcb4_cal.fits to ./mastDownload/JWST/jw02767002001_02103_00002_nrcb4/jw02767002001_02103_00002_nrcb4_cal.fits ... [Done]
/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: 3
['mastDownload/JWST/jw02767002001_02103_00001_nrcb3/jw02767002001_02103_00001_nrcb3_cal.fits', 'mastDownload/JWST/jw02767002001_02103_00002_nrcb3/jw02767002001_02103_00002_nrcb3_cal.fits', 'mastDownload/JWST/jw02767002001_02103_00003_nrcb3/jw02767002001_02103_00003_nrcb3_cal.fits']
Build PSF models
obs = space_phot.observation2(jwst_files)
print(obs.wcs_list[0].world_to_pixel(plant_location))
psfs = space_phot.get_jwst_psf(obs, plant_location)
plt.figure()
plt.imshow(psfs[0].data, origin="lower")
plt.title("JWST PSF model")
plt.colorbar()
plt.tight_layout()
(array(147.49452407), array(1833.50961696))
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/stpsf/utils.py:250: UserWarning: Environment variable $STPSF_PATH is not set!
*********** ERROR ****** ERROR ****** ERROR ****** ERROR ***********
* *
* STPSF requires several data files to operate. *
* These files could not be located automatically at this time, or this *
* version of the software requires a newer set of reference files than *
* you have installed. For more details see: *
* *
* https://stpsf.readthedocs.io/en/stable/installation.html *
* *
* under "Installing the Required Data Files". *
* STPSF will not be able to function properly until the appropriate *
* reference files have been downloaded to your machine and installed. *
* *
****************************************************************************
searching default location.
warnings.warn(message)
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/stpsf/utils.py:202: UserWarning: STPSF data files not found in default location, attempting to download them now...
warnings.warn("STPSF data files not found in default location, attempting to download them now...")
/home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/stpsf/utils.py:215: UserWarning: STPSF data files downloaded and installed to /home/docs/data/stpsf-data.
warnings.warn(f"STPSF data files downloaded and installed to {default_path}.")
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/R2022100803-NRCA3_FP1-1.fits to /home/docs/data/stpsf-data/MAST_JWST_WSS_OPDs/R2022100803-NRCA3_FP1-1.fits ... [Done]
Plant a source and recover it
Plant a magnitude-26 source (adjust as desired).
obs.plant_psf([psfs], [plant_location], 26)
# `plant_psf` should write new files or update an internal list depending on your implementation.
# Here we assume it writes "*plant.fits" products in the same download tree.
planted_files = sorted(glob.glob("mastDownload/JWST/*/*plant.fits"))
if len(planted_files) == 0:
raise RuntimeError("No planted files found. Check plant_psf output behavior/paths.")
obs2 = space_phot.observation2(planted_files)
# PSF photometry at the planted position
obs2.psf_photometry(
psfs,
plant_location,
bounds={"flux": [-3000, 1000], "centroid": [-1, 1], "bkg": [0, 50]},
fit_width=5,
fit_bkg=True,
fit_flux="single",
)
obs2.plot_psf_fit()
plt.show()
print("Recovered PSF photometry:")
print(obs2.psf_result.phot_cal_table)
# Aperture photometry at the same location for comparison
obs2.aperture_photometry(
plant_location,
encircled_energy="50",
)
print("Recovered aperture photometry:")
print(obs2.aperture_result.phot_cal_table)
/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(
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.276 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.221 | dlogz: inf > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.216 | dlogz: inf > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.230 | dlogz: inf > 0.109
iter: 7 | bound: 0 | nc: 2 | ncall: 108 | eff(%): 6.481 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 7.339 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.224 | dlogz: inf > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 8.182 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.009 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.220 | dlogz: inf > 0.109
iter: 11 | bound: 0 | nc: 2 | ncall: 113 | eff(%): 9.735 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.231 | dlogz: inf > 0.109
iter: 12 | bound: 0 | nc: 2 | ncall: 115 | eff(%): 10.435 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 11.207 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.227 | dlogz: inf > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 11.966 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 118 | eff(%): 12.712 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.222 | 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 +/- 0.231 | dlogz: inf > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 121 | eff(%): 14.876 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.229 | dlogz: inf > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 122 | eff(%): 15.574 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 20 | bound: 0 | nc: 2 | ncall: 124 | eff(%): 16.129 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 16.800 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 126 | eff(%): 17.460 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.232 | dlogz: inf > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 18.110 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.231 | dlogz: inf > 0.109
iter: 24 | bound: 0 | nc: 2 | ncall: 129 | eff(%): 18.605 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 25 | bound: 0 | nc: 3 | ncall: 132 | eff(%): 18.939 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 26 | bound: 0 | nc: 2 | ncall: 134 | eff(%): 19.403 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 20.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.234 | dlogz: inf > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 20.588 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.233 | dlogz: inf > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 21.168 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 30 | bound: 0 | nc: 4 | ncall: 141 | eff(%): 21.277 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 31 | bound: 0 | nc: 2 | ncall: 143 | eff(%): 21.678 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 22.222 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.235 | dlogz: inf > 0.109
iter: 33 | bound: 0 | nc: 3 | 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: 2 | ncall: 150 | eff(%): 23.333 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 23.841 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 24.342 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.236 | dlogz: inf > 0.109
iter: 38 | bound: 0 | nc: 4 | ncall: 156 | eff(%): 24.359 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 39 | bound: 0 | nc: 3 | ncall: 159 | eff(%): 24.528 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.237 | dlogz: inf > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 160 | eff(%): 25.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 41 | bound: 0 | nc: 2 | ncall: 162 | eff(%): 25.309 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 163 | eff(%): 25.767 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 43 | bound: 0 | nc: 2 | ncall: 165 | eff(%): 26.061 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 166 | eff(%): 26.506 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.238 | dlogz: inf > 0.109
iter: 45 | bound: 0 | nc: 3 | ncall: 169 | eff(%): 26.627 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 46 | bound: 0 | nc: 2 | ncall: 171 | eff(%): 26.901 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 47 | bound: 0 | nc: 1 | ncall: 172 | eff(%): 27.326 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.239 | dlogz: inf > 0.109
iter: 48 | bound: 0 | nc: 2 | ncall: 174 | eff(%): 27.586 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 175 | eff(%): 28.000 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.240 | dlogz: inf > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 176 | eff(%): 28.409 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 51 | bound: 0 | nc: 1 | 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 +/- 0.240 | dlogz: inf > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 179 | eff(%): 29.609 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 54 | bound: 0 | nc: 2 | ncall: 181 | eff(%): 29.834 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 55 | bound: 0 | nc: 2 | ncall: 183 | eff(%): 30.055 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 184 | eff(%): 30.435 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.241 | dlogz: inf > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 185 | eff(%): 30.811 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 58 | bound: 0 | nc: 1 | ncall: 186 | eff(%): 31.183 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 59 | bound: 0 | nc: 3 | ncall: 189 | eff(%): 31.217 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 190 | eff(%): 31.579 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 61 | bound: 0 | nc: 1 | ncall: 191 | eff(%): 31.937 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.242 | dlogz: inf > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 192 | eff(%): 32.292 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 63 | bound: 0 | nc: 1 | ncall: 193 | eff(%): 32.642 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 64 | bound: 0 | nc: 1 | ncall: 194 | eff(%): 32.990 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 65 | bound: 0 | nc: 3 | ncall: 197 | eff(%): 32.995 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 66 | bound: 0 | nc: 2 | ncall: 199 | eff(%): 33.166 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.243 | dlogz: inf > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 200 | eff(%): 33.500 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 68 | bound: 0 | nc: 4 | ncall: 204 | eff(%): 33.333 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 205 | eff(%): 33.659 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 70 | bound: 0 | nc: 2 | ncall: 207 | eff(%): 33.816 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 71 | bound: 0 | nc: 1 | ncall: 208 | eff(%): 34.135 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.244 | dlogz: inf > 0.109
iter: 72 | bound: 0 | nc: 2 | ncall: 210 | eff(%): 34.286 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 73 | bound: 0 | nc: 4 | ncall: 214 | eff(%): 34.112 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 74 | bound: 0 | nc: 1 | ncall: 215 | eff(%): 34.419 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 75 | bound: 0 | nc: 3 | ncall: 218 | eff(%): 34.404 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 76 | bound: 0 | nc: 3 | ncall: 221 | eff(%): 34.389 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.245 | dlogz: inf > 0.109
iter: 77 | bound: 0 | nc: 6 | 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: 2 | ncall: 230 | eff(%): 34.348 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 80 | bound: 0 | nc: 4 | ncall: 234 | eff(%): 34.188 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 81 | bound: 0 | nc: 1 | ncall: 235 | eff(%): 34.468 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.246 | dlogz: inf > 0.109
iter: 82 | bound: 0 | nc: 5 | ncall: 240 | eff(%): 34.167 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 83 | bound: 0 | nc: 1 | ncall: 241 | eff(%): 34.440 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 84 | bound: 0 | nc: 5 | ncall: 246 | eff(%): 34.146 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 85 | bound: 0 | nc: 3 | ncall: 249 | eff(%): 34.137 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.247 | dlogz: inf > 0.109
iter: 86 | bound: 0 | nc: 1 | 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: 7 | ncall: 258 | eff(%): 34.109 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 89 | bound: 0 | nc: 5 | ncall: 263 | eff(%): 33.840 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 90 | bound: 0 | nc: 1 | ncall: 264 | eff(%): 34.091 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 91 | bound: 0 | nc: 4 | ncall: 268 | eff(%): 33.955 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.248 | dlogz: inf > 0.109
iter: 92 | bound: 0 | nc: 1 | ncall: 269 | eff(%): 34.201 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 93 | bound: 0 | nc: 1 | ncall: 270 | eff(%): 34.444 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 94 | bound: 0 | nc: 2 | ncall: 272 | eff(%): 34.559 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 95 | bound: 0 | nc: 2 | ncall: 274 | eff(%): 34.672 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 96 | bound: 0 | nc: 1 | ncall: 275 | eff(%): 34.909 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.249 | dlogz: inf > 0.109
iter: 97 | bound: 0 | nc: 5 | ncall: 280 | eff(%): 34.643 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 98 | bound: 0 | nc: 1 | ncall: 281 | eff(%): 34.875 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 99 | bound: 0 | nc: 5 | ncall: 286 | eff(%): 34.615 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 100 | bound: 0 | nc: 2 | ncall: 288 | eff(%): 34.722 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 101 | bound: 0 | nc: 1 | ncall: 289 | eff(%): 34.948 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.250 | dlogz: inf > 0.109
iter: 102 | bound: 0 | nc: 7 | ncall: 296 | eff(%): 34.459 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 103 | bound: 0 | nc: 6 | ncall: 302 | eff(%): 34.106 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 104 | bound: 0 | nc: 2 | ncall: 304 | eff(%): 34.211 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 105 | bound: 0 | nc: 2 | ncall: 306 | eff(%): 34.314 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 106 | bound: 0 | nc: 1 | ncall: 307 | eff(%): 34.528 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.251 | dlogz: inf > 0.109
iter: 107 | bound: 0 | nc: 1 | ncall: 308 | eff(%): 34.740 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 108 | bound: 0 | nc: 3 | ncall: 311 | eff(%): 34.727 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 109 | bound: 0 | nc: 1 | ncall: 312 | eff(%): 34.936 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 110 | bound: 0 | nc: 1 | ncall: 313 | eff(%): 35.144 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 111 | bound: 0 | nc: 2 | ncall: 315 | eff(%): 35.238 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.252 | dlogz: inf > 0.109
iter: 112 | bound: 0 | nc: 1 | ncall: 316 | eff(%): 35.443 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 113 | bound: 0 | nc: 2 | ncall: 318 | eff(%): 35.535 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 114 | bound: 0 | nc: 4 | ncall: 322 | eff(%): 35.404 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 115 | bound: 0 | nc: 2 | ncall: 324 | eff(%): 35.494 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 116 | bound: 0 | nc: 1 | ncall: 325 | eff(%): 35.692 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.253 | dlogz: inf > 0.109
iter: 117 | bound: 0 | nc: 1 | ncall: 326 | eff(%): 35.890 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 118 | bound: 0 | nc: 4 | ncall: 330 | eff(%): 35.758 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 119 | bound: 0 | nc: 3 | ncall: 333 | eff(%): 35.736 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
iter: 120 | bound: 0 | nc: 3 | ncall: 336 | eff(%): 35.714 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.254 | dlogz: inf > 0.109
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iter: 127 | bound: 0 | nc: 2 | ncall: 360 | eff(%): 35.278 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 128 | bound: 0 | nc: 5 | ncall: 365 | eff(%): 35.068 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 129 | bound: 0 | nc: 7 | ncall: 372 | eff(%): 34.677 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 130 | bound: 0 | nc: 11 | ncall: 383 | eff(%): 33.943 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 131 | bound: 0 | nc: 2 | ncall: 385 | eff(%): 34.026 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
iter: 132 | bound: 0 | nc: 10 | ncall: 395 | eff(%): 33.418 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.256 | dlogz: inf > 0.109
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iter: 134 | bound: 0 | nc: 4 | ncall: 402 | eff(%): 33.333 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
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iter: 137 | bound: 0 | nc: 10 | ncall: 420 | eff(%): 32.619 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.257 | dlogz: inf > 0.109
iter: 138 | bound: 0 | nc: 1 | ncall: 421 | eff(%): 32.779 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.258 | dlogz: inf > 0.109
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iter: 144 | bound: 0 | nc: 9 | ncall: 453 | eff(%): 31.788 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.259 | dlogz: inf > 0.109
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iter: 171 | bound: 0 | nc: 3 | ncall: 599 | eff(%): 28.548 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.264 | dlogz: inf > 0.109
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iter: 244 | bound: 0 | nc: 26 | ncall: 1353 | eff(%): 18.034 | loglstar: -inf < -527772.360 < inf | logz: -527780.086 +/- 0.277 | dlogz: 524638.997 > 0.109
iter: 245 | bound: 0 | nc: 4 | ncall: 1357 | eff(%): 18.055 | loglstar: -inf < -526492.801 < inf | logz: -526500.537 +/- 0.277 | dlogz: 523261.819 > 0.109
iter: 246 | bound: 0 | nc: 53 | ncall: 1410 | eff(%): 17.447 | loglstar: -inf < -524554.209 < inf | logz: -524561.955 +/- 0.278 | dlogz: 521982.260 > 0.109
iter: 247 | bound: 0 | nc: 2 | ncall: 1412 | eff(%): 17.493 | loglstar: -inf < -519032.752 < inf | logz: -519040.508 +/- 0.278 | dlogz: 520043.668 > 0.109
iter: 248 | bound: 0 | nc: 19 | ncall: 1431 | eff(%): 17.331 | loglstar: -inf < -508790.507 < inf | logz: -508798.273 +/- 0.278 | dlogz: 514522.211 > 0.109
iter: 249 | bound: 0 | nc: 24 | ncall: 1455 | eff(%): 17.113 | loglstar: -inf < -508405.217 < inf | logz: -508412.993 +/- 0.278 | dlogz: 504279.966 > 0.109
iter: 250 | bound: 0 | nc: 39 | ncall: 1494 | eff(%): 16.734 | loglstar: -inf < -499063.598 < inf | logz: -499071.384 +/- 0.278 | dlogz: 503894.676 > 0.109
iter: 251 | bound: 0 | nc: 18 | ncall: 1512 | eff(%): 16.601 | loglstar: -inf < -490872.849 < inf | logz: -490880.645 +/- 0.279 | dlogz: 494553.057 > 0.109
iter: 252 | bound: 0 | nc: 4 | ncall: 1516 | eff(%): 16.623 | loglstar: -inf < -490329.607 < inf | logz: -490337.413 +/- 0.279 | dlogz: 486362.308 > 0.109
iter: 253 | bound: 0 | nc: 22 | ncall: 1538 | eff(%): 16.450 | loglstar: -inf < -485977.730 < inf | logz: -485985.546 +/- 0.279 | dlogz: 485819.066 > 0.109
iter: 254 | bound: 0 | nc: 23 | ncall: 1561 | eff(%): 16.272 | loglstar: -inf < -484095.734 < inf | logz: -484103.560 +/- 0.279 | dlogz: 481467.189 > 0.109
iter: 255 | bound: 0 | nc: 33 | ncall: 1594 | eff(%): 15.997 | loglstar: -inf < -478877.509 < inf | logz: -478885.345 +/- 0.279 | dlogz: 479585.193 > 0.109
iter: 256 | bound: 0 | nc: 15 | ncall: 1609 | eff(%): 15.911 | loglstar: -inf < -470318.518 < inf | logz: -470326.364 +/- 0.279 | dlogz: 474366.969 > 0.109
iter: 257 | bound: 0 | nc: 1 | ncall: 1610 | eff(%): 15.963 | loglstar: -inf < -468533.406 < inf | logz: -468541.262 +/- 0.280 | dlogz: 465807.977 > 0.109
iter: 258 | bound: 0 | nc: 8 | ncall: 1618 | eff(%): 15.946 | loglstar: -inf < -460503.118 < inf | logz: -460510.983 +/- 0.280 | dlogz: 464022.865 > 0.109
iter: 259 | bound: 0 | nc: 25 | ncall: 1643 | eff(%): 15.764 | loglstar: -inf < -460502.181 < inf | logz: -460509.476 +/- 0.262 | dlogz: 455992.577 > 0.109
iter: 260 | bound: 0 | nc: 3 | ncall: 1646 | eff(%): 15.796 | loglstar: -inf < -459549.131 < inf | logz: -459557.016 +/- 0.280 | dlogz: 455991.059 > 0.109
iter: 261 | bound: 0 | nc: 17 | ncall: 1663 | eff(%): 15.695 | loglstar: -inf < -449086.090 < inf | logz: -449093.986 +/- 0.280 | dlogz: 455038.590 > 0.109
iter: 262 | bound: 0 | nc: 11 | ncall: 1674 | eff(%): 15.651 | loglstar: -inf < -440092.129 < inf | logz: -440100.035 +/- 0.280 | dlogz: 444575.550 > 0.109
iter: 263 | bound: 0 | nc: 5 | ncall: 1679 | eff(%): 15.664 | loglstar: -inf < -434172.412 < inf | logz: -434180.327 +/- 0.281 | dlogz: 435581.589 > 0.109
iter: 264 | bound: 0 | nc: 3 | ncall: 1682 | eff(%): 15.696 | loglstar: -inf < -433264.522 < inf | logz: -433272.447 +/- 0.281 | dlogz: 429661.871 > 0.109
iter: 265 | bound: 0 | nc: 2 | ncall: 1684 | eff(%): 15.736 | loglstar: -inf < -426270.968 < inf | logz: -426278.904 +/- 0.281 | dlogz: 428753.982 > 0.109
iter: 266 | bound: 0 | nc: 24 | ncall: 1708 | eff(%): 15.574 | loglstar: -inf < -424626.509 < inf | logz: -424634.454 +/- 0.281 | dlogz: 421760.428 > 0.109
iter: 267 | bound: 0 | nc: 4 | ncall: 1712 | eff(%): 15.596 | loglstar: -inf < -418454.413 < inf | logz: -418462.368 +/- 0.281 | dlogz: 420115.968 > 0.109
iter: 268 | bound: 0 | nc: 24 | ncall: 1736 | eff(%): 15.438 | loglstar: -inf < -414582.160 < inf | logz: -414590.125 +/- 0.282 | dlogz: 413943.872 > 0.109
iter: 269 | bound: 0 | nc: 17 | ncall: 1753 | eff(%): 15.345 | loglstar: -inf < -412566.263 < inf | logz: -412574.238 +/- 0.282 | dlogz: 410071.620 > 0.109
iter: 270 | bound: 0 | nc: 4 | ncall: 1757 | eff(%): 15.367 | loglstar: -inf < -410126.357 < inf | logz: -410134.341 +/- 0.282 | dlogz: 408055.722 > 0.109
iter: 271 | bound: 0 | nc: 24 | ncall: 1781 | eff(%): 15.216 | loglstar: -inf < -409834.443 < inf | logz: -409842.438 +/- 0.282 | dlogz: 405615.816 > 0.109
iter: 272 | bound: 0 | nc: 19 | ncall: 1800 | eff(%): 15.111 | loglstar: -inf < -407805.107 < inf | logz: -407813.111 +/- 0.282 | dlogz: 405323.902 > 0.109
iter: 273 | bound: 0 | nc: 3 | ncall: 1803 | eff(%): 15.141 | loglstar: -inf < -407635.718 < inf | logz: -407643.732 +/- 0.282 | dlogz: 403294.566 > 0.109
iter: 274 | bound: 0 | nc: 6 | ncall: 1809 | eff(%): 15.146 | loglstar: -inf < -396692.048 < inf | logz: -396700.073 +/- 0.283 | dlogz: 403125.177 > 0.109
iter: 275 | bound: 0 | nc: 2 | ncall: 1811 | eff(%): 15.185 | loglstar: -inf < -394798.326 < inf | logz: -394806.361 +/- 0.283 | dlogz: 392181.507 > 0.109
iter: 276 | bound: 0 | nc: 50 | ncall: 1861 | eff(%): 14.831 | loglstar: -inf < -394590.810 < inf | logz: -394598.855 +/- 0.283 | dlogz: 390287.786 > 0.109
iter: 277 | bound: 0 | nc: 23 | ncall: 1884 | eff(%): 14.703 | loglstar: -inf < -392991.709 < inf | logz: -392999.764 +/- 0.283 | dlogz: 390080.269 > 0.109
iter: 278 | bound: 0 | nc: 10 | ncall: 1894 | eff(%): 14.678 | loglstar: -inf < -390470.052 < inf | logz: -390478.116 +/- 0.283 | dlogz: 388481.169 > 0.109
iter: 279 | bound: 0 | nc: 9 | ncall: 1903 | eff(%): 14.661 | loglstar: -inf < -388680.196 < inf | logz: -388688.271 +/- 0.283 | dlogz: 385959.511 > 0.109
iter: 280 | bound: 0 | nc: 27 | ncall: 1930 | eff(%): 14.508 | loglstar: -inf < -388416.919 < inf | logz: -388425.004 +/- 0.284 | dlogz: 384169.656 > 0.109
iter: 281 | bound: 0 | nc: 19 | ncall: 1949 | eff(%): 14.418 | loglstar: -inf < -382395.660 < inf | logz: -382403.755 +/- 0.284 | dlogz: 383906.378 > 0.109
iter: 282 | bound: 0 | nc: 22 | ncall: 1971 | eff(%): 14.307 | loglstar: -inf < -378864.614 < inf | logz: -378872.718 +/- 0.284 | dlogz: 377885.119 > 0.109
iter: 283 | bound: 0 | nc: 2 | ncall: 1973 | eff(%): 14.344 | loglstar: -inf < -378556.078 < inf | logz: -378564.193 +/- 0.284 | dlogz: 374354.073 > 0.109
iter: 284 | bound: 0 | nc: 11 | ncall: 1984 | eff(%): 14.315 | loglstar: -inf < -376713.578 < inf | logz: -376721.702 +/- 0.284 | dlogz: 374045.538 > 0.109
iter: 285 | bound: 0 | nc: 5 | ncall: 1989 | eff(%): 14.329 | loglstar: -inf < -376272.181 < inf | logz: -376280.316 +/- 0.284 | dlogz: 372203.037 > 0.109
iter: 286 | bound: 0 | nc: 1 | ncall: 1990 | eff(%): 14.372 | loglstar: -inf < -371485.192 < inf | logz: -371493.336 +/- 0.285 | dlogz: 371761.641 > 0.109
iter: 287 | bound: 0 | nc: 6 | ncall: 1996 | eff(%): 14.379 | loglstar: -inf < -368427.520 < inf | logz: -368435.675 +/- 0.285 | dlogz: 366974.651 > 0.109
iter: 288 | bound: 0 | nc: 3 | ncall: 1999 | eff(%): 14.407 | loglstar: -inf < -349117.632 < inf | logz: -349125.796 +/- 0.285 | dlogz: 363916.980 > 0.109
iter: 289 | bound: 0 | nc: 18 | ncall: 2017 | eff(%): 14.328 | loglstar: -inf < -347890.179 < inf | logz: -347898.353 +/- 0.285 | dlogz: 344607.091 > 0.109
iter: 290 | bound: 0 | nc: 54 | ncall: 2071 | eff(%): 14.003 | loglstar: -inf < -342435.449 < inf | logz: -342443.632 +/- 0.285 | dlogz: 343379.638 > 0.109
iter: 291 | bound: 0 | nc: 36 | ncall: 2107 | eff(%): 13.811 | loglstar: -inf < -342387.167 < inf | logz: -342395.361 +/- 0.286 | dlogz: 337924.908 > 0.109
iter: 292 | bound: 0 | nc: 13 | ncall: 2120 | eff(%): 13.774 | loglstar: -inf < -339055.682 < inf | logz: -339063.886 +/- 0.286 | dlogz: 337876.626 > 0.109
iter: 293 | bound: 0 | nc: 28 | ncall: 2148 | eff(%): 13.641 | loglstar: -inf < -337576.474 < inf | logz: -337584.688 +/- 0.286 | dlogz: 334545.141 > 0.109
iter: 294 | bound: 0 | nc: 7 | ncall: 2155 | eff(%): 13.643 | loglstar: -inf < -336435.023 < inf | logz: -336443.247 +/- 0.286 | dlogz: 333065.934 > 0.109
iter: 295 | bound: 0 | nc: 4 | ncall: 2159 | eff(%): 13.664 | loglstar: -inf < -334761.950 < inf | logz: -334770.183 +/- 0.286 | dlogz: 331924.482 > 0.109
iter: 296 | bound: 0 | nc: 10 | ncall: 2169 | eff(%): 13.647 | loglstar: -inf < -332680.915 < inf | logz: -332689.159 +/- 0.286 | dlogz: 330251.409 > 0.109
iter: 297 | bound: 0 | nc: 14 | ncall: 2183 | eff(%): 13.605 | loglstar: -inf < -332313.425 < inf | logz: -332321.678 +/- 0.287 | dlogz: 328170.374 > 0.109
iter: 298 | bound: 0 | nc: 17 | ncall: 2200 | eff(%): 13.545 | loglstar: -inf < -320738.265 < inf | logz: -320746.528 +/- 0.287 | dlogz: 327802.884 > 0.109
iter: 299 | bound: 0 | nc: 9 | ncall: 2209 | eff(%): 13.536 | loglstar: -inf < -319580.442 < inf | logz: -319588.715 +/- 0.287 | dlogz: 316227.724 > 0.109
iter: 300 | bound: 0 | nc: 22 | ncall: 2231 | eff(%): 13.447 | loglstar: -inf < -312964.000 < inf | logz: -312972.283 +/- 0.287 | dlogz: 315069.901 > 0.109
iter: 301 | bound: 0 | nc: 9 | ncall: 2240 | eff(%): 13.438 | loglstar: -inf < -307974.413 < inf | logz: -307982.707 +/- 0.287 | dlogz: 308453.459 > 0.109
iter: 302 | bound: 0 | nc: 20 | ncall: 2260 | eff(%): 13.363 | loglstar: -inf < -304935.107 < inf | logz: -304943.410 +/- 0.287 | dlogz: 303463.873 > 0.109
iter: 303 | bound: 0 | nc: 17 | ncall: 2277 | eff(%): 13.307 | loglstar: -inf < -301007.014 < inf | logz: -301015.327 +/- 0.288 | dlogz: 300424.566 > 0.109
iter: 304 | bound: 0 | nc: 28 | ncall: 2305 | eff(%): 13.189 | loglstar: -inf < -299087.644 < inf | logz: -299095.967 +/- 0.288 | dlogz: 296496.473 > 0.109
iter: 305 | bound: 0 | nc: 15 | ncall: 2320 | eff(%): 13.147 | loglstar: -inf < -297951.677 < inf | logz: -297960.010 +/- 0.288 | dlogz: 294577.103 > 0.109
iter: 306 | bound: 0 | nc: 53 | ncall: 2373 | eff(%): 12.895 | loglstar: -inf < -296023.048 < inf | logz: -296031.391 +/- 0.288 | dlogz: 293441.136 > 0.109
iter: 307 | bound: 0 | nc: 3 | ncall: 2376 | eff(%): 12.921 | loglstar: -inf < -293802.780 < inf | logz: -293811.133 +/- 0.288 | dlogz: 291512.507 > 0.109
iter: 308 | bound: 0 | nc: 25 | ncall: 2401 | eff(%): 12.828 | loglstar: -inf < -291016.055 < inf | logz: -291024.418 +/- 0.288 | dlogz: 289292.239 > 0.109
iter: 309 | bound: 0 | nc: 15 | ncall: 2416 | eff(%): 12.790 | loglstar: -inf < -290402.030 < inf | logz: -290410.403 +/- 0.289 | dlogz: 286505.514 > 0.109
iter: 310 | bound: 0 | nc: 26 | ncall: 2442 | eff(%): 12.695 | loglstar: -inf < -289806.841 < inf | logz: -289815.224 +/- 0.289 | dlogz: 285891.489 > 0.109
iter: 311 | bound: 0 | nc: 42 | ncall: 2484 | eff(%): 12.520 | loglstar: -inf < -288985.673 < inf | logz: -288994.066 +/- 0.289 | dlogz: 285296.300 > 0.109
iter: 312 | bound: 0 | nc: 30 | ncall: 2514 | eff(%): 12.411 | loglstar: -inf < -288667.384 < inf | logz: -288675.787 +/- 0.289 | dlogz: 284475.132 > 0.109
iter: 313 | bound: 0 | nc: 38 | ncall: 2552 | eff(%): 12.265 | loglstar: -inf < -288017.733 < inf | logz: -288026.146 +/- 0.289 | dlogz: 284156.843 > 0.109
iter: 314 | bound: 0 | nc: 49 | ncall: 2601 | eff(%): 12.072 | loglstar: -inf < -278898.689 < inf | logz: -278907.111 +/- 0.289 | dlogz: 283507.192 > 0.109
iter: 315 | bound: 0 | nc: 34 | ncall: 2635 | eff(%): 11.954 | loglstar: -inf < -278456.136 < inf | logz: -278464.568 +/- 0.290 | dlogz: 274388.148 > 0.109
iter: 316 | bound: 0 | nc: 1 | ncall: 2636 | eff(%): 11.988 | loglstar: -inf < -275586.108 < inf | logz: -275594.551 +/- 0.290 | dlogz: 273945.595 > 0.109
iter: 317 | bound: 0 | nc: 72 | ncall: 2708 | eff(%): 11.706 | loglstar: -inf < -274614.961 < inf | logz: -274623.414 +/- 0.290 | dlogz: 271075.568 > 0.109
iter: 318 | bound: 0 | nc: 20 | ncall: 2728 | eff(%): 11.657 | loglstar: -inf < -270021.940 < inf | logz: -270030.403 +/- 0.290 | dlogz: 270104.421 > 0.109
iter: 319 | bound: 0 | nc: 1 | ncall: 2729 | eff(%): 11.689 | loglstar: -inf < -263129.146 < inf | logz: -263137.619 +/- 0.290 | dlogz: 265511.399 > 0.109
iter: 320 | bound: 0 | nc: 32 | ncall: 2761 | eff(%): 11.590 | loglstar: -inf < -261568.820 < inf | logz: -261577.302 +/- 0.291 | dlogz: 258618.606 > 0.109
iter: 321 | bound: 0 | nc: 13 | ncall: 2774 | eff(%): 11.572 | loglstar: -inf < -260471.911 < inf | logz: -260480.403 +/- 0.291 | dlogz: 257058.279 > 0.109
iter: 322 | bound: 0 | nc: 5 | ncall: 2779 | eff(%): 11.587 | loglstar: -inf < -260405.449 < inf | logz: -260413.951 +/- 0.291 | dlogz: 255961.370 > 0.109
iter: 323 | bound: 0 | nc: 10 | ncall: 2789 | eff(%): 11.581 | loglstar: -inf < -258416.679 < inf | logz: -258425.192 +/- 0.291 | dlogz: 255894.908 > 0.109
iter: 324 | bound: 0 | nc: 48 | ncall: 2837 | eff(%): 11.421 | loglstar: -inf < -256507.758 < inf | logz: -256516.280 +/- 0.291 | dlogz: 253906.139 > 0.109
iter: 325 | bound: 0 | nc: 37 | ncall: 2874 | eff(%): 11.308 | loglstar: -inf < -252956.825 < inf | logz: -252965.357 +/- 0.291 | dlogz: 251997.217 > 0.109
iter: 326 | bound: 0 | nc: 34 | ncall: 2908 | eff(%): 11.210 | loglstar: -inf < -252370.784 < inf | logz: -252379.326 +/- 0.292 | dlogz: 248446.284 > 0.109
iter: 327 | bound: 0 | nc: 2 | ncall: 2910 | eff(%): 11.237 | loglstar: -inf < -247536.335 < inf | logz: -247544.887 +/- 0.292 | dlogz: 247860.243 > 0.109
iter: 328 | bound: 0 | nc: 25 | ncall: 2935 | eff(%): 11.175 | loglstar: -inf < -246359.852 < inf | logz: -246368.414 +/- 0.292 | dlogz: 243025.795 > 0.109
iter: 329 | bound: 0 | nc: 30 | ncall: 2965 | eff(%): 11.096 | loglstar: -inf < -243210.334 < inf | logz: -243218.906 +/- 0.292 | dlogz: 241849.311 > 0.109
iter: 330 | bound: 0 | nc: 4 | ncall: 2969 | eff(%): 11.115 | loglstar: -inf < -237888.369 < inf | logz: -237896.951 +/- 0.292 | dlogz: 238699.793 > 0.109
iter: 331 | bound: 0 | nc: 20 | ncall: 2989 | eff(%): 11.074 | loglstar: -inf < -232708.408 < inf | logz: -232717.000 +/- 0.292 | dlogz: 233377.828 > 0.109
iter: 332 | bound: 0 | nc: 26 | ncall: 3015 | eff(%): 11.012 | loglstar: -inf < -230087.822 < inf | logz: -230096.424 +/- 0.293 | dlogz: 228197.868 > 0.109
iter: 333 | bound: 0 | nc: 15 | ncall: 3030 | eff(%): 10.990 | loglstar: -inf < -228928.041 < inf | logz: -228936.653 +/- 0.293 | dlogz: 225577.281 > 0.109
iter: 334 | bound: 0 | nc: 61 | ncall: 3091 | eff(%): 10.806 | loglstar: -inf < -227543.780 < inf | logz: -227552.402 +/- 0.293 | dlogz: 224417.500 > 0.109
iter: 335 | bound: 0 | nc: 85 | ncall: 3176 | eff(%): 10.548 | loglstar: -inf < -222335.362 < inf | logz: -222343.993 +/- 0.293 | dlogz: 223033.239 > 0.109
iter: 336 | bound: 0 | nc: 146 | ncall: 3322 | eff(%): 10.114 | loglstar: -inf < -221398.280 < inf | logz: -221406.922 +/- 0.293 | dlogz: 217824.821 > 0.109
iter: 337 | bound: 0 | nc: 11 | ncall: 3333 | eff(%): 10.111 | loglstar: -inf < -220497.549 < inf | logz: -220506.201 +/- 0.293 | dlogz: 216887.739 > 0.109
iter: 338 | bound: 0 | nc: 82 | ncall: 3415 | eff(%): 9.898 | loglstar: -inf < -217944.633 < inf | logz: -217953.295 +/- 0.294 | dlogz: 215987.008 > 0.109
iter: 339 | bound: 1 | nc: 6 | ncall: 3421 | eff(%): 9.909 | loglstar: -inf < -216134.404 < inf | logz: -216143.076 +/- 0.294 | dlogz: 213434.092 > 0.109
iter: 340 | bound: 1 | nc: 11 | ncall: 3432 | eff(%): 9.907 | loglstar: -inf < -213261.489 < inf | logz: -213270.170 +/- 0.294 | dlogz: 211623.863 > 0.109
iter: 341 | bound: 1 | nc: 5 | ncall: 3437 | eff(%): 9.921 | loglstar: -inf < -213202.482 < inf | logz: -213211.174 +/- 0.294 | dlogz: 208750.948 > 0.109
iter: 342 | bound: 1 | nc: 19 | ncall: 3456 | eff(%): 9.896 | loglstar: -inf < -212665.827 < inf | logz: -212674.529 +/- 0.294 | dlogz: 208691.941 > 0.109
iter: 343 | bound: 1 | nc: 42 | ncall: 3498 | eff(%): 9.806 | loglstar: -inf < -212024.345 < inf | logz: -212033.056 +/- 0.294 | dlogz: 208155.287 > 0.109
iter: 344 | bound: 1 | nc: 4 | ncall: 3502 | eff(%): 9.823 | loglstar: -inf < -208535.979 < inf | logz: -208544.700 +/- 0.295 | dlogz: 207513.804 > 0.109
iter: 345 | bound: 1 | nc: 16 | ncall: 3518 | eff(%): 9.807 | loglstar: -inf < -206257.025 < inf | logz: -206265.756 +/- 0.295 | dlogz: 204025.438 > 0.109
iter: 346 | bound: 2 | nc: 20 | ncall: 3538 | eff(%): 9.780 | loglstar: -inf < -202601.213 < inf | logz: -202609.954 +/- 0.295 | dlogz: 201746.484 > 0.109
iter: 347 | bound: 2 | nc: 84 | ncall: 3622 | eff(%): 9.580 | loglstar: -inf < -202074.574 < inf | logz: -202083.325 +/- 0.295 | dlogz: 198090.672 > 0.109
iter: 348 | bound: 3 | nc: 18 | ncall: 3640 | eff(%): 9.560 | loglstar: -inf < -202000.079 < inf | logz: -202008.840 +/- 0.295 | dlogz: 197564.033 > 0.109
iter: 349 | bound: 3 | nc: 35 | ncall: 3675 | eff(%): 9.497 | loglstar: -inf < -198153.107 < inf | logz: -198161.878 +/- 0.295 | dlogz: 197489.539 > 0.109
iter: 350 | bound: 3 | nc: 20 | ncall: 3695 | eff(%): 9.472 | loglstar: -inf < -189768.462 < inf | logz: -189777.243 +/- 0.296 | dlogz: 193642.566 > 0.109
iter: 351 | bound: 3 | nc: 42 | ncall: 3737 | eff(%): 9.393 | loglstar: -inf < -187683.684 < inf | logz: -187692.475 +/- 0.296 | dlogz: 185257.921 > 0.109
iter: 352 | bound: 4 | nc: 5 | ncall: 3742 | eff(%): 9.407 | loglstar: -inf < -186972.017 < inf | logz: -186980.818 +/- 0.296 | dlogz: 183173.143 > 0.109
iter: 353 | bound: 5 | nc: 166 | ncall: 3908 | eff(%): 9.033 | loglstar: -inf < -184522.530 < inf | logz: -184531.341 +/- 0.296 | dlogz: 182461.476 > 0.109
iter: 354 | bound: 5 | nc: 26 | ncall: 3934 | eff(%): 8.998 | loglstar: -inf < -183744.818 < inf | logz: -183753.638 +/- 0.296 | dlogz: 180011.989 > 0.109
iter: 355 | bound: 5 | nc: 4 | ncall: 3938 | eff(%): 9.015 | loglstar: -inf < -180144.574 < inf | logz: -180153.404 +/- 0.296 | dlogz: 179234.277 > 0.109
iter: 356 | bound: 5 | nc: 7 | ncall: 3945 | eff(%): 9.024 | loglstar: -inf < -178468.848 < inf | logz: -178477.688 +/- 0.297 | dlogz: 175634.033 > 0.109
iter: 357 | bound: 5 | nc: 48 | ncall: 3993 | eff(%): 8.941 | loglstar: -inf < -178412.050 < inf | logz: -178420.900 +/- 0.297 | dlogz: 173958.307 > 0.109
iter: 358 | bound: 6 | nc: 79 | ncall: 4072 | eff(%): 8.792 | loglstar: -inf < -177230.079 < inf | logz: -177238.940 +/- 0.297 | dlogz: 173901.509 > 0.109
iter: 359 | bound: 6 | nc: 5 | ncall: 4077 | eff(%): 8.805 | loglstar: -inf < -174760.764 < inf | logz: -174769.635 +/- 0.297 | dlogz: 172719.538 > 0.109
iter: 360 | bound: 6 | nc: 3 | ncall: 4080 | eff(%): 8.824 | loglstar: -inf < -173484.194 < inf | logz: -173493.074 +/- 0.297 | dlogz: 170250.223 > 0.109
iter: 361 | bound: 6 | nc: 7 | ncall: 4087 | eff(%): 8.833 | loglstar: -inf < -171347.040 < inf | logz: -171355.930 +/- 0.297 | dlogz: 168973.653 > 0.109
iter: 362 | bound: 6 | nc: 1 | ncall: 4088 | eff(%): 8.855 | loglstar: -inf < -169163.547 < inf | logz: -169172.448 +/- 0.298 | dlogz: 166836.499 > 0.109
iter: 363 | bound: 6 | nc: 5 | ncall: 4093 | eff(%): 8.869 | loglstar: -inf < -163118.252 < inf | logz: -163127.162 +/- 0.298 | dlogz: 164653.007 > 0.109
iter: 364 | bound: 6 | nc: 7 | ncall: 4100 | eff(%): 8.878 | loglstar: -inf < -162674.695 < inf | logz: -162683.615 +/- 0.298 | dlogz: 158607.711 > 0.109
iter: 365 | bound: 6 | nc: 3 | ncall: 4103 | eff(%): 8.896 | loglstar: -inf < -160883.303 < inf | logz: -160892.233 +/- 0.298 | dlogz: 162034.985 > 0.109
iter: 366 | bound: 6 | nc: 4 | ncall: 4107 | eff(%): 8.912 | loglstar: -inf < -159860.441 < inf | logz: -159869.381 +/- 0.298 | dlogz: 160243.593 > 0.109
iter: 367 | bound: 6 | nc: 4 | ncall: 4111 | eff(%): 8.927 | loglstar: -inf < -159257.360 < inf | logz: -159266.310 +/- 0.298 | dlogz: 159220.731 > 0.109
iter: 368 | bound: 6 | nc: 11 | ncall: 4122 | eff(%): 8.928 | loglstar: -inf < -158605.395 < inf | logz: -158614.355 +/- 0.299 | dlogz: 158617.651 > 0.109
iter: 369 | bound: 6 | nc: 5 | ncall: 4127 | eff(%): 8.941 | loglstar: -inf < -155701.601 < inf | logz: -155710.571 +/- 0.299 | dlogz: 157965.686 > 0.109
iter: 370 | bound: 6 | nc: 3 | ncall: 4130 | eff(%): 8.959 | loglstar: -inf < -154324.889 < inf | logz: -154333.868 +/- 0.299 | dlogz: 155061.892 > 0.109
iter: 371 | bound: 6 | nc: 7 | ncall: 4137 | eff(%): 8.968 | loglstar: -inf < -154106.471 < inf | logz: -154115.461 +/- 0.299 | dlogz: 153685.179 > 0.109
iter: 372 | bound: 6 | nc: 1 | ncall: 4138 | eff(%): 8.990 | loglstar: -inf < -153624.140 < inf | logz: -153633.140 +/- 0.299 | dlogz: 153466.762 > 0.109
iter: 373 | bound: 6 | nc: 18 | ncall: 4156 | eff(%): 8.975 | loglstar: -inf < -153429.562 < inf | logz: -153438.572 +/- 0.299 | dlogz: 152984.430 > 0.109
iter: 374 | bound: 7 | nc: 18 | ncall: 4174 | eff(%): 8.960 | loglstar: -inf < -151626.405 < inf | logz: -151635.425 +/- 0.300 | dlogz: 152789.852 > 0.109
iter: 375 | bound: 7 | nc: 2 | ncall: 4176 | eff(%): 8.980 | loglstar: -inf < -151416.075 < inf | logz: -151425.104 +/- 0.300 | dlogz: 150986.696 > 0.109
iter: 376 | bound: 7 | nc: 6 | ncall: 4182 | eff(%): 8.991 | loglstar: -inf < -151201.162 < inf | logz: -151210.202 +/- 0.300 | dlogz: 150776.365 > 0.109
iter: 377 | bound: 7 | nc: 2 | ncall: 4184 | eff(%): 9.011 | loglstar: -inf < -148378.863 < inf | logz: -148387.912 +/- 0.300 | dlogz: 150561.452 > 0.109
iter: 378 | bound: 7 | nc: 1 | ncall: 4185 | eff(%): 9.032 | loglstar: -inf < -148166.147 < inf | logz: -148175.207 +/- 0.300 | dlogz: 147739.153 > 0.109
iter: 379 | bound: 7 | nc: 1 | ncall: 4186 | eff(%): 9.054 | loglstar: -inf < -144630.595 < inf | logz: -144639.665 +/- 0.300 | dlogz: 147526.437 > 0.109
iter: 380 | bound: 7 | nc: 3 | ncall: 4189 | eff(%): 9.071 | loglstar: -inf < -144588.488 < inf | logz: -144597.567 +/- 0.301 | dlogz: 143990.885 > 0.109
iter: 381 | bound: 7 | nc: 2 | ncall: 4191 | eff(%): 9.091 | loglstar: -inf < -142544.007 < inf | logz: -142553.096 +/- 0.301 | dlogz: 143948.778 > 0.109
iter: 382 | bound: 7 | nc: 2 | ncall: 4193 | eff(%): 9.110 | loglstar: -inf < -138045.227 < inf | logz: -138054.327 +/- 0.301 | dlogz: 141904.297 > 0.109
iter: 383 | bound: 7 | nc: 5 | ncall: 4198 | eff(%): 9.123 | loglstar: -inf < -136442.672 < inf | logz: -136451.782 +/- 0.301 | dlogz: 137405.518 > 0.109
iter: 384 | bound: 7 | nc: 1 | ncall: 4199 | eff(%): 9.145 | loglstar: -inf < -135071.484 < inf | logz: -135080.603 +/- 0.301 | dlogz: 135802.963 > 0.109
iter: 385 | bound: 7 | nc: 3 | ncall: 4202 | eff(%): 9.162 | loglstar: -inf < -131320.633 < inf | logz: -131329.762 +/- 0.301 | dlogz: 134431.774 > 0.109
iter: 386 | bound: 7 | nc: 1 | ncall: 4203 | eff(%): 9.184 | loglstar: -inf < -131303.117 < inf | logz: -131312.256 +/- 0.302 | dlogz: 130680.923 > 0.109
iter: 387 | bound: 7 | nc: 1 | ncall: 4204 | eff(%): 9.206 | loglstar: -inf < -128442.961 < inf | logz: -128452.110 +/- 0.302 | dlogz: 130663.408 > 0.109
iter: 388 | bound: 7 | nc: 3 | ncall: 4207 | eff(%): 9.223 | loglstar: -inf < -128248.824 < inf | logz: -128257.983 +/- 0.302 | dlogz: 127803.252 > 0.109
iter: 389 | bound: 7 | nc: 1 | ncall: 4208 | eff(%): 9.244 | loglstar: -inf < -127084.523 < inf | logz: -127093.692 +/- 0.302 | dlogz: 127609.115 > 0.109
iter: 390 | bound: 7 | nc: 1 | ncall: 4209 | eff(%): 9.266 | loglstar: -inf < -124707.117 < inf | logz: -124716.296 +/- 0.302 | dlogz: 126444.813 > 0.109
iter: 391 | bound: 7 | nc: 3 | ncall: 4212 | eff(%): 9.283 | loglstar: -inf < -124438.892 < inf | logz: -124448.080 +/- 0.302 | dlogz: 124067.407 > 0.109
iter: 392 | bound: 7 | nc: 4 | ncall: 4216 | eff(%): 9.298 | loglstar: -inf < -124166.826 < inf | logz: -124176.025 +/- 0.303 | dlogz: 123799.182 > 0.109
iter: 393 | bound: 7 | nc: 3 | ncall: 4219 | eff(%): 9.315 | loglstar: -inf < -123760.029 < inf | logz: -123769.238 +/- 0.303 | dlogz: 123527.116 > 0.109
iter: 394 | bound: 7 | nc: 3 | ncall: 4222 | eff(%): 9.332 | loglstar: -inf < -121489.530 < inf | logz: -121498.749 +/- 0.303 | dlogz: 123120.319 > 0.109
iter: 395 | bound: 7 | nc: 3 | ncall: 4225 | eff(%): 9.349 | loglstar: -inf < -118952.860 < inf | logz: -118962.089 +/- 0.303 | dlogz: 120849.820 > 0.109
iter: 396 | bound: 7 | nc: 1 | ncall: 4226 | eff(%): 9.371 | loglstar: -inf < -117828.932 < inf | logz: -117838.171 +/- 0.303 | dlogz: 118313.150 > 0.109
iter: 397 | bound: 7 | nc: 3 | ncall: 4229 | eff(%): 9.388 | loglstar: -inf < -116135.531 < inf | logz: -116144.780 +/- 0.303 | dlogz: 117189.222 > 0.109
iter: 398 | bound: 7 | nc: 1 | ncall: 4230 | eff(%): 9.409 | loglstar: -inf < -115333.503 < inf | logz: -115342.761 +/- 0.304 | dlogz: 115495.821 > 0.109
iter: 399 | bound: 7 | nc: 2 | ncall: 4232 | eff(%): 9.428 | loglstar: -inf < -114741.676 < inf | logz: -114750.944 +/- 0.304 | dlogz: 114693.793 > 0.109
iter: 400 | bound: 7 | nc: 3 | ncall: 4235 | eff(%): 9.445 | loglstar: -inf < -114405.391 < inf | logz: -114414.669 +/- 0.304 | dlogz: 114101.966 > 0.109
iter: 401 | bound: 7 | nc: 4 | ncall: 4239 | eff(%): 9.460 | loglstar: -inf < -113918.352 < inf | logz: -113927.640 +/- 0.304 | dlogz: 113765.681 > 0.109
iter: 402 | bound: 7 | nc: 2 | ncall: 4241 | eff(%): 9.479 | loglstar: -inf < -113872.637 < inf | logz: -113881.935 +/- 0.304 | dlogz: 113278.642 > 0.109
iter: 403 | bound: 7 | nc: 1 | ncall: 4242 | eff(%): 9.500 | loglstar: -inf < -112689.179 < inf | logz: -112698.487 +/- 0.304 | dlogz: 113232.927 > 0.109
iter: 404 | bound: 7 | nc: 4 | ncall: 4246 | eff(%): 9.515 | loglstar: -inf < -112541.333 < inf | logz: -112550.652 +/- 0.304 | dlogz: 112049.469 > 0.109
iter: 405 | bound: 7 | nc: 3 | ncall: 4249 | eff(%): 9.532 | loglstar: -inf < -111907.012 < inf | logz: -111916.341 +/- 0.305 | dlogz: 111901.624 > 0.109
iter: 406 | bound: 7 | nc: 3 | ncall: 4252 | eff(%): 9.548 | loglstar: -inf < -111768.131 < inf | logz: -111777.469 +/- 0.305 | dlogz: 111267.303 > 0.109
iter: 407 | bound: 7 | nc: 6 | ncall: 4258 | eff(%): 9.558 | loglstar: -inf < -111698.576 < inf | logz: -111707.924 +/- 0.305 | dlogz: 111128.421 > 0.109
iter: 408 | bound: 7 | nc: 4 | ncall: 4262 | eff(%): 9.573 | loglstar: -inf < -111376.123 < inf | logz: -111385.481 +/- 0.305 | dlogz: 111058.866 > 0.109
iter: 409 | bound: 7 | nc: 10 | ncall: 4272 | eff(%): 9.574 | loglstar: -inf < -108358.820 < inf | logz: -108368.188 +/- 0.305 | dlogz: 110736.413 > 0.109
iter: 410 | bound: 8 | nc: 2 | ncall: 4274 | eff(%): 9.593 | loglstar: -inf < -108311.330 < inf | logz: -108320.708 +/- 0.305 | dlogz: 107719.111 > 0.109
iter: 411 | bound: 8 | nc: 1 | ncall: 4275 | eff(%): 9.614 | loglstar: -inf < -106892.161 < inf | logz: -106901.549 +/- 0.306 | dlogz: 107671.621 > 0.109
iter: 412 | bound: 8 | nc: 2 | ncall: 4277 | eff(%): 9.633 | loglstar: -inf < -104767.707 < inf | logz: -104777.105 +/- 0.306 | dlogz: 106252.451 > 0.109
iter: 413 | bound: 8 | nc: 59 | ncall: 4336 | eff(%): 9.525 | loglstar: -inf < -104463.237 < inf | logz: -104472.645 +/- 0.306 | dlogz: 104127.997 > 0.109
iter: 414 | bound: 8 | nc: 24 | ncall: 4360 | eff(%): 9.495 | loglstar: -inf < -103849.337 < inf | logz: -103858.755 +/- 0.306 | dlogz: 103823.527 > 0.109
iter: 415 | bound: 8 | nc: 8 | ncall: 4368 | eff(%): 9.501 | loglstar: -inf < -103523.029 < inf | logz: -103532.457 +/- 0.306 | dlogz: 103209.627 > 0.109
iter: 416 | bound: 9 | nc: 24 | ncall: 4392 | eff(%): 9.472 | loglstar: -inf < -103429.103 < inf | logz: -103438.540 +/- 0.306 | dlogz: 102883.320 > 0.109
iter: 417 | bound: 9 | nc: 7 | ncall: 4399 | eff(%): 9.479 | loglstar: -inf < -102970.931 < inf | logz: -102980.379 +/- 0.307 | dlogz: 102789.393 > 0.109
iter: 418 | bound: 9 | nc: 4 | ncall: 4403 | eff(%): 9.494 | loglstar: -inf < -101364.096 < inf | logz: -101373.554 +/- 0.307 | dlogz: 102331.221 > 0.109
iter: 419 | bound: 9 | nc: 4 | ncall: 4407 | eff(%): 9.508 | loglstar: -inf < -99255.199 < inf | logz: -99264.666 +/- 0.307 | dlogz: 100724.386 > 0.109
iter: 420 | bound: 9 | nc: 4 | ncall: 4411 | eff(%): 9.522 | loglstar: -inf < -99192.853 < inf | logz: -99202.330 +/- 0.307 | dlogz: 98615.489 > 0.109
iter: 421 | bound: 9 | nc: 4 | ncall: 4415 | eff(%): 9.536 | loglstar: -inf < -98194.527 < inf | logz: -98204.014 +/- 0.307 | dlogz: 98553.143 > 0.109
iter: 422 | bound: 9 | nc: 17 | ncall: 4432 | eff(%): 9.522 | loglstar: -inf < -98031.479 < inf | logz: -98040.976 +/- 0.307 | dlogz: 97554.817 > 0.109
iter: 423 | bound: 9 | nc: 2 | ncall: 4434 | eff(%): 9.540 | loglstar: -inf < -97018.711 < inf | logz: -97028.218 +/- 0.308 | dlogz: 97391.769 > 0.109
iter: 424 | bound: 9 | nc: 2 | ncall: 4436 | eff(%): 9.558 | loglstar: -inf < -94501.259 < inf | logz: -94510.777 +/- 0.308 | dlogz: 96379.001 > 0.109
iter: 425 | bound: 9 | nc: 4 | ncall: 4440 | eff(%): 9.572 | loglstar: -inf < -93834.070 < inf | logz: -93843.597 +/- 0.308 | dlogz: 93861.550 > 0.109
iter: 426 | bound: 9 | nc: 2 | ncall: 4442 | eff(%): 9.590 | loglstar: -inf < -92954.676 < inf | logz: -92964.214 +/- 0.308 | dlogz: 93194.360 > 0.109
iter: 427 | bound: 9 | nc: 1 | ncall: 4443 | eff(%): 9.611 | loglstar: -inf < -92949.967 < inf | logz: -92959.496 +/- 0.307 | dlogz: 92314.967 > 0.109
iter: 428 | bound: 9 | nc: 3 | ncall: 4446 | eff(%): 9.627 | loglstar: -inf < -92435.874 < inf | logz: -92445.432 +/- 0.308 | dlogz: 92310.239 > 0.109
iter: 429 | bound: 9 | nc: 1 | ncall: 4447 | eff(%): 9.647 | loglstar: -inf < -92179.302 < inf | logz: -92188.869 +/- 0.309 | dlogz: 91796.165 > 0.109
iter: 430 | bound: 9 | nc: 2 | ncall: 4449 | eff(%): 9.665 | loglstar: -inf < -92048.551 < inf | logz: -92058.127 +/- 0.309 | dlogz: 91539.592 > 0.109
iter: 431 | bound: 9 | nc: 1 | ncall: 4450 | eff(%): 9.685 | loglstar: -inf < -89791.640 < inf | logz: -89801.227 +/- 0.309 | dlogz: 91408.841 > 0.109
iter: 432 | bound: 9 | nc: 3 | ncall: 4453 | eff(%): 9.701 | loglstar: -inf < -87702.736 < inf | logz: -87712.333 +/- 0.309 | dlogz: 89151.930 > 0.109
iter: 433 | bound: 9 | nc: 1 | ncall: 4454 | eff(%): 9.722 | loglstar: -inf < -87513.974 < inf | logz: -87523.581 +/- 0.309 | dlogz: 87063.026 > 0.109
iter: 434 | bound: 9 | nc: 1 | ncall: 4455 | eff(%): 9.742 | loglstar: -inf < -87400.427 < inf | logz: -87410.044 +/- 0.309 | dlogz: 86874.264 > 0.109
iter: 435 | bound: 9 | nc: 2 | ncall: 4457 | eff(%): 9.760 | loglstar: -inf < -86369.828 < inf | logz: -86379.455 +/- 0.309 | dlogz: 86760.718 > 0.109
iter: 436 | bound: 9 | nc: 2 | ncall: 4459 | eff(%): 9.778 | loglstar: -inf < -86079.481 < inf | logz: -86089.117 +/- 0.310 | dlogz: 85730.119 > 0.109
iter: 437 | bound: 9 | nc: 14 | ncall: 4473 | eff(%): 9.770 | loglstar: -inf < -83958.408 < inf | logz: -83968.054 +/- 0.310 | dlogz: 85439.771 > 0.109
iter: 438 | bound: 9 | nc: 1 | ncall: 4474 | eff(%): 9.790 | loglstar: -inf < -83867.968 < inf | logz: -83877.625 +/- 0.310 | dlogz: 83318.698 > 0.109
iter: 439 | bound: 9 | nc: 2 | ncall: 4476 | eff(%): 9.808 | loglstar: -inf < -82526.471 < inf | logz: -82536.137 +/- 0.310 | dlogz: 83228.258 > 0.109
iter: 440 | bound: 9 | nc: 1 | ncall: 4477 | eff(%): 9.828 | loglstar: -inf < -81259.118 < inf | logz: -81268.795 +/- 0.310 | dlogz: 81886.761 > 0.109
iter: 441 | bound: 9 | nc: 1 | ncall: 4478 | eff(%): 9.848 | loglstar: -inf < -80516.299 < inf | logz: -80525.985 +/- 0.310 | dlogz: 80619.409 > 0.109
iter: 442 | bound: 9 | nc: 3 | ncall: 4481 | eff(%): 9.864 | loglstar: -inf < -79490.041 < inf | logz: -79499.738 +/- 0.311 | dlogz: 79876.589 > 0.109
iter: 443 | bound: 9 | nc: 7 | ncall: 4488 | eff(%): 9.871 | loglstar: -inf < -78702.178 < inf | logz: -78711.884 +/- 0.311 | dlogz: 78850.332 > 0.109
iter: 444 | bound: 10 | nc: 5 | ncall: 4493 | eff(%): 9.882 | loglstar: -inf < -78263.635 < inf | logz: -78273.351 +/- 0.311 | dlogz: 78062.468 > 0.109
iter: 445 | bound: 10 | nc: 2 | ncall: 4495 | eff(%): 9.900 | loglstar: -inf < -78038.822 < inf | logz: -78048.548 +/- 0.311 | dlogz: 77623.925 > 0.109
iter: 446 | bound: 10 | nc: 1 | ncall: 4496 | eff(%): 9.920 | loglstar: -inf < -77764.793 < inf | logz: -77774.529 +/- 0.311 | dlogz: 77399.113 > 0.109
iter: 447 | bound: 10 | nc: 3 | ncall: 4499 | eff(%): 9.936 | loglstar: -inf < -77506.049 < inf | logz: -77515.795 +/- 0.311 | dlogz: 77125.083 > 0.109
iter: 448 | bound: 10 | nc: 5 | ncall: 4504 | eff(%): 9.947 | loglstar: -inf < -76977.415 < inf | logz: -76987.171 +/- 0.312 | dlogz: 76866.339 > 0.109
iter: 449 | bound: 10 | nc: 2 | ncall: 4506 | eff(%): 9.964 | loglstar: -inf < -76589.326 < inf | logz: -76599.092 +/- 0.312 | dlogz: 76337.706 > 0.109
iter: 450 | bound: 10 | nc: 1 | ncall: 4507 | eff(%): 9.984 | loglstar: -inf < -73616.395 < inf | logz: -73626.171 +/- 0.312 | dlogz: 75949.617 > 0.109
iter: 451 | bound: 10 | nc: 2 | ncall: 4509 | eff(%): 10.002 | loglstar: -inf < -73185.199 < inf | logz: -73194.985 +/- 0.312 | dlogz: 72976.685 > 0.109
iter: 452 | bound: 10 | nc: 1 | ncall: 4510 | eff(%): 10.022 | loglstar: -inf < -72974.851 < inf | logz: -72984.646 +/- 0.312 | dlogz: 72545.489 > 0.109
iter: 453 | bound: 10 | nc: 2 | ncall: 4512 | eff(%): 10.040 | loglstar: -inf < -71598.567 < inf | logz: -71608.373 +/- 0.312 | dlogz: 72335.141 > 0.109
iter: 454 | bound: 10 | nc: 1 | ncall: 4513 | eff(%): 10.060 | loglstar: -inf < -70897.561 < inf | logz: -70907.377 +/- 0.313 | dlogz: 70958.858 > 0.109
iter: 455 | bound: 10 | nc: 1 | ncall: 4514 | eff(%): 10.080 | loglstar: -inf < -70605.888 < inf | logz: -70615.714 +/- 0.313 | dlogz: 70257.851 > 0.109
iter: 456 | bound: 10 | nc: 1 | ncall: 4515 | eff(%): 10.100 | loglstar: -inf < -70411.574 < inf | logz: -70421.409 +/- 0.313 | dlogz: 69966.179 > 0.109
iter: 457 | bound: 10 | nc: 2 | ncall: 4517 | eff(%): 10.117 | loglstar: -inf < -69865.715 < inf | logz: -69875.560 +/- 0.313 | dlogz: 69771.864 > 0.109
iter: 458 | bound: 10 | nc: 3 | ncall: 4520 | eff(%): 10.133 | loglstar: -inf < -69281.175 < inf | logz: -69291.030 +/- 0.313 | dlogz: 69226.005 > 0.109
iter: 459 | bound: 10 | nc: 1 | ncall: 4521 | eff(%): 10.153 | loglstar: -inf < -68006.122 < inf | logz: -68015.987 +/- 0.313 | dlogz: 68641.465 > 0.109
iter: 460 | bound: 10 | nc: 1 | ncall: 4522 | eff(%): 10.172 | loglstar: -inf < -67849.883 < inf | logz: -67859.758 +/- 0.313 | dlogz: 67366.412 > 0.109
iter: 461 | bound: 10 | nc: 5 | ncall: 4527 | eff(%): 10.183 | loglstar: -inf < -66955.290 < inf | logz: -66965.175 +/- 0.314 | dlogz: 67210.173 > 0.109
iter: 462 | bound: 10 | nc: 2 | ncall: 4529 | eff(%): 10.201 | loglstar: -inf < -66584.335 < inf | logz: -66594.230 +/- 0.314 | dlogz: 66315.580 > 0.109
iter: 463 | bound: 10 | nc: 2 | ncall: 4531 | eff(%): 10.218 | loglstar: -inf < -66031.127 < inf | logz: -66041.032 +/- 0.314 | dlogz: 65944.625 > 0.109
iter: 464 | bound: 10 | nc: 6 | ncall: 4537 | eff(%): 10.227 | loglstar: -inf < -65934.498 < inf | logz: -65944.413 +/- 0.314 | dlogz: 65391.417 > 0.109
iter: 465 | bound: 10 | nc: 6 | ncall: 4543 | eff(%): 10.236 | loglstar: -inf < -64693.010 < inf | logz: -64702.936 +/- 0.314 | dlogz: 65294.788 > 0.109
iter: 466 | bound: 10 | nc: 3 | ncall: 4546 | eff(%): 10.251 | loglstar: -inf < -63700.608 < inf | logz: -63710.543 +/- 0.314 | dlogz: 64053.301 > 0.109
iter: 467 | bound: 10 | nc: 1 | ncall: 4547 | eff(%): 10.271 | loglstar: -inf < -63353.641 < inf | logz: -63363.586 +/- 0.315 | dlogz: 63060.898 > 0.109
iter: 468 | bound: 10 | nc: 2 | ncall: 4549 | eff(%): 10.288 | loglstar: -inf < -60490.295 < inf | logz: -60500.251 +/- 0.315 | dlogz: 62713.931 > 0.109
iter: 469 | bound: 10 | nc: 1 | ncall: 4550 | eff(%): 10.308 | loglstar: -inf < -60406.585 < inf | logz: -60416.551 +/- 0.315 | dlogz: 59850.586 > 0.109
iter: 470 | bound: 10 | nc: 3 | ncall: 4553 | eff(%): 10.323 | loglstar: -inf < -60229.861 < inf | logz: -60239.836 +/- 0.315 | dlogz: 59766.876 > 0.109
iter: 471 | bound: 10 | nc: 1 | ncall: 4554 | eff(%): 10.343 | loglstar: -inf < -59610.186 < inf | logz: -59620.171 +/- 0.315 | dlogz: 59590.151 > 0.109
iter: 472 | bound: 10 | nc: 4 | ncall: 4558 | eff(%): 10.355 | loglstar: -inf < -58388.744 < inf | logz: -58398.739 +/- 0.315 | dlogz: 58970.476 > 0.109
iter: 473 | bound: 10 | nc: 6 | ncall: 4564 | eff(%): 10.364 | loglstar: -inf < -58196.044 < inf | logz: -58206.049 +/- 0.316 | dlogz: 57749.034 > 0.109
iter: 474 | bound: 10 | nc: 12 | ncall: 4576 | eff(%): 10.358 | loglstar: -inf < -57699.611 < inf | logz: -57709.626 +/- 0.316 | dlogz: 57556.334 > 0.109
iter: 475 | bound: 10 | nc: 3 | ncall: 4579 | eff(%): 10.373 | loglstar: -inf < -57081.600 < inf | logz: -57091.625 +/- 0.316 | dlogz: 57059.901 > 0.109
iter: 476 | bound: 10 | nc: 4 | ncall: 4583 | eff(%): 10.386 | loglstar: -inf < -55742.353 < inf | logz: -55752.388 +/- 0.316 | dlogz: 56441.891 > 0.109
iter: 477 | bound: 10 | nc: 2 | ncall: 4585 | eff(%): 10.403 | loglstar: -inf < -55610.926 < inf | logz: -55620.971 +/- 0.316 | dlogz: 55102.644 > 0.109
iter: 478 | bound: 11 | nc: 9 | ncall: 4594 | eff(%): 10.405 | loglstar: -inf < -54668.398 < inf | logz: -54678.453 +/- 0.316 | dlogz: 54971.216 > 0.109
iter: 479 | bound: 11 | nc: 4 | ncall: 4598 | eff(%): 10.418 | loglstar: -inf < -54047.255 < inf | logz: -54057.320 +/- 0.316 | dlogz: 54028.688 > 0.109
iter: 480 | bound: 11 | nc: 15 | ncall: 4613 | eff(%): 10.405 | loglstar: -inf < -53620.763 < inf | logz: -53630.837 +/- 0.317 | dlogz: 53407.546 > 0.109
iter: 481 | bound: 11 | nc: 1 | ncall: 4614 | eff(%): 10.425 | loglstar: -inf < -52577.885 < inf | logz: -52587.970 +/- 0.317 | dlogz: 52981.053 > 0.109
iter: 482 | bound: 11 | nc: 2 | ncall: 4616 | eff(%): 10.442 | loglstar: -inf < -51970.160 < inf | logz: -51980.255 +/- 0.317 | dlogz: 51938.176 > 0.109
iter: 483 | bound: 11 | nc: 1 | ncall: 4617 | eff(%): 10.461 | loglstar: -inf < -51576.995 < inf | logz: -51587.100 +/- 0.317 | dlogz: 51330.451 > 0.109
iter: 484 | bound: 11 | nc: 15 | ncall: 4632 | eff(%): 10.449 | loglstar: -inf < -51277.543 < inf | logz: -51287.658 +/- 0.317 | dlogz: 50937.286 > 0.109
iter: 485 | bound: 11 | nc: 2 | ncall: 4634 | eff(%): 10.466 | loglstar: -inf < -50891.598 < inf | logz: -50901.722 +/- 0.317 | dlogz: 50637.834 > 0.109
iter: 486 | bound: 11 | nc: 8 | ncall: 4642 | eff(%): 10.470 | loglstar: -inf < -50375.752 < inf | logz: -50385.886 +/- 0.318 | dlogz: 50251.888 > 0.109
iter: 487 | bound: 11 | nc: 4 | ncall: 4646 | eff(%): 10.482 | loglstar: -inf < -49981.220 < inf | logz: -49991.364 +/- 0.318 | dlogz: 49736.042 > 0.109
iter: 488 | bound: 11 | nc: 9 | ncall: 4655 | eff(%): 10.483 | loglstar: -inf < -49941.840 < inf | logz: -49951.994 +/- 0.318 | dlogz: 49341.510 > 0.109
iter: 489 | bound: 11 | nc: 2 | ncall: 4657 | eff(%): 10.500 | loglstar: -inf < -49734.165 < inf | logz: -49744.329 +/- 0.318 | dlogz: 49302.130 > 0.109
iter: 490 | bound: 11 | nc: 9 | ncall: 4666 | eff(%): 10.502 | loglstar: -inf < -48520.544 < inf | logz: -48530.718 +/- 0.318 | dlogz: 49094.455 > 0.109
iter: 491 | bound: 11 | nc: 1 | ncall: 4667 | eff(%): 10.521 | loglstar: -inf < -48300.525 < inf | logz: -48310.709 +/- 0.318 | dlogz: 47880.834 > 0.109
iter: 492 | bound: 11 | nc: 5 | ncall: 4672 | eff(%): 10.531 | loglstar: -inf < -46820.961 < inf | logz: -46831.155 +/- 0.318 | dlogz: 47660.815 > 0.109
iter: 493 | bound: 11 | nc: 8 | ncall: 4680 | eff(%): 10.534 | loglstar: -inf < -46265.049 < inf | logz: -46275.253 +/- 0.319 | dlogz: 46181.252 > 0.109
iter: 494 | bound: 11 | nc: 3 | ncall: 4683 | eff(%): 10.549 | loglstar: -inf < -44579.537 < inf | logz: -44589.751 +/- 0.319 | dlogz: 45625.340 > 0.109
iter: 495 | bound: 12 | nc: 19 | ncall: 4702 | eff(%): 10.527 | loglstar: -inf < -44447.277 < inf | logz: -44457.500 +/- 0.319 | dlogz: 43939.828 > 0.109
iter: 496 | bound: 12 | nc: 1 | ncall: 4703 | eff(%): 10.546 | loglstar: -inf < -43895.674 < inf | logz: -43905.908 +/- 0.319 | dlogz: 43807.567 > 0.109
iter: 497 | bound: 12 | nc: 4 | ncall: 4707 | eff(%): 10.559 | loglstar: -inf < -43799.751 < inf | logz: -43809.995 +/- 0.319 | dlogz: 43255.964 > 0.109
iter: 498 | bound: 12 | nc: 3 | ncall: 4710 | eff(%): 10.573 | loglstar: -inf < -42530.772 < inf | logz: -42541.026 +/- 0.319 | dlogz: 43160.041 > 0.109
iter: 499 | bound: 12 | nc: 1 | ncall: 4711 | eff(%): 10.592 | loglstar: -inf < -42345.672 < inf | logz: -42355.936 +/- 0.320 | dlogz: 41891.063 > 0.109
iter: 500 | bound: 12 | nc: 3 | ncall: 4714 | eff(%): 10.607 | loglstar: -inf < -41421.990 < inf | logz: -41432.263 +/- 0.320 | dlogz: 41705.963 > 0.109
iter: 501 | bound: 12 | nc: 6 | ncall: 4720 | eff(%): 10.614 | loglstar: -inf < -41384.870 < inf | logz: -41395.153 +/- 0.320 | dlogz: 40782.280 > 0.109
iter: 502 | bound: 12 | nc: 4 | ncall: 4724 | eff(%): 10.627 | loglstar: -inf < -40906.635 < inf | logz: -40916.928 +/- 0.320 | dlogz: 40745.160 > 0.109
iter: 503 | bound: 12 | nc: 12 | ncall: 4736 | eff(%): 10.621 | loglstar: -inf < -40728.202 < inf | logz: -40738.505 +/- 0.320 | dlogz: 40266.925 > 0.109
iter: 504 | bound: 12 | nc: 3 | ncall: 4739 | eff(%): 10.635 | loglstar: -inf < -39882.866 < inf | logz: -39893.180 +/- 0.320 | dlogz: 40088.492 > 0.109
iter: 505 | bound: 12 | nc: 4 | ncall: 4743 | eff(%): 10.647 | loglstar: -inf < -39784.540 < inf | logz: -39794.864 +/- 0.320 | dlogz: 39243.157 > 0.109
iter: 506 | bound: 12 | nc: 7 | ncall: 4750 | eff(%): 10.653 | loglstar: -inf < -39740.290 < inf | logz: -39750.623 +/- 0.321 | dlogz: 39144.831 > 0.109
iter: 507 | bound: 12 | nc: 3 | ncall: 4753 | eff(%): 10.667 | loglstar: -inf < -39455.894 < inf | logz: -39466.238 +/- 0.321 | dlogz: 39480.108 > 0.109
iter: 508 | bound: 12 | nc: 7 | ncall: 4760 | eff(%): 10.672 | loglstar: -inf < -39342.142 < inf | logz: -39352.495 +/- 0.321 | dlogz: 39195.712 > 0.109
iter: 509 | bound: 12 | nc: 4 | ncall: 4764 | eff(%): 10.684 | loglstar: -inf < -39221.518 < inf | logz: -39231.881 +/- 0.321 | dlogz: 39081.959 > 0.109
iter: 510 | bound: 12 | nc: 4 | ncall: 4768 | eff(%): 10.696 | loglstar: -inf < -39189.752 < inf | logz: -39200.125 +/- 0.321 | dlogz: 38961.336 > 0.109
iter: 511 | bound: 12 | nc: 3 | ncall: 4771 | eff(%): 10.711 | loglstar: -inf < -38032.895 < inf | logz: -38043.278 +/- 0.321 | dlogz: 38929.569 > 0.109
iter: 512 | bound: 12 | nc: 8 | ncall: 4779 | eff(%): 10.714 | loglstar: -inf < -37160.467 < inf | logz: -37170.860 +/- 0.322 | dlogz: 37772.713 > 0.109
iter: 513 | bound: 12 | nc: 3 | ncall: 4782 | eff(%): 10.728 | loglstar: -inf < -36696.110 < inf | logz: -36706.513 +/- 0.322 | dlogz: 36900.284 > 0.109
iter: 514 | bound: 12 | nc: 5 | ncall: 4787 | eff(%): 10.737 | loglstar: -inf < -36608.869 < inf | logz: -36619.282 +/- 0.322 | dlogz: 36590.026 > 0.109
iter: 515 | bound: 12 | nc: 1 | ncall: 4788 | eff(%): 10.756 | loglstar: -inf < -36366.226 < inf | logz: -36376.648 +/- 0.322 | dlogz: 36502.785 > 0.109
iter: 516 | bound: 12 | nc: 1 | ncall: 4789 | eff(%): 10.775 | loglstar: -inf < -36361.646 < inf | logz: -36372.058 +/- 0.320 | dlogz: 36260.142 > 0.109
iter: 517 | bound: 12 | nc: 3 | ncall: 4792 | eff(%): 10.789 | loglstar: -inf < -36266.812 < inf | logz: -36277.255 +/- 0.322 | dlogz: 36255.541 > 0.109
iter: 518 | bound: 12 | nc: 2 | ncall: 4794 | eff(%): 10.805 | loglstar: -inf < -35951.377 < inf | logz: -35961.830 +/- 0.323 | dlogz: 36160.728 > 0.109
iter: 519 | bound: 12 | nc: 1 | ncall: 4795 | eff(%): 10.824 | loglstar: -inf < -35007.631 < inf | logz: -35018.093 +/- 0.323 | dlogz: 35845.293 > 0.109
iter: 520 | bound: 12 | nc: 3 | ncall: 4798 | eff(%): 10.838 | loglstar: -inf < -34874.165 < inf | logz: -34884.638 +/- 0.323 | dlogz: 34901.547 > 0.109
iter: 521 | bound: 12 | nc: 3 | ncall: 4801 | eff(%): 10.852 | loglstar: -inf < -34376.345 < inf | logz: -34386.827 +/- 0.323 | dlogz: 34768.081 > 0.109
iter: 522 | bound: 13 | nc: 7 | ncall: 4808 | eff(%): 10.857 | loglstar: -inf < -34352.069 < inf | logz: -34362.561 +/- 0.323 | dlogz: 34270.260 > 0.109
iter: 523 | bound: 13 | nc: 1 | ncall: 4809 | eff(%): 10.875 | loglstar: -inf < -33361.263 < inf | logz: -33371.766 +/- 0.323 | dlogz: 34245.984 > 0.109
iter: 524 | bound: 13 | nc: 19 | ncall: 4828 | eff(%): 10.853 | loglstar: -inf < -32419.478 < inf | logz: -32429.990 +/- 0.323 | dlogz: 33255.179 > 0.109
iter: 525 | bound: 13 | nc: 3 | ncall: 4831 | eff(%): 10.867 | loglstar: -inf < -31932.993 < inf | logz: -31943.515 +/- 0.324 | dlogz: 32313.394 > 0.109
iter: 526 | bound: 13 | nc: 5 | ncall: 4836 | eff(%): 10.877 | loglstar: -inf < -31301.326 < inf | logz: -31311.858 +/- 0.324 | dlogz: 31826.909 > 0.109
iter: 527 | bound: 13 | nc: 10 | ncall: 4846 | eff(%): 10.875 | loglstar: -inf < -30980.067 < inf | logz: -30990.609 +/- 0.324 | dlogz: 31195.242 > 0.109
iter: 528 | bound: 13 | nc: 7 | ncall: 4853 | eff(%): 10.880 | loglstar: -inf < -30735.308 < inf | logz: -30745.860 +/- 0.324 | dlogz: 30873.983 > 0.109
iter: 529 | bound: 13 | nc: 9 | ncall: 4862 | eff(%): 10.880 | loglstar: -inf < -29836.819 < inf | logz: -29847.381 +/- 0.324 | dlogz: 30629.223 > 0.109
iter: 530 | bound: 13 | nc: 28 | ncall: 4890 | eff(%): 10.838 | loglstar: -inf < -29089.266 < inf | logz: -29099.838 +/- 0.324 | dlogz: 29730.735 > 0.109
iter: 531 | bound: 13 | nc: 1 | ncall: 4891 | eff(%): 10.857 | loglstar: -inf < -28627.905 < inf | logz: -28638.487 +/- 0.324 | dlogz: 28983.182 > 0.109
iter: 532 | bound: 13 | nc: 10 | ncall: 4901 | eff(%): 10.855 | loglstar: -inf < -28497.824 < inf | logz: -28508.416 +/- 0.325 | dlogz: 28521.821 > 0.109
iter: 533 | bound: 14 | nc: 14 | ncall: 4915 | eff(%): 10.844 | loglstar: -inf < -28377.027 < inf | logz: -28387.629 +/- 0.325 | dlogz: 28391.739 > 0.109
iter: 534 | bound: 14 | nc: 1 | ncall: 4916 | eff(%): 10.862 | loglstar: -inf < -28300.771 < inf | logz: -28311.383 +/- 0.325 | dlogz: 28270.943 > 0.109
iter: 535 | bound: 14 | nc: 9 | ncall: 4925 | eff(%): 10.863 | loglstar: -inf < -28281.805 < inf | logz: -28292.427 +/- 0.325 | dlogz: 28194.687 > 0.109
iter: 536 | bound: 14 | nc: 6 | ncall: 4931 | eff(%): 10.870 | loglstar: -inf < -28134.060 < inf | logz: -28144.692 +/- 0.325 | dlogz: 28175.721 > 0.109
iter: 537 | bound: 14 | nc: 2 | ncall: 4933 | eff(%): 10.886 | loglstar: -inf < -27966.069 < inf | logz: -27976.711 +/- 0.325 | dlogz: 28027.976 > 0.109
iter: 538 | bound: 14 | nc: 7 | ncall: 4940 | eff(%): 10.891 | loglstar: -inf < -27636.845 < inf | logz: -27647.497 +/- 0.326 | dlogz: 27859.985 > 0.109
iter: 539 | bound: 14 | nc: 4 | ncall: 4944 | eff(%): 10.902 | loglstar: -inf < -27629.968 < inf | logz: -27640.627 +/- 0.325 | dlogz: 27530.761 > 0.109
iter: 540 | bound: 14 | nc: 5 | ncall: 4949 | eff(%): 10.911 | loglstar: -inf < -27531.710 < inf | logz: -27542.381 +/- 0.326 | dlogz: 27523.881 > 0.109
iter: 541 | bound: 14 | nc: 3 | ncall: 4952 | eff(%): 10.925 | loglstar: -inf < -27478.373 < inf | logz: -27489.054 +/- 0.326 | dlogz: 27425.626 > 0.109
iter: 542 | bound: 14 | nc: 7 | ncall: 4959 | eff(%): 10.930 | loglstar: -inf < -26988.891 < inf | logz: -26999.582 +/- 0.326 | dlogz: 27372.289 > 0.109
iter: 543 | bound: 14 | nc: 1 | ncall: 4960 | eff(%): 10.948 | loglstar: -inf < -26606.743 < inf | logz: -26617.445 +/- 0.326 | dlogz: 26882.806 > 0.109
iter: 544 | bound: 14 | nc: 1 | ncall: 4961 | eff(%): 10.966 | loglstar: -inf < -26293.312 < inf | logz: -26304.023 +/- 0.326 | dlogz: 26500.659 > 0.109
iter: 545 | bound: 14 | nc: 38 | ncall: 4999 | eff(%): 10.902 | loglstar: -inf < -26273.159 < inf | logz: -26283.881 +/- 0.327 | dlogz: 26187.228 > 0.109
iter: 546 | bound: 14 | nc: 13 | ncall: 5012 | eff(%): 10.894 | loglstar: -inf < -26234.597 < inf | logz: -26245.328 +/- 0.327 | dlogz: 26167.075 > 0.109
iter: 547 | bound: 14 | nc: 1 | ncall: 5013 | eff(%): 10.912 | loglstar: -inf < -26028.809 < inf | logz: -26039.550 +/- 0.327 | dlogz: 26128.513 > 0.109
iter: 548 | bound: 15 | nc: 9 | ncall: 5022 | eff(%): 10.912 | loglstar: -inf < -25574.363 < inf | logz: -25585.114 +/- 0.327 | dlogz: 25922.725 > 0.109
iter: 549 | bound: 15 | nc: 5 | ncall: 5027 | eff(%): 10.921 | loglstar: -inf < -25358.794 < inf | logz: -25369.555 +/- 0.327 | dlogz: 25468.279 > 0.109
iter: 550 | bound: 15 | nc: 3 | ncall: 5030 | eff(%): 10.934 | loglstar: -inf < -25328.395 < inf | logz: -25339.166 +/- 0.327 | dlogz: 25252.710 > 0.109
iter: 551 | bound: 15 | nc: 11 | ncall: 5041 | eff(%): 10.930 | loglstar: -inf < -24777.119 < inf | logz: -24787.900 +/- 0.328 | dlogz: 25222.311 > 0.109
iter: 552 | bound: 15 | nc: 1 | ncall: 5042 | eff(%): 10.948 | loglstar: -inf < -24729.611 < inf | logz: -24740.402 +/- 0.328 | dlogz: 24671.035 > 0.109
iter: 553 | bound: 15 | nc: 2 | ncall: 5044 | eff(%): 10.964 | loglstar: -inf < -24669.617 < inf | logz: -24680.418 +/- 0.328 | dlogz: 24623.527 > 0.109
iter: 554 | bound: 15 | nc: 9 | ncall: 5053 | eff(%): 10.964 | loglstar: -inf < -24054.669 < inf | logz: -24065.480 +/- 0.328 | dlogz: 24563.533 > 0.109
iter: 555 | bound: 15 | nc: 8 | ncall: 5061 | eff(%): 10.966 | loglstar: -inf < -24023.438 < inf | logz: -24034.259 +/- 0.328 | dlogz: 23948.585 > 0.109
iter: 556 | bound: 15 | nc: 17 | ncall: 5078 | eff(%): 10.949 | loglstar: -inf < -23989.560 < inf | logz: -24000.390 +/- 0.328 | dlogz: 23917.354 > 0.109
iter: 557 | bound: 15 | nc: 12 | ncall: 5090 | eff(%): 10.943 | loglstar: -inf < -23509.276 < inf | logz: -23520.116 +/- 0.328 | dlogz: 23883.475 > 0.109
iter: 558 | bound: 15 | nc: 3 | ncall: 5093 | eff(%): 10.956 | loglstar: -inf < -23034.323 < inf | logz: -23045.173 +/- 0.329 | dlogz: 23403.191 > 0.109
iter: 559 | bound: 15 | nc: 4 | ncall: 5097 | eff(%): 10.967 | loglstar: -inf < -22678.905 < inf | logz: -22689.765 +/- 0.329 | dlogz: 22928.239 > 0.109
iter: 560 | bound: 15 | nc: 2 | ncall: 5099 | eff(%): 10.983 | loglstar: -inf < -22524.440 < inf | logz: -22535.311 +/- 0.329 | dlogz: 22572.821 > 0.109
iter: 561 | bound: 15 | nc: 4 | ncall: 5103 | eff(%): 10.994 | loglstar: -inf < -21865.329 < inf | logz: -21876.210 +/- 0.329 | dlogz: 22418.356 > 0.109
iter: 562 | bound: 15 | nc: 4 | ncall: 5107 | eff(%): 11.005 | loglstar: -inf < -21700.043 < inf | logz: -21710.933 +/- 0.329 | dlogz: 21759.245 > 0.109
iter: 563 | bound: 15 | nc: 3 | ncall: 5110 | eff(%): 11.018 | loglstar: -inf < -21307.636 < inf | logz: -21318.537 +/- 0.329 | dlogz: 21593.958 > 0.109
iter: 564 | bound: 15 | nc: 1 | ncall: 5111 | eff(%): 11.035 | loglstar: -inf < -21300.957 < inf | logz: -21311.864 +/- 0.329 | dlogz: 21201.552 > 0.109
iter: 565 | bound: 15 | nc: 2 | ncall: 5113 | eff(%): 11.050 | loglstar: -inf < -21069.308 < inf | logz: -21080.229 +/- 0.330 | dlogz: 21194.870 > 0.109
iter: 566 | bound: 15 | nc: 2 | ncall: 5115 | eff(%): 11.065 | loglstar: -inf < -20809.913 < inf | logz: -20820.843 +/- 0.330 | dlogz: 20963.224 > 0.109
iter: 567 | bound: 15 | nc: 2 | ncall: 5117 | eff(%): 11.081 | loglstar: -inf < -20701.807 < inf | logz: -20712.747 +/- 0.330 | dlogz: 20703.829 > 0.109
iter: 568 | bound: 15 | nc: 1 | ncall: 5118 | eff(%): 11.098 | loglstar: -inf < -20429.437 < inf | logz: -20440.387 +/- 0.330 | dlogz: 20595.723 > 0.109
iter: 569 | bound: 15 | nc: 2 | ncall: 5120 | eff(%): 11.113 | loglstar: -inf < -20316.299 < inf | logz: -20327.259 +/- 0.330 | dlogz: 20323.352 > 0.109
iter: 570 | bound: 15 | nc: 1 | ncall: 5121 | eff(%): 11.131 | loglstar: -inf < -20301.984 < inf | logz: -20312.954 +/- 0.330 | dlogz: 20210.214 > 0.109
iter: 571 | bound: 16 | nc: 6 | ncall: 5127 | eff(%): 11.137 | loglstar: -inf < -20288.694 < inf | logz: -20299.674 +/- 0.331 | dlogz: 20195.899 > 0.109
iter: 572 | bound: 16 | nc: 3 | ncall: 5130 | eff(%): 11.150 | loglstar: -inf < -19889.926 < inf | logz: -19900.916 +/- 0.331 | dlogz: 20182.609 > 0.109
iter: 573 | bound: 16 | nc: 23 | ncall: 5153 | eff(%): 11.120 | loglstar: -inf < -19806.219 < inf | logz: -19817.219 +/- 0.331 | dlogz: 19783.842 > 0.109
iter: 574 | bound: 16 | nc: 1 | ncall: 5154 | eff(%): 11.137 | loglstar: -inf < -19401.198 < inf | logz: -19412.208 +/- 0.331 | dlogz: 19700.134 > 0.109
iter: 575 | bound: 16 | nc: 3 | ncall: 5157 | eff(%): 11.150 | loglstar: -inf < -19345.853 < inf | logz: -19356.873 +/- 0.331 | dlogz: 19295.114 > 0.109
iter: 576 | bound: 16 | nc: 7 | ncall: 5164 | eff(%): 11.154 | loglstar: -inf < -19249.321 < inf | logz: -19260.351 +/- 0.331 | dlogz: 19239.769 > 0.109
iter: 577 | bound: 16 | nc: 1 | ncall: 5165 | eff(%): 11.171 | loglstar: -inf < -18992.827 < inf | logz: -19003.867 +/- 0.331 | dlogz: 19143.237 > 0.109
iter: 578 | bound: 16 | nc: 2 | ncall: 5167 | eff(%): 11.186 | loglstar: -inf < -18839.551 < inf | logz: -18850.600 +/- 0.332 | dlogz: 18886.743 > 0.109
iter: 579 | bound: 16 | nc: 5 | ncall: 5172 | eff(%): 11.195 | loglstar: -inf < -18369.870 < inf | logz: -18380.930 +/- 0.332 | dlogz: 18733.467 > 0.109
iter: 580 | bound: 16 | nc: 1 | ncall: 5173 | eff(%): 11.212 | loglstar: -inf < -18300.551 < inf | logz: -18311.620 +/- 0.332 | dlogz: 18263.786 > 0.109
iter: 581 | bound: 16 | nc: 13 | ncall: 5186 | eff(%): 11.203 | loglstar: -inf < -18186.054 < inf | logz: -18197.134 +/- 0.332 | dlogz: 18194.467 > 0.109
iter: 582 | bound: 16 | nc: 3 | ncall: 5189 | eff(%): 11.216 | loglstar: -inf < -17750.971 < inf | logz: -17762.060 +/- 0.332 | dlogz: 18079.970 > 0.109
iter: 583 | bound: 16 | nc: 1 | ncall: 5190 | eff(%): 11.233 | loglstar: -inf < -17651.919 < inf | logz: -17663.018 +/- 0.332 | dlogz: 17644.887 > 0.109
iter: 584 | bound: 16 | nc: 1 | ncall: 5191 | eff(%): 11.250 | loglstar: -inf < -17485.082 < inf | logz: -17496.192 +/- 0.332 | dlogz: 17545.835 > 0.109
iter: 585 | bound: 16 | nc: 9 | ncall: 5200 | eff(%): 11.250 | loglstar: -inf < -17264.470 < inf | logz: -17275.589 +/- 0.333 | dlogz: 17378.998 > 0.109
iter: 586 | bound: 16 | nc: 6 | ncall: 5206 | eff(%): 11.256 | loglstar: -inf < -17010.146 < inf | logz: -17021.275 +/- 0.333 | dlogz: 17158.386 > 0.109
iter: 587 | bound: 16 | nc: 3 | ncall: 5209 | eff(%): 11.269 | loglstar: -inf < -16733.066 < inf | logz: -16744.205 +/- 0.333 | dlogz: 16904.062 > 0.109
iter: 588 | bound: 17 | nc: 20 | ncall: 5229 | eff(%): 11.245 | loglstar: -inf < -16697.035 < inf | logz: -16708.184 +/- 0.333 | dlogz: 16626.981 > 0.109
iter: 589 | bound: 17 | nc: 4 | ncall: 5233 | eff(%): 11.255 | loglstar: -inf < -16617.907 < inf | logz: -16629.066 +/- 0.333 | dlogz: 16590.951 > 0.109
iter: 590 | bound: 17 | nc: 4 | ncall: 5237 | eff(%): 11.266 | loglstar: -inf < -16481.463 < inf | logz: -16492.632 +/- 0.333 | dlogz: 16511.823 > 0.109
iter: 591 | bound: 17 | nc: 9 | ncall: 5246 | eff(%): 11.266 | loglstar: -inf < -16447.303 < inf | logz: -16458.482 +/- 0.334 | dlogz: 16375.379 > 0.109
iter: 592 | bound: 17 | nc: 7 | ncall: 5253 | eff(%): 11.270 | loglstar: -inf < -16331.190 < inf | logz: -16342.379 +/- 0.334 | dlogz: 16341.219 > 0.109
iter: 593 | bound: 17 | nc: 6 | ncall: 5259 | eff(%): 11.276 | loglstar: -inf < -16233.250 < inf | logz: -16244.449 +/- 0.334 | dlogz: 16225.106 > 0.109
iter: 594 | bound: 17 | nc: 11 | ncall: 5270 | eff(%): 11.271 | loglstar: -inf < -16159.592 < inf | logz: -16170.800 +/- 0.334 | dlogz: 16127.166 > 0.109
iter: 595 | bound: 17 | nc: 1 | ncall: 5271 | eff(%): 11.288 | loglstar: -inf < -16086.823 < inf | logz: -16098.042 +/- 0.334 | dlogz: 16053.507 > 0.109
iter: 596 | bound: 17 | nc: 6 | ncall: 5277 | eff(%): 11.294 | loglstar: -inf < -15440.805 < inf | logz: -15452.034 +/- 0.334 | dlogz: 15980.739 > 0.109
iter: 597 | bound: 17 | nc: 8 | ncall: 5285 | eff(%): 11.296 | loglstar: -inf < -15398.044 < inf | logz: -15409.282 +/- 0.334 | dlogz: 15334.721 > 0.109
iter: 598 | bound: 17 | nc: 2 | ncall: 5287 | eff(%): 11.311 | loglstar: -inf < -15147.853 < inf | logz: -15159.101 +/- 0.335 | dlogz: 15291.960 > 0.109
iter: 599 | bound: 17 | nc: 1 | ncall: 5288 | eff(%): 11.328 | loglstar: -inf < -15057.095 < inf | logz: -15068.354 +/- 0.335 | dlogz: 15041.769 > 0.109
iter: 600 | bound: 17 | nc: 9 | ncall: 5297 | eff(%): 11.327 | loglstar: -inf < -15021.650 < inf | logz: -15032.918 +/- 0.335 | dlogz: 14951.011 > 0.109
iter: 601 | bound: 17 | nc: 7 | ncall: 5304 | eff(%): 11.331 | loglstar: -inf < -14978.087 < inf | logz: -14989.365 +/- 0.335 | dlogz: 14915.566 > 0.109
iter: 602 | bound: 17 | nc: 5 | ncall: 5309 | eff(%): 11.339 | loglstar: -inf < -14749.331 < inf | logz: -14760.620 +/- 0.335 | dlogz: 14872.003 > 0.109
iter: 603 | bound: 17 | nc: 8 | ncall: 5317 | eff(%): 11.341 | loglstar: -inf < -14579.644 < inf | logz: -14590.943 +/- 0.335 | dlogz: 14643.247 > 0.109
iter: 604 | bound: 17 | nc: 3 | ncall: 5320 | eff(%): 11.353 | loglstar: -inf < -14343.917 < inf | logz: -14355.225 +/- 0.335 | dlogz: 14473.560 > 0.109
iter: 605 | bound: 17 | nc: 7 | ncall: 5327 | eff(%): 11.357 | loglstar: -inf < -14336.487 < inf | logz: -14347.804 +/- 0.335 | dlogz: 14237.833 > 0.109
iter: 606 | bound: 18 | nc: 6 | ncall: 5333 | eff(%): 11.363 | loglstar: -inf < -14029.401 < inf | logz: -14040.729 +/- 0.336 | dlogz: 14230.401 > 0.109
iter: 607 | bound: 18 | nc: 1 | ncall: 5334 | eff(%): 11.380 | loglstar: -inf < -13662.172 < inf | logz: -13673.511 +/- 0.336 | dlogz: 13923.316 > 0.109
iter: 608 | bound: 18 | nc: 1 | ncall: 5335 | eff(%): 11.396 | loglstar: -inf < -13527.018 < inf | logz: -13538.366 +/- 0.336 | dlogz: 13556.088 > 0.109
iter: 609 | bound: 18 | nc: 1 | ncall: 5336 | eff(%): 11.413 | loglstar: -inf < -13347.778 < inf | logz: -13359.136 +/- 0.336 | dlogz: 13420.934 > 0.109
iter: 610 | bound: 18 | nc: 1 | ncall: 5337 | eff(%): 11.430 | loglstar: -inf < -12992.952 < inf | logz: -13004.320 +/- 0.336 | dlogz: 13241.694 > 0.109
iter: 611 | bound: 18 | nc: 1 | ncall: 5338 | eff(%): 11.446 | loglstar: -inf < -12704.362 < inf | logz: -12715.740 +/- 0.336 | dlogz: 12886.868 > 0.109
iter: 612 | bound: 18 | nc: 2 | ncall: 5340 | eff(%): 11.461 | loglstar: -inf < -12494.649 < inf | logz: -12506.037 +/- 0.337 | dlogz: 12598.278 > 0.109
iter: 613 | bound: 18 | nc: 18 | ncall: 5358 | eff(%): 11.441 | loglstar: -inf < -12453.467 < inf | logz: -12464.865 +/- 0.337 | dlogz: 12388.565 > 0.109
iter: 614 | bound: 18 | nc: 2 | ncall: 5360 | eff(%): 11.455 | loglstar: -inf < -12436.112 < inf | logz: -12447.520 +/- 0.337 | dlogz: 12347.383 > 0.109
iter: 615 | bound: 18 | nc: 2 | ncall: 5362 | eff(%): 11.470 | loglstar: -inf < -12432.186 < inf | logz: -12443.565 +/- 0.334 | dlogz: 12330.028 > 0.109
iter: 616 | bound: 18 | nc: 8 | ncall: 5370 | eff(%): 11.471 | loglstar: -inf < -12381.649 < inf | logz: -12393.077 +/- 0.337 | dlogz: 12326.063 > 0.109
iter: 617 | bound: 18 | nc: 8 | ncall: 5378 | eff(%): 11.473 | loglstar: -inf < -12322.046 < inf | logz: -12333.484 +/- 0.337 | dlogz: 12275.565 > 0.109
iter: 618 | bound: 18 | nc: 1 | ncall: 5379 | eff(%): 11.489 | loglstar: -inf < -12201.517 < inf | logz: -12212.965 +/- 0.338 | dlogz: 12215.962 > 0.109
iter: 619 | bound: 18 | nc: 1 | ncall: 5380 | eff(%): 11.506 | loglstar: -inf < -11744.606 < inf | logz: -11756.064 +/- 0.338 | dlogz: 12095.433 > 0.109
iter: 620 | bound: 18 | nc: 1 | ncall: 5381 | eff(%): 11.522 | loglstar: -inf < -11619.499 < inf | logz: -11630.967 +/- 0.338 | dlogz: 11638.522 > 0.109
iter: 621 | bound: 18 | nc: 1 | ncall: 5382 | eff(%): 11.538 | loglstar: -inf < -11464.198 < inf | logz: -11475.675 +/- 0.338 | dlogz: 11513.415 > 0.109
iter: 622 | bound: 18 | nc: 1 | ncall: 5383 | eff(%): 11.555 | loglstar: -inf < -11382.658 < inf | logz: -11394.145 +/- 0.338 | dlogz: 11358.114 > 0.109
iter: 623 | bound: 18 | nc: 1 | ncall: 5384 | eff(%): 11.571 | loglstar: -inf < -11370.053 < inf | logz: -11381.551 +/- 0.338 | dlogz: 11276.573 > 0.109
iter: 624 | bound: 18 | nc: 2 | ncall: 5386 | eff(%): 11.586 | loglstar: -inf < -11336.226 < inf | logz: -11347.733 +/- 0.338 | dlogz: 11263.969 > 0.109
iter: 625 | bound: 18 | nc: 11 | ncall: 5397 | eff(%): 11.581 | loglstar: -inf < -11326.013 < inf | logz: -11337.530 +/- 0.339 | dlogz: 11230.142 > 0.109
iter: 626 | bound: 18 | nc: 4 | ncall: 5401 | eff(%): 11.590 | loglstar: -inf < -11116.437 < inf | logz: -11127.964 +/- 0.339 | dlogz: 11219.929 > 0.109
iter: 627 | bound: 18 | nc: 1 | ncall: 5402 | eff(%): 11.607 | loglstar: -inf < -10903.846 < inf | logz: -10915.383 +/- 0.339 | dlogz: 11010.352 > 0.109
iter: 628 | bound: 18 | nc: 3 | ncall: 5405 | eff(%): 11.619 | loglstar: -inf < -10758.319 < inf | logz: -10769.866 +/- 0.339 | dlogz: 10797.761 > 0.109
iter: 629 | bound: 18 | nc: 1 | ncall: 5406 | eff(%): 11.635 | loglstar: -inf < -10743.949 < inf | logz: -10755.506 +/- 0.339 | dlogz: 10652.235 > 0.109
iter: 630 | bound: 18 | nc: 3 | ncall: 5409 | eff(%): 11.647 | loglstar: -inf < -10480.731 < inf | logz: -10492.298 +/- 0.339 | dlogz: 10637.865 > 0.109
iter: 631 | bound: 18 | nc: 2 | ncall: 5411 | eff(%): 11.661 | loglstar: -inf < -10477.626 < inf | logz: -10489.117 +/- 0.334 | dlogz: 10374.647 > 0.109
iter: 632 | bound: 18 | nc: 2 | ncall: 5413 | eff(%): 11.676 | loglstar: -inf < -10432.564 < inf | logz: -10444.151 +/- 0.340 | dlogz: 10371.456 > 0.109
iter: 633 | bound: 18 | nc: 5 | ncall: 5418 | eff(%): 11.683 | loglstar: -inf < -10355.262 < inf | logz: -10366.859 +/- 0.340 | dlogz: 10326.479 > 0.109
iter: 634 | bound: 18 | nc: 8 | ncall: 5426 | eff(%): 11.684 | loglstar: -inf < -9798.909 < inf | logz: -9810.516 +/- 0.340 | dlogz: 10249.178 > 0.109
iter: 635 | bound: 19 | nc: 7 | ncall: 5433 | eff(%): 11.688 | loglstar: -inf < -9701.993 < inf | logz: -9713.610 +/- 0.340 | dlogz: 9692.825 > 0.109
iter: 636 | bound: 19 | nc: 4 | ncall: 5437 | eff(%): 11.698 | loglstar: -inf < -9609.614 < inf | logz: -9621.241 +/- 0.340 | dlogz: 9595.909 > 0.109
iter: 637 | bound: 19 | nc: 1 | ncall: 5438 | eff(%): 11.714 | loglstar: -inf < -9608.622 < inf | logz: -9619.702 +/- 0.326 | dlogz: 9503.530 > 0.109
iter: 638 | bound: 19 | nc: 3 | ncall: 5441 | eff(%): 11.726 | loglstar: -inf < -9206.771 < inf | logz: -9218.417 +/- 0.340 | dlogz: 9501.981 > 0.109
iter: 639 | bound: 19 | nc: 7 | ncall: 5448 | eff(%): 11.729 | loglstar: -inf < -9032.355 < inf | logz: -9044.011 +/- 0.341 | dlogz: 9100.687 > 0.109
iter: 640 | bound: 19 | nc: 1 | ncall: 5449 | eff(%): 11.745 | loglstar: -inf < -8970.516 < inf | logz: -8982.183 +/- 0.341 | dlogz: 8926.270 > 0.109
iter: 641 | bound: 19 | nc: 2 | ncall: 5451 | eff(%): 11.759 | loglstar: -inf < -8949.641 < inf | logz: -8961.318 +/- 0.341 | dlogz: 8864.432 > 0.109
iter: 642 | bound: 19 | nc: 6 | ncall: 5457 | eff(%): 11.765 | loglstar: -inf < -8864.955 < inf | logz: -8876.641 +/- 0.341 | dlogz: 8843.557 > 0.109
iter: 643 | bound: 19 | nc: 4 | ncall: 5461 | eff(%): 11.774 | loglstar: -inf < -8857.857 < inf | logz: -8869.552 +/- 0.341 | dlogz: 8758.870 > 0.109
iter: 644 | bound: 19 | nc: 9 | ncall: 5470 | eff(%): 11.773 | loglstar: -inf < -8852.331 < inf | logz: -8864.029 +/- 0.341 | dlogz: 8751.772 > 0.109
iter: 645 | bound: 19 | nc: 2 | ncall: 5472 | eff(%): 11.787 | loglstar: -inf < -8658.420 < inf | logz: -8670.136 +/- 0.341 | dlogz: 8746.239 > 0.109
iter: 646 | bound: 19 | nc: 5 | ncall: 5477 | eff(%): 11.795 | loglstar: -inf < -8574.955 < inf | logz: -8586.681 +/- 0.342 | dlogz: 8552.336 > 0.109
iter: 647 | bound: 19 | nc: 3 | ncall: 5480 | eff(%): 11.807 | loglstar: -inf < -8487.255 < inf | logz: -8498.991 +/- 0.342 | dlogz: 8468.871 > 0.109
iter: 648 | bound: 19 | nc: 1 | ncall: 5481 | eff(%): 11.823 | loglstar: -inf < -8449.851 < inf | logz: -8461.597 +/- 0.342 | dlogz: 8381.171 > 0.109
iter: 649 | bound: 19 | nc: 1 | ncall: 5482 | eff(%): 11.839 | loglstar: -inf < -8443.986 < inf | logz: -8455.736 +/- 0.341 | dlogz: 8343.766 > 0.109
iter: 650 | bound: 19 | nc: 1 | ncall: 5483 | eff(%): 11.855 | loglstar: -inf < -8408.769 < inf | logz: -8420.535 +/- 0.342 | dlogz: 8337.896 > 0.109
iter: 651 | bound: 19 | nc: 1 | ncall: 5484 | eff(%): 11.871 | loglstar: -inf < -8291.035 < inf | logz: -8302.811 +/- 0.342 | dlogz: 8302.685 > 0.109
iter: 652 | bound: 19 | nc: 5 | ncall: 5489 | eff(%): 11.878 | loglstar: -inf < -8094.975 < inf | logz: -8106.761 +/- 0.342 | dlogz: 8184.951 > 0.109
iter: 653 | bound: 19 | nc: 8 | ncall: 5497 | eff(%): 11.879 | loglstar: -inf < -8052.923 < inf | logz: -8064.719 +/- 0.343 | dlogz: 7988.891 > 0.109
iter: 654 | bound: 19 | nc: 5 | ncall: 5502 | eff(%): 11.887 | loglstar: -inf < -8010.455 < inf | logz: -8022.261 +/- 0.343 | dlogz: 7946.839 > 0.109
iter: 655 | bound: 19 | nc: 5 | ncall: 5507 | eff(%): 11.894 | loglstar: -inf < -7873.660 < inf | logz: -7885.476 +/- 0.343 | dlogz: 7904.371 > 0.109
iter: 656 | bound: 19 | nc: 21 | ncall: 5528 | eff(%): 11.867 | loglstar: -inf < -7746.361 < inf | logz: -7758.187 +/- 0.343 | dlogz: 7767.576 > 0.109
iter: 657 | bound: 20 | nc: 8 | ncall: 5536 | eff(%): 11.868 | loglstar: -inf < -7579.419 < inf | logz: -7591.255 +/- 0.343 | dlogz: 7640.277 > 0.109
iter: 658 | bound: 20 | nc: 4 | ncall: 5540 | eff(%): 11.877 | loglstar: -inf < -7482.391 < inf | logz: -7494.237 +/- 0.343 | dlogz: 7473.335 > 0.109
iter: 659 | bound: 20 | nc: 3 | ncall: 5543 | eff(%): 11.889 | loglstar: -inf < -7478.145 < inf | logz: -7489.972 +/- 0.341 | dlogz: 7376.307 > 0.109
iter: 660 | bound: 20 | nc: 7 | ncall: 5550 | eff(%): 11.892 | loglstar: -inf < -7412.705 < inf | logz: -7424.570 +/- 0.344 | dlogz: 7372.033 > 0.109
iter: 661 | bound: 20 | nc: 1 | ncall: 5551 | eff(%): 11.908 | loglstar: -inf < -7240.216 < inf | logz: -7252.091 +/- 0.344 | dlogz: 7306.621 > 0.109
iter: 662 | bound: 20 | nc: 1 | ncall: 5552 | eff(%): 11.924 | loglstar: -inf < -7187.532 < inf | logz: -7199.417 +/- 0.344 | dlogz: 7134.132 > 0.109
iter: 663 | bound: 20 | nc: 3 | ncall: 5555 | eff(%): 11.935 | loglstar: -inf < -7184.988 < inf | logz: -7196.737 +/- 0.337 | dlogz: 7081.447 > 0.109
iter: 664 | bound: 20 | nc: 2 | ncall: 5557 | eff(%): 11.949 | loglstar: -inf < -7171.124 < inf | logz: -7183.030 +/- 0.344 | dlogz: 7078.757 > 0.109
iter: 665 | bound: 20 | nc: 5 | ncall: 5562 | eff(%): 11.956 | loglstar: -inf < -7139.707 < inf | logz: -7151.622 +/- 0.344 | dlogz: 7065.040 > 0.109
iter: 666 | bound: 20 | nc: 6 | ncall: 5568 | eff(%): 11.961 | loglstar: -inf < -7059.455 < inf | logz: -7071.380 +/- 0.344 | dlogz: 7033.623 > 0.109
iter: 667 | bound: 20 | nc: 4 | ncall: 5572 | eff(%): 11.971 | loglstar: -inf < -6924.459 < inf | logz: -6936.395 +/- 0.345 | dlogz: 6953.371 > 0.109
iter: 668 | bound: 20 | nc: 1 | ncall: 5573 | eff(%): 11.986 | loglstar: -inf < -6891.678 < inf | logz: -6903.623 +/- 0.345 | dlogz: 6818.375 > 0.109
iter: 669 | bound: 20 | nc: 3 | ncall: 5576 | eff(%): 11.998 | loglstar: -inf < -6858.424 < inf | logz: -6870.379 +/- 0.345 | dlogz: 6785.594 > 0.109
iter: 670 | bound: 20 | nc: 10 | ncall: 5586 | eff(%): 11.994 | loglstar: -inf < -6804.635 < inf | logz: -6816.600 +/- 0.345 | dlogz: 6752.340 > 0.109
iter: 671 | bound: 20 | nc: 22 | ncall: 5608 | eff(%): 11.965 | loglstar: -inf < -6792.934 < inf | logz: -6804.909 +/- 0.345 | dlogz: 6698.550 > 0.109
iter: 672 | bound: 20 | nc: 1 | ncall: 5609 | eff(%): 11.981 | loglstar: -inf < -6579.399 < inf | logz: -6591.383 +/- 0.345 | dlogz: 6686.850 > 0.109
iter: 673 | bound: 20 | nc: 1 | ncall: 5610 | eff(%): 11.996 | loglstar: -inf < -6565.152 < inf | logz: -6577.147 +/- 0.345 | dlogz: 6473.314 > 0.109
iter: 674 | bound: 20 | nc: 1 | ncall: 5611 | eff(%): 12.012 | loglstar: -inf < -6533.408 < inf | logz: -6545.413 +/- 0.346 | dlogz: 6459.068 > 0.109
iter: 675 | bound: 20 | nc: 16 | ncall: 5627 | eff(%): 11.996 | loglstar: -inf < -6443.039 < inf | logz: -6455.054 +/- 0.346 | dlogz: 6427.324 > 0.109
iter: 676 | bound: 21 | nc: 9 | ncall: 5636 | eff(%): 11.994 | loglstar: -inf < -6363.573 < inf | logz: -6375.598 +/- 0.346 | dlogz: 6336.955 > 0.109
iter: 677 | bound: 21 | nc: 74 | ncall: 5710 | eff(%): 11.856 | loglstar: -inf < -6351.877 < inf | logz: -6363.912 +/- 0.346 | dlogz: 6257.489 > 0.109
iter: 678 | bound: 21 | nc: 11 | ncall: 5721 | eff(%): 11.851 | loglstar: -inf < -6152.878 < inf | logz: -6164.923 +/- 0.346 | dlogz: 6245.793 > 0.109
iter: 679 | bound: 21 | nc: 6 | ncall: 5727 | eff(%): 11.856 | loglstar: -inf < -6142.026 < inf | logz: -6154.080 +/- 0.346 | dlogz: 6046.794 > 0.109
iter: 680 | bound: 21 | nc: 3 | ncall: 5730 | eff(%): 11.867 | loglstar: -inf < -6100.094 < inf | logz: -6112.159 +/- 0.346 | dlogz: 6035.942 > 0.109
iter: 681 | bound: 22 | nc: 39 | ncall: 5769 | eff(%): 11.804 | loglstar: -inf < -5998.619 < inf | logz: -6010.694 +/- 0.347 | dlogz: 5994.010 > 0.109
iter: 682 | bound: 22 | nc: 2 | ncall: 5771 | eff(%): 11.818 | loglstar: -inf < -5986.890 < inf | logz: -5998.974 +/- 0.347 | dlogz: 5892.535 > 0.109
iter: 683 | bound: 22 | nc: 25 | ncall: 5796 | eff(%): 11.784 | loglstar: -inf < -5956.158 < inf | logz: -5968.253 +/- 0.347 | dlogz: 5880.806 > 0.109
iter: 684 | bound: 22 | nc: 34 | ncall: 5830 | eff(%): 11.732 | loglstar: -inf < -5904.076 < inf | logz: -5916.180 +/- 0.347 | dlogz: 5850.074 > 0.109
iter: 685 | bound: 22 | nc: 5 | ncall: 5835 | eff(%): 11.740 | loglstar: -inf < -5871.892 < inf | logz: -5884.006 +/- 0.347 | dlogz: 5797.992 > 0.109
iter: 686 | bound: 22 | nc: 22 | ncall: 5857 | eff(%): 11.712 | loglstar: -inf < -5778.318 < inf | logz: -5790.443 +/- 0.347 | dlogz: 5765.808 > 0.109
iter: 687 | bound: 23 | nc: 36 | ncall: 5893 | eff(%): 11.658 | loglstar: -inf < -5773.430 < inf | logz: -5785.550 +/- 0.346 | dlogz: 5672.234 > 0.109
iter: 688 | bound: 23 | nc: 2 | ncall: 5895 | eff(%): 11.671 | loglstar: -inf < -5738.905 < inf | logz: -5751.049 +/- 0.348 | dlogz: 5667.331 > 0.109
iter: 689 | bound: 23 | nc: 10 | ncall: 5905 | eff(%): 11.668 | loglstar: -inf < -5675.530 < inf | logz: -5687.684 +/- 0.348 | dlogz: 5632.820 > 0.109
iter: 690 | bound: 23 | nc: 1 | ncall: 5906 | eff(%): 11.683 | loglstar: -inf < -5659.646 < inf | logz: -5671.811 +/- 0.348 | dlogz: 5569.446 > 0.109
iter: 691 | bound: 23 | nc: 2 | ncall: 5908 | eff(%): 11.696 | loglstar: -inf < -5602.983 < inf | logz: -5615.157 +/- 0.348 | dlogz: 5553.562 > 0.109
iter: 692 | bound: 23 | nc: 2 | ncall: 5910 | eff(%): 11.709 | loglstar: -inf < -5541.969 < inf | logz: -5554.153 +/- 0.348 | dlogz: 5496.899 > 0.109
iter: 693 | bound: 23 | nc: 1 | ncall: 5911 | eff(%): 11.724 | loglstar: -inf < -5362.075 < inf | logz: -5374.269 +/- 0.348 | dlogz: 5435.885 > 0.109
iter: 694 | bound: 23 | nc: 6 | ncall: 5917 | eff(%): 11.729 | loglstar: -inf < -5351.658 < inf | logz: -5363.862 +/- 0.348 | dlogz: 5255.991 > 0.109
iter: 695 | bound: 23 | nc: 17 | ncall: 5934 | eff(%): 11.712 | loglstar: -inf < -5323.233 < inf | logz: -5335.446 +/- 0.349 | dlogz: 5245.574 > 0.109
iter: 696 | bound: 23 | nc: 2 | ncall: 5936 | eff(%): 11.725 | loglstar: -inf < -5262.899 < inf | logz: -5275.122 +/- 0.349 | dlogz: 5217.148 > 0.109
iter: 697 | bound: 23 | nc: 11 | ncall: 5947 | eff(%): 11.720 | loglstar: -inf < -5174.034 < inf | logz: -5186.268 +/- 0.349 | dlogz: 5156.815 > 0.109
iter: 698 | bound: 23 | nc: 4 | ncall: 5951 | eff(%): 11.729 | loglstar: -inf < -5114.951 < inf | logz: -5127.195 +/- 0.349 | dlogz: 5067.950 > 0.109
iter: 699 | bound: 23 | nc: 3 | ncall: 5954 | eff(%): 11.740 | loglstar: -inf < -4973.152 < inf | logz: -4985.405 +/- 0.349 | dlogz: 5008.867 > 0.109
iter: 700 | bound: 23 | nc: 4 | ncall: 5958 | eff(%): 11.749 | loglstar: -inf < -4910.511 < inf | logz: -4922.774 +/- 0.349 | dlogz: 4867.068 > 0.109
iter: 701 | bound: 23 | nc: 6 | ncall: 5964 | eff(%): 11.754 | loglstar: -inf < -4902.606 < inf | logz: -4914.879 +/- 0.349 | dlogz: 4804.426 > 0.109
iter: 702 | bound: 23 | nc: 9 | ncall: 5973 | eff(%): 11.753 | loglstar: -inf < -4846.525 < inf | logz: -4858.809 +/- 0.350 | dlogz: 4796.521 > 0.109
iter: 703 | bound: 23 | nc: 6 | ncall: 5979 | eff(%): 11.758 | loglstar: -inf < -4793.853 < inf | logz: -4806.146 +/- 0.350 | dlogz: 4740.441 > 0.109
iter: 704 | bound: 23 | nc: 1 | ncall: 5980 | eff(%): 11.773 | loglstar: -inf < -4792.832 < inf | logz: -4804.591 +/- 0.336 | dlogz: 4687.769 > 0.109
iter: 705 | bound: 23 | nc: 3 | ncall: 5983 | eff(%): 11.783 | loglstar: -inf < -4767.760 < inf | logz: -4780.073 +/- 0.350 | dlogz: 4686.203 > 0.109
iter: 706 | bound: 23 | nc: 3 | ncall: 5986 | eff(%): 11.794 | loglstar: -inf < -4743.532 < inf | logz: -4755.855 +/- 0.350 | dlogz: 4661.676 > 0.109
iter: 707 | bound: 23 | nc: 2 | ncall: 5988 | eff(%): 11.807 | loglstar: -inf < -4742.582 < inf | logz: -4754.340 +/- 0.336 | dlogz: 4637.448 > 0.109
iter: 708 | bound: 23 | nc: 3 | ncall: 5991 | eff(%): 11.818 | loglstar: -inf < -4717.722 < inf | logz: -4730.065 +/- 0.350 | dlogz: 4635.923 > 0.109
iter: 709 | bound: 23 | nc: 1 | ncall: 5992 | eff(%): 11.832 | loglstar: -inf < -4655.384 < inf | logz: -4667.737 +/- 0.351 | dlogz: 4611.637 > 0.109
iter: 710 | bound: 24 | nc: 9 | ncall: 6001 | eff(%): 11.831 | loglstar: -inf < -4644.034 < inf | logz: -4656.397 +/- 0.351 | dlogz: 4549.300 > 0.109
iter: 711 | bound: 24 | nc: 3 | ncall: 6004 | eff(%): 11.842 | loglstar: -inf < -4642.862 < inf | logz: -4654.751 +/- 0.337 | dlogz: 4537.950 > 0.109
iter: 712 | bound: 24 | nc: 1 | ncall: 6005 | eff(%): 11.857 | loglstar: -inf < -4612.622 < inf | logz: -4625.005 +/- 0.351 | dlogz: 4536.294 > 0.109
iter: 713 | bound: 24 | nc: 1 | ncall: 6006 | eff(%): 11.871 | loglstar: -inf < -4601.628 < inf | logz: -4614.021 +/- 0.351 | dlogz: 4506.538 > 0.109
iter: 714 | bound: 24 | nc: 9 | ncall: 6015 | eff(%): 11.870 | loglstar: -inf < -4515.839 < inf | logz: -4528.242 +/- 0.351 | dlogz: 4495.544 > 0.109
iter: 715 | bound: 24 | nc: 3 | ncall: 6018 | eff(%): 11.881 | loglstar: -inf < -4381.847 < inf | logz: -4394.260 +/- 0.351 | dlogz: 4409.755 > 0.109
iter: 716 | bound: 24 | nc: 4 | ncall: 6022 | eff(%): 11.890 | loglstar: -inf < -4347.478 < inf | logz: -4359.900 +/- 0.352 | dlogz: 4275.763 > 0.109
iter: 717 | bound: 24 | nc: 3 | ncall: 6025 | eff(%): 11.900 | loglstar: -inf < -4311.273 < inf | logz: -4323.706 +/- 0.352 | dlogz: 4241.393 > 0.109
iter: 718 | bound: 24 | nc: 10 | ncall: 6035 | eff(%): 11.897 | loglstar: -inf < -4285.301 < inf | logz: -4297.744 +/- 0.352 | dlogz: 4205.189 > 0.109
iter: 719 | bound: 24 | nc: 3 | ncall: 6038 | eff(%): 11.908 | loglstar: -inf < -4247.464 < inf | logz: -4259.917 +/- 0.352 | dlogz: 4179.217 > 0.109
iter: 720 | bound: 24 | nc: 15 | ncall: 6053 | eff(%): 11.895 | loglstar: -inf < -4212.388 < inf | logz: -4224.850 +/- 0.352 | dlogz: 4141.380 > 0.109
iter: 721 | bound: 24 | nc: 9 | ncall: 6062 | eff(%): 11.894 | loglstar: -inf < -4134.763 < inf | logz: -4147.236 +/- 0.352 | dlogz: 4106.303 > 0.109
iter: 722 | bound: 24 | nc: 3 | ncall: 6065 | eff(%): 11.904 | loglstar: -inf < -4093.644 < inf | logz: -4106.126 +/- 0.352 | dlogz: 4028.679 > 0.109
iter: 723 | bound: 24 | nc: 4 | ncall: 6069 | eff(%): 11.913 | loglstar: -inf < -4061.419 < inf | logz: -4073.912 +/- 0.353 | dlogz: 3987.560 > 0.109
iter: 724 | bound: 24 | nc: 2 | ncall: 6071 | eff(%): 11.926 | loglstar: -inf < -3998.199 < inf | logz: -4010.702 +/- 0.353 | dlogz: 3955.335 > 0.109
iter: 725 | bound: 24 | nc: 1 | ncall: 6072 | eff(%): 11.940 | loglstar: -inf < -3940.821 < inf | logz: -3953.334 +/- 0.353 | dlogz: 3892.115 > 0.109
iter: 726 | bound: 24 | nc: 4 | ncall: 6076 | eff(%): 11.949 | loglstar: -inf < -3903.814 < inf | logz: -3916.337 +/- 0.353 | dlogz: 3834.737 > 0.109
iter: 727 | bound: 24 | nc: 2 | ncall: 6078 | eff(%): 11.961 | loglstar: -inf < -3846.751 < inf | logz: -3859.283 +/- 0.353 | dlogz: 3797.730 > 0.109
iter: 728 | bound: 24 | nc: 3 | ncall: 6081 | eff(%): 11.972 | loglstar: -inf < -3844.377 < inf | logz: -3856.748 +/- 0.345 | dlogz: 3740.667 > 0.109
iter: 729 | bound: 24 | nc: 13 | ncall: 6094 | eff(%): 11.963 | loglstar: -inf < -3803.896 < inf | logz: -3816.448 +/- 0.353 | dlogz: 3738.121 > 0.109
iter: 730 | bound: 24 | nc: 6 | ncall: 6100 | eff(%): 11.967 | loglstar: -inf < -3787.921 < inf | logz: -3800.483 +/- 0.354 | dlogz: 3697.812 > 0.109
iter: 731 | bound: 25 | nc: 13 | ncall: 6113 | eff(%): 11.958 | loglstar: -inf < -3710.724 < inf | logz: -3723.296 +/- 0.354 | dlogz: 3681.837 > 0.109
iter: 732 | bound: 25 | nc: 28 | ncall: 6141 | eff(%): 11.920 | loglstar: -inf < -3677.299 < inf | logz: -3689.881 +/- 0.354 | dlogz: 3604.640 > 0.109
iter: 733 | bound: 25 | nc: 4 | ncall: 6145 | eff(%): 11.928 | loglstar: -inf < -3669.124 < inf | logz: -3681.715 +/- 0.354 | dlogz: 3571.215 > 0.109
iter: 734 | bound: 25 | nc: 7 | ncall: 6152 | eff(%): 11.931 | loglstar: -inf < -3668.945 < inf | logz: -3680.561 +/- 0.338 | dlogz: 3563.039 > 0.109
iter: 735 | bound: 25 | nc: 5 | ncall: 6157 | eff(%): 11.938 | loglstar: -inf < -3560.007 < inf | logz: -3572.619 +/- 0.354 | dlogz: 3561.875 > 0.109
iter: 736 | bound: 25 | nc: 8 | ncall: 6165 | eff(%): 11.938 | loglstar: -inf < -3555.337 < inf | logz: -3567.940 +/- 0.353 | dlogz: 3453.923 > 0.109
iter: 737 | bound: 25 | nc: 7 | ncall: 6172 | eff(%): 11.941 | loglstar: -inf < -3542.266 < inf | logz: -3554.898 +/- 0.355 | dlogz: 3449.234 > 0.109
iter: 738 | bound: 25 | nc: 2 | ncall: 6174 | eff(%): 11.953 | loglstar: -inf < -3477.945 < inf | logz: -3490.586 +/- 0.355 | dlogz: 3436.182 > 0.109
iter: 739 | bound: 25 | nc: 2 | ncall: 6176 | eff(%): 11.966 | loglstar: -inf < -3452.041 < inf | logz: -3464.693 +/- 0.355 | dlogz: 3371.861 > 0.109
iter: 740 | bound: 25 | nc: 2 | ncall: 6178 | eff(%): 11.978 | loglstar: -inf < -3367.708 < inf | logz: -3380.369 +/- 0.355 | dlogz: 3345.957 > 0.109
iter: 741 | bound: 25 | nc: 12 | ncall: 6190 | eff(%): 11.971 | loglstar: -inf < -3364.654 < inf | logz: -3377.235 +/- 0.350 | dlogz: 3261.624 > 0.109
iter: 742 | bound: 25 | nc: 10 | ncall: 6200 | eff(%): 11.968 | loglstar: -inf < -3364.399 < inf | logz: -3376.113 +/- 0.338 | dlogz: 3258.480 > 0.109
iter: 743 | bound: 25 | nc: 1 | ncall: 6201 | eff(%): 11.982 | loglstar: -inf < -3351.041 < inf | logz: -3363.732 +/- 0.355 | dlogz: 3257.347 > 0.109
iter: 744 | bound: 25 | nc: 1 | ncall: 6202 | eff(%): 11.996 | loglstar: -inf < -3342.124 < inf | logz: -3354.825 +/- 0.355 | dlogz: 3244.957 > 0.109
iter: 745 | bound: 25 | nc: 4 | ncall: 6206 | eff(%): 12.005 | loglstar: -inf < -3340.219 < inf | logz: -3352.668 +/- 0.346 | dlogz: 3236.039 > 0.109
iter: 746 | bound: 25 | nc: 1 | ncall: 6207 | eff(%): 12.019 | loglstar: -inf < -3309.351 < inf | logz: -3322.072 +/- 0.356 | dlogz: 3233.873 > 0.109
iter: 747 | bound: 26 | nc: 12 | ncall: 6219 | eff(%): 12.012 | loglstar: -inf < -3171.898 < inf | logz: -3184.629 +/- 0.356 | dlogz: 3203.267 > 0.109
iter: 748 | bound: 26 | nc: 24 | ncall: 6243 | eff(%): 11.981 | loglstar: -inf < -3168.879 < inf | logz: -3181.527 +/- 0.351 | dlogz: 3065.814 > 0.109
iter: 749 | bound: 26 | nc: 26 | ncall: 6269 | eff(%): 11.948 | loglstar: -inf < -3158.570 < inf | logz: -3171.321 +/- 0.356 | dlogz: 3062.702 > 0.109
iter: 750 | bound: 26 | nc: 17 | ncall: 6286 | eff(%): 11.931 | loglstar: -inf < -3153.195 < inf | logz: -3165.946 +/- 0.356 | dlogz: 3052.486 > 0.109
iter: 751 | bound: 26 | nc: 27 | ncall: 6313 | eff(%): 11.896 | loglstar: -inf < -3120.074 < inf | logz: -3132.845 +/- 0.356 | dlogz: 3047.101 > 0.109
iter: 752 | bound: 27 | nc: 10 | ncall: 6323 | eff(%): 11.893 | loglstar: -inf < -3115.187 < inf | logz: -3127.953 +/- 0.355 | dlogz: 3013.990 > 0.109
iter: 753 | bound: 27 | nc: 18 | ncall: 6341 | eff(%): 11.875 | loglstar: -inf < -3064.778 < inf | logz: -3077.569 +/- 0.357 | dlogz: 3009.088 > 0.109
iter: 754 | bound: 27 | nc: 12 | ncall: 6353 | eff(%): 11.868 | loglstar: -inf < -3023.884 < inf | logz: -3036.685 +/- 0.357 | dlogz: 2958.694 > 0.109
iter: 755 | bound: 27 | nc: 6 | ncall: 6359 | eff(%): 11.873 | loglstar: -inf < -3000.864 < inf | logz: -3013.675 +/- 0.357 | dlogz: 2917.800 > 0.109
iter: 756 | bound: 27 | nc: 9 | ncall: 6368 | eff(%): 11.872 | loglstar: -inf < -2969.089 < inf | logz: -2981.910 +/- 0.357 | dlogz: 2894.780 > 0.109
iter: 757 | bound: 27 | nc: 1 | ncall: 6369 | eff(%): 11.886 | loglstar: -inf < -2967.342 < inf | logz: -2979.872 +/- 0.347 | dlogz: 2863.005 > 0.109
iter: 758 | bound: 27 | nc: 2 | ncall: 6371 | eff(%): 11.898 | loglstar: -inf < -2934.720 < inf | logz: -2947.561 +/- 0.357 | dlogz: 2860.957 > 0.109
iter: 759 | bound: 27 | nc: 6 | ncall: 6377 | eff(%): 11.902 | loglstar: -inf < -2796.073 < inf | logz: -2808.923 +/- 0.358 | dlogz: 2828.636 > 0.109
iter: 760 | bound: 27 | nc: 17 | ncall: 6394 | eff(%): 11.886 | loglstar: -inf < -2778.331 < inf | logz: -2791.192 +/- 0.358 | dlogz: 2689.989 > 0.109
iter: 761 | bound: 27 | nc: 13 | ncall: 6407 | eff(%): 11.878 | loglstar: -inf < -2744.705 < inf | logz: -2757.575 +/- 0.358 | dlogz: 2672.247 > 0.109
iter: 762 | bound: 27 | nc: 5 | ncall: 6412 | eff(%): 11.884 | loglstar: -inf < -2703.065 < inf | logz: -2715.945 +/- 0.358 | dlogz: 2638.621 > 0.109
iter: 763 | bound: 27 | nc: 3 | ncall: 6415 | eff(%): 11.894 | loglstar: -inf < -2668.183 < inf | logz: -2681.073 +/- 0.358 | dlogz: 2596.981 > 0.109
iter: 764 | bound: 27 | nc: 5 | ncall: 6420 | eff(%): 11.900 | loglstar: -inf < -2660.305 < inf | logz: -2673.204 +/- 0.358 | dlogz: 2562.098 > 0.109
iter: 765 | bound: 28 | nc: 10 | ncall: 6430 | eff(%): 11.897 | loglstar: -inf < -2634.913 < inf | logz: -2647.823 +/- 0.358 | dlogz: 2554.220 > 0.109
iter: 766 | bound: 28 | nc: 2 | ncall: 6432 | eff(%): 11.909 | loglstar: -inf < -2631.568 < inf | logz: -2644.419 +/- 0.355 | dlogz: 2528.828 > 0.109
iter: 767 | bound: 28 | nc: 9 | ncall: 6441 | eff(%): 11.908 | loglstar: -inf < -2583.565 < inf | logz: -2596.495 +/- 0.359 | dlogz: 2525.415 > 0.109
iter: 768 | bound: 28 | nc: 6 | ncall: 6447 | eff(%): 11.913 | loglstar: -inf < -2577.784 < inf | logz: -2590.718 +/- 0.358 | dlogz: 2477.481 > 0.109
iter: 769 | bound: 28 | nc: 7 | ncall: 6454 | eff(%): 11.915 | loglstar: -inf < -2562.125 < inf | logz: -2575.075 +/- 0.359 | dlogz: 2471.693 > 0.109
iter: 770 | bound: 28 | nc: 12 | ncall: 6466 | eff(%): 11.908 | loglstar: -inf < -2546.199 < inf | logz: -2559.159 +/- 0.359 | dlogz: 2456.041 > 0.109
iter: 771 | bound: 28 | nc: 4 | ncall: 6470 | eff(%): 11.917 | loglstar: -inf < -2524.911 < inf | logz: -2537.881 +/- 0.359 | dlogz: 2440.115 > 0.109
iter: 772 | bound: 28 | nc: 8 | ncall: 6478 | eff(%): 11.917 | loglstar: -inf < -2491.081 < inf | logz: -2504.061 +/- 0.359 | dlogz: 2418.827 > 0.109
iter: 773 | bound: 28 | nc: 23 | ncall: 6501 | eff(%): 11.890 | loglstar: -inf < -2470.539 < inf | logz: -2483.529 +/- 0.360 | dlogz: 2384.997 > 0.109
iter: 774 | bound: 28 | nc: 2 | ncall: 6503 | eff(%): 11.902 | loglstar: -inf < -2442.883 < inf | logz: -2455.883 +/- 0.360 | dlogz: 2364.455 > 0.109
iter: 775 | bound: 28 | nc: 2 | ncall: 6505 | eff(%): 11.914 | loglstar: -inf < -2396.110 < inf | logz: -2409.119 +/- 0.360 | dlogz: 2336.799 > 0.109
iter: 776 | bound: 28 | nc: 16 | ncall: 6521 | eff(%): 11.900 | loglstar: -inf < -2386.890 < inf | logz: -2399.910 +/- 0.360 | dlogz: 2290.025 > 0.109
iter: 777 | bound: 28 | nc: 5 | ncall: 6526 | eff(%): 11.906 | loglstar: -inf < -2339.240 < inf | logz: -2352.270 +/- 0.360 | dlogz: 2280.806 > 0.109
iter: 778 | bound: 29 | nc: 4 | ncall: 6530 | eff(%): 11.914 | loglstar: -inf < -2333.965 < inf | logz: -2346.995 +/- 0.359 | dlogz: 2233.156 > 0.109
iter: 779 | bound: 29 | nc: 12 | ncall: 6542 | eff(%): 11.908 | loglstar: -inf < -2312.564 < inf | logz: -2325.614 +/- 0.360 | dlogz: 2227.871 > 0.109
iter: 780 | bound: 29 | nc: 6 | ncall: 6548 | eff(%): 11.912 | loglstar: -inf < -2275.729 < inf | logz: -2288.788 +/- 0.360 | dlogz: 2206.480 > 0.109
iter: 781 | bound: 29 | nc: 6 | ncall: 6554 | eff(%): 11.916 | loglstar: -inf < -2252.840 < inf | logz: -2265.909 +/- 0.361 | dlogz: 2169.645 > 0.109
iter: 782 | bound: 29 | nc: 36 | ncall: 6590 | eff(%): 11.866 | loglstar: -inf < -2183.944 < inf | logz: -2197.023 +/- 0.361 | dlogz: 2146.755 > 0.109
iter: 783 | bound: 29 | nc: 9 | ncall: 6599 | eff(%): 11.865 | loglstar: -inf < -2169.231 < inf | logz: -2182.321 +/- 0.361 | dlogz: 2077.860 > 0.109
iter: 784 | bound: 29 | nc: 1 | ncall: 6600 | eff(%): 11.879 | loglstar: -inf < -2152.798 < inf | logz: -2165.898 +/- 0.361 | dlogz: 2063.147 > 0.109
iter: 785 | bound: 29 | nc: 12 | ncall: 6612 | eff(%): 11.872 | loglstar: -inf < -2147.816 < inf | logz: -2160.911 +/- 0.360 | dlogz: 2046.714 > 0.109
iter: 786 | bound: 29 | nc: 3 | ncall: 6615 | eff(%): 11.882 | loglstar: -inf < -2146.011 < inf | logz: -2158.843 +/- 0.351 | dlogz: 2041.718 > 0.109
iter: 787 | bound: 29 | nc: 14 | ncall: 6629 | eff(%): 11.872 | loglstar: -inf < -2104.528 < inf | logz: -2117.658 +/- 0.361 | dlogz: 2039.639 > 0.109
iter: 788 | bound: 30 | nc: 28 | ncall: 6657 | eff(%): 11.837 | loglstar: -inf < -2100.842 < inf | logz: -2113.932 +/- 0.358 | dlogz: 1998.444 > 0.109
iter: 789 | bound: 30 | nc: 5 | ncall: 6662 | eff(%): 11.843 | loglstar: -inf < -2088.159 < inf | logz: -2101.308 +/- 0.362 | dlogz: 1994.708 > 0.109
iter: 790 | bound: 30 | nc: 3 | ncall: 6665 | eff(%): 11.853 | loglstar: -inf < -2056.668 < inf | logz: -2069.827 +/- 0.362 | dlogz: 1982.075 > 0.109
iter: 791 | bound: 30 | nc: 7 | ncall: 6672 | eff(%): 11.856 | loglstar: -inf < -2037.127 < inf | logz: -2050.296 +/- 0.362 | dlogz: 1950.584 > 0.109
iter: 792 | bound: 30 | nc: 5 | ncall: 6677 | eff(%): 11.862 | loglstar: -inf < -2026.367 < inf | logz: -2039.546 +/- 0.362 | dlogz: 1931.043 > 0.109
iter: 793 | bound: 30 | nc: 3 | ncall: 6680 | eff(%): 11.871 | loglstar: -inf < -2010.232 < inf | logz: -2023.421 +/- 0.362 | dlogz: 1920.283 > 0.109
iter: 794 | bound: 30 | nc: 1 | ncall: 6681 | eff(%): 11.884 | loglstar: -inf < -1999.190 < inf | logz: -2012.389 +/- 0.362 | dlogz: 1904.148 > 0.109
iter: 795 | bound: 30 | nc: 6 | ncall: 6687 | eff(%): 11.889 | loglstar: -inf < -1975.829 < inf | logz: -1989.038 +/- 0.363 | dlogz: 1893.106 > 0.109
iter: 796 | bound: 30 | nc: 3 | ncall: 6690 | eff(%): 11.898 | loglstar: -inf < -1975.565 < inf | logz: -1987.850 +/- 0.347 | dlogz: 1869.745 > 0.109
iter: 797 | bound: 30 | nc: 4 | ncall: 6694 | eff(%): 11.906 | loglstar: -inf < -1945.856 < inf | logz: -1959.085 +/- 0.363 | dlogz: 1868.547 > 0.109
iter: 798 | bound: 30 | nc: 1 | ncall: 6695 | eff(%): 11.919 | loglstar: -inf < -1943.204 < inf | logz: -1956.310 +/- 0.357 | dlogz: 1839.772 > 0.109
iter: 799 | bound: 30 | nc: 8 | ncall: 6703 | eff(%): 11.920 | loglstar: -inf < -1941.069 < inf | logz: -1954.091 +/- 0.353 | dlogz: 1836.987 > 0.109
iter: 800 | bound: 30 | nc: 3 | ncall: 6706 | eff(%): 11.930 | loglstar: -inf < -1930.928 < inf | logz: -1944.186 +/- 0.363 | dlogz: 1834.758 > 0.109
iter: 801 | bound: 30 | nc: 2 | ncall: 6708 | eff(%): 11.941 | loglstar: -inf < -1890.285 < inf | logz: -1903.553 +/- 0.363 | dlogz: 1824.843 > 0.109
iter: 802 | bound: 30 | nc: 9 | ncall: 6717 | eff(%): 11.940 | loglstar: -inf < -1856.628 < inf | logz: -1869.907 +/- 0.363 | dlogz: 1784.201 > 0.109
iter: 803 | bound: 30 | nc: 1 | ncall: 6718 | eff(%): 11.953 | loglstar: -inf < -1838.881 < inf | logz: -1852.169 +/- 0.364 | dlogz: 1750.544 > 0.109
iter: 804 | bound: 30 | nc: 2 | ncall: 6720 | eff(%): 11.964 | loglstar: -inf < -1815.632 < inf | logz: -1828.931 +/- 0.364 | dlogz: 1732.797 > 0.109
iter: 805 | bound: 30 | nc: 22 | ncall: 6742 | eff(%): 11.940 | loglstar: -inf < -1773.704 < inf | logz: -1787.012 +/- 0.364 | dlogz: 1709.548 > 0.109
iter: 806 | bound: 30 | nc: 9 | ncall: 6751 | eff(%): 11.939 | loglstar: -inf < -1736.308 < inf | logz: -1749.627 +/- 0.364 | dlogz: 1667.620 > 0.109
iter: 807 | bound: 31 | nc: 11 | ncall: 6762 | eff(%): 11.934 | loglstar: -inf < -1703.082 < inf | logz: -1716.410 +/- 0.364 | dlogz: 1630.224 > 0.109
iter: 808 | bound: 31 | nc: 3 | ncall: 6765 | eff(%): 11.944 | loglstar: -inf < -1701.698 < inf | logz: -1714.628 +/- 0.352 | dlogz: 1596.998 > 0.109
iter: 809 | bound: 31 | nc: 1 | ncall: 6766 | eff(%): 11.957 | loglstar: -inf < -1688.510 < inf | logz: -1701.858 +/- 0.364 | dlogz: 1595.206 > 0.109
iter: 810 | bound: 31 | nc: 1 | ncall: 6767 | eff(%): 11.970 | loglstar: -inf < -1678.577 < inf | logz: -1691.935 +/- 0.365 | dlogz: 1582.426 > 0.109
iter: 811 | bound: 31 | nc: 4 | ncall: 6771 | eff(%): 11.978 | loglstar: -inf < -1675.373 < inf | logz: -1688.663 +/- 0.360 | dlogz: 1572.492 > 0.109
iter: 812 | bound: 31 | nc: 2 | ncall: 6773 | eff(%): 11.989 | loglstar: -inf < -1653.567 < inf | logz: -1666.945 +/- 0.365 | dlogz: 1569.211 > 0.109
iter: 813 | bound: 31 | nc: 1 | ncall: 6774 | eff(%): 12.002 | loglstar: -inf < -1644.900 < inf | logz: -1658.288 +/- 0.365 | dlogz: 1547.483 > 0.109
iter: 814 | bound: 31 | nc: 1 | ncall: 6775 | eff(%): 12.015 | loglstar: -inf < -1640.942 < inf | logz: -1654.302 +/- 0.363 | dlogz: 1538.816 > 0.109
iter: 815 | bound: 31 | nc: 1 | ncall: 6776 | eff(%): 12.028 | loglstar: -inf < -1634.394 < inf | logz: -1647.799 +/- 0.365 | dlogz: 1534.820 > 0.109
iter: 816 | bound: 31 | nc: 1 | ncall: 6777 | eff(%): 12.041 | loglstar: -inf < -1598.201 < inf | logz: -1611.619 +/- 0.365 | dlogz: 1528.307 > 0.109
iter: 817 | bound: 31 | nc: 13 | ncall: 6790 | eff(%): 12.032 | loglstar: -inf < -1544.175 < inf | logz: -1557.603 +/- 0.366 | dlogz: 1492.117 > 0.109
iter: 818 | bound: 31 | nc: 1 | ncall: 6791 | eff(%): 12.045 | loglstar: -inf < -1543.524 < inf | logz: -1556.245 +/- 0.351 | dlogz: 1438.091 > 0.109
iter: 819 | bound: 31 | nc: 2 | ncall: 6793 | eff(%): 12.057 | loglstar: -inf < -1517.964 < inf | logz: -1531.411 +/- 0.366 | dlogz: 1436.723 > 0.109
iter: 820 | bound: 31 | nc: 1 | ncall: 6794 | eff(%): 12.069 | loglstar: -inf < -1486.173 < inf | logz: -1499.631 +/- 0.366 | dlogz: 1411.879 > 0.109
iter: 821 | bound: 31 | nc: 10 | ncall: 6804 | eff(%): 12.066 | loglstar: -inf < -1477.140 < inf | logz: -1490.607 +/- 0.366 | dlogz: 1380.089 > 0.109
iter: 822 | bound: 31 | nc: 2 | ncall: 6806 | eff(%): 12.078 | loglstar: -inf < -1472.627 < inf | logz: -1486.082 +/- 0.365 | dlogz: 1371.055 > 0.109
iter: 823 | bound: 31 | nc: 4 | ncall: 6810 | eff(%): 12.085 | loglstar: -inf < -1441.455 < inf | logz: -1454.942 +/- 0.366 | dlogz: 1366.521 > 0.109
iter: 824 | bound: 31 | nc: 1 | ncall: 6811 | eff(%): 12.098 | loglstar: -inf < -1398.791 < inf | logz: -1412.289 +/- 0.366 | dlogz: 1335.371 > 0.109
iter: 825 | bound: 31 | nc: 6 | ncall: 6817 | eff(%): 12.102 | loglstar: -inf < -1392.734 < inf | logz: -1406.236 +/- 0.366 | dlogz: 1292.707 > 0.109
iter: 826 | bound: 31 | nc: 1 | ncall: 6818 | eff(%): 12.115 | loglstar: -inf < -1388.443 < inf | logz: -1401.933 +/- 0.365 | dlogz: 1286.645 > 0.109
iter: 827 | bound: 31 | nc: 8 | ncall: 6826 | eff(%): 12.115 | loglstar: -inf < -1388.277 < inf | logz: -1400.802 +/- 0.351 | dlogz: 1282.332 > 0.109
iter: 828 | bound: 31 | nc: 1 | ncall: 6827 | eff(%): 12.128 | loglstar: -inf < -1342.724 < inf | logz: -1356.262 +/- 0.367 | dlogz: 1281.190 > 0.109
iter: 829 | bound: 31 | nc: 2 | ncall: 6829 | eff(%): 12.139 | loglstar: -inf < -1327.611 < inf | logz: -1341.158 +/- 0.367 | dlogz: 1236.640 > 0.109
iter: 830 | bound: 31 | nc: 9 | ncall: 6838 | eff(%): 12.138 | loglstar: -inf < -1299.421 < inf | logz: -1312.978 +/- 0.367 | dlogz: 1221.527 > 0.109
iter: 831 | bound: 31 | nc: 13 | ncall: 6851 | eff(%): 12.130 | loglstar: -inf < -1296.004 < inf | logz: -1309.507 +/- 0.364 | dlogz: 1193.337 > 0.109
iter: 832 | bound: 31 | nc: 2 | ncall: 6853 | eff(%): 12.141 | loglstar: -inf < -1291.678 < inf | logz: -1305.228 +/- 0.366 | dlogz: 1189.856 > 0.109
iter: 833 | bound: 31 | nc: 1 | ncall: 6854 | eff(%): 12.153 | loglstar: -inf < -1265.603 < inf | logz: -1279.190 +/- 0.368 | dlogz: 1185.567 > 0.109
iter: 834 | bound: 31 | nc: 2 | ncall: 6856 | eff(%): 12.165 | loglstar: -inf < -1189.249 < inf | logz: -1202.846 +/- 0.368 | dlogz: 1159.519 > 0.109
iter: 835 | bound: 31 | nc: 5 | ncall: 6861 | eff(%): 12.170 | loglstar: -inf < -1188.277 < inf | logz: -1201.318 +/- 0.354 | dlogz: 1083.165 > 0.109
iter: 836 | bound: 32 | nc: 1 | ncall: 6862 | eff(%): 12.183 | loglstar: -inf < -1153.484 < inf | logz: -1167.101 +/- 0.368 | dlogz: 1081.627 > 0.109
iter: 837 | bound: 32 | nc: 3 | ncall: 6865 | eff(%): 12.192 | loglstar: -inf < -1140.393 < inf | logz: -1154.020 +/- 0.368 | dlogz: 1047.400 > 0.109
iter: 838 | bound: 32 | nc: 2 | ncall: 6867 | eff(%): 12.203 | loglstar: -inf < -1135.299 < inf | logz: -1148.923 +/- 0.367 | dlogz: 1034.309 > 0.109
iter: 839 | bound: 32 | nc: 7 | ncall: 6874 | eff(%): 12.205 | loglstar: -inf < -1122.297 < inf | logz: -1135.944 +/- 0.368 | dlogz: 1029.202 > 0.109
iter: 840 | bound: 32 | nc: 11 | ncall: 6885 | eff(%): 12.200 | loglstar: -inf < -1114.965 < inf | logz: -1128.621 +/- 0.368 | dlogz: 1016.213 > 0.109
iter: 841 | bound: 32 | nc: 22 | ncall: 6907 | eff(%): 12.176 | loglstar: -inf < -1077.821 < inf | logz: -1091.487 +/- 0.369 | dlogz: 1008.880 > 0.109
iter: 842 | bound: 32 | nc: 2 | ncall: 6909 | eff(%): 12.187 | loglstar: -inf < -1071.764 < inf | logz: -1085.436 +/- 0.368 | dlogz: 971.736 > 0.109
iter: 843 | bound: 32 | nc: 1 | ncall: 6910 | eff(%): 12.200 | loglstar: -inf < -1070.191 < inf | logz: -1083.528 +/- 0.358 | dlogz: 965.675 > 0.109
iter: 844 | bound: 32 | nc: 3 | ncall: 6913 | eff(%): 12.209 | loglstar: -inf < -1061.392 < inf | logz: -1075.088 +/- 0.369 | dlogz: 963.758 > 0.109
iter: 845 | bound: 32 | nc: 5 | ncall: 6918 | eff(%): 12.215 | loglstar: -inf < -1038.426 < inf | logz: -1052.132 +/- 0.369 | dlogz: 955.308 > 0.109
iter: 846 | bound: 32 | nc: 1 | ncall: 6919 | eff(%): 12.227 | loglstar: -inf < -1017.549 < inf | logz: -1031.265 +/- 0.369 | dlogz: 932.342 > 0.109
iter: 847 | bound: 32 | nc: 4 | ncall: 6923 | eff(%): 12.235 | loglstar: -inf < -1003.795 < inf | logz: -1017.522 +/- 0.370 | dlogz: 911.464 > 0.109
iter: 848 | bound: 32 | nc: 12 | ncall: 6935 | eff(%): 12.228 | loglstar: -inf < -1003.516 < inf | logz: -1016.328 +/- 0.355 | dlogz: 897.711 > 0.109
iter: 849 | bound: 32 | nc: 12 | ncall: 6947 | eff(%): 12.221 | loglstar: -inf < -1002.805 < inf | logz: -1015.543 +/- 0.349 | dlogz: 896.508 > 0.109
iter: 850 | bound: 32 | nc: 4 | ncall: 6951 | eff(%): 12.228 | loglstar: -inf < -996.976 < inf | logz: -1010.721 +/- 0.369 | dlogz: 895.712 > 0.109
iter: 851 | bound: 32 | nc: 4 | ncall: 6955 | eff(%): 12.236 | loglstar: -inf < -993.120 < inf | logz: -1006.844 +/- 0.367 | dlogz: 890.881 > 0.109
iter: 852 | bound: 32 | nc: 3 | ncall: 6958 | eff(%): 12.245 | loglstar: -inf < -983.425 < inf | logz: -997.201 +/- 0.370 | dlogz: 886.994 > 0.109
iter: 853 | bound: 32 | nc: 1 | ncall: 6959 | eff(%): 12.258 | loglstar: -inf < -978.065 < inf | logz: -991.841 +/- 0.370 | dlogz: 877.341 > 0.109
iter: 854 | bound: 33 | nc: 8 | ncall: 6967 | eff(%): 12.258 | loglstar: -inf < -954.191 < inf | logz: -967.987 +/- 0.371 | dlogz: 871.971 > 0.109
iter: 855 | bound: 33 | nc: 1 | ncall: 6968 | eff(%): 12.270 | loglstar: -inf < -948.401 < inf | logz: -962.201 +/- 0.370 | dlogz: 848.107 > 0.109
iter: 856 | bound: 33 | nc: 8 | ncall: 6976 | eff(%): 12.271 | loglstar: -inf < -942.660 < inf | logz: -956.470 +/- 0.370 | dlogz: 842.311 > 0.109
iter: 857 | bound: 33 | nc: 2 | ncall: 6978 | eff(%): 12.281 | loglstar: -inf < -930.418 < inf | logz: -944.243 +/- 0.371 | dlogz: 836.570 > 0.109
iter: 858 | bound: 33 | nc: 1 | ncall: 6979 | eff(%): 12.294 | loglstar: -inf < -913.178 < inf | logz: -927.014 +/- 0.371 | dlogz: 824.333 > 0.109
iter: 859 | bound: 33 | nc: 4 | ncall: 6983 | eff(%): 12.301 | loglstar: -inf < -911.367 < inf | logz: -924.929 +/- 0.361 | dlogz: 807.094 > 0.109
iter: 860 | bound: 33 | nc: 15 | ncall: 6998 | eff(%): 12.289 | loglstar: -inf < -884.814 < inf | logz: -898.670 +/- 0.371 | dlogz: 804.999 > 0.109
iter: 861 | bound: 33 | nc: 7 | ncall: 7005 | eff(%): 12.291 | loglstar: -inf < -872.298 < inf | logz: -886.163 +/- 0.371 | dlogz: 778.730 > 0.109
iter: 862 | bound: 33 | nc: 3 | ncall: 7008 | eff(%): 12.300 | loglstar: -inf < -870.200 < inf | logz: -883.855 +/- 0.363 | dlogz: 766.213 > 0.109
iter: 863 | bound: 33 | nc: 2 | ncall: 7010 | eff(%): 12.311 | loglstar: -inf < -860.142 < inf | logz: -874.027 +/- 0.372 | dlogz: 763.896 > 0.109
iter: 864 | bound: 33 | nc: 1 | ncall: 7011 | eff(%): 12.323 | loglstar: -inf < -837.724 < inf | logz: -851.620 +/- 0.372 | dlogz: 754.058 > 0.109
iter: 865 | bound: 33 | nc: 9 | ncall: 7020 | eff(%): 12.322 | loglstar: -inf < -833.026 < inf | logz: -846.913 +/- 0.371 | dlogz: 731.640 > 0.109
iter: 866 | bound: 33 | nc: 5 | ncall: 7025 | eff(%): 12.327 | loglstar: -inf < -830.422 < inf | logz: -844.198 +/- 0.366 | dlogz: 726.924 > 0.109
iter: 867 | bound: 33 | nc: 3 | ncall: 7028 | eff(%): 12.336 | loglstar: -inf < -822.714 < inf | logz: -836.638 +/- 0.372 | dlogz: 724.198 > 0.109
iter: 868 | bound: 33 | nc: 1 | ncall: 7029 | eff(%): 12.349 | loglstar: -inf < -816.066 < inf | logz: -829.999 +/- 0.372 | dlogz: 716.628 > 0.109
iter: 869 | bound: 33 | nc: 3 | ncall: 7032 | eff(%): 12.358 | loglstar: -inf < -794.729 < inf | logz: -808.674 +/- 0.373 | dlogz: 709.979 > 0.109
iter: 870 | bound: 33 | nc: 7 | ncall: 7039 | eff(%): 12.360 | loglstar: -inf < -767.958 < inf | logz: -781.913 +/- 0.373 | dlogz: 688.645 > 0.109
iter: 871 | bound: 33 | nc: 1 | ncall: 7040 | eff(%): 12.372 | loglstar: -inf < -764.953 < inf | logz: -778.823 +/- 0.368 | dlogz: 661.874 > 0.109
iter: 872 | bound: 33 | nc: 8 | ncall: 7048 | eff(%): 12.372 | loglstar: -inf < -742.561 < inf | logz: -756.536 +/- 0.373 | dlogz: 658.774 > 0.109
iter: 873 | bound: 33 | nc: 1 | ncall: 7049 | eff(%): 12.385 | loglstar: -inf < -742.379 < inf | logz: -755.380 +/- 0.358 | dlogz: 636.477 > 0.109
iter: 874 | bound: 33 | nc: 1 | ncall: 7050 | eff(%): 12.397 | loglstar: -inf < -730.849 < inf | logz: -744.844 +/- 0.373 | dlogz: 635.311 > 0.109
iter: 875 | bound: 33 | nc: 4 | ncall: 7054 | eff(%): 12.404 | loglstar: -inf < -724.269 < inf | logz: -738.271 +/- 0.373 | dlogz: 624.765 > 0.109
iter: 876 | bound: 33 | nc: 4 | ncall: 7058 | eff(%): 12.411 | loglstar: -inf < -708.685 < inf | logz: -722.700 +/- 0.373 | dlogz: 618.182 > 0.109
iter: 877 | bound: 33 | nc: 8 | ncall: 7066 | eff(%): 12.412 | loglstar: -inf < -706.259 < inf | logz: -720.120 +/- 0.366 | dlogz: 602.601 > 0.109
iter: 878 | bound: 34 | nc: 4 | ncall: 7070 | eff(%): 12.419 | loglstar: -inf < -704.873 < inf | logz: -718.471 +/- 0.360 | dlogz: 600.011 > 0.109
iter: 879 | bound: 34 | nc: 3 | ncall: 7073 | eff(%): 12.428 | loglstar: -inf < -702.217 < inf | logz: -716.096 +/- 0.365 | dlogz: 598.352 > 0.109
iter: 880 | bound: 34 | nc: 1 | ncall: 7074 | eff(%): 12.440 | loglstar: -inf < -701.034 < inf | logz: -714.575 +/- 0.359 | dlogz: 595.967 > 0.109
iter: 881 | bound: 34 | nc: 7 | ncall: 7081 | eff(%): 12.442 | loglstar: -inf < -694.996 < inf | logz: -709.054 +/- 0.373 | dlogz: 594.436 > 0.109
iter: 882 | bound: 34 | nc: 6 | ncall: 7087 | eff(%): 12.445 | loglstar: -inf < -670.978 < inf | logz: -685.052 +/- 0.374 | dlogz: 588.906 > 0.109
iter: 883 | bound: 34 | nc: 4 | ncall: 7091 | eff(%): 12.452 | loglstar: -inf < -650.322 < inf | logz: -664.407 +/- 0.374 | dlogz: 564.894 > 0.109
iter: 884 | bound: 34 | nc: 6 | ncall: 7097 | eff(%): 12.456 | loglstar: -inf < -645.008 < inf | logz: -659.093 +/- 0.374 | dlogz: 544.238 > 0.109
iter: 885 | bound: 34 | nc: 1 | ncall: 7098 | eff(%): 12.468 | loglstar: -inf < -643.486 < inf | logz: -657.225 +/- 0.363 | dlogz: 538.914 > 0.109
iter: 886 | bound: 34 | nc: 1 | ncall: 7099 | eff(%): 12.481 | loglstar: -inf < -638.771 < inf | logz: -652.864 +/- 0.373 | dlogz: 537.036 > 0.109
iter: 887 | bound: 34 | nc: 3 | ncall: 7102 | eff(%): 12.489 | loglstar: -inf < -638.758 < inf | logz: -651.782 +/- 0.359 | dlogz: 532.665 > 0.109
iter: 888 | bound: 34 | nc: 2 | ncall: 7104 | eff(%): 12.500 | loglstar: -inf < -628.765 < inf | logz: -642.899 +/- 0.375 | dlogz: 531.573 > 0.109
iter: 889 | bound: 34 | nc: 2 | ncall: 7106 | eff(%): 12.511 | loglstar: -inf < -625.431 < inf | logz: -639.506 +/- 0.371 | dlogz: 522.680 > 0.109
iter: 890 | bound: 34 | nc: 15 | ncall: 7121 | eff(%): 12.498 | loglstar: -inf < -613.360 < inf | logz: -627.514 +/- 0.375 | dlogz: 519.278 > 0.109
iter: 891 | bound: 34 | nc: 1 | ncall: 7122 | eff(%): 12.511 | loglstar: -inf < -609.650 < inf | logz: -623.766 +/- 0.372 | dlogz: 507.276 > 0.109
iter: 892 | bound: 34 | nc: 1 | ncall: 7123 | eff(%): 12.523 | loglstar: -inf < -588.411 < inf | logz: -602.585 +/- 0.376 | dlogz: 503.518 > 0.109
iter: 893 | bound: 34 | nc: 2 | ncall: 7125 | eff(%): 12.533 | loglstar: -inf < -585.547 < inf | logz: -599.622 +/- 0.370 | dlogz: 482.327 > 0.109
iter: 894 | bound: 34 | nc: 6 | ncall: 7131 | eff(%): 12.537 | loglstar: -inf < -582.067 < inf | logz: -596.198 +/- 0.372 | dlogz: 479.354 > 0.109
iter: 895 | bound: 34 | nc: 1 | ncall: 7132 | eff(%): 12.549 | loglstar: -inf < -579.858 < inf | logz: -593.856 +/- 0.367 | dlogz: 475.920 > 0.109
iter: 896 | bound: 34 | nc: 6 | ncall: 7138 | eff(%): 12.553 | loglstar: -inf < -572.439 < inf | logz: -586.652 +/- 0.376 | dlogz: 473.568 > 0.109
iter: 897 | bound: 34 | nc: 10 | ncall: 7148 | eff(%): 12.549 | loglstar: -inf < -568.754 < inf | logz: -582.929 +/- 0.373 | dlogz: 466.354 > 0.109
iter: 898 | bound: 34 | nc: 16 | ncall: 7164 | eff(%): 12.535 | loglstar: -inf < -563.376 < inf | logz: -577.600 +/- 0.376 | dlogz: 462.621 > 0.109
iter: 899 | bound: 34 | nc: 1 | ncall: 7165 | eff(%): 12.547 | loglstar: -inf < -556.972 < inf | logz: -571.213 +/- 0.376 | dlogz: 457.282 > 0.109
iter: 900 | bound: 34 | nc: 3 | ncall: 7168 | eff(%): 12.556 | loglstar: -inf < -555.519 < inf | logz: -569.387 +/- 0.365 | dlogz: 450.885 > 0.109
iter: 901 | bound: 35 | nc: 5 | ncall: 7173 | eff(%): 12.561 | loglstar: -inf < -548.636 < inf | logz: -562.897 +/- 0.376 | dlogz: 449.049 > 0.109
iter: 902 | bound: 35 | nc: 4 | ncall: 7177 | eff(%): 12.568 | loglstar: -inf < -543.893 < inf | logz: -558.149 +/- 0.376 | dlogz: 442.549 > 0.109
iter: 903 | bound: 35 | nc: 1 | ncall: 7178 | eff(%): 12.580 | loglstar: -inf < -543.142 < inf | logz: -556.754 +/- 0.363 | dlogz: 437.792 > 0.109
iter: 904 | bound: 35 | nc: 7 | ncall: 7185 | eff(%): 12.582 | loglstar: -inf < -542.154 < inf | logz: -555.702 +/- 0.358 | dlogz: 436.387 > 0.109
iter: 905 | bound: 35 | nc: 12 | ncall: 7197 | eff(%): 12.575 | loglstar: -inf < -541.149 < inf | logz: -554.689 +/- 0.356 | dlogz: 435.324 > 0.109
iter: 906 | bound: 35 | nc: 2 | ncall: 7199 | eff(%): 12.585 | loglstar: -inf < -539.535 < inf | logz: -553.360 +/- 0.360 | dlogz: 434.302 > 0.109
iter: 907 | bound: 35 | nc: 8 | ncall: 7207 | eff(%): 12.585 | loglstar: -inf < -538.439 < inf | logz: -552.129 +/- 0.359 | dlogz: 432.962 > 0.109
iter: 908 | bound: 35 | nc: 2 | ncall: 7209 | eff(%): 12.595 | loglstar: -inf < -533.272 < inf | logz: -547.589 +/- 0.376 | dlogz: 431.721 > 0.109
iter: 909 | bound: 35 | nc: 6 | ncall: 7215 | eff(%): 12.599 | loglstar: -inf < -531.126 < inf | logz: -545.256 +/- 0.369 | dlogz: 427.171 > 0.109
iter: 910 | bound: 35 | nc: 1 | ncall: 7216 | eff(%): 12.611 | loglstar: -inf < -529.230 < inf | logz: -543.292 +/- 0.367 | dlogz: 424.829 > 0.109
iter: 911 | bound: 35 | nc: 2 | ncall: 7218 | eff(%): 12.621 | loglstar: -inf < -525.062 < inf | logz: -539.389 +/- 0.375 | dlogz: 422.855 > 0.109
iter: 912 | bound: 35 | nc: 2 | ncall: 7220 | eff(%): 12.632 | loglstar: -inf < -519.788 < inf | logz: -534.150 +/- 0.377 | dlogz: 418.942 > 0.109
iter: 913 | bound: 35 | nc: 21 | ncall: 7241 | eff(%): 12.609 | loglstar: -inf < -514.267 < inf | logz: -528.642 +/- 0.378 | dlogz: 413.693 > 0.109
iter: 914 | bound: 35 | nc: 8 | ncall: 7249 | eff(%): 12.609 | loglstar: -inf < -511.119 < inf | logz: -525.428 +/- 0.374 | dlogz: 408.175 > 0.109
iter: 915 | bound: 35 | nc: 6 | ncall: 7255 | eff(%): 12.612 | loglstar: -inf < -509.031 < inf | logz: -523.203 +/- 0.369 | dlogz: 404.951 > 0.109
iter: 916 | bound: 35 | nc: 5 | ncall: 7260 | eff(%): 12.617 | loglstar: -inf < -499.149 < inf | logz: -513.562 +/- 0.379 | dlogz: 402.716 > 0.109
iter: 917 | bound: 35 | nc: 1 | ncall: 7261 | eff(%): 12.629 | loglstar: -inf < -490.537 < inf | logz: -504.960 +/- 0.379 | dlogz: 393.065 > 0.109
iter: 918 | bound: 35 | nc: 2 | ncall: 7263 | eff(%): 12.639 | loglstar: -inf < -470.123 < inf | logz: -484.556 +/- 0.379 | dlogz: 384.453 > 0.109
iter: 919 | bound: 35 | nc: 1 | ncall: 7264 | eff(%): 12.651 | loglstar: -inf < -454.553 < inf | logz: -468.995 +/- 0.379 | dlogz: 364.039 > 0.109
iter: 920 | bound: 35 | nc: 5 | ncall: 7269 | eff(%): 12.656 | loglstar: -inf < -451.843 < inf | logz: -466.170 +/- 0.373 | dlogz: 348.469 > 0.109
iter: 921 | bound: 36 | nc: 11 | ncall: 7280 | eff(%): 12.651 | loglstar: -inf < -449.599 < inf | logz: -463.857 +/- 0.371 | dlogz: 345.634 > 0.109
iter: 922 | bound: 36 | nc: 1 | ncall: 7281 | eff(%): 12.663 | loglstar: -inf < -449.404 < inf | logz: -462.832 +/- 0.362 | dlogz: 343.310 > 0.109
iter: 923 | bound: 36 | nc: 5 | ncall: 7286 | eff(%): 12.668 | loglstar: -inf < -446.946 < inf | logz: -461.143 +/- 0.367 | dlogz: 346.500 > 0.109
iter: 924 | bound: 36 | nc: 4 | ncall: 7290 | eff(%): 12.675 | loglstar: -inf < -445.908 < inf | logz: -459.796 +/- 0.363 | dlogz: 344.800 > 0.109
iter: 925 | bound: 36 | nc: 2 | ncall: 7292 | eff(%): 12.685 | loglstar: -inf < -444.543 < inf | logz: -458.499 +/- 0.362 | dlogz: 343.444 > 0.109
iter: 926 | bound: 36 | nc: 5 | ncall: 7297 | eff(%): 12.690 | loglstar: -inf < -440.174 < inf | logz: -454.652 +/- 0.377 | dlogz: 342.137 > 0.109
iter: 927 | bound: 36 | nc: 1 | ncall: 7298 | eff(%): 12.702 | loglstar: -inf < -420.560 < inf | logz: -435.082 +/- 0.380 | dlogz: 338.280 > 0.109
iter: 928 | bound: 36 | nc: 1 | ncall: 7299 | eff(%): 12.714 | loglstar: -inf < -418.171 < inf | logz: -432.534 +/- 0.373 | dlogz: 318.700 > 0.109
iter: 929 | bound: 36 | nc: 1 | ncall: 7300 | eff(%): 12.726 | loglstar: -inf < -417.944 < inf | logz: -431.475 +/- 0.363 | dlogz: 316.142 > 0.109
iter: 930 | bound: 36 | nc: 6 | ncall: 7306 | eff(%): 12.729 | loglstar: -inf < -415.768 < inf | logz: -429.963 +/- 0.366 | dlogz: 315.073 > 0.109
iter: 931 | bound: 36 | nc: 2 | ncall: 7308 | eff(%): 12.739 | loglstar: -inf < -411.791 < inf | logz: -426.308 +/- 0.378 | dlogz: 313.551 > 0.109
iter: 932 | bound: 36 | nc: 1 | ncall: 7309 | eff(%): 12.751 | loglstar: -inf < -409.438 < inf | logz: -423.831 +/- 0.373 | dlogz: 309.886 > 0.109
iter: 933 | bound: 36 | nc: 11 | ncall: 7320 | eff(%): 12.746 | loglstar: -inf < -405.983 < inf | logz: -420.498 +/- 0.377 | dlogz: 307.400 > 0.109
iter: 934 | bound: 36 | nc: 1 | ncall: 7321 | eff(%): 12.758 | loglstar: -inf < -404.403 < inf | logz: -418.639 +/- 0.370 | dlogz: 304.056 > 0.109
iter: 935 | bound: 36 | nc: 15 | ncall: 7336 | eff(%): 12.745 | loglstar: -inf < -401.015 < inf | logz: -415.538 +/- 0.376 | dlogz: 302.187 > 0.109
iter: 936 | bound: 36 | nc: 9 | ncall: 7345 | eff(%): 12.743 | loglstar: -inf < -399.188 < inf | logz: -413.510 +/- 0.371 | dlogz: 299.076 > 0.109
iter: 937 | bound: 36 | nc: 1 | ncall: 7346 | eff(%): 12.755 | loglstar: -inf < -396.914 < inf | logz: -411.319 +/- 0.372 | dlogz: 302.441 > 0.109
iter: 938 | bound: 36 | nc: 6 | ncall: 7352 | eff(%): 12.758 | loglstar: -inf < -394.073 < inf | logz: -408.581 +/- 0.375 | dlogz: 300.240 > 0.109
iter: 939 | bound: 36 | nc: 3 | ncall: 7355 | eff(%): 12.767 | loglstar: -inf < -390.246 < inf | logz: -404.842 +/- 0.379 | dlogz: 297.492 > 0.109
iter: 940 | bound: 36 | nc: 1 | ncall: 7356 | eff(%): 12.779 | loglstar: -inf < -387.797 < inf | logz: -402.285 +/- 0.375 | dlogz: 293.743 > 0.109
iter: 941 | bound: 36 | nc: 4 | ncall: 7360 | eff(%): 12.785 | loglstar: -inf < -387.540 < inf | logz: -401.211 +/- 0.365 | dlogz: 291.176 > 0.109
iter: 942 | bound: 36 | nc: 3 | ncall: 7363 | eff(%): 12.794 | loglstar: -inf < -384.941 < inf | logz: -399.368 +/- 0.371 | dlogz: 290.092 > 0.109
iter: 943 | bound: 36 | nc: 5 | ncall: 7368 | eff(%): 12.799 | loglstar: -inf < -379.788 < inf | logz: -394.457 +/- 0.381 | dlogz: 288.240 > 0.109
iter: 944 | bound: 36 | nc: 6 | ncall: 7374 | eff(%): 12.802 | loglstar: -inf < -375.646 < inf | logz: -390.305 +/- 0.380 | dlogz: 283.318 > 0.109
iter: 945 | bound: 36 | nc: 1 | ncall: 7375 | eff(%): 12.814 | loglstar: -inf < -375.334 < inf | logz: -389.121 +/- 0.367 | dlogz: 279.157 > 0.109
iter: 946 | bound: 37 | nc: 5 | ncall: 7380 | eff(%): 12.818 | loglstar: -inf < -374.531 < inf | logz: -388.295 +/- 0.362 | dlogz: 277.962 > 0.109
iter: 947 | bound: 37 | nc: 5 | ncall: 7385 | eff(%): 12.823 | loglstar: -inf < -372.239 < inf | logz: -386.650 +/- 0.369 | dlogz: 277.127 > 0.109
iter: 948 | bound: 37 | nc: 5 | ncall: 7390 | eff(%): 12.828 | loglstar: -inf < -371.409 < inf | logz: -385.429 +/- 0.365 | dlogz: 275.471 > 0.109
iter: 949 | bound: 37 | nc: 1 | ncall: 7391 | eff(%): 12.840 | loglstar: -inf < -370.010 < inf | logz: -384.189 +/- 0.365 | dlogz: 274.241 > 0.109
iter: 950 | bound: 37 | nc: 1 | ncall: 7392 | eff(%): 12.852 | loglstar: -inf < -366.332 < inf | logz: -381.016 +/- 0.379 | dlogz: 272.991 > 0.109
iter: 951 | bound: 37 | nc: 5 | ncall: 7397 | eff(%): 12.857 | loglstar: -inf < -365.619 < inf | logz: -379.677 +/- 0.368 | dlogz: 269.807 > 0.109
iter: 952 | bound: 37 | nc: 7 | ncall: 7404 | eff(%): 12.858 | loglstar: -inf < -362.793 < inf | logz: -377.398 +/- 0.375 | dlogz: 268.459 > 0.109
iter: 953 | bound: 37 | nc: 3 | ncall: 7407 | eff(%): 12.866 | loglstar: -inf < -358.507 < inf | logz: -373.258 +/- 0.381 | dlogz: 266.170 > 0.109
iter: 954 | bound: 37 | nc: 2 | ncall: 7409 | eff(%): 12.876 | loglstar: -inf < -357.180 < inf | logz: -371.538 +/- 0.371 | dlogz: 262.020 > 0.109
iter: 955 | bound: 37 | nc: 16 | ncall: 7425 | eff(%): 12.862 | loglstar: -inf < -356.826 < inf | logz: -370.599 +/- 0.365 | dlogz: 260.290 > 0.109
iter: 956 | bound: 37 | nc: 1 | ncall: 7426 | eff(%): 12.874 | loglstar: -inf < -356.160 < inf | logz: -369.884 +/- 0.361 | dlogz: 259.341 > 0.109
iter: 957 | bound: 37 | nc: 6 | ncall: 7432 | eff(%): 12.877 | loglstar: -inf < -354.656 < inf | logz: -368.842 +/- 0.363 | dlogz: 258.616 > 0.109
iter: 958 | bound: 37 | nc: 2 | ncall: 7434 | eff(%): 12.887 | loglstar: -inf < -351.426 < inf | logz: -366.148 +/- 0.378 | dlogz: 257.564 > 0.109
iter: 959 | bound: 37 | nc: 9 | ncall: 7443 | eff(%): 12.885 | loglstar: -inf < -348.320 < inf | logz: -363.069 +/- 0.379 | dlogz: 254.860 > 0.109
iter: 960 | bound: 37 | nc: 5 | ncall: 7448 | eff(%): 12.889 | loglstar: -inf < -348.061 < inf | logz: -361.946 +/- 0.368 | dlogz: 251.772 > 0.109
iter: 961 | bound: 37 | nc: 5 | ncall: 7453 | eff(%): 12.894 | loglstar: -inf < -346.637 < inf | logz: -360.867 +/- 0.366 | dlogz: 250.638 > 0.109
iter: 962 | bound: 37 | nc: 2 | ncall: 7455 | eff(%): 12.904 | loglstar: -inf < -339.147 < inf | logz: -354.016 +/- 0.384 | dlogz: 249.549 > 0.109
iter: 963 | bound: 37 | nc: 3 | ncall: 7458 | eff(%): 12.912 | loglstar: -inf < -333.347 < inf | logz: -348.221 +/- 0.384 | dlogz: 247.976 > 0.109
iter: 964 | bound: 37 | nc: 12 | ncall: 7470 | eff(%): 12.905 | loglstar: -inf < -322.055 < inf | logz: -336.945 +/- 0.385 | dlogz: 242.172 > 0.109
iter: 965 | bound: 38 | nc: 13 | ncall: 7483 | eff(%): 12.896 | loglstar: -inf < -317.914 < inf | logz: -332.782 +/- 0.383 | dlogz: 230.885 > 0.109
iter: 966 | bound: 38 | nc: 3 | ncall: 7486 | eff(%): 12.904 | loglstar: -inf < -312.841 < inf | logz: -327.738 +/- 0.384 | dlogz: 226.713 > 0.109
iter: 967 | bound: 38 | nc: 3 | ncall: 7489 | eff(%): 12.912 | loglstar: -inf < -312.149 < inf | logz: -326.370 +/- 0.371 | dlogz: 221.659 > 0.109
iter: 968 | bound: 38 | nc: 1 | ncall: 7490 | eff(%): 12.924 | loglstar: -inf < -310.948 < inf | logz: -325.230 +/- 0.368 | dlogz: 220.280 > 0.109
iter: 969 | bound: 38 | nc: 2 | ncall: 7492 | eff(%): 12.934 | loglstar: -inf < -306.869 < inf | logz: -321.761 +/- 0.382 | dlogz: 219.131 > 0.109
iter: 970 | bound: 38 | nc: 8 | ncall: 7500 | eff(%): 12.933 | loglstar: -inf < -305.978 < inf | logz: -320.316 +/- 0.372 | dlogz: 215.652 > 0.109
iter: 971 | bound: 38 | nc: 2 | ncall: 7502 | eff(%): 12.943 | loglstar: -inf < -305.779 < inf | logz: -319.531 +/- 0.365 | dlogz: 214.197 > 0.109
iter: 972 | bound: 38 | nc: 1 | ncall: 7503 | eff(%): 12.955 | loglstar: -inf < -305.461 < inf | logz: -318.999 +/- 0.361 | dlogz: 213.402 > 0.109
iter: 973 | bound: 38 | nc: 8 | ncall: 7511 | eff(%): 12.954 | loglstar: -inf < -299.979 < inf | logz: -314.937 +/- 0.384 | dlogz: 212.860 > 0.109
iter: 974 | bound: 38 | nc: 3 | ncall: 7514 | eff(%): 12.962 | loglstar: -inf < -299.797 < inf | logz: -313.796 +/- 0.371 | dlogz: 208.788 > 0.109
iter: 975 | bound: 38 | nc: 3 | ncall: 7517 | eff(%): 12.971 | loglstar: -inf < -297.077 < inf | logz: -311.858 +/- 0.376 | dlogz: 207.637 > 0.109
iter: 976 | bound: 38 | nc: 6 | ncall: 7523 | eff(%): 12.974 | loglstar: -inf < -296.967 < inf | logz: -310.871 +/- 0.368 | dlogz: 205.689 > 0.109
iter: 977 | bound: 38 | nc: 1 | ncall: 7524 | eff(%): 12.985 | loglstar: -inf < -295.754 < inf | logz: -309.983 +/- 0.366 | dlogz: 204.692 > 0.109
iter: 978 | bound: 38 | nc: 6 | ncall: 7530 | eff(%): 12.988 | loglstar: -inf < -293.286 < inf | logz: -308.074 +/- 0.375 | dlogz: 203.794 > 0.109
iter: 979 | bound: 38 | nc: 10 | ncall: 7540 | eff(%): 12.984 | loglstar: -inf < -291.776 < inf | logz: -306.407 +/- 0.373 | dlogz: 201.875 > 0.109
iter: 980 | bound: 38 | nc: 3 | ncall: 7543 | eff(%): 12.992 | loglstar: -inf < -289.176 < inf | logz: -304.054 +/- 0.379 | dlogz: 200.198 > 0.109
iter: 981 | bound: 38 | nc: 4 | ncall: 7547 | eff(%): 12.999 | loglstar: -inf < -287.952 < inf | logz: -302.513 +/- 0.373 | dlogz: 197.836 > 0.109
iter: 982 | bound: 38 | nc: 2 | ncall: 7549 | eff(%): 13.008 | loglstar: -inf < -287.438 < inf | logz: -301.555 +/- 0.368 | dlogz: 196.284 > 0.109
iter: 983 | bound: 38 | nc: 4 | ncall: 7553 | eff(%): 13.015 | loglstar: -inf < -286.634 < inf | logz: -300.751 +/- 0.365 | dlogz: 195.316 > 0.109
iter: 984 | bound: 38 | nc: 7 | ncall: 7560 | eff(%): 13.016 | loglstar: -inf < -282.414 < inf | logz: -297.452 +/- 0.384 | dlogz: 194.502 > 0.109
iter: 985 | bound: 38 | nc: 2 | ncall: 7562 | eff(%): 13.026 | loglstar: -inf < -281.036 < inf | logz: -295.717 +/- 0.375 | dlogz: 191.193 > 0.109
iter: 986 | bound: 38 | nc: 9 | ncall: 7571 | eff(%): 13.023 | loglstar: -inf < -279.721 < inf | logz: -294.311 +/- 0.372 | dlogz: 189.448 > 0.109
iter: 987 | bound: 39 | nc: 16 | ncall: 7587 | eff(%): 13.009 | loglstar: -inf < -278.675 < inf | logz: -293.128 +/- 0.370 | dlogz: 188.033 > 0.109
iter: 988 | bound: 39 | nc: 25 | ncall: 7612 | eff(%): 12.980 | loglstar: -inf < -277.867 < inf | logz: -292.154 +/- 0.367 | dlogz: 186.839 > 0.109
iter: 989 | bound: 39 | nc: 1 | ncall: 7613 | eff(%): 12.991 | loglstar: -inf < -277.688 < inf | logz: -291.493 +/- 0.364 | dlogz: 185.855 > 0.109
iter: 990 | bound: 39 | nc: 16 | ncall: 7629 | eff(%): 12.977 | loglstar: -inf < -276.969 < inf | logz: -290.908 +/- 0.362 | dlogz: 185.185 > 0.109
iter: 991 | bound: 39 | nc: 11 | ncall: 7640 | eff(%): 12.971 | loglstar: -inf < -275.289 < inf | logz: -289.851 +/- 0.367 | dlogz: 184.589 > 0.109
iter: 992 | bound: 39 | nc: 23 | ncall: 7663 | eff(%): 12.945 | loglstar: -inf < -275.258 < inf | logz: -289.106 +/- 0.364 | dlogz: 183.522 > 0.109
iter: 993 | bound: 40 | nc: 66 | ncall: 7729 | eff(%): 12.848 | loglstar: -inf < -272.842 < inf | logz: -287.665 +/- 0.373 | dlogz: 182.767 > 0.109
iter: 994 | bound: 40 | nc: 3 | ncall: 7732 | eff(%): 12.856 | loglstar: -inf < -266.920 < inf | logz: -282.103 +/- 0.388 | dlogz: 181.317 > 0.109
iter: 995 | bound: 40 | nc: 3 | ncall: 7735 | eff(%): 12.864 | loglstar: -inf < -265.481 < inf | logz: -280.289 +/- 0.378 | dlogz: 175.745 > 0.109
iter: 996 | bound: 40 | nc: 4 | ncall: 7739 | eff(%): 12.870 | loglstar: -inf < -265.423 < inf | logz: -279.422 +/- 0.370 | dlogz: 173.921 > 0.109
iter: 997 | bound: 40 | nc: 4 | ncall: 7743 | eff(%): 12.876 | loglstar: -inf < -264.246 < inf | logz: -278.609 +/- 0.368 | dlogz: 173.044 > 0.109
iter: 998 | bound: 40 | nc: 4 | ncall: 7747 | eff(%): 12.882 | loglstar: -inf < -258.183 < inf | logz: -273.404 +/- 0.389 | dlogz: 172.221 > 0.109
iter: 999 | bound: 40 | nc: 1 | ncall: 7748 | eff(%): 12.894 | loglstar: -inf < -257.548 < inf | logz: -272.059 +/- 0.375 | dlogz: 167.006 > 0.109
iter: 1000 | bound: 40 | nc: 2 | ncall: 7750 | eff(%): 12.903 | loglstar: -inf < -255.874 < inf | logz: -270.666 +/- 0.374 | dlogz: 165.652 > 0.109
iter: 1001 | bound: 40 | nc: 1 | ncall: 7751 | eff(%): 12.914 | loglstar: -inf < -254.854 < inf | logz: -269.452 +/- 0.372 | dlogz: 164.248 > 0.109
iter: 1002 | bound: 40 | nc: 1 | ncall: 7752 | eff(%): 12.926 | loglstar: -inf < -252.209 < inf | logz: -267.287 +/- 0.380 | dlogz: 163.024 > 0.109
iter: 1003 | bound: 40 | nc: 1 | ncall: 7753 | eff(%): 12.937 | loglstar: -inf < -251.854 < inf | logz: -266.193 +/- 0.372 | dlogz: 160.849 > 0.109
iter: 1004 | bound: 40 | nc: 3 | ncall: 7756 | eff(%): 12.945 | loglstar: -inf < -251.519 < inf | logz: -265.537 +/- 0.367 | dlogz: 159.745 > 0.109
iter: 1005 | bound: 40 | nc: 1 | ncall: 7757 | eff(%): 12.956 | loglstar: -inf < -251.360 < inf | logz: -265.064 +/- 0.364 | dlogz: 159.079 > 0.109
iter: 1006 | bound: 40 | nc: 3 | ncall: 7760 | eff(%): 12.964 | loglstar: -inf < -250.879 < inf | logz: -264.641 +/- 0.361 | dlogz: 158.597 > 0.109
iter: 1007 | bound: 40 | nc: 1 | ncall: 7761 | eff(%): 12.975 | loglstar: -inf < -249.397 < inf | logz: -263.881 +/- 0.364 | dlogz: 158.164 > 0.109
iter: 1008 | bound: 40 | nc: 1 | ncall: 7762 | eff(%): 12.986 | loglstar: -inf < -248.963 < inf | logz: -263.142 +/- 0.364 | dlogz: 157.393 > 0.109
iter: 1009 | bound: 40 | nc: 1 | ncall: 7763 | eff(%): 12.998 | loglstar: -inf < -244.318 < inf | logz: -259.617 +/- 0.388 | dlogz: 156.644 > 0.109
iter: 1010 | bound: 40 | nc: 9 | ncall: 7772 | eff(%): 12.995 | loglstar: -inf < -242.201 < inf | logz: -257.329 +/- 0.382 | dlogz: 153.110 > 0.109
iter: 1011 | bound: 40 | nc: 1 | ncall: 7773 | eff(%): 13.007 | loglstar: -inf < -240.261 < inf | logz: -255.338 +/- 0.380 | dlogz: 150.811 > 0.109
iter: 1012 | bound: 40 | nc: 2 | ncall: 7775 | eff(%): 13.016 | loglstar: -inf < -239.463 < inf | logz: -254.112 +/- 0.374 | dlogz: 148.811 > 0.109
iter: 1013 | bound: 40 | nc: 5 | ncall: 7780 | eff(%): 13.021 | loglstar: -inf < -238.934 < inf | logz: -253.278 +/- 0.370 | dlogz: 147.575 > 0.109
iter: 1014 | bound: 40 | nc: 20 | ncall: 7800 | eff(%): 13.000 | loglstar: -inf < -237.315 < inf | logz: -252.137 +/- 0.372 | dlogz: 146.731 > 0.109
iter: 1015 | bound: 40 | nc: 12 | ncall: 7812 | eff(%): 12.993 | loglstar: -inf < -231.758 < inf | logz: -247.145 +/- 0.390 | dlogz: 145.580 > 0.109
iter: 1016 | bound: 40 | nc: 4 | ncall: 7816 | eff(%): 12.999 | loglstar: -inf < -231.235 < inf | logz: -245.855 +/- 0.377 | dlogz: 140.578 > 0.109
iter: 1017 | bound: 40 | nc: 2 | ncall: 7818 | eff(%): 13.008 | loglstar: -inf < -230.792 < inf | logz: -245.089 +/- 0.371 | dlogz: 177.288 > 0.109
iter: 1018 | bound: 40 | nc: 1 | ncall: 7819 | eff(%): 13.020 | loglstar: -inf < -230.772 < inf | logz: -244.587 +/- 0.367 | dlogz: 176.512 > 0.109
iter: 1019 | bound: 40 | nc: 7 | ncall: 7826 | eff(%): 13.021 | loglstar: -inf < -229.435 < inf | logz: -243.920 +/- 0.367 | dlogz: 176.000 > 0.109
iter: 1020 | bound: 40 | nc: 1 | ncall: 7827 | eff(%): 13.032 | loglstar: -inf < -229.000 < inf | logz: -243.241 +/- 0.366 | dlogz: 175.323 > 0.109
iter: 1021 | bound: 41 | nc: 2 | ncall: 7829 | eff(%): 13.041 | loglstar: -inf < -226.404 < inf | logz: -241.579 +/- 0.378 | dlogz: 174.634 > 0.109
iter: 1022 | bound: 41 | nc: 2 | ncall: 7831 | eff(%): 13.051 | loglstar: -inf < -225.438 < inf | logz: -240.269 +/- 0.375 | dlogz: 172.962 > 0.109
iter: 1023 | bound: 41 | nc: 4 | ncall: 7835 | eff(%): 13.057 | loglstar: -inf < -224.911 < inf | logz: -239.389 +/- 0.371 | dlogz: 171.642 > 0.109
iter: 1024 | bound: 41 | nc: 5 | ncall: 7840 | eff(%): 13.061 | loglstar: -inf < -224.234 < inf | logz: -238.656 +/- 0.369 | dlogz: 170.752 > 0.109
iter: 1025 | bound: 41 | nc: 9 | ncall: 7849 | eff(%): 13.059 | loglstar: -inf < -222.843 < inf | logz: -237.658 +/- 0.371 | dlogz: 170.009 > 0.109
iter: 1026 | bound: 41 | nc: 8 | ncall: 7857 | eff(%): 13.058 | loglstar: -inf < -222.778 < inf | logz: -236.948 +/- 0.369 | dlogz: 169.001 > 0.109
iter: 1027 | bound: 41 | nc: 4 | ncall: 7861 | eff(%): 13.064 | loglstar: -inf < -222.599 < inf | logz: -236.496 +/- 0.365 | dlogz: 168.281 > 0.109
iter: 1028 | bound: 41 | nc: 2 | ncall: 7863 | eff(%): 13.074 | loglstar: -inf < -222.389 < inf | logz: -236.133 +/- 0.363 | dlogz: 167.820 > 0.109
iter: 1029 | bound: 41 | nc: 5 | ncall: 7868 | eff(%): 13.078 | loglstar: -inf < -219.196 < inf | logz: -234.480 +/- 0.380 | dlogz: 167.447 > 0.109
iter: 1030 | bound: 41 | nc: 2 | ncall: 7870 | eff(%): 13.088 | loglstar: -inf < -216.444 < inf | logz: -231.854 +/- 0.386 | dlogz: 165.784 > 0.109
iter: 1031 | bound: 41 | nc: 1 | ncall: 7871 | eff(%): 13.099 | loglstar: -inf < -212.976 < inf | logz: -228.468 +/- 0.390 | dlogz: 163.148 > 0.109
iter: 1032 | bound: 41 | nc: 2 | ncall: 7873 | eff(%): 13.108 | loglstar: -inf < -212.294 < inf | logz: -227.143 +/- 0.379 | dlogz: 159.752 > 0.109
iter: 1033 | bound: 41 | nc: 6 | ncall: 7879 | eff(%): 13.111 | loglstar: -inf < -212.160 < inf | logz: -226.432 +/- 0.373 | dlogz: 158.417 > 0.109
iter: 1034 | bound: 41 | nc: 7 | ncall: 7886 | eff(%): 13.112 | loglstar: -inf < -211.362 < inf | logz: -225.809 +/- 0.370 | dlogz: 157.696 > 0.109
iter: 1035 | bound: 41 | nc: 1 | ncall: 7887 | eff(%): 13.123 | loglstar: -inf < -209.768 < inf | logz: -224.753 +/- 0.373 | dlogz: 177.632 > 0.109
iter: 1036 | bound: 41 | nc: 21 | ncall: 7908 | eff(%): 13.101 | loglstar: -inf < -207.548 < inf | logz: -222.884 +/- 0.382 | dlogz: 176.566 > 0.109
iter: 1037 | bound: 41 | nc: 1 | ncall: 7909 | eff(%): 13.112 | loglstar: -inf < -206.128 < inf | logz: -221.299 +/- 0.380 | dlogz: 174.687 > 0.109
iter: 1038 | bound: 41 | nc: 2 | ncall: 7911 | eff(%): 13.121 | loglstar: -inf < -206.007 < inf | logz: -220.445 +/- 0.374 | dlogz: 173.092 > 0.109
iter: 1039 | bound: 41 | nc: 2 | ncall: 7913 | eff(%): 13.130 | loglstar: -inf < -205.580 < inf | logz: -219.877 +/- 0.370 | dlogz: 172.228 > 0.109
iter: 1040 | bound: 41 | nc: 4 | ncall: 7917 | eff(%): 13.136 | loglstar: -inf < -205.473 < inf | logz: -219.440 +/- 0.367 | dlogz: 171.651 > 0.109
iter: 1041 | bound: 41 | nc: 7 | ncall: 7924 | eff(%): 13.137 | loglstar: -inf < -204.873 < inf | logz: -219.021 +/- 0.365 | dlogz: 171.204 > 0.109
iter: 1042 | bound: 42 | nc: 11 | ncall: 7935 | eff(%): 13.132 | loglstar: -inf < -203.873 < inf | logz: -218.425 +/- 0.366 | dlogz: 170.774 > 0.109
iter: 1043 | bound: 42 | nc: 2 | ncall: 7937 | eff(%): 13.141 | loglstar: -inf < -202.187 < inf | logz: -217.301 +/- 0.374 | dlogz: 170.169 > 0.109
iter: 1044 | bound: 42 | nc: 9 | ncall: 7946 | eff(%): 13.139 | loglstar: -inf < -202.038 < inf | logz: -216.504 +/- 0.372 | dlogz: 169.034 > 0.109
iter: 1045 | bound: 42 | nc: 1 | ncall: 7947 | eff(%): 13.150 | loglstar: -inf < -201.889 < inf | logz: -216.015 +/- 0.368 | dlogz: 168.228 > 0.109
iter: 1046 | bound: 42 | nc: 4 | ncall: 7951 | eff(%): 13.156 | loglstar: -inf < -200.142 < inf | logz: -215.145 +/- 0.372 | dlogz: 167.728 > 0.109
iter: 1047 | bound: 42 | nc: 4 | ncall: 7955 | eff(%): 13.162 | loglstar: -inf < -198.478 < inf | logz: -213.739 +/- 0.378 | dlogz: 166.848 > 0.109
iter: 1048 | bound: 42 | nc: 3 | ncall: 7958 | eff(%): 13.169 | loglstar: -inf < -198.205 < inf | logz: -212.842 +/- 0.375 | dlogz: 165.433 > 0.109
iter: 1049 | bound: 42 | nc: 5 | ncall: 7963 | eff(%): 13.173 | loglstar: -inf < -196.871 < inf | logz: -211.887 +/- 0.375 | dlogz: 164.526 > 0.109
iter: 1050 | bound: 42 | nc: 2 | ncall: 7965 | eff(%): 13.183 | loglstar: -inf < -195.151 < inf | logz: -210.458 +/- 0.380 | dlogz: 163.561 > 0.109
iter: 1051 | bound: 42 | nc: 4 | ncall: 7969 | eff(%): 13.189 | loglstar: -inf < -193.763 < inf | logz: -209.024 +/- 0.380 | dlogz: 162.122 > 0.109
iter: 1052 | bound: 42 | nc: 7 | ncall: 7976 | eff(%): 13.190 | loglstar: -inf < -193.427 < inf | logz: -208.129 +/- 0.376 | dlogz: 160.678 > 0.109
iter: 1053 | bound: 42 | nc: 6 | ncall: 7982 | eff(%): 13.192 | loglstar: -inf < -193.227 < inf | logz: -207.564 +/- 0.372 | dlogz: 159.773 > 0.109
iter: 1054 | bound: 42 | nc: 1 | ncall: 7983 | eff(%): 13.203 | loglstar: -inf < -191.147 < inf | logz: -206.428 +/- 0.377 | dlogz: 159.198 > 0.109
iter: 1055 | bound: 42 | nc: 3 | ncall: 7986 | eff(%): 13.211 | loglstar: -inf < -190.859 < inf | logz: -205.555 +/- 0.375 | dlogz: 158.052 > 0.109
iter: 1056 | bound: 42 | nc: 6 | ncall: 7992 | eff(%): 13.213 | loglstar: -inf < -190.365 < inf | logz: -204.929 +/- 0.372 | dlogz: 157.169 > 0.109
iter: 1057 | bound: 42 | nc: 5 | ncall: 7997 | eff(%): 13.217 | loglstar: -inf < -188.177 < inf | logz: -203.584 +/- 0.380 | dlogz: 156.533 > 0.109
iter: 1058 | bound: 42 | nc: 1 | ncall: 7998 | eff(%): 13.228 | loglstar: -inf < -186.513 < inf | logz: -201.949 +/- 0.383 | dlogz: 155.179 > 0.109
iter: 1059 | bound: 42 | nc: 1 | ncall: 7999 | eff(%): 13.239 | loglstar: -inf < -185.265 < inf | logz: -200.561 +/- 0.381 | dlogz: 153.533 > 0.109
iter: 1060 | bound: 42 | nc: 7 | ncall: 8006 | eff(%): 13.240 | loglstar: -inf < -184.994 < inf | logz: -199.713 +/- 0.376 | dlogz: 152.135 > 0.109
iter: 1061 | bound: 42 | nc: 9 | ncall: 8015 | eff(%): 13.238 | loglstar: -inf < -184.302 < inf | logz: -199.039 +/- 0.374 | dlogz: 151.278 > 0.109
iter: 1062 | bound: 42 | nc: 13 | ncall: 8028 | eff(%): 13.229 | loglstar: -inf < -184.213 < inf | logz: -198.522 +/- 0.371 | dlogz: 150.594 > 0.109
iter: 1063 | bound: 42 | nc: 6 | ncall: 8034 | eff(%): 13.231 | loglstar: -inf < -184.058 < inf | logz: -198.149 +/- 0.368 | dlogz: 150.067 > 0.109
iter: 1064 | bound: 43 | nc: 5 | ncall: 8039 | eff(%): 13.235 | loglstar: -inf < -183.970 < inf | logz: -197.851 +/- 0.366 | dlogz: 149.683 > 0.109
iter: 1065 | bound: 43 | nc: 2 | ncall: 8041 | eff(%): 13.245 | loglstar: -inf < -182.968 < inf | logz: -197.447 +/- 0.366 | dlogz: 149.375 > 0.109
iter: 1066 | bound: 43 | nc: 3 | ncall: 8044 | eff(%): 13.252 | loglstar: -inf < -179.100 < inf | logz: -194.903 +/- 0.391 | dlogz: 148.962 > 0.109
iter: 1067 | bound: 43 | nc: 2 | ncall: 8046 | eff(%): 13.261 | loglstar: -inf < -179.056 < inf | logz: -193.863 +/- 0.381 | dlogz: 146.407 > 0.109
iter: 1068 | bound: 43 | nc: 3 | ncall: 8049 | eff(%): 13.269 | loglstar: -inf < -177.327 < inf | logz: -192.710 +/- 0.381 | dlogz: 145.358 > 0.109
iter: 1069 | bound: 43 | nc: 2 | ncall: 8051 | eff(%): 13.278 | loglstar: -inf < -176.443 < inf | logz: -191.622 +/- 0.379 | dlogz: 144.194 > 0.109
iter: 1070 | bound: 43 | nc: 1 | ncall: 8052 | eff(%): 13.289 | loglstar: -inf < -174.657 < inf | logz: -190.178 +/- 0.383 | dlogz: 143.096 > 0.109
iter: 1071 | bound: 43 | nc: 2 | ncall: 8054 | eff(%): 13.298 | loglstar: -inf < -172.108 < inf | logz: -187.882 +/- 0.390 | dlogz: 141.643 > 0.109
iter: 1072 | bound: 43 | nc: 4 | ncall: 8058 | eff(%): 13.304 | loglstar: -inf < -171.803 < inf | logz: -186.801 +/- 0.382 | dlogz: 139.336 > 0.109
iter: 1073 | bound: 43 | nc: 3 | ncall: 8061 | eff(%): 13.311 | loglstar: -inf < -170.467 < inf | logz: -185.768 +/- 0.380 | dlogz: 138.246 > 0.109
iter: 1074 | bound: 43 | nc: 33 | ncall: 8094 | eff(%): 13.269 | loglstar: -inf < -169.279 < inf | logz: -184.618 +/- 0.380 | dlogz: 137.203 > 0.109
iter: 1075 | bound: 43 | nc: 2 | ncall: 8096 | eff(%): 13.278 | loglstar: -inf < -168.943 < inf | logz: -183.809 +/- 0.377 | dlogz: 136.043 > 0.109
iter: 1076 | bound: 43 | nc: 11 | ncall: 8107 | eff(%): 13.272 | loglstar: -inf < -168.029 < inf | logz: -183.058 +/- 0.376 | dlogz: 135.224 > 0.109
iter: 1077 | bound: 43 | nc: 1 | ncall: 8108 | eff(%): 13.283 | loglstar: -inf < -168.020 < inf | logz: -182.499 +/- 0.373 | dlogz: 134.463 > 0.109
iter: 1078 | bound: 43 | nc: 1 | ncall: 8109 | eff(%): 13.294 | loglstar: -inf < -167.573 < inf | logz: -182.063 +/- 0.371 | dlogz: 133.894 > 0.109
iter: 1079 | bound: 43 | nc: 1 | ncall: 8110 | eff(%): 13.305 | loglstar: -inf < -166.528 < inf | logz: -181.464 +/- 0.372 | dlogz: 133.448 > 0.109
iter: 1080 | bound: 43 | nc: 7 | ncall: 8117 | eff(%): 13.305 | loglstar: -inf < -165.980 < inf | logz: -180.822 +/- 0.372 | dlogz: 132.839 > 0.109
iter: 1081 | bound: 43 | nc: 4 | ncall: 8121 | eff(%): 13.311 | loglstar: -inf < -165.678 < inf | logz: -180.291 +/- 0.371 | dlogz: 132.187 > 0.109
iter: 1082 | bound: 43 | nc: 9 | ncall: 8130 | eff(%): 13.309 | loglstar: -inf < -164.974 < inf | logz: -179.756 +/- 0.371 | dlogz: 131.647 > 0.109
iter: 1083 | bound: 43 | nc: 6 | ncall: 8136 | eff(%): 13.311 | loglstar: -inf < -163.776 < inf | logz: -178.975 +/- 0.374 | dlogz: 131.101 > 0.109
iter: 1084 | bound: 43 | nc: 1 | ncall: 8137 | eff(%): 13.322 | loglstar: -inf < -162.910 < inf | logz: -178.102 +/- 0.376 | dlogz: 130.310 > 0.109
iter: 1085 | bound: 43 | nc: 1 | ncall: 8138 | eff(%): 13.333 | loglstar: -inf < -161.135 < inf | logz: -176.768 +/- 0.383 | dlogz: 129.428 > 0.109
iter: 1086 | bound: 44 | nc: 1 | ncall: 8139 | eff(%): 13.343 | loglstar: -inf < -158.730 < inf | logz: -174.623 +/- 0.391 | dlogz: 128.083 > 0.109
iter: 1087 | bound: 44 | nc: 2 | ncall: 8141 | eff(%): 13.352 | loglstar: -inf < -158.237 < inf | logz: -173.487 +/- 0.384 | dlogz: 125.929 > 0.109
iter: 1088 | bound: 44 | nc: 17 | ncall: 8158 | eff(%): 13.337 | loglstar: -inf < -158.229 < inf | logz: -172.878 +/- 0.378 | dlogz: 124.783 > 0.109
iter: 1089 | bound: 44 | nc: 1 | ncall: 8159 | eff(%): 13.347 | loglstar: -inf < -156.476 < inf | logz: -171.948 +/- 0.380 | dlogz: 124.164 > 0.109
iter: 1090 | bound: 44 | nc: 4 | ncall: 8163 | eff(%): 13.353 | loglstar: -inf < -156.320 < inf | logz: -171.203 +/- 0.377 | dlogz: 123.224 > 0.109
iter: 1091 | bound: 44 | nc: 3 | ncall: 8166 | eff(%): 13.360 | loglstar: -inf < -156.186 < inf | logz: -170.732 +/- 0.374 | dlogz: 122.469 > 0.109
iter: 1092 | bound: 44 | nc: 3 | ncall: 8169 | eff(%): 13.368 | loglstar: -inf < -156.168 < inf | logz: -170.395 +/- 0.372 | dlogz: 121.988 > 0.109
iter: 1093 | bound: 44 | nc: 2 | ncall: 8171 | eff(%): 13.377 | loglstar: -inf < -154.972 < inf | logz: -169.916 +/- 0.372 | dlogz: 121.641 > 0.109
iter: 1094 | bound: 44 | nc: 7 | ncall: 8178 | eff(%): 13.377 | loglstar: -inf < -153.048 < inf | logz: -168.731 +/- 0.381 | dlogz: 121.152 > 0.109
iter: 1095 | bound: 44 | nc: 3 | ncall: 8181 | eff(%): 13.385 | loglstar: -inf < -153.030 < inf | logz: -167.937 +/- 0.379 | dlogz: 119.957 > 0.109
iter: 1096 | bound: 44 | nc: 4 | ncall: 8185 | eff(%): 13.390 | loglstar: -inf < -152.698 < inf | logz: -167.434 +/- 0.376 | dlogz: 119.153 > 0.109
iter: 1097 | bound: 44 | nc: 6 | ncall: 8191 | eff(%): 13.393 | loglstar: -inf < -151.642 < inf | logz: -166.801 +/- 0.376 | dlogz: 118.640 > 0.109
iter: 1098 | bound: 44 | nc: 6 | ncall: 8197 | eff(%): 13.395 | loglstar: -inf < -150.511 < inf | logz: -165.920 +/- 0.378 | dlogz: 117.997 > 0.109
iter: 1099 | bound: 44 | nc: 7 | ncall: 8204 | eff(%): 13.396 | loglstar: -inf < -150.392 < inf | logz: -165.261 +/- 0.376 | dlogz: 117.106 > 0.109
iter: 1100 | bound: 44 | nc: 10 | ncall: 8214 | eff(%): 13.392 | loglstar: -inf < -150.170 < inf | logz: -164.811 +/- 0.374 | dlogz: 116.437 > 0.109
iter: 1101 | bound: 44 | nc: 1 | ncall: 8215 | eff(%): 13.402 | loglstar: -inf < -149.912 < inf | logz: -164.434 +/- 0.372 | dlogz: 115.977 > 0.109
iter: 1102 | bound: 44 | nc: 4 | ncall: 8219 | eff(%): 13.408 | loglstar: -inf < -148.965 < inf | logz: -163.947 +/- 0.372 | dlogz: 115.590 > 0.109
iter: 1103 | bound: 44 | nc: 4 | ncall: 8223 | eff(%): 13.414 | loglstar: -inf < -148.078 < inf | logz: -163.283 +/- 0.374 | dlogz: 115.094 > 0.109
iter: 1104 | bound: 45 | nc: 16 | ncall: 8239 | eff(%): 13.400 | loglstar: -inf < -147.562 < inf | logz: -162.636 +/- 0.375 | dlogz: 114.420 > 0.109
iter: 1105 | bound: 45 | nc: 3 | ncall: 8242 | eff(%): 13.407 | loglstar: -inf < -146.758 < inf | logz: -161.965 +/- 0.376 | dlogz: 113.762 > 0.109
iter: 1106 | bound: 45 | nc: 10 | ncall: 8252 | eff(%): 13.403 | loglstar: -inf < -145.534 < inf | logz: -161.061 +/- 0.379 | dlogz: 113.082 > 0.109
iter: 1107 | bound: 45 | nc: 4 | ncall: 8256 | eff(%): 13.408 | loglstar: -inf < -144.834 < inf | logz: -160.197 +/- 0.380 | dlogz: 112.167 > 0.109
iter: 1108 | bound: 45 | nc: 2 | ncall: 8258 | eff(%): 13.417 | loglstar: -inf < -144.416 < inf | logz: -159.522 +/- 0.378 | dlogz: 111.293 > 0.109
iter: 1109 | bound: 45 | nc: 2 | ncall: 8260 | eff(%): 13.426 | loglstar: -inf < -143.584 < inf | logz: -158.845 +/- 0.378 | dlogz: 110.608 > 0.109
iter: 1110 | bound: 45 | nc: 3 | ncall: 8263 | eff(%): 13.433 | loglstar: -inf < -143.484 < inf | logz: -158.307 +/- 0.376 | dlogz: 109.922 > 0.109
iter: 1111 | bound: 45 | nc: 8 | ncall: 8271 | eff(%): 13.432 | loglstar: -inf < -142.680 < inf | logz: -157.776 +/- 0.375 | dlogz: 109.374 > 0.109
iter: 1112 | bound: 45 | nc: 7 | ncall: 8278 | eff(%): 13.433 | loglstar: -inf < -141.831 < inf | logz: -157.114 +/- 0.376 | dlogz: 108.833 > 0.109
iter: 1113 | bound: 45 | nc: 1 | ncall: 8279 | eff(%): 13.444 | loglstar: -inf < -141.578 < inf | logz: -156.543 +/- 0.376 | dlogz: 108.160 > 0.109
iter: 1114 | bound: 45 | nc: 3 | ncall: 8282 | eff(%): 13.451 | loglstar: -inf < -141.425 < inf | logz: -156.122 +/- 0.374 | dlogz: 107.580 > 0.109
iter: 1115 | bound: 45 | nc: 15 | ncall: 8297 | eff(%): 13.439 | loglstar: -inf < -140.839 < inf | logz: -155.708 +/- 0.373 | dlogz: 107.149 > 0.109
iter: 1116 | bound: 45 | nc: 2 | ncall: 8299 | eff(%): 13.447 | loglstar: -inf < -139.763 < inf | logz: -155.094 +/- 0.375 | dlogz: 106.725 > 0.109
iter: 1117 | bound: 45 | nc: 2 | ncall: 8301 | eff(%): 13.456 | loglstar: -inf < -139.744 < inf | logz: -154.572 +/- 0.375 | dlogz: 106.101 > 0.109
iter: 1118 | bound: 45 | nc: 3 | ncall: 8304 | eff(%): 13.463 | loglstar: -inf < -139.414 < inf | logz: -154.177 +/- 0.373 | dlogz: 105.569 > 0.109
iter: 1119 | bound: 45 | nc: 1 | ncall: 8305 | eff(%): 13.474 | loglstar: -inf < -139.179 < inf | logz: -153.822 +/- 0.372 | dlogz: 105.164 > 0.109
iter: 1120 | bound: 45 | nc: 1 | ncall: 8306 | eff(%): 13.484 | loglstar: -inf < -138.576 < inf | logz: -153.438 +/- 0.372 | dlogz: 104.799 > 0.109
iter: 1121 | bound: 45 | nc: 1 | ncall: 8307 | eff(%): 13.495 | loglstar: -inf < -137.759 < inf | logz: -152.928 +/- 0.373 | dlogz: 104.405 > 0.109
iter: 1122 | bound: 45 | nc: 3 | ncall: 8310 | eff(%): 13.502 | loglstar: -inf < -137.723 < inf | logz: -152.484 +/- 0.373 | dlogz: 103.885 > 0.109
iter: 1123 | bound: 45 | nc: 1 | ncall: 8311 | eff(%): 13.512 | loglstar: -inf < -137.090 < inf | logz: -152.065 +/- 0.373 | dlogz: 103.432 > 0.109
iter: 1124 | bound: 45 | nc: 7 | ncall: 8318 | eff(%): 13.513 | loglstar: -inf < -135.629 < inf | logz: -151.288 +/- 0.378 | dlogz: 103.002 > 0.109
iter: 1125 | bound: 45 | nc: 2 | ncall: 8320 | eff(%): 13.522 | loglstar: -inf < -135.495 < inf | logz: -150.630 +/- 0.378 | dlogz: 102.215 > 0.109
iter: 1126 | bound: 45 | nc: 11 | ncall: 8331 | eff(%): 13.516 | loglstar: -inf < -135.439 < inf | logz: -150.208 +/- 0.376 | dlogz: 101.547 > 0.109
iter: 1127 | bound: 46 | nc: 12 | ncall: 8343 | eff(%): 13.508 | loglstar: -inf < -135.155 < inf | logz: -149.866 +/- 0.374 | dlogz: 101.116 > 0.109
iter: 1128 | bound: 46 | nc: 1 | ncall: 8344 | eff(%): 13.519 | loglstar: -inf < -135.117 < inf | logz: -149.579 +/- 0.373 | dlogz: 100.764 > 0.109
iter: 1129 | bound: 46 | nc: 1 | ncall: 8345 | eff(%): 13.529 | loglstar: -inf < -134.759 < inf | logz: -149.311 +/- 0.371 | dlogz: 100.466 > 0.109
iter: 1130 | bound: 46 | nc: 17 | ncall: 8362 | eff(%): 13.514 | loglstar: -inf < -134.609 < inf | logz: -149.052 +/- 0.370 | dlogz: 100.189 > 0.109
iter: 1131 | bound: 46 | nc: 4 | ncall: 8366 | eff(%): 13.519 | loglstar: -inf < -134.354 < inf | logz: -148.807 +/- 0.369 | dlogz: 99.920 > 0.109
iter: 1132 | bound: 46 | nc: 18 | ncall: 8384 | eff(%): 13.502 | loglstar: -inf < -134.260 < inf | logz: -148.580 +/- 0.368 | dlogz: 99.665 > 0.109
iter: 1133 | bound: 46 | nc: 3 | ncall: 8387 | eff(%): 13.509 | loglstar: -inf < -133.900 < inf | logz: -148.352 +/- 0.368 | dlogz: 99.428 > 0.109
iter: 1134 | bound: 46 | nc: 13 | ncall: 8400 | eff(%): 13.500 | loglstar: -inf < -133.478 < inf | logz: -148.090 +/- 0.368 | dlogz: 99.190 > 0.109
iter: 1135 | bound: 46 | nc: 17 | ncall: 8417 | eff(%): 13.485 | loglstar: -inf < -133.382 < inf | logz: -147.835 +/- 0.368 | dlogz: 98.918 > 0.109
iter: 1136 | bound: 46 | nc: 6 | ncall: 8423 | eff(%): 13.487 | loglstar: -inf < -133.302 < inf | logz: -147.618 +/- 0.367 | dlogz: 98.653 > 0.109
iter: 1137 | bound: 46 | nc: 2 | ncall: 8425 | eff(%): 13.496 | loglstar: -inf < -132.338 < inf | logz: -147.307 +/- 0.368 | dlogz: 98.426 > 0.109
iter: 1138 | bound: 47 | nc: 26 | ncall: 8451 | eff(%): 13.466 | loglstar: -inf < -132.033 < inf | logz: -146.934 +/- 0.370 | dlogz: 98.105 > 0.109
iter: 1139 | bound: 47 | nc: 15 | ncall: 8466 | eff(%): 13.454 | loglstar: -inf < -131.894 < inf | logz: -146.612 +/- 0.370 | dlogz: 97.723 > 0.109
iter: 1140 | bound: 47 | nc: 5 | ncall: 8471 | eff(%): 13.458 | loglstar: -inf < -131.706 < inf | logz: -146.332 +/- 0.370 | dlogz: 97.390 > 0.109
iter: 1141 | bound: 47 | nc: 7 | ncall: 8478 | eff(%): 13.458 | loglstar: -inf < -131.515 < inf | logz: -146.076 +/- 0.369 | dlogz: 97.101 > 0.109
iter: 1142 | bound: 47 | nc: 3 | ncall: 8481 | eff(%): 13.465 | loglstar: -inf < -131.208 < inf | logz: -145.823 +/- 0.369 | dlogz: 96.835 > 0.109
iter: 1143 | bound: 47 | nc: 4 | ncall: 8485 | eff(%): 13.471 | loglstar: -inf < -130.077 < inf | logz: -145.401 +/- 0.372 | dlogz: 96.571 > 0.109
iter: 1144 | bound: 47 | nc: 5 | ncall: 8490 | eff(%): 13.475 | loglstar: -inf < -129.531 < inf | logz: -144.870 +/- 0.374 | dlogz: 96.140 > 0.109
iter: 1145 | bound: 47 | nc: 3 | ncall: 8493 | eff(%): 13.482 | loglstar: -inf < -129.482 < inf | logz: -144.444 +/- 0.375 | dlogz: 95.598 > 0.109
iter: 1146 | bound: 47 | nc: 3 | ncall: 8496 | eff(%): 13.489 | loglstar: -inf < -129.222 < inf | logz: -144.105 +/- 0.374 | dlogz: 95.163 > 0.109
iter: 1147 | bound: 47 | nc: 4 | ncall: 8500 | eff(%): 13.494 | loglstar: -inf < -128.524 < inf | logz: -143.711 +/- 0.374 | dlogz: 94.814 > 0.109
iter: 1148 | bound: 47 | nc: 4 | ncall: 8504 | eff(%): 13.500 | loglstar: -inf < -128.372 < inf | logz: -143.328 +/- 0.374 | dlogz: 94.409 > 0.109
iter: 1149 | bound: 47 | nc: 34 | ncall: 8538 | eff(%): 13.457 | loglstar: -inf < -127.678 < inf | logz: -142.917 +/- 0.375 | dlogz: 94.017 > 0.109
iter: 1150 | bound: 48 | nc: 17 | ncall: 8555 | eff(%): 13.442 | loglstar: -inf < -127.653 < inf | logz: -142.545 +/- 0.375 | dlogz: 93.595 > 0.109
iter: 1151 | bound: 48 | nc: 3 | ncall: 8558 | eff(%): 13.449 | loglstar: -inf < -126.876 < inf | logz: -142.143 +/- 0.375 | dlogz: 93.213 > 0.109
iter: 1152 | bound: 48 | nc: 24 | ncall: 8582 | eff(%): 13.423 | loglstar: -inf < -126.849 < inf | logz: -141.768 +/- 0.375 | dlogz: 92.802 > 0.109
iter: 1153 | bound: 48 | nc: 6 | ncall: 8588 | eff(%): 13.426 | loglstar: -inf < -126.520 < inf | logz: -141.450 +/- 0.374 | dlogz: 92.417 > 0.109
iter: 1154 | bound: 48 | nc: 7 | ncall: 8595 | eff(%): 13.426 | loglstar: -inf < -126.483 < inf | logz: -141.172 +/- 0.373 | dlogz: 92.088 > 0.109
iter: 1155 | bound: 48 | nc: 17 | ncall: 8612 | eff(%): 13.412 | loglstar: -inf < -125.350 < inf | logz: -140.765 +/- 0.375 | dlogz: 91.801 > 0.109
iter: 1156 | bound: 48 | nc: 1 | ncall: 8613 | eff(%): 13.422 | loglstar: -inf < -125.334 < inf | logz: -140.357 +/- 0.375 | dlogz: 91.384 > 0.109
iter: 1157 | bound: 48 | nc: 2 | ncall: 8615 | eff(%): 13.430 | loglstar: -inf < -124.380 < inf | logz: -139.886 +/- 0.377 | dlogz: 90.966 > 0.109
iter: 1158 | bound: 48 | nc: 5 | ncall: 8620 | eff(%): 13.434 | loglstar: -inf < -123.844 < inf | logz: -139.339 +/- 0.378 | dlogz: 90.485 > 0.109
iter: 1159 | bound: 48 | nc: 6 | ncall: 8626 | eff(%): 13.436 | loglstar: -inf < -123.825 < inf | logz: -138.913 +/- 0.378 | dlogz: 89.929 > 0.109
iter: 1160 | bound: 48 | nc: 15 | ncall: 8641 | eff(%): 13.424 | loglstar: -inf < -122.899 < inf | logz: -138.437 +/- 0.379 | dlogz: 89.493 > 0.109
iter: 1161 | bound: 48 | nc: 10 | ncall: 8651 | eff(%): 13.420 | loglstar: -inf < -122.808 < inf | logz: -137.990 +/- 0.378 | dlogz: 89.006 > 0.109
iter: 1162 | bound: 49 | nc: 5 | ncall: 8656 | eff(%): 13.424 | loglstar: -inf < -122.675 < inf | logz: -137.653 +/- 0.377 | dlogz: 88.549 > 0.109
iter: 1163 | bound: 49 | nc: 5 | ncall: 8661 | eff(%): 13.428 | loglstar: -inf < -122.649 < inf | logz: -137.387 +/- 0.376 | dlogz: 88.203 > 0.109
iter: 1164 | bound: 49 | nc: 8 | ncall: 8669 | eff(%): 13.427 | loglstar: -inf < -122.619 < inf | logz: -137.173 +/- 0.374 | dlogz: 87.926 > 0.109
iter: 1165 | bound: 49 | nc: 3 | ncall: 8672 | eff(%): 13.434 | loglstar: -inf < -122.109 < inf | logz: -136.944 +/- 0.373 | dlogz: 87.703 > 0.109
iter: 1166 | bound: 49 | nc: 43 | ncall: 8715 | eff(%): 13.379 | loglstar: -inf < -121.274 < inf | logz: -136.594 +/- 0.374 | dlogz: 87.463 > 0.109
iter: 1167 | bound: 49 | nc: 1 | ncall: 8716 | eff(%): 13.389 | loglstar: -inf < -120.712 < inf | logz: -136.148 +/- 0.376 | dlogz: 87.103 > 0.109
iter: 1168 | bound: 49 | nc: 3 | ncall: 8719 | eff(%): 13.396 | loglstar: -inf < -120.709 < inf | logz: -135.774 +/- 0.376 | dlogz: 86.648 > 0.109
iter: 1169 | bound: 49 | nc: 2 | ncall: 8721 | eff(%): 13.404 | loglstar: -inf < -120.436 < inf | logz: -135.468 +/- 0.376 | dlogz: 86.264 > 0.109
iter: 1170 | bound: 49 | nc: 10 | ncall: 8731 | eff(%): 13.401 | loglstar: -inf < -120.227 < inf | logz: -135.182 +/- 0.375 | dlogz: 85.948 > 0.109
iter: 1171 | bound: 49 | nc: 12 | ncall: 8743 | eff(%): 13.394 | loglstar: -inf < -120.011 < inf | logz: -134.916 +/- 0.374 | dlogz: 85.652 > 0.109
iter: 1172 | bound: 49 | nc: 7 | ncall: 8750 | eff(%): 13.394 | loglstar: -inf < -119.695 < inf | logz: -134.651 +/- 0.374 | dlogz: 85.376 > 0.109
iter: 1173 | bound: 49 | nc: 1 | ncall: 8751 | eff(%): 13.404 | loglstar: -inf < -119.518 < inf | logz: -134.394 +/- 0.374 | dlogz: 85.101 > 0.109
iter: 1174 | bound: 49 | nc: 2 | ncall: 8753 | eff(%): 13.413 | loglstar: -inf < -119.118 < inf | logz: -134.129 +/- 0.373 | dlogz: 84.834 > 0.109
iter: 1175 | bound: 50 | nc: 7 | ncall: 8760 | eff(%): 13.413 | loglstar: -inf < -118.769 < inf | logz: -133.840 +/- 0.374 | dlogz: 84.559 > 0.109
iter: 1176 | bound: 50 | nc: 4 | ncall: 8764 | eff(%): 13.419 | loglstar: -inf < -118.546 < inf | logz: -133.557 +/- 0.374 | dlogz: 84.260 > 0.109
iter: 1177 | bound: 50 | nc: 6 | ncall: 8770 | eff(%): 13.421 | loglstar: -inf < -118.522 < inf | logz: -133.315 +/- 0.373 | dlogz: 83.968 > 0.109
iter: 1178 | bound: 50 | nc: 1 | ncall: 8771 | eff(%): 13.431 | loglstar: -inf < -117.630 < inf | logz: -132.999 +/- 0.374 | dlogz: 83.715 > 0.109
iter: 1179 | bound: 50 | nc: 5 | ncall: 8776 | eff(%): 13.434 | loglstar: -inf < -117.306 < inf | logz: -132.626 +/- 0.375 | dlogz: 83.390 > 0.109
iter: 1180 | bound: 50 | nc: 2 | ncall: 8778 | eff(%): 13.443 | loglstar: -inf < -116.855 < inf | logz: -132.247 +/- 0.376 | dlogz: 83.006 > 0.109
iter: 1181 | bound: 50 | nc: 8 | ncall: 8786 | eff(%): 13.442 | loglstar: -inf < -116.838 < inf | logz: -131.922 +/- 0.376 | dlogz: 82.617 > 0.109
iter: 1182 | bound: 50 | nc: 4 | ncall: 8790 | eff(%): 13.447 | loglstar: -inf < -116.521 < inf | logz: -131.637 +/- 0.376 | dlogz: 82.282 > 0.109
iter: 1183 | bound: 50 | nc: 4 | ncall: 8794 | eff(%): 13.452 | loglstar: -inf < -116.211 < inf | logz: -131.348 +/- 0.376 | dlogz: 81.988 > 0.109
iter: 1184 | bound: 50 | nc: 9 | ncall: 8803 | eff(%): 13.450 | loglstar: -inf < -116.070 < inf | logz: -131.079 +/- 0.375 | dlogz: 81.689 > 0.109
iter: 1185 | bound: 50 | nc: 6 | ncall: 8809 | eff(%): 13.452 | loglstar: -inf < -116.037 < inf | logz: -130.853 +/- 0.375 | dlogz: 81.410 > 0.109
iter: 1186 | bound: 50 | nc: 5 | ncall: 8814 | eff(%): 13.456 | loglstar: -inf < -116.013 < inf | logz: -130.665 +/- 0.374 | dlogz: 81.173 > 0.109
iter: 1187 | bound: 50 | nc: 1 | ncall: 8815 | eff(%): 13.466 | loglstar: -inf < -115.968 < inf | logz: -130.504 +/- 0.373 | dlogz: 80.976 > 0.109
iter: 1188 | bound: 50 | nc: 7 | ncall: 8822 | eff(%): 13.466 | loglstar: -inf < -115.580 < inf | logz: -130.333 +/- 0.372 | dlogz: 80.804 > 0.109
iter: 1189 | bound: 50 | nc: 19 | ncall: 8841 | eff(%): 13.449 | loglstar: -inf < -115.395 < inf | logz: -130.146 +/- 0.372 | dlogz: 80.623 > 0.109
iter: 1190 | bound: 50 | nc: 2 | ncall: 8843 | eff(%): 13.457 | loglstar: -inf < -115.391 < inf | logz: -129.977 +/- 0.371 | dlogz: 80.427 > 0.109
iter: 1191 | bound: 51 | nc: 20 | ncall: 8863 | eff(%): 13.438 | loglstar: -inf < -115.235 < inf | logz: -129.823 +/- 0.371 | dlogz: 80.248 > 0.109
iter: 1192 | bound: 51 | nc: 15 | ncall: 8878 | eff(%): 13.426 | loglstar: -inf < -115.091 < inf | logz: -129.670 +/- 0.370 | dlogz: 80.084 > 0.109
iter: 1193 | bound: 51 | nc: 25 | ncall: 8903 | eff(%): 13.400 | loglstar: -inf < -114.291 < inf | logz: -129.454 +/- 0.371 | dlogz: 79.921 > 0.109
iter: 1194 | bound: 51 | nc: 15 | ncall: 8918 | eff(%): 13.389 | loglstar: -inf < -114.164 < inf | logz: -129.203 +/- 0.372 | dlogz: 79.694 > 0.109
iter: 1195 | bound: 51 | nc: 18 | ncall: 8936 | eff(%): 13.373 | loglstar: -inf < -114.119 < inf | logz: -128.989 +/- 0.372 | dlogz: 79.434 > 0.109
iter: 1196 | bound: 51 | nc: 12 | ncall: 8948 | eff(%): 13.366 | loglstar: -inf < -114.027 < inf | logz: -128.803 +/- 0.372 | dlogz: 79.210 > 0.109
iter: 1197 | bound: 52 | nc: 15 | ncall: 8963 | eff(%): 13.355 | loglstar: -inf < -114.013 < inf | logz: -128.641 +/- 0.371 | dlogz: 79.015 > 0.109
iter: 1198 | bound: 52 | nc: 7 | ncall: 8970 | eff(%): 13.356 | loglstar: -inf < -113.333 < inf | logz: -128.439 +/- 0.372 | dlogz: 78.842 > 0.109
iter: 1199 | bound: 52 | nc: 33 | ncall: 9003 | eff(%): 13.318 | loglstar: -inf < -113.141 < inf | logz: -128.204 +/- 0.372 | dlogz: 78.631 > 0.109
iter: 1200 | bound: 52 | nc: 1 | ncall: 9004 | eff(%): 13.327 | loglstar: -inf < -112.652 < inf | logz: -127.943 +/- 0.373 | dlogz: 78.386 > 0.109
iter: 1201 | bound: 52 | nc: 35 | ncall: 9039 | eff(%): 13.287 | loglstar: -inf < -112.483 < inf | logz: -127.674 +/- 0.374 | dlogz: 78.114 > 0.109
iter: 1202 | bound: 52 | nc: 2 | ncall: 9041 | eff(%): 13.295 | loglstar: -inf < -112.330 < inf | logz: -127.432 +/- 0.374 | dlogz: 77.836 > 0.109
iter: 1203 | bound: 52 | nc: 7 | ncall: 9048 | eff(%): 13.296 | loglstar: -inf < -112.107 < inf | logz: -127.203 +/- 0.374 | dlogz: 77.583 > 0.109
iter: 1204 | bound: 53 | nc: 30 | ncall: 9078 | eff(%): 13.263 | loglstar: -inf < -112.006 < inf | logz: -126.990 +/- 0.374 | dlogz: 77.344 > 0.109
iter: 1205 | bound: 53 | nc: 13 | ncall: 9091 | eff(%): 13.255 | loglstar: -inf < -111.818 < inf | logz: -126.791 +/- 0.374 | dlogz: 77.121 > 0.109
iter: 1206 | bound: 53 | nc: 14 | ncall: 9105 | eff(%): 13.245 | loglstar: -inf < -111.489 < inf | logz: -126.581 +/- 0.374 | dlogz: 76.912 > 0.109
iter: 1207 | bound: 53 | nc: 13 | ncall: 9118 | eff(%): 13.238 | loglstar: -inf < -111.382 < inf | logz: -126.374 +/- 0.374 | dlogz: 76.692 > 0.109
iter: 1208 | bound: 53 | nc: 34 | ncall: 9152 | eff(%): 13.199 | loglstar: -inf < -111.181 < inf | logz: -126.177 +/- 0.374 | dlogz: 76.475 > 0.109
iter: 1209 | bound: 53 | nc: 4 | ncall: 9156 | eff(%): 13.204 | loglstar: -inf < -110.903 < inf | logz: -125.974 +/- 0.374 | dlogz: 76.269 > 0.109
iter: 1210 | bound: 53 | nc: 8 | ncall: 9164 | eff(%): 13.204 | loglstar: -inf < -110.796 < inf | logz: -125.776 +/- 0.374 | dlogz: 76.056 > 0.109
iter: 1211 | bound: 53 | nc: 5 | ncall: 9169 | eff(%): 13.208 | loglstar: -inf < -110.787 < inf | logz: -125.604 +/- 0.373 | dlogz: 75.848 > 0.109
iter: 1212 | bound: 53 | nc: 3 | ncall: 9172 | eff(%): 13.214 | loglstar: -inf < -110.639 < inf | logz: -125.447 +/- 0.373 | dlogz: 75.666 > 0.109
iter: 1213 | bound: 54 | nc: 17 | ncall: 9189 | eff(%): 13.201 | loglstar: -inf < -109.930 < inf | logz: -125.236 +/- 0.374 | dlogz: 75.498 > 0.109
iter: 1214 | bound: 54 | nc: 9 | ncall: 9198 | eff(%): 13.199 | loglstar: -inf < -109.764 < inf | logz: -124.994 +/- 0.374 | dlogz: 75.278 > 0.109
iter: 1215 | bound: 54 | nc: 3 | ncall: 9201 | eff(%): 13.205 | loglstar: -inf < -109.760 < inf | logz: -124.785 +/- 0.374 | dlogz: 75.025 > 0.109
iter: 1216 | bound: 54 | nc: 7 | ncall: 9208 | eff(%): 13.206 | loglstar: -inf < -109.465 < inf | logz: -124.588 +/- 0.374 | dlogz: 74.807 > 0.109
iter: 1217 | bound: 54 | nc: 8 | ncall: 9216 | eff(%): 13.205 | loglstar: -inf < -109.328 < inf | logz: -124.390 +/- 0.374 | dlogz: 74.600 > 0.109
iter: 1218 | bound: 54 | nc: 10 | ncall: 9226 | eff(%): 13.202 | loglstar: -inf < -109.327 < inf | logz: -124.216 +/- 0.374 | dlogz: 74.392 > 0.109
iter: 1219 | bound: 54 | nc: 1 | ncall: 9227 | eff(%): 13.211 | loglstar: -inf < -109.202 < inf | logz: -124.061 +/- 0.374 | dlogz: 74.209 > 0.109
iter: 1220 | bound: 54 | nc: 33 | ncall: 9260 | eff(%): 13.175 | loglstar: -inf < -108.905 < inf | logz: -123.897 +/- 0.374 | dlogz: 74.043 > 0.109
iter: 1221 | bound: 55 | nc: 52 | ncall: 9312 | eff(%): 13.112 | loglstar: -inf < -108.511 < inf | logz: -123.704 +/- 0.374 | dlogz: 73.869 > 0.109
iter: 1222 | bound: 55 | nc: 11 | ncall: 9323 | eff(%): 13.107 | loglstar: -inf < -108.396 < inf | logz: -123.505 +/- 0.374 | dlogz: 73.666 > 0.109
iter: 1223 | bound: 55 | nc: 1 | ncall: 9324 | eff(%): 13.117 | loglstar: -inf < -107.818 < inf | logz: -123.271 +/- 0.375 | dlogz: 73.457 > 0.109
iter: 1224 | bound: 55 | nc: 3 | ncall: 9327 | eff(%): 13.123 | loglstar: -inf < -107.794 < inf | logz: -123.034 +/- 0.376 | dlogz: 73.214 > 0.109
iter: 1225 | bound: 55 | nc: 28 | ncall: 9355 | eff(%): 13.095 | loglstar: -inf < -107.658 < inf | logz: -122.830 +/- 0.376 | dlogz: 72.967 > 0.109
iter: 1226 | bound: 55 | nc: 6 | ncall: 9361 | eff(%): 13.097 | loglstar: -inf < -107.657 < inf | logz: -122.651 +/- 0.375 | dlogz: 72.752 > 0.109
iter: 1227 | bound: 55 | nc: 14 | ncall: 9375 | eff(%): 13.088 | loglstar: -inf < -107.404 < inf | logz: -122.481 +/- 0.375 | dlogz: 72.564 > 0.109
iter: 1228 | bound: 55 | nc: 10 | ncall: 9385 | eff(%): 13.085 | loglstar: -inf < -107.286 < inf | logz: -122.311 +/- 0.375 | dlogz: 72.384 > 0.109
iter: 1229 | bound: 55 | nc: 15 | ncall: 9400 | eff(%): 13.074 | loglstar: -inf < -107.174 < inf | logz: -122.151 +/- 0.375 | dlogz: 72.204 > 0.109
iter: 1230 | bound: 56 | nc: 29 | ncall: 9429 | eff(%): 13.045 | loglstar: -inf < -107.158 < inf | logz: -122.006 +/- 0.374 | dlogz: 72.034 > 0.109
iter: 1231 | bound: 56 | nc: 3 | ncall: 9432 | eff(%): 13.051 | loglstar: -inf < -106.688 < inf | logz: -121.845 +/- 0.374 | dlogz: 71.879 > 0.109
iter: 1232 | bound: 56 | nc: 12 | ncall: 9444 | eff(%): 13.045 | loglstar: -inf < -106.446 < inf | logz: -121.658 +/- 0.375 | dlogz: 71.708 > 0.109
iter: 1233 | bound: 56 | nc: 4 | ncall: 9448 | eff(%): 13.050 | loglstar: -inf < -105.968 < inf | logz: -121.436 +/- 0.375 | dlogz: 71.510 > 0.109
iter: 1234 | bound: 56 | nc: 8 | ncall: 9456 | eff(%): 13.050 | loglstar: -inf < -105.672 < inf | logz: -121.186 +/- 0.376 | dlogz: 71.279 > 0.109
iter: 1235 | bound: 56 | nc: 2 | ncall: 9458 | eff(%): 13.058 | loglstar: -inf < -105.607 < inf | logz: -120.955 +/- 0.377 | dlogz: 71.019 > 0.109
iter: 1236 | bound: 56 | nc: 4 | ncall: 9462 | eff(%): 13.063 | loglstar: -inf < -105.479 < inf | logz: -120.751 +/- 0.377 | dlogz: 70.778 > 0.109
iter: 1237 | bound: 56 | nc: 4 | ncall: 9466 | eff(%): 13.068 | loglstar: -inf < -105.201 < inf | logz: -120.549 +/- 0.377 | dlogz: 70.564 > 0.109
iter: 1238 | bound: 56 | nc: 9 | ncall: 9475 | eff(%): 13.066 | loglstar: -inf < -105.072 < inf | logz: -120.349 +/- 0.377 | dlogz: 70.352 > 0.109
iter: 1239 | bound: 56 | nc: 8 | ncall: 9483 | eff(%): 13.065 | loglstar: -inf < -105.042 < inf | logz: -120.172 +/- 0.377 | dlogz: 70.142 > 0.109
iter: 1240 | bound: 56 | nc: 12 | ncall: 9495 | eff(%): 13.060 | loglstar: -inf < -104.801 < inf | logz: -120.002 +/- 0.377 | dlogz: 69.955 > 0.109
iter: 1241 | bound: 56 | nc: 25 | ncall: 9520 | eff(%): 13.036 | loglstar: -inf < -104.627 < inf | logz: -119.828 +/- 0.377 | dlogz: 69.775 > 0.109
iter: 1242 | bound: 56 | nc: 1 | ncall: 9521 | eff(%): 13.045 | loglstar: -inf < -104.560 < inf | logz: -119.665 +/- 0.376 | dlogz: 69.591 > 0.109
iter: 1243 | bound: 56 | nc: 1 | ncall: 9522 | eff(%): 13.054 | loglstar: -inf < -104.474 < inf | logz: -119.515 +/- 0.376 | dlogz: 69.418 > 0.109
iter: 1244 | bound: 57 | nc: 18 | ncall: 9540 | eff(%): 13.040 | loglstar: -inf < -104.257 < inf | logz: -119.366 +/- 0.376 | dlogz: 69.259 > 0.109
iter: 1245 | bound: 57 | nc: 12 | ncall: 9552 | eff(%): 13.034 | loglstar: -inf < -104.210 < inf | logz: -119.221 +/- 0.376 | dlogz: 69.099 > 0.109
iter: 1246 | bound: 57 | nc: 1 | ncall: 9553 | eff(%): 13.043 | loglstar: -inf < -104.065 < inf | logz: -119.084 +/- 0.375 | dlogz: 68.945 > 0.109
iter: 1247 | bound: 57 | nc: 16 | ncall: 9569 | eff(%): 13.032 | loglstar: -inf < -103.788 < inf | logz: -118.938 +/- 0.375 | dlogz: 68.798 > 0.109
iter: 1248 | bound: 57 | nc: 3 | ncall: 9572 | eff(%): 13.038 | loglstar: -inf < -103.424 < inf | logz: -118.766 +/- 0.375 | dlogz: 68.641 > 0.109
iter: 1249 | bound: 57 | nc: 4 | ncall: 9576 | eff(%): 13.043 | loglstar: -inf < -102.546 < inf | logz: -118.493 +/- 0.378 | dlogz: 68.460 > 0.109
iter: 1250 | bound: 57 | nc: 15 | ncall: 9591 | eff(%): 13.033 | loglstar: -inf < -102.349 < inf | logz: -118.178 +/- 0.380 | dlogz: 68.177 > 0.109
iter: 1251 | bound: 57 | nc: 41 | ncall: 9632 | eff(%): 12.988 | loglstar: -inf < -102.165 < inf | logz: -117.897 +/- 0.381 | dlogz: 67.852 > 0.109
iter: 1252 | bound: 57 | nc: 2 | ncall: 9634 | eff(%): 12.996 | loglstar: -inf < -101.755 < inf | logz: -117.611 +/- 0.381 | dlogz: 67.561 > 0.109
iter: 1253 | bound: 58 | nc: 7 | ncall: 9641 | eff(%): 12.997 | loglstar: -inf < -101.581 < inf | logz: -117.330 +/- 0.382 | dlogz: 67.265 > 0.109
iter: 1254 | bound: 58 | nc: 12 | ncall: 9653 | eff(%): 12.991 | loglstar: -inf < -101.542 < inf | logz: -117.092 +/- 0.382 | dlogz: 66.974 > 0.109
iter: 1255 | bound: 58 | nc: 1 | ncall: 9654 | eff(%): 13.000 | loglstar: -inf < -101.522 < inf | logz: -116.897 +/- 0.381 | dlogz: 66.726 > 0.109
iter: 1256 | bound: 58 | nc: 31 | ncall: 9685 | eff(%): 12.969 | loglstar: -inf < -101.167 < inf | logz: -116.702 +/- 0.381 | dlogz: 66.521 > 0.109
iter: 1257 | bound: 58 | nc: 14 | ncall: 9699 | eff(%): 12.960 | loglstar: -inf < -101.141 < inf | logz: -116.512 +/- 0.381 | dlogz: 66.316 > 0.109
iter: 1258 | bound: 58 | nc: 15 | ncall: 9714 | eff(%): 12.950 | loglstar: -inf < -100.929 < inf | logz: -116.335 +/- 0.380 | dlogz: 66.116 > 0.109
iter: 1259 | bound: 58 | nc: 11 | ncall: 9725 | eff(%): 12.946 | loglstar: -inf < -100.857 < inf | logz: -116.165 +/- 0.380 | dlogz: 65.929 > 0.109
iter: 1260 | bound: 59 | nc: 16 | ncall: 9741 | eff(%): 12.935 | loglstar: -inf < -100.338 < inf | logz: -115.971 +/- 0.380 | dlogz: 65.749 > 0.109
iter: 1261 | bound: 59 | nc: 2 | ncall: 9743 | eff(%): 12.943 | loglstar: -inf < -100.131 < inf | logz: -115.753 +/- 0.380 | dlogz: 65.545 > 0.109
iter: 1262 | bound: 59 | nc: 1 | ncall: 9744 | eff(%): 12.952 | loglstar: -inf < -99.746 < inf | logz: -115.518 +/- 0.381 | dlogz: 65.317 > 0.109
iter: 1263 | bound: 59 | nc: 7 | ncall: 9751 | eff(%): 12.953 | loglstar: -inf < -99.683 < inf | logz: -115.292 +/- 0.381 | dlogz: 65.073 > 0.109
iter: 1264 | bound: 59 | nc: 9 | ncall: 9760 | eff(%): 12.951 | loglstar: -inf < -99.414 < inf | logz: -115.077 +/- 0.381 | dlogz: 64.836 > 0.109
iter: 1265 | bound: 59 | nc: 21 | ncall: 9781 | eff(%): 12.933 | loglstar: -inf < -98.977 < inf | logz: -114.833 +/- 0.382 | dlogz: 64.611 > 0.109
iter: 1266 | bound: 59 | nc: 5 | ncall: 9786 | eff(%): 12.937 | loglstar: -inf < -98.413 < inf | logz: -114.527 +/- 0.383 | dlogz: 64.358 > 0.109
iter: 1267 | bound: 59 | nc: 1 | ncall: 9787 | eff(%): 12.946 | loglstar: -inf < -98.353 < inf | logz: -114.231 +/- 0.384 | dlogz: 64.041 > 0.109
iter: 1268 | bound: 59 | nc: 3 | ncall: 9790 | eff(%): 12.952 | loglstar: -inf < -98.095 < inf | logz: -113.969 +/- 0.384 | dlogz: 63.736 > 0.109
iter: 1269 | bound: 59 | nc: 3 | ncall: 9793 | eff(%): 12.958 | loglstar: -inf < -97.600 < inf | logz: -113.677 +/- 0.385 | dlogz: 63.464 > 0.109
iter: 1270 | bound: 59 | nc: 16 | ncall: 9809 | eff(%): 12.947 | loglstar: -inf < -97.457 < inf | logz: -113.387 +/- 0.385 | dlogz: 63.162 > 0.109
iter: 1271 | bound: 59 | nc: 7 | ncall: 9816 | eff(%): 12.948 | loglstar: -inf < -97.436 < inf | logz: -113.149 +/- 0.385 | dlogz: 62.862 > 0.109
iter: 1272 | bound: 59 | nc: 7 | ncall: 9823 | eff(%): 12.949 | loglstar: -inf < -97.329 < inf | logz: -112.946 +/- 0.384 | dlogz: 62.614 > 0.109
iter: 1273 | bound: 60 | nc: 27 | ncall: 9850 | eff(%): 12.924 | loglstar: -inf < -97.149 < inf | logz: -112.756 +/- 0.384 | dlogz: 62.401 > 0.109
iter: 1274 | bound: 60 | nc: 83 | ncall: 9933 | eff(%): 12.826 | loglstar: -inf < -97.096 < inf | logz: -112.580 +/- 0.383 | dlogz: 62.200 > 0.109
iter: 1275 | bound: 61 | nc: 26 | ncall: 9959 | eff(%): 12.802 | loglstar: -inf < -96.949 < inf | logz: -112.417 +/- 0.383 | dlogz: 62.015 > 0.109
iter: 1276 | bound: 61 | nc: 19 | ncall: 9978 | eff(%): 12.788 | loglstar: -inf < -96.744 < inf | logz: -112.253 +/- 0.382 | dlogz: 61.842 > 0.109
iter: 1277 | bound: 61 | nc: 10 | ncall: 9988 | eff(%): 12.785 | loglstar: -inf < -96.644 < inf | logz: -112.093 +/- 0.382 | dlogz: 65.426 > 0.109
iter: 1278 | bound: 61 | nc: 12 | ncall: 10000 | eff(%): 12.780 | loglstar: -inf < -96.528 < inf | logz: -111.942 +/- 0.381 | dlogz: 65.256 > 0.109
iter: 1279 | bound: 61 | nc: 40 | ncall: 10040 | eff(%): 12.739 | loglstar: -inf < -96.467 < inf | logz: -111.801 +/- 0.381 | dlogz: 65.095 > 0.109
iter: 1280 | bound: 61 | nc: 5 | ncall: 10045 | eff(%): 12.743 | loglstar: -inf < -96.351 < inf | logz: -111.668 +/- 0.381 | dlogz: 64.944 > 0.109
iter: 1281 | bound: 61 | nc: 6 | ncall: 10051 | eff(%): 12.745 | loglstar: -inf < -96.293 < inf | logz: -111.541 +/- 0.380 | dlogz: 64.801 > 0.109
iter: 1282 | bound: 61 | nc: 7 | ncall: 10058 | eff(%): 12.746 | loglstar: -inf < -96.243 < inf | logz: -111.424 +/- 0.380 | dlogz: 64.664 > 0.109
iter: 1283 | bound: 62 | nc: 14 | ncall: 10072 | eff(%): 12.738 | loglstar: -inf < -96.185 < inf | logz: -111.315 +/- 0.379 | dlogz: 64.538 > 0.109
iter: 1284 | bound: 62 | nc: 10 | ncall: 10082 | eff(%): 12.736 | loglstar: -inf < -95.791 < inf | logz: -111.192 +/- 0.379 | dlogz: 64.418 > 0.109
iter: 1285 | bound: 62 | nc: 1 | ncall: 10083 | eff(%): 12.744 | loglstar: -inf < -95.725 < inf | logz: -111.060 +/- 0.379 | dlogz: 64.286 > 0.109
iter: 1286 | bound: 62 | nc: 10 | ncall: 10093 | eff(%): 12.742 | loglstar: -inf < -95.650 < inf | logz: -110.936 +/- 0.379 | dlogz: 64.143 > 0.109
iter: 1287 | bound: 62 | nc: 33 | ncall: 10126 | eff(%): 12.710 | loglstar: -inf < -95.274 < inf | logz: -110.800 +/- 0.379 | dlogz: 64.010 > 0.109
iter: 1288 | bound: 62 | nc: 7 | ncall: 10133 | eff(%): 12.711 | loglstar: -inf < -95.264 < inf | logz: -110.659 +/- 0.379 | dlogz: 63.863 > 0.109
iter: 1289 | bound: 62 | nc: 21 | ncall: 10154 | eff(%): 12.695 | loglstar: -inf < -95.149 < inf | logz: -110.529 +/- 0.379 | dlogz: 63.712 > 0.109
iter: 1290 | bound: 62 | nc: 4 | ncall: 10158 | eff(%): 12.699 | loglstar: -inf < -95.134 < inf | logz: -110.409 +/- 0.379 | dlogz: 63.573 > 0.109
iter: 1291 | bound: 62 | nc: 12 | ncall: 10170 | eff(%): 12.694 | loglstar: -inf < -95.009 < inf | logz: -110.294 +/- 0.378 | dlogz: 63.442 > 0.109
iter: 1292 | bound: 63 | nc: 31 | ncall: 10201 | eff(%): 12.665 | loglstar: -inf < -94.837 < inf | logz: -110.177 +/- 0.378 | dlogz: 63.318 > 0.109
iter: 1293 | bound: 63 | nc: 11 | ncall: 10212 | eff(%): 12.662 | loglstar: -inf < -94.795 < inf | logz: -110.063 +/- 0.378 | dlogz: 63.191 > 0.109
iter: 1294 | bound: 63 | nc: 20 | ncall: 10232 | eff(%): 12.647 | loglstar: -inf < -94.722 < inf | logz: -109.955 +/- 0.378 | dlogz: 63.066 > 0.109
iter: 1295 | bound: 63 | nc: 27 | ncall: 10259 | eff(%): 12.623 | loglstar: -inf < -94.511 < inf | logz: -109.845 +/- 0.378 | dlogz: 62.949 > 0.109
iter: 1296 | bound: 63 | nc: 6 | ncall: 10265 | eff(%): 12.625 | loglstar: -inf < -94.167 < inf | logz: -109.715 +/- 0.378 | dlogz: 62.828 > 0.109
iter: 1297 | bound: 63 | nc: 31 | ncall: 10296 | eff(%): 12.597 | loglstar: -inf < -93.627 < inf | logz: -109.541 +/- 0.379 | dlogz: 62.689 > 0.109
iter: 1298 | bound: 64 | nc: 18 | ncall: 10314 | eff(%): 12.585 | loglstar: -inf < -93.396 < inf | logz: -109.336 +/- 0.380 | dlogz: 62.505 > 0.109
iter: 1299 | bound: 64 | nc: 7 | ncall: 10321 | eff(%): 12.586 | loglstar: -inf < -93.275 < inf | logz: -109.140 +/- 0.381 | dlogz: 62.290 > 0.109
iter: 1300 | bound: 64 | nc: 53 | ncall: 10374 | eff(%): 12.531 | loglstar: -inf < -93.040 < inf | logz: -108.948 +/- 0.382 | dlogz: 62.084 > 0.109
iter: 1301 | bound: 64 | nc: 17 | ncall: 10391 | eff(%): 12.520 | loglstar: -inf < -92.430 < inf | logz: -108.705 +/- 0.383 | dlogz: 61.882 > 0.109
iter: 1302 | bound: 64 | nc: 20 | ncall: 10411 | eff(%): 12.506 | loglstar: -inf < -92.370 < inf | logz: -108.454 +/- 0.384 | dlogz: 61.629 > 0.109
iter: 1303 | bound: 65 | nc: 19 | ncall: 10430 | eff(%): 12.493 | loglstar: -inf < -92.353 < inf | logz: -108.249 +/- 0.385 | dlogz: 61.368 > 0.109
iter: 1304 | bound: 65 | nc: 32 | ncall: 10462 | eff(%): 12.464 | loglstar: -inf < -91.750 < inf | logz: -108.016 +/- 0.386 | dlogz: 61.153 > 0.109
iter: 1305 | bound: 65 | nc: 1 | ncall: 10463 | eff(%): 12.473 | loglstar: -inf < -91.548 < inf | logz: -107.757 +/- 0.386 | dlogz: 60.910 > 0.109
iter: 1306 | bound: 65 | nc: 1 | ncall: 10464 | eff(%): 12.481 | loglstar: -inf < -91.538 < inf | logz: -107.534 +/- 0.387 | dlogz: 60.641 > 0.109
iter: 1307 | bound: 65 | nc: 34 | ncall: 10498 | eff(%): 12.450 | loglstar: -inf < -91.430 < inf | logz: -107.343 +/- 0.387 | dlogz: 60.408 > 0.109
iter: 1308 | bound: 65 | nc: 25 | ncall: 10523 | eff(%): 12.430 | loglstar: -inf < -91.420 < inf | logz: -107.175 +/- 0.386 | dlogz: 60.207 > 0.109
iter: 1309 | bound: 66 | nc: 22 | ncall: 10545 | eff(%): 12.413 | loglstar: -inf < -91.043 < inf | logz: -107.003 +/- 0.386 | dlogz: 60.030 > 0.109
iter: 1310 | bound: 66 | nc: 45 | ncall: 10590 | eff(%): 12.370 | loglstar: -inf < -90.497 < inf | logz: -106.776 +/- 0.387 | dlogz: 59.847 > 0.109
iter: 1311 | bound: 66 | nc: 5 | ncall: 10595 | eff(%): 12.374 | loglstar: -inf < -90.402 < inf | logz: -106.540 +/- 0.387 | dlogz: 59.611 > 0.109
iter: 1312 | bound: 67 | nc: 60 | ncall: 10655 | eff(%): 12.313 | loglstar: -inf < -90.277 < inf | logz: -106.331 +/- 0.387 | dlogz: 59.364 > 0.109
iter: 1313 | bound: 67 | nc: 53 | ncall: 10708 | eff(%): 12.262 | loglstar: -inf < -90.089 < inf | logz: -106.133 +/- 0.387 | dlogz: 59.145 > 0.109
iter: 1314 | bound: 67 | nc: 11 | ncall: 10719 | eff(%): 12.259 | loglstar: -inf < -90.033 < inf | logz: -105.950 +/- 0.387 | dlogz: 58.937 > 0.109
iter: 1315 | bound: 68 | nc: 40 | ncall: 10759 | eff(%): 12.222 | loglstar: -inf < -89.642 < inf | logz: -105.759 +/- 0.387 | dlogz: 58.745 > 0.109
iter: 1316 | bound: 68 | nc: 19 | ncall: 10778 | eff(%): 12.210 | loglstar: -inf < -89.543 < inf | logz: -105.563 +/- 0.387 | dlogz: 58.544 > 0.109
iter: 1317 | bound: 68 | nc: 25 | ncall: 10803 | eff(%): 12.191 | loglstar: -inf < -89.477 < inf | logz: -105.389 +/- 0.387 | dlogz: 58.338 > 0.109
iter: 1318 | bound: 68 | nc: 1 | ncall: 10804 | eff(%): 12.199 | loglstar: -inf < -89.282 < inf | logz: -105.222 +/- 0.387 | dlogz: 58.153 > 0.109
iter: 1319 | bound: 68 | nc: 6 | ncall: 10810 | eff(%): 12.202 | loglstar: -inf < -89.279 < inf | logz: -105.067 +/- 0.386 | dlogz: 57.977 > 0.109
iter: 1320 | bound: 68 | nc: 26 | ncall: 10836 | eff(%): 12.182 | loglstar: -inf < -88.808 < inf | logz: -104.897 +/- 0.386 | dlogz: 57.812 > 0.109
iter: 1321 | bound: 68 | nc: 14 | ncall: 10850 | eff(%): 12.175 | loglstar: -inf < -88.445 < inf | logz: -104.689 +/- 0.387 | dlogz: 57.633 > 0.109
iter: 1322 | bound: 68 | nc: 1 | ncall: 10851 | eff(%): 12.183 | loglstar: -inf < -88.390 < inf | logz: -104.485 +/- 0.387 | dlogz: 57.414 > 0.109
iter: 1323 | bound: 69 | nc: 9 | ncall: 10860 | eff(%): 12.182 | loglstar: -inf < -88.303 < inf | logz: -104.306 +/- 0.387 | dlogz: 57.200 > 0.109
iter: 1324 | bound: 70 | nc: 102 | ncall: 10962 | eff(%): 12.078 | loglstar: -inf < -88.244 < inf | logz: -104.146 +/- 0.387 | dlogz: 57.012 > 0.109
iter: 1325 | bound: 70 | nc: 3 | ncall: 10965 | eff(%): 12.084 | loglstar: -inf < -88.194 < inf | logz: -104.001 +/- 0.387 | dlogz: 56.841 > 0.109
iter: 1326 | bound: 70 | nc: 36 | ncall: 11001 | eff(%): 12.053 | loglstar: -inf < -88.009 < inf | logz: -103.861 +/- 0.386 | dlogz: 56.686 > 0.109
iter: 1327 | bound: 70 | nc: 12 | ncall: 11013 | eff(%): 12.049 | loglstar: -inf < -87.954 < inf | logz: -103.726 +/- 0.386 | dlogz: 56.537 > 0.109
iter: 1328 | bound: 70 | nc: 19 | ncall: 11032 | eff(%): 12.038 | loglstar: -inf < -87.863 < inf | logz: -103.599 +/- 0.386 | dlogz: 56.391 > 0.109
iter: 1329 | bound: 70 | nc: 8 | ncall: 11040 | eff(%): 12.038 | loglstar: -inf < -87.850 < inf | logz: -103.482 +/- 0.385 | dlogz: 56.254 > 0.109
iter: 1330 | bound: 70 | nc: 10 | ncall: 11050 | eff(%): 12.036 | loglstar: -inf < -87.593 < inf | logz: -103.363 +/- 0.385 | dlogz: 56.127 > 0.109
iter: 1331 | bound: 70 | nc: 3 | ncall: 11053 | eff(%): 12.042 | loglstar: -inf < -87.237 < inf | logz: -103.222 +/- 0.385 | dlogz: 55.999 > 0.109
iter: 1332 | bound: 71 | nc: 31 | ncall: 11084 | eff(%): 12.017 | loglstar: -inf < -87.137 < inf | logz: -103.072 +/- 0.385 | dlogz: 55.847 > 0.109
iter: 1333 | bound: 71 | nc: 2 | ncall: 11086 | eff(%): 12.024 | loglstar: -inf < -87.126 < inf | logz: -102.936 +/- 0.385 | dlogz: 55.688 > 0.109
iter: 1334 | bound: 71 | nc: 25 | ncall: 11111 | eff(%): 12.006 | loglstar: -inf < -87.094 < inf | logz: -102.816 +/- 0.385 | dlogz: 55.542 > 0.109
iter: 1335 | bound: 71 | nc: 33 | ncall: 11144 | eff(%): 11.980 | loglstar: -inf < -86.931 < inf | logz: -102.698 +/- 0.385 | dlogz: 55.411 > 0.109
iter: 1336 | bound: 71 | nc: 7 | ncall: 11151 | eff(%): 11.981 | loglstar: -inf < -86.925 < inf | logz: -102.586 +/- 0.384 | dlogz: 55.284 > 0.109
iter: 1337 | bound: 71 | nc: 4 | ncall: 11155 | eff(%): 11.986 | loglstar: -inf < -86.869 < inf | logz: -102.483 +/- 0.384 | dlogz: 55.162 > 0.109
iter: 1338 | bound: 71 | nc: 1 | ncall: 11156 | eff(%): 11.994 | loglstar: -inf < -86.690 < inf | logz: -102.379 +/- 0.384 | dlogz: 55.048 > 0.109
iter: 1339 | bound: 71 | nc: 1 | ncall: 11157 | eff(%): 12.001 | loglstar: -inf < -86.310 < inf | logz: -102.255 +/- 0.384 | dlogz: 54.935 > 0.109
iter: 1340 | bound: 71 | nc: 12 | ncall: 11169 | eff(%): 11.997 | loglstar: -inf < -85.751 < inf | logz: -102.084 +/- 0.385 | dlogz: 54.801 > 0.109
iter: 1341 | bound: 71 | nc: 3 | ncall: 11172 | eff(%): 12.003 | loglstar: -inf < -85.617 < inf | logz: -101.891 +/- 0.386 | dlogz: 54.620 > 0.109
iter: 1342 | bound: 71 | nc: 1 | ncall: 11173 | eff(%): 12.011 | loglstar: -inf < -85.502 < inf | logz: -101.711 +/- 0.386 | dlogz: 54.417 > 0.109
iter: 1343 | bound: 72 | nc: 11 | ncall: 11184 | eff(%): 12.008 | loglstar: -inf < -85.459 < inf | logz: -101.549 +/- 0.387 | dlogz: 54.227 > 0.109
iter: 1344 | bound: 72 | nc: 12 | ncall: 11196 | eff(%): 12.004 | loglstar: -inf < -85.191 < inf | logz: -101.388 +/- 0.387 | dlogz: 54.055 > 0.109
iter: 1345 | bound: 72 | nc: 8 | ncall: 11204 | eff(%): 12.005 | loglstar: -inf < -85.142 < inf | logz: -101.230 +/- 0.387 | dlogz: 53.884 > 0.109
iter: 1346 | bound: 72 | nc: 15 | ncall: 11219 | eff(%): 11.998 | loglstar: -inf < -85.020 < inf | logz: -101.084 +/- 0.387 | dlogz: 53.717 > 0.109
iter: 1347 | bound: 72 | nc: 4 | ncall: 11223 | eff(%): 12.002 | loglstar: -inf < -84.711 < inf | logz: -100.928 +/- 0.387 | dlogz: 53.560 > 0.109
iter: 1348 | bound: 72 | nc: 6 | ncall: 11229 | eff(%): 12.005 | loglstar: -inf < -84.666 < inf | logz: -100.772 +/- 0.387 | dlogz: 53.394 > 0.109
iter: 1349 | bound: 72 | nc: 27 | ncall: 11256 | eff(%): 11.985 | loglstar: -inf < -83.825 < inf | logz: -100.555 +/- 0.389 | dlogz: 53.228 > 0.109
iter: 1350 | bound: 72 | nc: 17 | ncall: 11273 | eff(%): 11.976 | loglstar: -inf < -83.655 < inf | logz: -100.296 +/- 0.390 | dlogz: 53.001 > 0.109
iter: 1351 | bound: 73 | nc: 14 | ncall: 11287 | eff(%): 11.970 | loglstar: -inf < -83.287 < inf | logz: -100.034 +/- 0.391 | dlogz: 52.733 > 0.109
iter: 1352 | bound: 73 | nc: 45 | ncall: 11332 | eff(%): 11.931 | loglstar: -inf < -83.205 < inf | logz: -99.787 +/- 0.392 | dlogz: 52.461 > 0.109
iter: 1353 | bound: 73 | nc: 16 | ncall: 11348 | eff(%): 11.923 | loglstar: -inf < -83.109 < inf | logz: -99.573 +/- 0.392 | dlogz: 52.203 > 0.109
iter: 1354 | bound: 73 | nc: 4 | ncall: 11352 | eff(%): 11.927 | loglstar: -inf < -82.963 < inf | logz: -99.379 +/- 0.392 | dlogz: 51.980 > 0.109
iter: 1355 | bound: 73 | nc: 22 | ncall: 11374 | eff(%): 11.913 | loglstar: -inf < -82.856 < inf | logz: -99.198 +/- 0.392 | dlogz: 51.776 > 0.109
iter: 1356 | bound: 74 | nc: 55 | ncall: 11429 | eff(%): 11.865 | loglstar: -inf < -82.749 < inf | logz: -99.030 +/- 0.392 | dlogz: 51.585 > 0.109
iter: 1357 | bound: 74 | nc: 2 | ncall: 11431 | eff(%): 11.871 | loglstar: -inf < -82.718 < inf | logz: -98.879 +/- 0.391 | dlogz: 51.407 > 0.109
iter: 1358 | bound: 74 | nc: 18 | ncall: 11449 | eff(%): 11.861 | loglstar: -inf < -82.315 < inf | logz: -98.716 +/- 0.391 | dlogz: 51.246 > 0.109
iter: 1359 | bound: 74 | nc: 13 | ncall: 11462 | eff(%): 11.857 | loglstar: -inf < -82.145 < inf | logz: -98.539 +/- 0.391 | dlogz: 51.073 > 0.109
iter: 1360 | bound: 74 | nc: 7 | ncall: 11469 | eff(%): 11.858 | loglstar: -inf < -82.049 < inf | logz: -98.370 +/- 0.391 | dlogz: 50.886 > 0.109
iter: 1361 | bound: 74 | nc: 16 | ncall: 11485 | eff(%): 11.850 | loglstar: -inf < -81.971 < inf | logz: -98.215 +/- 0.391 | dlogz: 50.707 > 0.109
iter: 1362 | bound: 74 | nc: 9 | ncall: 11494 | eff(%): 11.850 | loglstar: -inf < -81.852 < inf | logz: -98.070 +/- 0.391 | dlogz: 50.542 > 0.109
iter: 1363 | bound: 74 | nc: 31 | ncall: 11525 | eff(%): 11.826 | loglstar: -inf < -81.769 < inf | logz: -97.931 +/- 0.391 | dlogz: 50.387 > 0.109
iter: 1364 | bound: 75 | nc: 13 | ncall: 11538 | eff(%): 11.822 | loglstar: -inf < -81.741 < inf | logz: -97.804 +/- 0.390 | dlogz: 50.238 > 0.109
iter: 1365 | bound: 75 | nc: 53 | ncall: 11591 | eff(%): 11.776 | loglstar: -inf < -81.663 < inf | logz: -97.687 +/- 0.390 | dlogz: 50.102 > 0.109
iter: 1366 | bound: 75 | nc: 22 | ncall: 11613 | eff(%): 11.763 | loglstar: -inf < -81.448 < inf | logz: -97.567 +/- 0.390 | dlogz: 49.974 > 0.109
iter: 1367 | bound: 76 | nc: 84 | ncall: 11697 | eff(%): 11.687 | loglstar: -inf < -81.354 < inf | logz: -97.445 +/- 0.389 | dlogz: 49.844 > 0.109
iter: 1368 | bound: 76 | nc: 10 | ncall: 11707 | eff(%): 11.685 | loglstar: -inf < -81.186 < inf | logz: -97.323 +/- 0.389 | dlogz: 49.712 > 0.109
iter: 1369 | bound: 76 | nc: 31 | ncall: 11738 | eff(%): 11.663 | loglstar: -inf < -81.166 < inf | logz: -97.205 +/- 0.389 | dlogz: 49.580 > 0.109
iter: 1370 | bound: 76 | nc: 48 | ncall: 11786 | eff(%): 11.624 | loglstar: -inf < -81.019 < inf | logz: -97.092 +/- 0.389 | dlogz: 49.452 > 0.109
iter: 1371 | bound: 76 | nc: 6 | ncall: 11792 | eff(%): 11.627 | loglstar: -inf < -80.743 < inf | logz: -96.968 +/- 0.389 | dlogz: 49.329 > 0.109
iter: 1372 | bound: 76 | nc: 2 | ncall: 11794 | eff(%): 11.633 | loglstar: -inf < -80.545 < inf | logz: -96.832 +/- 0.389 | dlogz: 49.196 > 0.109
iter: 1373 | bound: 77 | nc: 17 | ncall: 11811 | eff(%): 11.625 | loglstar: -inf < -80.507 < inf | logz: -96.700 +/- 0.389 | dlogz: 49.050 > 0.109
iter: 1374 | bound: 77 | nc: 3 | ncall: 11814 | eff(%): 11.630 | loglstar: -inf < -80.107 < inf | logz: -96.556 +/- 0.389 | dlogz: 48.908 > 0.109
iter: 1375 | bound: 77 | nc: 2 | ncall: 11816 | eff(%): 11.637 | loglstar: -inf < -79.446 < inf | logz: -96.346 +/- 0.391 | dlogz: 48.754 > 0.109
iter: 1376 | bound: 77 | nc: 2 | ncall: 11818 | eff(%): 11.643 | loglstar: -inf < -78.823 < inf | logz: -96.043 +/- 0.393 | dlogz: 48.534 > 0.109
iter: 1377 | bound: 77 | nc: 53 | ncall: 11871 | eff(%): 11.600 | loglstar: -inf < -78.619 < inf | logz: -95.724 +/- 0.395 | dlogz: 48.221 > 0.109
iter: 1378 | bound: 77 | nc: 9 | ncall: 11880 | eff(%): 11.599 | loglstar: -inf < -78.593 < inf | logz: -95.461 +/- 0.396 | dlogz: 47.892 > 0.109
iter: 1379 | bound: 77 | nc: 7 | ncall: 11887 | eff(%): 11.601 | loglstar: -inf < -78.492 < inf | logz: -95.242 +/- 0.396 | dlogz: 47.618 > 0.109
iter: 1380 | bound: 77 | nc: 11 | ncall: 11898 | eff(%): 11.599 | loglstar: -inf < -78.449 < inf | logz: -95.052 +/- 0.396 | dlogz: 47.390 > 0.109
iter: 1381 | bound: 77 | nc: 9 | ncall: 11907 | eff(%): 11.598 | loglstar: -inf < -78.159 < inf | logz: -94.866 +/- 0.396 | dlogz: 47.190 > 0.109
iter: 1382 | bound: 78 | nc: 7 | ncall: 11914 | eff(%): 11.600 | loglstar: -inf < -78.150 < inf | logz: -94.689 +/- 0.396 | dlogz: 46.994 > 0.109
iter: 1383 | bound: 78 | nc: 3 | ncall: 11917 | eff(%): 11.605 | loglstar: -inf < -77.866 < inf | logz: -94.518 +/- 0.395 | dlogz: 46.808 > 0.109
iter: 1384 | bound: 78 | nc: 15 | ncall: 11932 | eff(%): 11.599 | loglstar: -inf < -77.742 < inf | logz: -94.344 +/- 0.395 | dlogz: 46.626 > 0.109
iter: 1385 | bound: 78 | nc: 28 | ncall: 11960 | eff(%): 11.580 | loglstar: -inf < -77.583 < inf | logz: -94.176 +/- 0.395 | dlogz: 46.442 > 0.109
iter: 1386 | bound: 78 | nc: 20 | ncall: 11980 | eff(%): 11.569 | loglstar: -inf < -77.383 < inf | logz: -94.008 +/- 0.395 | dlogz: 46.265 > 0.109
iter: 1387 | bound: 78 | nc: 12 | ncall: 11992 | eff(%): 11.566 | loglstar: -inf < -77.291 < inf | logz: -93.846 +/- 0.395 | dlogz: 46.087 > 0.109
iter: 1388 | bound: 78 | nc: 13 | ncall: 12005 | eff(%): 11.562 | loglstar: -inf < -77.267 < inf | logz: -93.700 +/- 0.394 | dlogz: 50.763 > 0.109
iter: 1389 | bound: 79 | nc: 17 | ncall: 12022 | eff(%): 11.554 | loglstar: -inf < -77.049 < inf | logz: -93.557 +/- 0.394 | dlogz: 50.607 > 0.109
iter: 1390 | bound: 79 | nc: 35 | ncall: 12057 | eff(%): 11.529 | loglstar: -inf < -77.007 < inf | logz: -93.419 +/- 0.394 | dlogz: 50.455 > 0.109
iter: 1391 | bound: 79 | nc: 1 | ncall: 12058 | eff(%): 11.536 | loglstar: -inf < -76.981 < inf | logz: -93.294 +/- 0.394 | dlogz: 50.307 > 0.109
iter: 1392 | bound: 79 | nc: 8 | ncall: 12066 | eff(%): 11.537 | loglstar: -inf < -76.618 < inf | logz: -93.161 +/- 0.393 | dlogz: 50.172 > 0.109
iter: 1393 | bound: 79 | nc: 13 | ncall: 12079 | eff(%): 11.532 | loglstar: -inf < -76.460 < inf | logz: -93.014 +/- 0.393 | dlogz: 50.029 > 0.109
iter: 1394 | bound: 79 | nc: 9 | ncall: 12088 | eff(%): 11.532 | loglstar: -inf < -76.426 < inf | logz: -92.875 +/- 0.393 | dlogz: 49.872 > 0.109
iter: 1395 | bound: 79 | nc: 32 | ncall: 12120 | eff(%): 11.510 | loglstar: -inf < -76.234 < inf | logz: -92.740 +/- 0.393 | dlogz: 49.723 > 0.109
iter: 1396 | bound: 80 | nc: 5 | ncall: 12125 | eff(%): 11.513 | loglstar: -inf < -76.193 < inf | logz: -92.609 +/- 0.393 | dlogz: 49.578 > 0.109
iter: 1397 | bound: 80 | nc: 9 | ncall: 12134 | eff(%): 11.513 | loglstar: -inf < -76.153 < inf | logz: -92.491 +/- 0.393 | dlogz: 49.438 > 0.109
iter: 1398 | bound: 80 | nc: 17 | ncall: 12151 | eff(%): 11.505 | loglstar: -inf < -75.836 < inf | logz: -92.364 +/- 0.393 | dlogz: 49.309 > 0.109
iter: 1399 | bound: 80 | nc: 25 | ncall: 12176 | eff(%): 11.490 | loglstar: -inf < -75.836 < inf | logz: -92.237 +/- 0.393 | dlogz: 49.173 > 0.109
iter: 1400 | bound: 80 | nc: 7 | ncall: 12183 | eff(%): 11.491 | loglstar: -inf < -75.570 < inf | logz: -92.109 +/- 0.393 | dlogz: 49.035 > 0.109
iter: 1401 | bound: 80 | nc: 15 | ncall: 12198 | eff(%): 11.485 | loglstar: -inf < -74.954 < inf | logz: -91.934 +/- 0.393 | dlogz: 48.898 > 0.109
iter: 1402 | bound: 80 | nc: 11 | ncall: 12209 | eff(%): 11.483 | loglstar: -inf < -74.768 < inf | logz: -91.729 +/- 0.394 | dlogz: 48.712 > 0.109
iter: 1403 | bound: 81 | nc: 50 | ncall: 12259 | eff(%): 11.445 | loglstar: -inf < -74.566 < inf | logz: -91.527 +/- 0.395 | dlogz: 48.497 > 0.109
iter: 1404 | bound: 81 | nc: 10 | ncall: 12269 | eff(%): 11.443 | loglstar: -inf < -74.418 < inf | logz: -91.332 +/- 0.396 | dlogz: 48.285 > 0.109
iter: 1405 | bound: 81 | nc: 7 | ncall: 12276 | eff(%): 11.445 | loglstar: -inf < -74.231 < inf | logz: -91.144 +/- 0.396 | dlogz: 48.081 > 0.109
iter: 1406 | bound: 81 | nc: 17 | ncall: 12293 | eff(%): 11.437 | loglstar: -inf < -74.038 < inf | logz: -90.957 +/- 0.396 | dlogz: 47.882 > 0.109
iter: 1407 | bound: 81 | nc: 12 | ncall: 12305 | eff(%): 11.434 | loglstar: -inf < -73.901 < inf | logz: -90.776 +/- 0.397 | dlogz: 47.685 > 0.109
iter: 1408 | bound: 81 | nc: 4 | ncall: 12309 | eff(%): 11.439 | loglstar: -inf < -73.877 < inf | logz: -90.612 +/- 0.397 | dlogz: 47.494 > 0.109
iter: 1409 | bound: 81 | nc: 4 | ncall: 12313 | eff(%): 11.443 | loglstar: -inf < -73.876 < inf | logz: -90.471 +/- 0.396 | dlogz: 47.321 > 0.109
iter: 1410 | bound: 81 | nc: 8 | ncall: 12321 | eff(%): 11.444 | loglstar: -inf < -73.804 < inf | logz: -90.345 +/- 0.396 | dlogz: 47.170 > 0.109
iter: 1411 | bound: 82 | nc: 64 | ncall: 12385 | eff(%): 11.393 | loglstar: -inf < -73.682 < inf | logz: -90.223 +/- 0.396 | dlogz: 47.034 > 0.109
iter: 1412 | bound: 82 | nc: 14 | ncall: 12399 | eff(%): 11.388 | loglstar: -inf < -73.483 < inf | logz: -90.097 +/- 0.396 | dlogz: 46.902 > 0.109
iter: 1413 | bound: 82 | nc: 2 | ncall: 12401 | eff(%): 11.394 | loglstar: -inf < -73.224 < inf | logz: -89.959 +/- 0.395 | dlogz: 46.766 > 0.109
iter: 1414 | bound: 82 | nc: 11 | ncall: 12412 | eff(%): 11.392 | loglstar: -inf < -73.144 < inf | logz: -89.820 +/- 0.395 | dlogz: 46.618 > 0.109
iter: 1415 | bound: 82 | nc: 21 | ncall: 12433 | eff(%): 11.381 | loglstar: -inf < -73.126 < inf | logz: -89.693 +/- 0.395 | dlogz: 46.469 > 0.109
iter: 1416 | bound: 82 | nc: 4 | ncall: 12437 | eff(%): 11.385 | loglstar: -inf < -72.788 < inf | logz: -89.559 +/- 0.395 | dlogz: 46.332 > 0.109
iter: 1417 | bound: 82 | nc: 3 | ncall: 12440 | eff(%): 11.391 | loglstar: -inf < -72.566 < inf | logz: -89.408 +/- 0.395 | dlogz: 46.188 > 0.109
iter: 1418 | bound: 82 | nc: 5 | ncall: 12445 | eff(%): 11.394 | loglstar: -inf < -72.542 < inf | logz: -89.264 +/- 0.396 | dlogz: 46.028 > 0.109
iter: 1419 | bound: 83 | nc: 40 | ncall: 12485 | eff(%): 11.366 | loglstar: -inf < -72.492 < inf | logz: -89.134 +/- 0.396 | dlogz: 45.873 > 0.109
iter: 1420 | bound: 83 | nc: 6 | ncall: 12491 | eff(%): 11.368 | loglstar: -inf < -72.271 < inf | logz: -89.004 +/- 0.395 | dlogz: 45.733 > 0.109
iter: 1421 | bound: 83 | nc: 2 | ncall: 12493 | eff(%): 11.374 | loglstar: -inf < -72.209 < inf | logz: -88.875 +/- 0.395 | dlogz: 45.594 > 0.109
iter: 1422 | bound: 83 | nc: 9 | ncall: 12502 | eff(%): 11.374 | loglstar: -inf < -71.570 < inf | logz: -88.710 +/- 0.396 | dlogz: 45.454 > 0.109
iter: 1423 | bound: 83 | nc: 46 | ncall: 12548 | eff(%): 11.340 | loglstar: -inf < -71.455 < inf | logz: -88.520 +/- 0.397 | dlogz: 45.279 > 0.109
iter: 1424 | bound: 83 | nc: 35 | ncall: 12583 | eff(%): 11.317 | loglstar: -inf < -71.413 < inf | logz: -88.351 +/- 0.397 | dlogz: 45.080 > 0.109
iter: 1425 | bound: 84 | nc: 8 | ncall: 12591 | eff(%): 11.318 | loglstar: -inf < -71.156 < inf | logz: -88.184 +/- 0.397 | dlogz: 44.900 > 0.109
iter: 1426 | bound: 84 | nc: 5 | ncall: 12596 | eff(%): 11.321 | loglstar: -inf < -70.954 < inf | logz: -88.010 +/- 0.398 | dlogz: 44.724 > 0.109
iter: 1427 | bound: 84 | nc: 34 | ncall: 12630 | eff(%): 11.298 | loglstar: -inf < -70.850 < inf | logz: -87.842 +/- 0.398 | dlogz: 44.540 > 0.109
iter: 1428 | bound: 84 | nc: 7 | ncall: 12637 | eff(%): 11.300 | loglstar: -inf < -70.666 < inf | logz: -87.678 +/- 0.398 | dlogz: 44.361 > 0.109
iter: 1429 | bound: 84 | nc: 2 | ncall: 12639 | eff(%): 11.306 | loglstar: -inf < -70.377 < inf | logz: -87.503 +/- 0.398 | dlogz: 44.188 > 0.109
iter: 1430 | bound: 84 | nc: 3 | ncall: 12642 | eff(%): 11.312 | loglstar: -inf < -70.071 < inf | logz: -87.310 +/- 0.399 | dlogz: 44.003 > 0.109
iter: 1431 | bound: 84 | nc: 10 | ncall: 12652 | eff(%): 11.310 | loglstar: -inf < -70.063 < inf | logz: -87.126 +/- 0.399 | dlogz: 43.799 > 0.109
iter: 1432 | bound: 84 | nc: 16 | ncall: 12668 | eff(%): 11.304 | loglstar: -inf < -70.014 < inf | logz: -86.968 +/- 0.399 | dlogz: 43.606 > 0.109
iter: 1433 | bound: 84 | nc: 5 | ncall: 12673 | eff(%): 11.308 | loglstar: -inf < -69.991 < inf | logz: -86.829 +/- 0.399 | dlogz: 43.438 > 0.109
iter: 1434 | bound: 84 | nc: 7 | ncall: 12680 | eff(%): 11.309 | loglstar: -inf < -69.923 < inf | logz: -86.702 +/- 0.399 | dlogz: 43.289 > 0.109
iter: 1435 | bound: 85 | nc: 21 | ncall: 12701 | eff(%): 11.298 | loglstar: -inf < -69.907 < inf | logz: -86.586 +/- 0.398 | dlogz: 43.152 > 0.109
iter: 1436 | bound: 85 | nc: 15 | ncall: 12716 | eff(%): 11.293 | loglstar: -inf < -69.557 < inf | logz: -86.462 +/- 0.398 | dlogz: 43.026 > 0.109
iter: 1437 | bound: 85 | nc: 5 | ncall: 12721 | eff(%): 11.296 | loglstar: -inf < -69.370 < inf | logz: -86.323 +/- 0.398 | dlogz: 42.892 > 0.109
iter: 1438 | bound: 85 | nc: 12 | ncall: 12733 | eff(%): 11.293 | loglstar: -inf < -69.226 < inf | logz: -86.181 +/- 0.398 | dlogz: 42.743 > 0.109
iter: 1439 | bound: 85 | nc: 48 | ncall: 12781 | eff(%): 11.259 | loglstar: -inf < -69.196 < inf | logz: -86.049 +/- 0.398 | dlogz: 42.592 > 0.109
iter: 1440 | bound: 85 | nc: 5 | ncall: 12786 | eff(%): 11.262 | loglstar: -inf < -68.888 < inf | logz: -85.911 +/- 0.398 | dlogz: 42.449 > 0.109
iter: 1441 | bound: 86 | nc: 34 | ncall: 12820 | eff(%): 11.240 | loglstar: -inf < -68.697 < inf | logz: -85.761 +/- 0.398 | dlogz: 42.302 > 0.109
iter: 1442 | bound: 86 | nc: 1 | ncall: 12821 | eff(%): 11.247 | loglstar: -inf < -68.237 < inf | logz: -85.583 +/- 0.399 | dlogz: 42.142 > 0.109
iter: 1443 | bound: 86 | nc: 56 | ncall: 12877 | eff(%): 11.206 | loglstar: -inf < -68.010 < inf | logz: -85.381 +/- 0.400 | dlogz: 41.953 > 0.109
iter: 1444 | bound: 86 | nc: 10 | ncall: 12887 | eff(%): 11.205 | loglstar: -inf < -67.943 < inf | logz: -85.192 +/- 0.400 | dlogz: 41.742 > 0.109
iter: 1445 | bound: 86 | nc: 31 | ncall: 12918 | eff(%): 11.186 | loglstar: -inf < -67.810 < inf | logz: -85.019 +/- 0.401 | dlogz: 41.542 > 0.109
iter: 1446 | bound: 87 | nc: 6 | ncall: 12924 | eff(%): 11.188 | loglstar: -inf < -67.691 < inf | logz: -84.854 +/- 0.401 | dlogz: 41.359 > 0.109
iter: 1447 | bound: 87 | nc: 37 | ncall: 12961 | eff(%): 11.164 | loglstar: -inf < -67.520 < inf | logz: -84.694 +/- 0.401 | dlogz: 41.185 > 0.109
iter: 1448 | bound: 87 | nc: 8 | ncall: 12969 | eff(%): 11.165 | loglstar: -inf < -67.519 < inf | logz: -84.547 +/- 0.401 | dlogz: 41.015 > 0.109
iter: 1449 | bound: 87 | nc: 1 | ncall: 12970 | eff(%): 11.172 | loglstar: -inf < -67.357 < inf | logz: -84.409 +/- 0.401 | dlogz: 40.857 > 0.109
iter: 1450 | bound: 87 | nc: 1 | ncall: 12971 | eff(%): 11.179 | loglstar: -inf < -67.258 < inf | logz: -84.273 +/- 0.400 | dlogz: 40.710 > 0.109
iter: 1451 | bound: 87 | nc: 28 | ncall: 12999 | eff(%): 11.162 | loglstar: -inf < -67.211 < inf | logz: -84.147 +/- 0.400 | dlogz: 44.365 > 0.109
iter: 1452 | bound: 88 | nc: 60 | ncall: 13059 | eff(%): 11.119 | loglstar: -inf < -67.054 < inf | logz: -84.024 +/- 0.400 | dlogz: 44.228 > 0.109
iter: 1453 | bound: 88 | nc: 8 | ncall: 13067 | eff(%): 11.120 | loglstar: -inf < -66.987 < inf | logz: -83.904 +/- 0.400 | dlogz: 44.096 > 0.109
iter: 1454 | bound: 88 | nc: 22 | ncall: 13089 | eff(%): 11.109 | loglstar: -inf < -66.861 < inf | logz: -83.787 +/- 0.400 | dlogz: 43.966 > 0.109
iter: 1455 | bound: 88 | nc: 3 | ncall: 13092 | eff(%): 11.114 | loglstar: -inf < -66.794 < inf | logz: -83.674 +/- 0.399 | dlogz: 43.839 > 0.109
iter: 1456 | bound: 88 | nc: 57 | ncall: 13149 | eff(%): 11.073 | loglstar: -inf < -66.471 < inf | logz: -83.552 +/- 0.399 | dlogz: 43.716 > 0.109
iter: 1457 | bound: 89 | nc: 10 | ncall: 13159 | eff(%): 11.072 | loglstar: -inf < -66.429 < inf | logz: -83.425 +/- 0.399 | dlogz: 43.584 > 0.109
iter: 1458 | bound: 89 | nc: 1 | ncall: 13160 | eff(%): 11.079 | loglstar: -inf < -66.267 < inf | logz: -83.302 +/- 0.399 | dlogz: 43.447 > 0.109
iter: 1459 | bound: 89 | nc: 27 | ncall: 13187 | eff(%): 11.064 | loglstar: -inf < -66.222 < inf | logz: -83.183 +/- 0.399 | dlogz: 43.314 > 0.109
iter: 1460 | bound: 89 | nc: 45 | ncall: 13232 | eff(%): 11.034 | loglstar: -inf < -66.195 < inf | logz: -83.073 +/- 0.399 | dlogz: 43.184 > 0.109
iter: 1461 | bound: 89 | nc: 4 | ncall: 13236 | eff(%): 11.038 | loglstar: -inf < -65.840 < inf | logz: -82.955 +/- 0.399 | dlogz: 43.065 > 0.109
iter: 1462 | bound: 89 | nc: 7 | ncall: 13243 | eff(%): 11.040 | loglstar: -inf < -65.736 < inf | logz: -82.826 +/- 0.399 | dlogz: 42.936 > 0.109
iter: 1463 | bound: 90 | nc: 69 | ncall: 13312 | eff(%): 10.990 | loglstar: -inf < -65.716 < inf | logz: -82.706 +/- 0.399 | dlogz: 42.798 > 0.109
iter: 1464 | bound: 90 | nc: 2 | ncall: 13314 | eff(%): 10.996 | loglstar: -inf < -65.493 < inf | logz: -82.587 +/- 0.399 | dlogz: 42.668 > 0.109
iter: 1465 | bound: 90 | nc: 8 | ncall: 13322 | eff(%): 10.997 | loglstar: -inf < -65.453 < inf | logz: -82.468 +/- 0.399 | dlogz: 42.539 > 0.109
iter: 1466 | bound: 90 | nc: 35 | ncall: 13357 | eff(%): 10.976 | loglstar: -inf < -65.428 < inf | logz: -82.359 +/- 0.399 | dlogz: 42.410 > 0.109
iter: 1467 | bound: 90 | nc: 12 | ncall: 13369 | eff(%): 10.973 | loglstar: -inf < -65.415 < inf | logz: -82.260 +/- 0.399 | dlogz: 42.291 > 0.109
iter: 1468 | bound: 90 | nc: 24 | ncall: 13393 | eff(%): 10.961 | loglstar: -inf < -65.407 < inf | logz: -82.170 +/- 0.399 | dlogz: 42.182 > 0.109
iter: 1469 | bound: 91 | nc: 44 | ncall: 13437 | eff(%): 10.932 | loglstar: -inf < -65.209 < inf | logz: -82.079 +/- 0.399 | dlogz: 42.082 > 0.109
iter: 1470 | bound: 91 | nc: 25 | ncall: 13462 | eff(%): 10.920 | loglstar: -inf < -65.046 < inf | logz: -81.982 +/- 0.399 | dlogz: 41.982 > 0.109
iter: 1471 | bound: 91 | nc: 18 | ncall: 13480 | eff(%): 10.912 | loglstar: -inf < -64.929 < inf | logz: -81.881 +/- 0.399 | dlogz: 42.900 > 0.109
iter: 1472 | bound: 92 | nc: 65 | ncall: 13545 | eff(%): 10.867 | loglstar: -inf < -64.488 < inf | logz: -81.761 +/- 0.399 | dlogz: 42.789 > 0.109
iter: 1473 | bound: 92 | nc: 1 | ncall: 13546 | eff(%): 10.874 | loglstar: -inf < -64.307 < inf | logz: -81.621 +/- 0.399 | dlogz: 42.659 > 0.109
iter: 1474 | bound: 92 | nc: 25 | ncall: 13571 | eff(%): 10.861 | loglstar: -inf < -64.197 < inf | logz: -81.482 +/- 0.400 | dlogz: 42.509 > 0.109
iter: 1475 | bound: 92 | nc: 5 | ncall: 13576 | eff(%): 10.865 | loglstar: -inf < -63.939 < inf | logz: -81.337 +/- 0.400 | dlogz: 42.360 > 0.109
iter: 1476 | bound: 92 | nc: 45 | ncall: 13621 | eff(%): 10.836 | loglstar: -inf < -63.833 < inf | logz: -81.189 +/- 0.401 | dlogz: 42.205 > 0.109
iter: 1477 | bound: 93 | nc: 49 | ncall: 13670 | eff(%): 10.805 | loglstar: -inf < -63.729 < inf | logz: -81.049 +/- 0.401 | dlogz: 42.048 > 0.109
iter: 1478 | bound: 93 | nc: 11 | ncall: 13681 | eff(%): 10.803 | loglstar: -inf < -63.678 < inf | logz: -80.918 +/- 0.401 | dlogz: 41.897 > 0.109
iter: 1479 | bound: 93 | nc: 17 | ncall: 13698 | eff(%): 10.797 | loglstar: -inf < -63.417 < inf | logz: -80.784 +/- 0.401 | dlogz: 41.756 > 0.109
iter: 1480 | bound: 93 | nc: 16 | ncall: 13714 | eff(%): 10.792 | loglstar: -inf < -63.394 < inf | logz: -80.651 +/- 0.402 | dlogz: 41.612 > 0.109
iter: 1481 | bound: 93 | nc: 33 | ncall: 13747 | eff(%): 10.773 | loglstar: -inf < -63.335 < inf | logz: -80.531 +/- 0.402 | dlogz: 41.470 > 0.109
iter: 1482 | bound: 93 | nc: 10 | ncall: 13757 | eff(%): 10.773 | loglstar: -inf < -63.331 < inf | logz: -80.421 +/- 0.402 | dlogz: 41.339 > 0.109
iter: 1483 | bound: 93 | nc: 2 | ncall: 13759 | eff(%): 10.778 | loglstar: -inf < -63.160 < inf | logz: -80.314 +/- 0.401 | dlogz: 41.220 > 0.109
iter: 1484 | bound: 93 | nc: 8 | ncall: 13767 | eff(%): 10.779 | loglstar: -inf < -63.046 < inf | logz: -80.205 +/- 0.401 | dlogz: 41.103 > 0.109
iter: 1485 | bound: 94 | nc: 16 | ncall: 13783 | eff(%): 10.774 | loglstar: -inf < -62.920 < inf | logz: -80.096 +/- 0.401 | dlogz: 40.984 > 0.109
iter: 1486 | bound: 94 | nc: 58 | ncall: 13841 | eff(%): 10.736 | loglstar: -inf < -62.485 < inf | logz: -79.966 +/- 0.402 | dlogz: 40.864 > 0.109
iter: 1487 | bound: 95 | nc: 44 | ncall: 13885 | eff(%): 10.709 | loglstar: -inf < -62.385 < inf | logz: -79.822 +/- 0.402 | dlogz: 40.724 > 0.109
iter: 1488 | bound: 95 | nc: 1 | ncall: 13886 | eff(%): 10.716 | loglstar: -inf < -62.365 < inf | logz: -79.691 +/- 0.402 | dlogz: 40.571 > 0.109
iter: 1489 | bound: 95 | nc: 29 | ncall: 13915 | eff(%): 10.701 | loglstar: -inf < -62.312 < inf | logz: -79.572 +/- 0.402 | dlogz: 40.430 > 0.109
iter: 1490 | bound: 95 | nc: 8 | ncall: 13923 | eff(%): 10.702 | loglstar: -inf < -62.297 < inf | logz: -79.463 +/- 0.402 | dlogz: 40.301 > 0.109
iter: 1491 | bound: 96 | nc: 92 | ncall: 14015 | eff(%): 10.639 | loglstar: -inf < -62.272 < inf | logz: -79.364 +/- 0.402 | dlogz: 40.182 > 0.109
iter: 1492 | bound: 96 | nc: 49 | ncall: 14064 | eff(%): 10.609 | loglstar: -inf < -61.974 < inf | logz: -79.259 +/- 0.402 | dlogz: 40.073 > 0.109
iter: 1493 | bound: 96 | nc: 45 | ncall: 14109 | eff(%): 10.582 | loglstar: -inf < -61.770 < inf | logz: -79.140 +/- 0.402 | dlogz: 39.958 > 0.109
iter: 1494 | bound: 96 | nc: 2 | ncall: 14111 | eff(%): 10.587 | loglstar: -inf < -61.670 < inf | logz: -79.019 +/- 0.402 | dlogz: 39.829 > 0.109
iter: 1495 | bound: 97 | nc: 8 | ncall: 14119 | eff(%): 10.589 | loglstar: -inf < -61.657 < inf | logz: -78.906 +/- 0.402 | dlogz: 39.698 > 0.109
iter: 1496 | bound: 97 | nc: 31 | ncall: 14150 | eff(%): 10.572 | loglstar: -inf < -61.577 < inf | logz: -78.801 +/- 0.402 | dlogz: 39.575 > 0.109
iter: 1497 | bound: 97 | nc: 2 | ncall: 14152 | eff(%): 10.578 | loglstar: -inf < -61.540 < inf | logz: -78.702 +/- 0.402 | dlogz: 39.460 > 0.109
iter: 1498 | bound: 97 | nc: 62 | ncall: 14214 | eff(%): 10.539 | loglstar: -inf < -61.444 < inf | logz: -78.606 +/- 0.402 | dlogz: 39.351 > 0.109
iter: 1499 | bound: 98 | nc: 62 | ncall: 14276 | eff(%): 10.500 | loglstar: -inf < -61.397 < inf | logz: -78.514 +/- 0.402 | dlogz: 39.245 > 0.109
iter: 1500 | bound: 98 | nc: 2 | ncall: 14278 | eff(%): 10.506 | loglstar: -inf < -61.363 < inf | logz: -78.427 +/- 0.402 | dlogz: 39.143 > 0.109
iter: 1501 | bound: 99 | nc: 222 | ncall: 14500 | eff(%): 10.352 | loglstar: -inf < -61.266 < inf | logz: -78.342 +/- 0.402 | dlogz: 39.046 > 0.109
iter: 1502 | bound: 99 | nc: 2 | ncall: 14502 | eff(%): 10.357 | loglstar: -inf < -61.153 < inf | logz: -78.257 +/- 0.402 | dlogz: 38.951 > 0.109
iter: 1503 | bound: 99 | nc: 1 | ncall: 14503 | eff(%): 10.363 | loglstar: -inf < -60.997 < inf | logz: -78.168 +/- 0.401 | dlogz: 38.856 > 0.109
iter: 1504 | bound: 99 | nc: 52 | ncall: 14555 | eff(%): 10.333 | loglstar: -inf < -60.870 < inf | logz: -78.075 +/- 0.401 | dlogz: 38.757 > 0.109
iter: 1505 | bound: 99 | nc: 12 | ncall: 14567 | eff(%): 10.332 | loglstar: -inf < -60.805 < inf | logz: -77.983 +/- 0.401 | dlogz: 38.655 > 0.109
iter: 1506 | bound: 99 | nc: 1 | ncall: 14568 | eff(%): 10.338 | loglstar: -inf < -60.641 < inf | logz: -77.890 +/- 0.402 | dlogz: 38.553 > 0.109
iter: 1507 | bound: 99 | nc: 11 | ncall: 14579 | eff(%): 10.337 | loglstar: -inf < -60.634 < inf | logz: -77.799 +/- 0.402 | dlogz: 38.450 > 0.109
iter: 1508 | bound: 100 | nc: 42 | ncall: 14621 | eff(%): 10.314 | loglstar: -inf < -60.630 < inf | logz: -77.716 +/- 0.401 | dlogz: 38.349 > 0.109
iter: 1509 | bound: 100 | nc: 78 | ncall: 14699 | eff(%): 10.266 | loglstar: -inf < -60.553 < inf | logz: -77.636 +/- 0.401 | dlogz: 38.255 > 0.109
iter: 1510 | bound: 101 | nc: 41 | ncall: 14740 | eff(%): 10.244 | loglstar: -inf < -60.375 < inf | logz: -77.554 +/- 0.401 | dlogz: 38.166 > 0.109
iter: 1511 | bound: 101 | nc: 6 | ncall: 14746 | eff(%): 10.247 | loglstar: -inf < -60.343 < inf | logz: -77.471 +/- 0.401 | dlogz: 38.074 > 0.109
iter: 1512 | bound: 101 | nc: 11 | ncall: 14757 | eff(%): 10.246 | loglstar: -inf < -60.264 < inf | logz: -77.390 +/- 0.401 | dlogz: 37.981 > 0.109
iter: 1513 | bound: 101 | nc: 3 | ncall: 14760 | eff(%): 10.251 | loglstar: -inf < -59.122 < inf | logz: -77.239 +/- 0.402 | dlogz: 37.890 > 0.109
iter: 1514 | bound: 101 | nc: 25 | ncall: 14785 | eff(%): 10.240 | loglstar: -inf < -59.105 < inf | logz: -77.045 +/- 0.404 | dlogz: 37.729 > 0.109
iter: 1515 | bound: 101 | nc: 20 | ncall: 14805 | eff(%): 10.233 | loglstar: -inf < -59.068 < inf | logz: -76.881 +/- 0.405 | dlogz: 37.525 > 0.109
iter: 1516 | bound: 101 | nc: 8 | ncall: 14813 | eff(%): 10.234 | loglstar: -inf < -58.926 < inf | logz: -76.728 +/- 0.406 | dlogz: 37.351 > 0.109
iter: 1517 | bound: 101 | nc: 6 | ncall: 14819 | eff(%): 10.237 | loglstar: -inf < -58.918 < inf | logz: -76.588 +/- 0.406 | dlogz: 37.188 > 0.109
iter: 1518 | bound: 101 | nc: 10 | ncall: 14829 | eff(%): 10.237 | loglstar: -inf < -58.870 < inf | logz: -76.463 +/- 0.406 | dlogz: 37.038 > 0.109
iter: 1519 | bound: 101 | nc: 6 | ncall: 14835 | eff(%): 10.239 | loglstar: -inf < -58.836 < inf | logz: -76.348 +/- 0.406 | dlogz: 36.903 > 0.109
iter: 1520 | bound: 102 | nc: 14 | ncall: 14849 | eff(%): 10.236 | loglstar: -inf < -58.829 < inf | logz: -76.245 +/- 0.406 | dlogz: 36.779 > 0.109
iter: 1521 | bound: 102 | nc: 11 | ncall: 14860 | eff(%): 10.236 | loglstar: -inf < -58.732 < inf | logz: -76.147 +/- 0.406 | dlogz: 36.665 > 0.109
iter: 1522 | bound: 102 | nc: 13 | ncall: 14873 | eff(%): 10.233 | loglstar: -inf < -58.699 < inf | logz: -76.053 +/- 0.406 | dlogz: 36.557 > 0.109
iter: 1523 | bound: 102 | nc: 1 | ncall: 14874 | eff(%): 10.239 | loglstar: -inf < -58.637 < inf | logz: -75.964 +/- 0.405 | dlogz: 36.453 > 0.109
iter: 1524 | bound: 102 | nc: 19 | ncall: 14893 | eff(%): 10.233 | loglstar: -inf < -58.565 < inf | logz: -75.877 +/- 0.405 | dlogz: 36.354 > 0.109
iter: 1525 | bound: 102 | nc: 8 | ncall: 14901 | eff(%): 10.234 | loglstar: -inf < -58.523 < inf | logz: -75.794 +/- 0.405 | dlogz: 36.258 > 0.109
iter: 1526 | bound: 102 | nc: 4 | ncall: 14905 | eff(%): 10.238 | loglstar: -inf < -58.457 < inf | logz: -75.714 +/- 0.405 | dlogz: 36.165 > 0.109
iter: 1527 | bound: 103 | nc: 66 | ncall: 14971 | eff(%): 10.200 | loglstar: -inf < -58.323 < inf | logz: -75.633 +/- 0.405 | dlogz: 36.075 > 0.109
iter: 1528 | bound: 103 | nc: 40 | ncall: 15011 | eff(%): 10.179 | loglstar: -inf < -58.042 < inf | logz: -75.542 +/- 0.405 | dlogz: 35.984 > 0.109
iter: 1529 | bound: 103 | nc: 26 | ncall: 15037 | eff(%): 10.168 | loglstar: -inf < -58.021 < inf | logz: -75.447 +/- 0.405 | dlogz: 35.883 > 0.109
iter: 1530 | bound: 104 | nc: 38 | ncall: 15075 | eff(%): 10.149 | loglstar: -inf < -57.800 < inf | logz: -75.351 +/- 0.405 | dlogz: 35.778 > 0.109
iter: 1531 | bound: 104 | nc: 14 | ncall: 15089 | eff(%): 10.146 | loglstar: -inf < -57.722 < inf | logz: -75.250 +/- 0.405 | dlogz: 35.671 > 0.109
iter: 1532 | bound: 104 | nc: 21 | ncall: 15110 | eff(%): 10.139 | loglstar: -inf < -57.520 < inf | logz: -75.147 +/- 0.405 | dlogz: 35.561 > 0.109
iter: 1533 | bound: 104 | nc: 28 | ncall: 15138 | eff(%): 10.127 | loglstar: -inf < -57.489 < inf | logz: -75.043 +/- 0.405 | dlogz: 35.448 > 0.109
iter: 1534 | bound: 104 | nc: 14 | ncall: 15152 | eff(%): 10.124 | loglstar: -inf < -57.385 < inf | logz: -74.944 +/- 0.405 | dlogz: 35.334 > 0.109
iter: 1535 | bound: 104 | nc: 20 | ncall: 15172 | eff(%): 10.117 | loglstar: -inf < -57.174 < inf | logz: -74.840 +/- 0.405 | dlogz: 35.225 > 0.109
iter: 1536 | bound: 105 | nc: 36 | ncall: 15208 | eff(%): 10.100 | loglstar: -inf < -56.861 < inf | logz: -74.719 +/- 0.406 | dlogz: 35.111 > 0.109
iter: 1537 | bound: 105 | nc: 24 | ncall: 15232 | eff(%): 10.091 | loglstar: -inf < -56.827 < inf | logz: -74.595 +/- 0.406 | dlogz: 34.980 > 0.109
iter: 1538 | bound: 105 | nc: 38 | ncall: 15270 | eff(%): 10.072 | loglstar: -inf < -56.753 < inf | logz: -74.480 +/- 0.406 | dlogz: 34.846 > 0.109
iter: 1539 | bound: 105 | nc: 22 | ncall: 15292 | eff(%): 10.064 | loglstar: -inf < -56.666 < inf | logz: -74.369 +/- 0.406 | dlogz: 34.721 > 0.109
iter: 1540 | bound: 106 | nc: 119 | ncall: 15411 | eff(%): 9.993 | loglstar: -inf < -56.647 < inf | logz: -74.266 +/- 0.407 | dlogz: 34.601 > 0.109
iter: 1541 | bound: 106 | nc: 58 | ncall: 15469 | eff(%): 9.962 | loglstar: -inf < -56.492 < inf | logz: -74.165 +/- 0.407 | dlogz: 34.487 > 0.109
iter: 1542 | bound: 106 | nc: 4 | ncall: 15473 | eff(%): 9.966 | loglstar: -inf < -56.449 < inf | logz: -74.065 +/- 0.407 | dlogz: 34.376 > 0.109
iter: 1543 | bound: 106 | nc: 2 | ncall: 15475 | eff(%): 9.971 | loglstar: -inf < -56.290 < inf | logz: -73.966 +/- 0.407 | dlogz: 34.266 > 0.109
iter: 1544 | bound: 106 | nc: 6 | ncall: 15481 | eff(%): 9.974 | loglstar: -inf < -56.136 < inf | logz: -73.862 +/- 0.407 | dlogz: 34.157 > 0.109
iter: 1545 | bound: 107 | nc: 68 | ncall: 15549 | eff(%): 9.936 | loglstar: -inf < -56.072 < inf | logz: -73.759 +/- 0.407 | dlogz: 34.043 > 0.109
iter: 1546 | bound: 107 | nc: 8 | ncall: 15557 | eff(%): 9.938 | loglstar: -inf < -55.409 < inf | logz: -73.621 +/- 0.407 | dlogz: 33.930 > 0.109
iter: 1547 | bound: 107 | nc: 4 | ncall: 15561 | eff(%): 9.942 | loglstar: -inf < -55.281 < inf | logz: -73.457 +/- 0.408 | dlogz: 33.783 > 0.109
iter: 1548 | bound: 107 | nc: 14 | ncall: 15575 | eff(%): 9.939 | loglstar: -inf < -55.250 < inf | logz: -73.306 +/- 0.409 | dlogz: 33.608 > 0.109
iter: 1549 | bound: 107 | nc: 6 | ncall: 15581 | eff(%): 9.942 | loglstar: -inf < -55.249 < inf | logz: -73.175 +/- 0.409 | dlogz: 33.448 > 0.109
iter: 1550 | bound: 107 | nc: 2 | ncall: 15583 | eff(%): 9.947 | loglstar: -inf < -55.164 < inf | logz: -73.054 +/- 0.409 | dlogz: 33.306 > 0.109
iter: 1551 | bound: 108 | nc: 125 | ncall: 15708 | eff(%): 9.874 | loglstar: -inf < -55.098 < inf | logz: -72.941 +/- 0.409 | dlogz: 33.176 > 0.109
iter: 1552 | bound: 108 | nc: 86 | ncall: 15794 | eff(%): 9.827 | loglstar: -inf < -55.086 < inf | logz: -72.835 +/- 0.409 | dlogz: 33.052 > 0.109
iter: 1553 | bound: 109 | nc: 96 | ncall: 15890 | eff(%): 9.773 | loglstar: -inf < -55.069 < inf | logz: -72.740 +/- 0.409 | dlogz: 32.937 > 0.109
iter: 1554 | bound: 110 | nc: 147 | ncall: 16037 | eff(%): 9.690 | loglstar: -inf < -54.974 < inf | logz: -72.649 +/- 0.409 | dlogz: 32.832 > 0.109
iter: 1555 | bound: 110 | nc: 53 | ncall: 16090 | eff(%): 9.664 | loglstar: -inf < -54.732 < inf | logz: -72.551 +/- 0.409 | dlogz: 32.731 > 0.109
iter: 1556 | bound: 111 | nc: 198 | ncall: 16288 | eff(%): 9.553 | loglstar: -inf < -54.699 < inf | logz: -72.451 +/- 0.409 | dlogz: 32.623 > 0.109
iter: 1557 | bound: 111 | nc: 15 | ncall: 16303 | eff(%): 9.550 | loglstar: -inf < -54.429 < inf | logz: -72.346 +/- 0.409 | dlogz: 32.513 > 0.109
iter: 1558 | bound: 111 | nc: 21 | ncall: 16324 | eff(%): 9.544 | loglstar: -inf < -54.250 < inf | logz: -72.230 +/- 0.409 | dlogz: 32.398 > 0.109
iter: 1559 | bound: 111 | nc: 23 | ncall: 16347 | eff(%): 9.537 | loglstar: -inf < -54.172 < inf | logz: -72.114 +/- 0.409 | dlogz: 32.272 > 0.109
iter: 1560 | bound: 112 | nc: 116 | ncall: 16463 | eff(%): 9.476 | loglstar: -inf < -54.120 < inf | logz: -72.005 +/- 0.409 | dlogz: 32.147 > 0.109
iter: 1561 | bound: 112 | nc: 6 | ncall: 16469 | eff(%): 9.478 | loglstar: -inf < -53.980 < inf | logz: -71.898 +/- 0.410 | dlogz: 32.027 > 0.109
iter: 1562 | bound: 112 | nc: 14 | ncall: 16483 | eff(%): 9.476 | loglstar: -inf < -53.912 < inf | logz: -71.792 +/- 0.410 | dlogz: 31.910 > 0.109
iter: 1563 | bound: 112 | nc: 8 | ncall: 16491 | eff(%): 9.478 | loglstar: -inf < -53.853 < inf | logz: -71.692 +/- 0.410 | dlogz: 31.795 > 0.109
iter: 1564 | bound: 112 | nc: 8 | ncall: 16499 | eff(%): 9.479 | loglstar: -inf < -53.799 < inf | logz: -71.596 +/- 0.410 | dlogz: 31.684 > 0.109
iter: 1565 | bound: 112 | nc: 8 | ncall: 16507 | eff(%): 9.481 | loglstar: -inf < -53.754 < inf | logz: -71.506 +/- 0.409 | dlogz: 31.579 > 0.109
iter: 1566 | bound: 112 | nc: 5 | ncall: 16512 | eff(%): 9.484 | loglstar: -inf < -53.645 < inf | logz: -71.417 +/- 0.409 | dlogz: 31.478 > 0.109
iter: 1567 | bound: 112 | nc: 5 | ncall: 16517 | eff(%): 9.487 | loglstar: -inf < -53.515 < inf | logz: -71.327 +/- 0.409 | dlogz: 31.380 > 0.109
iter: 1568 | bound: 113 | nc: 67 | ncall: 16584 | eff(%): 9.455 | loglstar: -inf < -53.337 < inf | logz: -71.232 +/- 0.409 | dlogz: 31.280 > 0.109
iter: 1569 | bound: 113 | nc: 75 | ncall: 16659 | eff(%): 9.418 | loglstar: -inf < -53.202 < inf | logz: -71.132 +/- 0.409 | dlogz: 31.174 > 0.109
iter: 1570 | bound: 114 | nc: 102 | ncall: 16761 | eff(%): 9.367 | loglstar: -inf < -53.013 < inf | logz: -71.026 +/- 0.410 | dlogz: 31.064 > 0.109
iter: 1571 | bound: 114 | nc: 29 | ncall: 16790 | eff(%): 9.357 | loglstar: -inf < -52.911 < inf | logz: -70.918 +/- 0.410 | dlogz: 30.949 > 0.109
iter: 1572 | bound: 115 | nc: 119 | ncall: 16909 | eff(%): 9.297 | loglstar: -inf < -52.884 < inf | logz: -70.816 +/- 0.410 | dlogz: 30.831 > 0.109
iter: 1573 | bound: 115 | nc: 49 | ncall: 16958 | eff(%): 9.276 | loglstar: -inf < -52.832 < inf | logz: -70.720 +/- 0.410 | dlogz: 30.719 > 0.109
iter: 1574 | bound: 115 | nc: 8 | ncall: 16966 | eff(%): 9.277 | loglstar: -inf < -52.814 < inf | logz: -70.631 +/- 0.410 | dlogz: 30.613 > 0.109
iter: 1575 | bound: 115 | nc: 29 | ncall: 16995 | eff(%): 9.267 | loglstar: -inf < -52.580 < inf | logz: -70.538 +/- 0.410 | dlogz: 30.514 > 0.109
iter: 1576 | bound: 116 | nc: 36 | ncall: 17031 | eff(%): 9.254 | loglstar: -inf < -52.452 < inf | logz: -70.439 +/- 0.410 | dlogz: 30.412 > 0.109
iter: 1577 | bound: 117 | nc: 215 | ncall: 17246 | eff(%): 9.144 | loglstar: -inf < -52.265 < inf | logz: -70.335 +/- 0.410 | dlogz: 30.303 > 0.109
iter: 1578 | bound: 118 | nc: 233 | ncall: 17479 | eff(%): 9.028 | loglstar: -inf < -52.133 < inf | logz: -70.227 +/- 0.410 | dlogz: 30.189 > 0.109
iter: 1579 | bound: 118 | nc: 23 | ncall: 17502 | eff(%): 9.022 | loglstar: -inf < -51.988 < inf | logz: -70.117 +/- 0.411 | dlogz: 30.070 > 0.109
iter: 1580 | bound: 119 | nc: 196 | ncall: 17698 | eff(%): 8.928 | loglstar: -inf < -51.819 < inf | logz: -70.002 +/- 0.411 | dlogz: 29.950 > 0.109
iter: 1581 | bound: 119 | nc: 28 | ncall: 17726 | eff(%): 8.919 | loglstar: -inf < -51.730 < inf | logz: -69.888 +/- 0.411 | dlogz: 29.826 > 0.109
iter: 1582 | bound: 119 | nc: 7 | ncall: 17733 | eff(%): 8.921 | loglstar: -inf < -51.686 < inf | logz: -69.779 +/- 0.411 | dlogz: 29.701 > 0.109
iter: 1583 | bound: 119 | nc: 57 | ncall: 17790 | eff(%): 8.898 | loglstar: -inf < -51.681 < inf | logz: -69.680 +/- 0.411 | dlogz: 29.583 > 0.109
iter: 1584 | bound: 120 | nc: 16 | ncall: 17806 | eff(%): 8.896 | loglstar: -inf < -51.615 < inf | logz: -69.587 +/- 0.411 | dlogz: 29.473 > 0.109
iter: 1585 | bound: 120 | nc: 32 | ncall: 17838 | eff(%): 8.886 | loglstar: -inf < -51.550 < inf | logz: -69.498 +/- 0.411 | dlogz: 29.371 > 0.109
iter: 1586 | bound: 121 | nc: 108 | ncall: 17946 | eff(%): 8.838 | loglstar: -inf < -51.181 < inf | logz: -69.397 +/- 0.411 | dlogz: 29.272 > 0.109
iter: 1587 | bound: 121 | nc: 3 | ncall: 17949 | eff(%): 8.842 | loglstar: -inf < -51.172 < inf | logz: -69.289 +/- 0.412 | dlogz: 29.160 > 0.109
iter: 1588 | bound: 121 | nc: 20 | ncall: 17969 | eff(%): 8.837 | loglstar: -inf < -51.150 < inf | logz: -69.192 +/- 0.412 | dlogz: 30.363 > 0.109
iter: 1589 | bound: 121 | nc: 9 | ncall: 17978 | eff(%): 8.839 | loglstar: -inf < -50.856 < inf | logz: -69.088 +/- 0.412 | dlogz: 30.256 > 0.109
iter: 1590 | bound: 121 | nc: 56 | ncall: 18034 | eff(%): 8.817 | loglstar: -inf < -50.837 < inf | logz: -68.982 +/- 0.412 | dlogz: 30.142 > 0.109
iter: 1591 | bound: 122 | nc: 105 | ncall: 18139 | eff(%): 8.771 | loglstar: -inf < -50.795 < inf | logz: -68.883 +/- 0.412 | dlogz: 30.026 > 0.109
iter: 1592 | bound: 123 | nc: 176 | ncall: 18315 | eff(%): 8.692 | loglstar: -inf < -50.752 < inf | logz: -68.791 +/- 0.412 | dlogz: 29.917 > 0.109
iter: 1593 | bound: 124 | nc: 114 | ncall: 18429 | eff(%): 8.644 | loglstar: -inf < -50.501 < inf | logz: -68.694 +/- 0.412 | dlogz: 29.815 > 0.109
iter: 1594 | bound: 124 | nc: 99 | ncall: 18528 | eff(%): 8.603 | loglstar: -inf < -50.484 < inf | logz: -68.595 +/- 0.412 | dlogz: 29.708 > 0.109
iter: 1595 | bound: 125 | nc: 67 | ncall: 18595 | eff(%): 8.578 | loglstar: -inf < -50.187 < inf | logz: -68.491 +/- 0.412 | dlogz: 29.599 > 0.109
iter: 1596 | bound: 125 | nc: 17 | ncall: 18612 | eff(%): 8.575 | loglstar: -inf < -50.011 < inf | logz: -68.374 +/- 0.413 | dlogz: 29.485 > 0.109
iter: 1597 | bound: 125 | nc: 44 | ncall: 18656 | eff(%): 8.560 | loglstar: -inf < -49.820 < inf | logz: -68.251 +/- 0.413 | dlogz: 29.358 > 0.109
iter: 1598 | bound: 125 | nc: 34 | ncall: 18690 | eff(%): 8.550 | loglstar: -inf < -49.726 < inf | logz: -68.127 +/- 0.414 | dlogz: 29.225 > 0.109
iter: 1599 | bound: 126 | nc: 358 | ncall: 19048 | eff(%): 8.395 | loglstar: -inf < -49.642 < inf | logz: -68.009 +/- 0.414 | dlogz: 29.092 > 0.109
iter: 1600 | bound: 127 | nc: 614 | ncall: 19662 | eff(%): 8.138 | loglstar: -inf < -49.572 < inf | logz: -67.896 +/- 0.414 | dlogz: 28.963 > 0.109
iter: 1601 | bound: 128 | nc: 199 | ncall: 19861 | eff(%): 8.061 | loglstar: -inf < -48.557 < inf | logz: -67.708 +/- 0.415 | dlogz: 28.840 > 0.109
iter: 1602 | bound: 129 | nc: 183 | ncall: 20044 | eff(%): 7.992 | loglstar: -inf < -48.541 < inf | logz: -67.485 +/- 0.417 | dlogz: 28.643 > 0.109
iter: 1603 | bound: 130 | nc: 180 | ncall: 20224 | eff(%): 7.926 | loglstar: -inf < -48.295 < inf | logz: -67.280 +/- 0.418 | dlogz: 28.410 > 0.109
iter: 1604 | bound: 131 | nc: 298 | ncall: 20522 | eff(%): 7.816 | loglstar: -inf < -48.220 < inf | logz: -67.086 +/- 0.419 | dlogz: 28.195 > 0.109
iter: 1605 | bound: 131 | nc: 5 | ncall: 20527 | eff(%): 7.819 | loglstar: -inf < -48.036 < inf | logz: -66.905 +/- 0.419 | dlogz: 27.991 > 0.109
iter: 1606 | bound: 132 | nc: 123 | ncall: 20650 | eff(%): 7.777 | loglstar: -inf < -47.976 < inf | logz: -66.735 +/- 0.420 | dlogz: 27.799 > 0.109
iter: 1607 | bound: 132 | nc: 9 | ncall: 20659 | eff(%): 7.779 | loglstar: -inf < -47.959 < inf | logz: -66.586 +/- 0.420 | dlogz: 27.620 > 0.109
iter: 1608 | bound: 132 | nc: 54 | ncall: 20713 | eff(%): 7.763 | loglstar: -inf < -47.643 < inf | logz: -66.434 +/- 0.420 | dlogz: 27.461 > 0.109
iter: 1609 | bound: 132 | nc: 5 | ncall: 20718 | eff(%): 7.766 | loglstar: -inf < -47.426 < inf | logz: -66.268 +/- 0.420 | dlogz: 27.299 > 0.109
iter: 1610 | bound: 133 | nc: 38 | ncall: 20756 | eff(%): 7.757 | loglstar: -inf < -47.271 < inf | logz: -66.100 +/- 0.420 | dlogz: 27.123 > 0.109
iter: 1611 | bound: 133 | nc: 34 | ncall: 20790 | eff(%): 7.749 | loglstar: -inf < -47.219 < inf | logz: -65.944 +/- 0.420 | dlogz: 26.945 > 0.109
iter: 1612 | bound: 133 | nc: 6 | ncall: 20796 | eff(%): 7.751 | loglstar: -inf < -47.161 < inf | logz: -65.804 +/- 0.420 | dlogz: 26.779 > 0.109
iter: 1613 | bound: 133 | nc: 5 | ncall: 20801 | eff(%): 7.754 | loglstar: -inf < -47.063 < inf | logz: -65.672 +/- 0.420 | dlogz: 26.629 > 0.109
iter: 1614 | bound: 133 | nc: 5 | ncall: 20806 | eff(%): 7.757 | loglstar: -inf < -47.006 < inf | logz: -65.548 +/- 0.420 | dlogz: 26.487 > 0.109
iter: 1615 | bound: 133 | nc: 47 | ncall: 20853 | eff(%): 7.745 | loglstar: -inf < -46.588 < inf | logz: -65.409 +/- 0.420 | dlogz: 26.354 > 0.109
iter: 1616 | bound: 134 | nc: 10 | ncall: 20863 | eff(%): 7.746 | loglstar: -inf < -46.508 < inf | logz: -65.259 +/- 0.420 | dlogz: 26.204 > 0.109
iter: 1617 | bound: 135 | nc: 121 | ncall: 20984 | eff(%): 7.706 | loglstar: -inf < -46.504 < inf | logz: -65.125 +/- 0.420 | dlogz: 26.045 > 0.109
iter: 1618 | bound: 135 | nc: 29 | ncall: 21013 | eff(%): 7.700 | loglstar: -inf < -46.472 < inf | logz: -65.006 +/- 0.420 | dlogz: 25.901 > 0.109
iter: 1619 | bound: 135 | nc: 20 | ncall: 21033 | eff(%): 7.697 | loglstar: -inf < -46.454 < inf | logz: -64.898 +/- 0.419 | dlogz: 25.772 > 0.109
iter: 1620 | bound: 135 | nc: 11 | ncall: 21044 | eff(%): 7.698 | loglstar: -inf < -46.279 < inf | logz: -64.792 +/- 0.419 | dlogz: 25.654 > 0.109
iter: 1621 | bound: 136 | nc: 43 | ncall: 21087 | eff(%): 7.687 | loglstar: -inf < -46.067 < inf | logz: -64.678 +/- 0.419 | dlogz: 25.538 > 0.109
iter: 1622 | bound: 136 | nc: 6 | ncall: 21093 | eff(%): 7.690 | loglstar: -inf < -45.923 < inf | logz: -64.558 +/- 0.419 | dlogz: 25.413 > 0.109
iter: 1623 | bound: 136 | nc: 83 | ncall: 21176 | eff(%): 7.664 | loglstar: -inf < -45.773 < inf | logz: -64.436 +/- 0.419 | dlogz: 25.283 > 0.109
iter: 1624 | bound: 137 | nc: 14 | ncall: 21190 | eff(%): 7.664 | loglstar: -inf < -45.609 < inf | logz: -64.311 +/- 0.419 | dlogz: 25.151 > 0.109
iter: 1625 | bound: 137 | nc: 59 | ncall: 21249 | eff(%): 7.647 | loglstar: -inf < -45.414 < inf | logz: -64.180 +/- 0.419 | dlogz: 25.016 > 0.109
iter: 1626 | bound: 137 | nc: 27 | ncall: 21276 | eff(%): 7.642 | loglstar: -inf < -45.381 < inf | logz: -64.053 +/- 0.419 | dlogz: 24.876 > 0.109
iter: 1627 | bound: 138 | nc: 55 | ncall: 21331 | eff(%): 7.627 | loglstar: -inf < -45.013 < inf | logz: -63.917 +/- 0.420 | dlogz: 24.739 > 0.109
iter: 1628 | bound: 138 | nc: 27 | ncall: 21358 | eff(%): 7.622 | loglstar: -inf < -44.972 < inf | logz: -63.775 +/- 0.420 | dlogz: 24.593 > 0.109
iter: 1629 | bound: 139 | nc: 84 | ncall: 21442 | eff(%): 7.597 | loglstar: -inf < -44.863 < inf | logz: -63.642 +/- 0.420 | dlogz: 24.441 > 0.109
iter: 1630 | bound: 140 | nc: 115 | ncall: 21557 | eff(%): 7.561 | loglstar: -inf < -44.714 < inf | logz: -63.512 +/- 0.420 | dlogz: 24.298 > 0.109
iter: 1631 | bound: 141 | nc: 132 | ncall: 21689 | eff(%): 7.520 | loglstar: -inf < -44.709 < inf | logz: -63.389 +/- 0.420 | dlogz: 27.365 > 0.109
iter: 1632 | bound: 141 | nc: 70 | ncall: 21759 | eff(%): 7.500 | loglstar: -inf < -44.707 < inf | logz: -63.280 +/- 0.420 | dlogz: 27.232 > 0.109
iter: 1633 | bound: 141 | nc: 8 | ncall: 21767 | eff(%): 7.502 | loglstar: -inf < -44.655 < inf | logz: -63.180 +/- 0.420 | dlogz: 27.114 > 0.109
iter: 1634 | bound: 142 | nc: 119 | ncall: 21886 | eff(%): 7.466 | loglstar: -inf < -44.643 < inf | logz: -63.088 +/- 0.419 | dlogz: 27.004 > 0.109
iter: 1635 | bound: 143 | nc: 295 | ncall: 22181 | eff(%): 7.371 | loglstar: -inf < -44.565 < inf | logz: -63.000 +/- 0.419 | dlogz: 26.901 > 0.109
iter: 1636 | bound: 144 | nc: 112 | ncall: 22293 | eff(%): 7.339 | loglstar: -inf < -44.539 < inf | logz: -62.916 +/- 0.419 | dlogz: 26.804 > 0.109
iter: 1637 | bound: 144 | nc: 28 | ncall: 22321 | eff(%): 7.334 | loglstar: -inf < -44.519 < inf | logz: -62.838 +/- 0.419 | dlogz: 26.710 > 0.109
iter: 1638 | bound: 145 | nc: 169 | ncall: 22490 | eff(%): 7.283 | loglstar: -inf < -44.450 < inf | logz: -62.762 +/- 0.418 | dlogz: 26.621 > 0.109
iter: 1639 | bound: 146 | nc: 276 | ncall: 22766 | eff(%): 7.199 | loglstar: -inf < -44.399 < inf | logz: -62.689 +/- 0.418 | dlogz: 26.536 > 0.109
iter: 1640 | bound: 147 | nc: 196 | ncall: 22962 | eff(%): 7.142 | loglstar: -inf < -44.396 < inf | logz: -62.620 +/- 0.418 | dlogz: 26.453 > 0.109
iter: 1641 | bound: 148 | nc: 143 | ncall: 23105 | eff(%): 7.102 | loglstar: -inf < -44.321 < inf | logz: -62.553 +/- 0.418 | dlogz: 26.374 > 0.109
iter: 1642 | bound: 149 | nc: 145 | ncall: 23250 | eff(%): 7.062 | loglstar: -inf < -44.227 < inf | logz: -62.485 +/- 0.417 | dlogz: 26.297 > 0.109
iter: 1643 | bound: 149 | nc: 4 | ncall: 23254 | eff(%): 7.065 | loglstar: -inf < -44.167 < inf | logz: -62.418 +/- 0.417 | dlogz: 26.220 > 0.109
iter: 1644 | bound: 150 | nc: 258 | ncall: 23512 | eff(%): 6.992 | loglstar: -inf < -44.085 < inf | logz: -62.351 +/- 0.417 | dlogz: 26.142 > 0.109
iter: 1645 | bound: 150 | nc: 66 | ncall: 23578 | eff(%): 6.977 | loglstar: -inf < -44.056 < inf | logz: -62.286 +/- 0.417 | dlogz: 26.065 > 0.109
iter: 1646 | bound: 151 | nc: 41 | ncall: 23619 | eff(%): 6.969 | loglstar: -inf < -43.940 < inf | logz: -62.220 +/- 0.417 | dlogz: 25.990 > 0.109
iter: 1647 | bound: 151 | nc: 54 | ncall: 23673 | eff(%): 6.957 | loglstar: -inf < -43.872 < inf | logz: -62.154 +/- 0.417 | dlogz: 25.915 > 0.109 /home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 1648 | bound: 152 | nc: 114 | ncall: 23787 | eff(%): 6.928 | loglstar: -inf < -43.774 < inf | logz: -62.087 +/- 0.417 | dlogz: 25.838 > 0.109
iter: 1649 | bound: 152 | nc: 85 | ncall: 23872 | eff(%): 6.908 | loglstar: -inf < -43.697 < inf | logz: -62.019 +/- 0.416 | dlogz: 25.762 > 0.109
iter: 1650 | bound: 153 | nc: 3156 | ncall: 27028 | eff(%): 6.105 | loglstar: -inf < -43.695 < inf | logz: -61.954 +/- 0.416 | dlogz: 25.684 > 0.109
iter: 1651 | bound: 153 | nc: 27 | ncall: 27055 | eff(%): 6.102 | loglstar: -inf < -43.630 < inf | logz: -61.892 +/- 0.416 | dlogz: 25.609 > 0.109
iter: 1652 | bound: 154 | nc: 203 | ncall: 27258 | eff(%): 6.061 | loglstar: -inf < -43.343 < inf | logz: -61.822 +/- 0.416 | dlogz: 25.537 > 0.109
iter: 1653 | bound: 154 | nc: 7 | ncall: 27265 | eff(%): 6.063 | loglstar: -inf < -43.321 < inf | logz: -61.748 +/- 0.416 | dlogz: 31.598 > 0.109
iter: 1654 | bound: 155 | nc: 151 | ncall: 27416 | eff(%): 6.033 | loglstar: -inf < -43.305 < inf | logz: -61.678 +/- 0.416 | dlogz: 31.514 > 0.109
iter: 1655 | bound: 156 | nc: 146 | ncall: 27562 | eff(%): 6.005 | loglstar: -inf < -43.055 < inf | logz: -61.604 +/- 0.416 | dlogz: 31.434 > 0.109
iter: 1656 | bound: 157 | nc: 233 | ncall: 27795 | eff(%): 5.958 | loglstar: -inf < -43.005 < inf | logz: -61.526 +/- 0.416 | dlogz: 31.351 > 0.109
iter: 1657 | bound: 158 | nc: 343 | ncall: 28138 | eff(%): 5.889 | loglstar: -inf < -42.895 < inf | logz: -61.448 +/- 0.416 | dlogz: 31.262 > 0.109
iter: 1658 | bound: 159 | nc: 427 | ncall: 28565 | eff(%): 5.804 | loglstar: -inf < -42.828 < inf | logz: -61.370 +/- 0.417 | dlogz: 31.175 > 0.109
iter: 1659 | bound: 160 | nc: 3112 | ncall: 31677 | eff(%): 5.237 | loglstar: -inf < -42.760 < inf | logz: -61.294 +/- 0.417 | dlogz: 31.087 > 0.109
iter: 1660 | bound: 160 | nc: 51 | ncall: 31728 | eff(%): 5.232 | loglstar: -inf < -42.723 < inf | logz: -61.220 +/- 0.417 | dlogz: 31.001 > 0.109
iter: 1661 | bound: 161 | nc: 179 | ncall: 31907 | eff(%): 5.206 | loglstar: -inf < -42.273 < inf | logz: -61.132 +/- 0.417 | dlogz: 30.917 > 0.109
iter: 1662 | bound: 162 | nc: 1224 | ncall: 33131 | eff(%): 5.016 | loglstar: -inf < -42.076 < inf | logz: -61.025 +/- 0.418 | dlogz: 30.819 > 0.109
iter: 1663 | bound: 163 | nc: 100 | ncall: 33231 | eff(%): 5.004 | loglstar: -inf < -42.049 < inf | logz: -60.919 +/- 0.418 | dlogz: 30.702 > 0.109
iter: 1664 | bound: 163 | nc: 43 | ncall: 33274 | eff(%): 5.001 | loglstar: -inf < -41.984 < inf | logz: -60.820 +/- 0.418 | dlogz: 30.586 > 0.109
iter: 1665 | bound: 163 | nc: 18 | ncall: 33292 | eff(%): 5.001 | loglstar: -inf < -41.758 < inf | logz: -60.717 +/- 0.419 | dlogz: 30.477 > 0.109
iter: 1666 | bound: 164 | nc: 276 | ncall: 33568 | eff(%): 4.963 | loglstar: -inf < -41.663 < inf | logz: -60.609 +/- 0.419 | dlogz: 30.363 > 0.109
iter: 1667 | bound: 164 | nc: 81 | ncall: 33649 | eff(%): 4.954 | loglstar: -inf < -41.641 < inf | logz: -60.507 +/- 0.419 | dlogz: 30.246 > 0.109
iter: 1668 | bound: 164 | nc: 4 | ncall: 33653 | eff(%): 4.956 | loglstar: -inf < -41.605 < inf | logz: -60.413 +/- 0.420 | dlogz: 30.134 > 0.109
iter: 1669 | bound: 165 | nc: 124 | ncall: 33777 | eff(%): 4.941 | loglstar: -inf < -41.599 < inf | logz: -60.327 +/- 0.420 | dlogz: 30.031 > 0.109
iter: 1670 | bound: 166 | nc: 420 | ncall: 34197 | eff(%): 4.883 | loglstar: -inf < -41.596 < inf | logz: -60.247 +/- 0.420 | dlogz: 29.934 > 0.109
iter: 1671 | bound: 167 | nc: 1290 | ncall: 35487 | eff(%): 4.709 | loglstar: -inf < -41.575 < inf | logz: -60.174 +/- 0.420 | dlogz: 29.844 > 0.109
iter: 1672 | bound: 167 | nc: 6 | ncall: 35493 | eff(%): 4.711 | loglstar: -inf < -41.570 < inf | logz: -60.105 +/- 0.419 | dlogz: 29.761 > 0.109
iter: 1673 | bound: 168 | nc: 356 | ncall: 35849 | eff(%): 4.667 | loglstar: -inf < -41.187 < inf | logz: -60.026 +/- 0.420 | dlogz: 29.682 > 0.109
iter: 1674 | bound: 169 | nc: 394 | ncall: 36243 | eff(%): 4.619 | loglstar: -inf < -41.073 < inf | logz: -59.937 +/- 0.420 | dlogz: 29.594 > 0.109
iter: 1675 | bound: 170 | nc: 353 | ncall: 36596 | eff(%): 4.577 | loglstar: -inf < -41.071 < inf | logz: -59.850 +/- 0.420 | dlogz: 29.494 > 0.109
iter: 1676 | bound: 170 | nc: 30 | ncall: 36626 | eff(%): 4.576 | loglstar: -inf < -40.980 < inf | logz: -59.768 +/- 0.420 | dlogz: 29.398 > 0.109
iter: 1677 | bound: 170 | nc: 6 | ncall: 36632 | eff(%): 4.578 | loglstar: -inf < -40.929 < inf | logz: -59.687 +/- 0.420 | dlogz: 29.305 > 0.109
iter: 1678 | bound: 171 | nc: 126 | ncall: 36758 | eff(%): 4.565 | loglstar: -inf < -40.791 < inf | logz: -59.606 +/- 0.420 | dlogz: 29.215 > 0.109
iter: 1679 | bound: 171 | nc: 11 | ncall: 36769 | eff(%): 4.566 | loglstar: -inf < -40.729 < inf | logz: -59.525 +/- 0.420 | dlogz: 29.124 > 0.109
iter: 1680 | bound: 172 | nc: 284 | ncall: 37053 | eff(%): 4.534 | loglstar: -inf < -40.656 < inf | logz: -59.445 +/- 0.420 | dlogz: 29.032 > 0.109
iter: 1681 | bound: 173 | nc: 165 | ncall: 37218 | eff(%): 4.517 | loglstar: -inf < -40.646 < inf | logz: -59.369 +/- 0.420 | dlogz: 28.943 > 0.109
iter: 1682 | bound: 173 | nc: 24 | ncall: 37242 | eff(%): 4.516 | loglstar: -inf < -40.622 < inf | logz: -59.298 +/- 0.420 | dlogz: 28.857 > 0.109
iter: 1683 | bound: 173 | nc: 22 | ncall: 37264 | eff(%): 4.516 | loglstar: -inf < -40.611 < inf | logz: -59.231 +/- 0.420 | dlogz: 28.776 > 0.109
iter: 1684 | bound: 173 | nc: 50 | ncall: 37314 | eff(%): 4.513 | loglstar: -inf < -40.580 < inf | logz: -59.167 +/- 0.420 | dlogz: 28.699 > 0.109
iter: 1685 | bound: 173 | nc: 2 | ncall: 37316 | eff(%): 4.515 | loglstar: -inf < -40.488 < inf | logz: -59.105 +/- 0.420 | dlogz: 28.625 > 0.109
iter: 1686 | bound: 174 | nc: 83 | ncall: 37399 | eff(%): 4.508 | loglstar: -inf < -40.410 < inf | logz: -59.041 +/- 0.420 | dlogz: 28.553 > 0.109
iter: 1687 | bound: 174 | nc: 60 | ncall: 37459 | eff(%): 4.504 | loglstar: -inf < -40.338 < inf | logz: -58.978 +/- 0.420 | dlogz: 28.479 > 0.109
iter: 1688 | bound: 175 | nc: 131 | ncall: 37590 | eff(%): 4.491 | loglstar: -inf < -40.225 < inf | logz: -58.913 +/- 0.420 | dlogz: 28.406 > 0.109
iter: 1689 | bound: 175 | nc: 13 | ncall: 37603 | eff(%): 4.492 | loglstar: -inf < -40.133 < inf | logz: -58.846 +/- 0.420 | dlogz: 28.331 > 0.109
iter: 1690 | bound: 175 | nc: 3 | ncall: 37606 | eff(%): 4.494 | loglstar: -inf < -40.078 < inf | logz: -58.780 +/- 0.420 | dlogz: 28.254 > 0.109
iter: 1691 | bound: 175 | nc: 10 | ncall: 37616 | eff(%): 4.495 | loglstar: -inf < -40.000 < inf | logz: -58.714 +/- 0.420 | dlogz: 28.178 > 0.109
iter: 1692 | bound: 175 | nc: 28 | ncall: 37644 | eff(%): 4.495 | loglstar: -inf < -39.881 < inf | logz: -58.647 +/- 0.420 | dlogz: 28.102 > 0.109
iter: 1693 | bound: 175 | nc: 33 | ncall: 37677 | eff(%): 4.493 | loglstar: -inf < -39.592 < inf | logz: -58.570 +/- 0.420 | dlogz: 28.025 > 0.109
iter: 1694 | bound: 175 | nc: 3 | ncall: 37680 | eff(%): 4.496 | loglstar: -inf < -39.580 < inf | logz: -58.490 +/- 0.420 | dlogz: 27.939 > 0.109
iter: 1695 | bound: 176 | nc: 73 | ncall: 37753 | eff(%): 4.490 | loglstar: -inf < -39.092 < inf | logz: -58.393 +/- 0.421 | dlogz: 27.848 > 0.109
iter: 1696 | bound: 176 | nc: 55 | ncall: 37808 | eff(%): 4.486 | loglstar: -inf < -39.072 < inf | logz: -58.285 +/- 0.421 | dlogz: 27.741 > 0.109
iter: 1697 | bound: 177 | nc: 60 | ncall: 37868 | eff(%): 4.481 | loglstar: -inf < -39.063 < inf | logz: -58.187 +/- 0.422 | dlogz: 27.623 > 0.109
iter: 1698 | bound: 177 | nc: 7 | ncall: 37875 | eff(%): 4.483 | loglstar: -inf < -38.768 < inf | logz: -58.084 +/- 0.422 | dlogz: 27.515 > 0.109
iter: 1699 | bound: 177 | nc: 41 | ncall: 37916 | eff(%): 4.481 | loglstar: -inf < -38.698 < inf | logz: -57.974 +/- 0.422 | dlogz: 27.402 > 0.109
iter: 1700 | bound: 177 | nc: 5 | ncall: 37921 | eff(%): 4.483 | loglstar: -inf < -38.679 < inf | logz: -57.873 +/- 0.423 | dlogz: 27.283 > 0.109
iter: 1701 | bound: 177 | nc: 16 | ncall: 37937 | eff(%): 4.484 | loglstar: -inf < -38.501 < inf | logz: -57.772 +/- 0.423 | dlogz: 27.171 > 0.109
iter: 1702 | bound: 177 | nc: 5 | ncall: 37942 | eff(%): 4.486 | loglstar: -inf < -38.443 < inf | logz: -57.671 +/- 0.423 | dlogz: 27.061 > 0.109
iter: 1703 | bound: 177 | nc: 5 | ncall: 37947 | eff(%): 4.488 | loglstar: -inf < -38.298 < inf | logz: -57.570 +/- 0.424 | dlogz: 26.950 > 0.109
iter: 1704 | bound: 177 | nc: 8 | ncall: 37955 | eff(%): 4.490 | loglstar: -inf < -38.237 < inf | logz: -57.471 +/- 0.424 | dlogz: 26.839 > 0.109
iter: 1705 | bound: 178 | nc: 159 | ncall: 38114 | eff(%): 4.473 | loglstar: -inf < -38.236 < inf | logz: -57.379 +/- 0.424 | dlogz: 26.730 > 0.109
iter: 1706 | bound: 178 | nc: 5 | ncall: 38119 | eff(%): 4.475 | loglstar: -inf < -38.196 < inf | logz: -57.293 +/- 0.424 | dlogz: 26.628 > 0.109
iter: 1707 | bound: 179 | nc: 129 | ncall: 38248 | eff(%): 4.463 | loglstar: -inf < -38.063 < inf | logz: -57.208 +/- 0.424 | dlogz: 26.532 > 0.109
iter: 1708 | bound: 179 | nc: 91 | ncall: 38339 | eff(%): 4.455 | loglstar: -inf < -37.996 < inf | logz: -57.123 +/- 0.424 | dlogz: 26.437 > 0.109
iter: 1709 | bound: 180 | nc: 78 | ncall: 38417 | eff(%): 4.449 | loglstar: -inf < -37.888 < inf | logz: -57.039 +/- 0.424 | dlogz: 26.342 > 0.109
iter: 1710 | bound: 181 | nc: 183 | ncall: 38600 | eff(%): 4.430 | loglstar: -inf < -37.866 < inf | logz: -56.957 +/- 0.424 | dlogz: 26.248 > 0.109
iter: 1711 | bound: 181 | nc: 16 | ncall: 38616 | eff(%): 4.431 | loglstar: -inf < -37.843 < inf | logz: -56.880 +/- 0.424 | dlogz: 26.156 > 0.109
iter: 1712 | bound: 181 | nc: 55 | ncall: 38671 | eff(%): 4.427 | loglstar: -inf < -37.786 < inf | logz: -56.806 +/- 0.424 | dlogz: 26.069 > 0.109
iter: 1713 | bound: 182 | nc: 34 | ncall: 38705 | eff(%): 4.426 | loglstar: -inf < -37.706 < inf | logz: -56.734 +/- 0.424 | dlogz: 25.986 > 0.109
iter: 1714 | bound: 182 | nc: 5 | ncall: 38710 | eff(%): 4.428 | loglstar: -inf < -37.650 < inf | logz: -56.663 +/- 0.424 | dlogz: 25.903 > 0.109
iter: 1715 | bound: 182 | nc: 29 | ncall: 38739 | eff(%): 4.427 | loglstar: -inf < -37.623 < inf | logz: -56.594 +/- 0.424 | dlogz: 25.822 > 0.109
iter: 1716 | bound: 182 | nc: 54 | ncall: 38793 | eff(%): 4.423 | loglstar: -inf < -37.586 < inf | logz: -56.528 +/- 0.424 | dlogz: 25.743 > 0.109
iter: 1717 | bound: 183 | nc: 42 | ncall: 38835 | eff(%): 4.421 | loglstar: -inf < -37.539 < inf | logz: -56.465 +/- 0.424 | dlogz: 25.668 > 0.109
iter: 1718 | bound: 183 | nc: 21 | ncall: 38856 | eff(%): 4.421 | loglstar: -inf < -37.474 < inf | logz: -56.402 +/- 0.424 | dlogz: 25.594 > 0.109
iter: 1719 | bound: 183 | nc: 36 | ncall: 38892 | eff(%): 4.420 | loglstar: -inf < -37.321 < inf | logz: -56.337 +/- 0.424 | dlogz: 25.522 > 0.109
iter: 1720 | bound: 184 | nc: 71 | ncall: 38963 | eff(%): 4.414 | loglstar: -inf < -37.164 < inf | logz: -56.267 +/- 0.424 | dlogz: 25.447 > 0.109
iter: 1721 | bound: 184 | nc: 7 | ncall: 38970 | eff(%): 4.416 | loglstar: -inf < -37.058 < inf | logz: -56.193 +/- 0.424 | dlogz: 25.367 > 0.109
iter: 1722 | bound: 184 | nc: 17 | ncall: 38987 | eff(%): 4.417 | loglstar: -inf < -36.926 < inf | logz: -56.117 +/- 0.424 | dlogz: 25.283 > 0.109
iter: 1723 | bound: 185 | nc: 117 | ncall: 39104 | eff(%): 4.406 | loglstar: -inf < -36.922 < inf | logz: -56.043 +/- 0.424 | dlogz: 25.197 > 0.109
iter: 1724 | bound: 185 | nc: 53 | ncall: 39157 | eff(%): 4.403 | loglstar: -inf < -36.885 < inf | logz: -55.972 +/- 0.424 | dlogz: 25.112 > 0.109
iter: 1725 | bound: 185 | nc: 11 | ncall: 39168 | eff(%): 4.404 | loglstar: -inf < -36.863 < inf | logz: -55.905 +/- 0.424 | dlogz: 25.032 > 0.109
iter: 1726 | bound: 186 | nc: 43 | ncall: 39211 | eff(%): 4.402 | loglstar: -inf < -36.797 < inf | logz: -55.841 +/- 0.424 | dlogz: 24.955 > 0.109
iter: 1727 | bound: 186 | nc: 40 | ncall: 39251 | eff(%): 4.400 | loglstar: -inf < -36.713 < inf | logz: -55.776 +/- 0.424 | dlogz: 24.881 > 0.109
iter: 1728 | bound: 187 | nc: 95 | ncall: 39346 | eff(%): 4.392 | loglstar: -inf < -36.667 < inf | logz: -55.712 +/- 0.424 | dlogz: 24.806 > 0.109
iter: 1729 | bound: 187 | nc: 31 | ncall: 39377 | eff(%): 4.391 | loglstar: -inf < -36.449 < inf | logz: -55.643 +/- 0.424 | dlogz: 24.732 > 0.109
iter: 1730 | bound: 188 | nc: 79 | ncall: 39456 | eff(%): 4.385 | loglstar: -inf < -36.256 < inf | logz: -55.566 +/- 0.424 | dlogz: 24.653 > 0.109
iter: 1731 | bound: 188 | nc: 56 | ncall: 39512 | eff(%): 4.381 | loglstar: -inf < -36.256 < inf | logz: -55.489 +/- 0.424 | dlogz: 24.566 > 0.109
iter: 1732 | bound: 188 | nc: 6 | ncall: 39518 | eff(%): 4.383 | loglstar: -inf < -36.033 < inf | logz: -55.409 +/- 0.425 | dlogz: 24.479 > 0.109
iter: 1733 | bound: 188 | nc: 8 | ncall: 39526 | eff(%): 4.384 | loglstar: -inf < -36.032 < inf | logz: -55.328 +/- 0.425 | dlogz: 24.389 > 0.109
iter: 1734 | bound: 189 | nc: 35 | ncall: 39561 | eff(%): 4.383 | loglstar: -inf < -35.873 < inf | logz: -55.248 +/- 0.425 | dlogz: 24.298 > 0.109
iter: 1735 | bound: 189 | nc: 52 | ncall: 39613 | eff(%): 4.380 | loglstar: -inf < -35.800 < inf | logz: -55.165 +/- 0.425 | dlogz: 24.208 > 0.109
iter: 1736 | bound: 189 | nc: 2 | ncall: 39615 | eff(%): 4.382 | loglstar: -inf < -35.736 < inf | logz: -55.085 +/- 0.425 | dlogz: 24.116 > 0.109
iter: 1737 | bound: 189 | nc: 12 | ncall: 39627 | eff(%): 4.383 | loglstar: -inf < -35.734 < inf | logz: -55.009 +/- 0.425 | dlogz: 24.025 > 0.109
iter: 1738 | bound: 189 | nc: 13 | ncall: 39640 | eff(%): 4.384 | loglstar: -inf < -35.578 < inf | logz: -54.933 +/- 0.426 | dlogz: 23.940 > 0.109
iter: 1739 | bound: 190 | nc: 66 | ncall: 39706 | eff(%): 4.380 | loglstar: -inf < -35.434 < inf | logz: -54.853 +/- 0.426 | dlogz: 23.854 > 0.109
iter: 1740 | bound: 191 | nc: 391 | ncall: 40097 | eff(%): 4.339 | loglstar: -inf < -35.374 < inf | logz: -54.772 +/- 0.426 | dlogz: 23.763 > 0.109
iter: 1741 | bound: 191 | nc: 65 | ncall: 40162 | eff(%): 4.335 | loglstar: -inf < -35.218 < inf | logz: -54.689 +/- 0.426 | dlogz: 23.672 > 0.109
iter: 1742 | bound: 191 | nc: 21 | ncall: 40183 | eff(%): 4.335 | loglstar: -inf < -35.048 < inf | logz: -54.600 +/- 0.426 | dlogz: 23.580 > 0.109
iter: 1743 | bound: 192 | nc: 63 | ncall: 40246 | eff(%): 4.331 | loglstar: -inf < -34.923 < inf | logz: -54.507 +/- 0.427 | dlogz: 23.481 > 0.109
iter: 1744 | bound: 192 | nc: 9 | ncall: 40255 | eff(%): 4.332 | loglstar: -inf < -34.851 < inf | logz: -54.415 +/- 0.427 | dlogz: 23.378 > 0.109
iter: 1745 | bound: 192 | nc: 40 | ncall: 40295 | eff(%): 4.331 | loglstar: -inf < -34.638 < inf | logz: -54.319 +/- 0.427 | dlogz: 23.276 > 0.109
iter: 1746 | bound: 192 | nc: 19 | ncall: 40314 | eff(%): 4.331 | loglstar: -inf < -34.569 < inf | logz: -54.220 +/- 0.428 | dlogz: 23.170 > 0.109
iter: 1747 | bound: 192 | nc: 13 | ncall: 40327 | eff(%): 4.332 | loglstar: -inf < -34.567 < inf | logz: -54.128 +/- 0.428 | dlogz: 23.061 > 0.109
iter: 1748 | bound: 192 | nc: 16 | ncall: 40343 | eff(%): 4.333 | loglstar: -inf < -34.528 < inf | logz: -54.042 +/- 0.428 | dlogz: 22.959 > 0.109
iter: 1749 | bound: 193 | nc: 8 | ncall: 40351 | eff(%): 4.334 | loglstar: -inf < -34.481 < inf | logz: -53.961 +/- 0.428 | dlogz: 22.863 > 0.109
iter: 1750 | bound: 194 | nc: 100 | ncall: 40451 | eff(%): 4.326 | loglstar: -inf < -34.332 < inf | logz: -53.879 +/- 0.428 | dlogz: 22.772 > 0.109
iter: 1751 | bound: 194 | nc: 5 | ncall: 40456 | eff(%): 4.328 | loglstar: -inf < -34.320 < inf | logz: -53.798 +/- 0.428 | dlogz: 22.680 > 0.109
iter: 1752 | bound: 194 | nc: 61 | ncall: 40517 | eff(%): 4.324 | loglstar: -inf < -34.281 < inf | logz: -53.723 +/- 0.428 | dlogz: 22.590 > 0.109
iter: 1753 | bound: 194 | nc: 14 | ncall: 40531 | eff(%): 4.325 | loglstar: -inf < -34.259 < inf | logz: -53.651 +/- 0.428 | dlogz: 22.504 > 0.109
iter: 1754 | bound: 195 | nc: 51 | ncall: 40582 | eff(%): 4.322 | loglstar: -inf < -34.207 < inf | logz: -53.582 +/- 0.428 | dlogz: 22.422 > 0.109
iter: 1755 | bound: 195 | nc: 60 | ncall: 40642 | eff(%): 4.318 | loglstar: -inf < -34.151 < inf | logz: -53.514 +/- 0.428 | dlogz: 22.343 > 0.109
iter: 1756 | bound: 196 | nc: 92 | ncall: 40734 | eff(%): 4.311 | loglstar: -inf < -34.131 < inf | logz: -53.450 +/- 0.428 | dlogz: 22.266 > 0.109
iter: 1757 | bound: 196 | nc: 42 | ncall: 40776 | eff(%): 4.309 | loglstar: -inf < -34.128 < inf | logz: -53.389 +/- 0.428 | dlogz: 22.191 > 0.109
iter: 1758 | bound: 196 | nc: 28 | ncall: 40804 | eff(%): 4.308 | loglstar: -inf < -34.124 < inf | logz: -53.332 +/- 0.428 | dlogz: 22.120 > 0.109
iter: 1759 | bound: 197 | nc: 76 | ncall: 40880 | eff(%): 4.303 | loglstar: -inf < -33.926 < inf | logz: -53.272 +/- 0.428 | dlogz: 22.053 > 0.109
iter: 1760 | bound: 197 | nc: 16 | ncall: 40896 | eff(%): 4.304 | loglstar: -inf < -33.908 < inf | logz: -53.211 +/- 0.428 | dlogz: 21.984 > 0.109
iter: 1761 | bound: 197 | nc: 9 | ncall: 40905 | eff(%): 4.305 | loglstar: -inf < -33.802 < inf | logz: -53.150 +/- 0.428 | dlogz: 21.913 > 0.109
iter: 1762 | bound: 197 | nc: 2 | ncall: 40907 | eff(%): 4.307 | loglstar: -inf < -33.778 < inf | logz: -53.090 +/- 0.428 | dlogz: 21.842 > 0.109
iter: 1763 | bound: 197 | nc: 3 | ncall: 40910 | eff(%): 4.309 | loglstar: -inf < -33.763 < inf | logz: -53.033 +/- 0.428 | dlogz: 21.772 > 0.109
iter: 1764 | bound: 197 | nc: 20 | ncall: 40930 | eff(%): 4.310 | loglstar: -inf < -33.736 < inf | logz: -52.978 +/- 0.428 | dlogz: 22.739 > 0.109
iter: 1765 | bound: 197 | nc: 14 | ncall: 40944 | eff(%): 4.311 | loglstar: -inf < -33.687 < inf | logz: -52.924 +/- 0.427 | dlogz: 22.674 > 0.109
iter: 1766 | bound: 197 | nc: 1 | ncall: 40945 | eff(%): 4.313 | loglstar: -inf < -33.622 < inf | logz: -52.871 +/- 0.427 | dlogz: 22.611 > 0.109
iter: 1767 | bound: 197 | nc: 8 | ncall: 40953 | eff(%): 4.315 | loglstar: -inf < -33.511 < inf | logz: -52.816 +/- 0.427 | dlogz: 22.547 > 0.109
iter: 1768 | bound: 197 | nc: 2 | ncall: 40955 | eff(%): 4.317 | loglstar: -inf < -33.505 < inf | logz: -52.762 +/- 0.427 | dlogz: 22.483 > 0.109
iter: 1769 | bound: 198 | nc: 81 | ncall: 41036 | eff(%): 4.311 | loglstar: -inf < -33.471 < inf | logz: -52.710 +/- 0.427 | dlogz: 22.419 > 0.109
iter: 1770 | bound: 198 | nc: 53 | ncall: 41089 | eff(%): 4.308 | loglstar: -inf < -33.239 < inf | logz: -52.655 +/- 0.427 | dlogz: 22.357 > 0.109
iter: 1771 | bound: 199 | nc: 259 | ncall: 41348 | eff(%): 4.283 | loglstar: -inf < -33.207 < inf | logz: -52.595 +/- 0.427 | dlogz: 22.291 > 0.109
iter: 1772 | bound: 199 | nc: 13 | ncall: 41361 | eff(%): 4.284 | loglstar: -inf < -32.971 < inf | logz: -52.532 +/- 0.427 | dlogz: 22.222 > 0.109
iter: 1773 | bound: 199 | nc: 15 | ncall: 41376 | eff(%): 4.285 | loglstar: -inf < -32.948 < inf | logz: -52.465 +/- 0.428 | dlogz: 22.148 > 0.109
iter: 1774 | bound: 199 | nc: 19 | ncall: 41395 | eff(%): 4.286 | loglstar: -inf < -32.932 < inf | logz: -52.402 +/- 0.428 | dlogz: 22.072 > 0.109
iter: 1775 | bound: 200 | nc: 60 | ncall: 41455 | eff(%): 4.282 | loglstar: -inf < -32.892 < inf | logz: -52.342 +/- 0.428 | dlogz: 21.999 > 0.109
iter: 1776 | bound: 201 | nc: 202 | ncall: 41657 | eff(%): 4.263 | loglstar: -inf < -32.827 < inf | logz: -52.282 +/- 0.428 | dlogz: 21.928 > 0.109
iter: 1777 | bound: 201 | nc: 88 | ncall: 41745 | eff(%): 4.257 | loglstar: -inf < -32.753 < inf | logz: -52.223 +/- 0.428 | dlogz: 21.859 > 0.109
iter: 1778 | bound: 202 | nc: 245 | ncall: 41990 | eff(%): 4.234 | loglstar: -inf < -32.670 < inf | logz: -52.163 +/- 0.428 | dlogz: 21.790 > 0.109
iter: 1779 | bound: 202 | nc: 70 | ncall: 42060 | eff(%): 4.230 | loglstar: -inf < -32.613 < inf | logz: -52.103 +/- 0.428 | dlogz: 21.720 > 0.109
iter: 1780 | bound: 203 | nc: 53 | ncall: 42113 | eff(%): 4.227 | loglstar: -inf < -32.613 < inf | logz: -52.046 +/- 0.428 | dlogz: 21.650 > 0.109
iter: 1781 | bound: 203 | nc: 25 | ncall: 42138 | eff(%): 4.227 | loglstar: -inf < -32.609 < inf | logz: -51.992 +/- 0.428 | dlogz: 21.583 > 0.109
iter: 1782 | bound: 203 | nc: 2 | ncall: 42140 | eff(%): 4.229 | loglstar: -inf < -32.436 < inf | logz: -51.936 +/- 0.428 | dlogz: 21.519 > 0.109
iter: 1783 | bound: 203 | nc: 66 | ncall: 42206 | eff(%): 4.225 | loglstar: -inf < -32.412 < inf | logz: -51.879 +/- 0.428 | dlogz: 21.453 > 0.109
iter: 1784 | bound: 204 | nc: 28 | ncall: 42234 | eff(%): 4.224 | loglstar: -inf < -32.412 < inf | logz: -51.825 +/- 0.428 | dlogz: 21.386 > 0.109
iter: 1785 | bound: 204 | nc: 20 | ncall: 42254 | eff(%): 4.224 | loglstar: -inf < -32.389 < inf | logz: -51.773 +/- 0.428 | dlogz: 21.322 > 0.109
iter: 1786 | bound: 204 | nc: 7 | ncall: 42261 | eff(%): 4.226 | loglstar: -inf < -32.387 < inf | logz: -51.724 +/- 0.428 | dlogz: 21.261 > 0.109
iter: 1787 | bound: 204 | nc: 18 | ncall: 42279 | eff(%): 4.227 | loglstar: -inf < -32.272 < inf | logz: -51.675 +/- 0.428 | dlogz: 21.202 > 0.109
iter: 1788 | bound: 205 | nc: 68 | ncall: 42347 | eff(%): 4.222 | loglstar: -inf < -32.189 < inf | logz: -51.624 +/- 0.428 | dlogz: 21.143 > 0.109
iter: 1789 | bound: 205 | nc: 45 | ncall: 42392 | eff(%): 4.220 | loglstar: -inf < -32.143 < inf | logz: -51.573 +/- 0.428 | dlogz: 21.168 > 0.109
iter: 1790 | bound: 205 | nc: 4 | ncall: 42396 | eff(%): 4.222 | loglstar: -inf < -32.089 < inf | logz: -51.523 +/- 0.428 | dlogz: 21.107 > 0.109
iter: 1791 | bound: 205 | nc: 16 | ncall: 42412 | eff(%): 4.223 | loglstar: -inf < -32.075 < inf | logz: -51.473 +/- 0.428 | dlogz: 21.046 > 0.109
iter: 1792 | bound: 206 | nc: 47 | ncall: 42459 | eff(%): 4.221 | loglstar: -inf < -31.949 < inf | logz: -51.424 +/- 0.428 | dlogz: 20.987 > 0.109
iter: 1793 | bound: 206 | nc: 90 | ncall: 42549 | eff(%): 4.214 | loglstar: -inf < -31.940 < inf | logz: -51.373 +/- 0.428 | dlogz: 20.927 > 0.109
iter: 1794 | bound: 207 | nc: 639 | ncall: 43188 | eff(%): 4.154 | loglstar: -inf < -31.905 < inf | logz: -51.325 +/- 0.428 | dlogz: 20.867 > 0.109
iter: 1795 | bound: 207 | nc: 16 | ncall: 43204 | eff(%): 4.155 | loglstar: -inf < -31.862 < inf | logz: -51.278 +/- 0.428 | dlogz: 20.809 > 0.109
iter: 1796 | bound: 207 | nc: 2 | ncall: 43206 | eff(%): 4.157 | loglstar: -inf < -31.845 < inf | logz: -51.231 +/- 0.428 | dlogz: 20.751 > 0.109
iter: 1797 | bound: 207 | nc: 35 | ncall: 43241 | eff(%): 4.156 | loglstar: -inf < -31.822 < inf | logz: -51.187 +/- 0.428 | dlogz: 20.695 > 0.109
iter: 1798 | bound: 208 | nc: 54 | ncall: 43295 | eff(%): 4.153 | loglstar: -inf < -31.789 < inf | logz: -51.143 +/- 0.428 | dlogz: 20.641 > 0.109
iter: 1799 | bound: 208 | nc: 2 | ncall: 43297 | eff(%): 4.155 | loglstar: -inf < -31.632 < inf | logz: -51.098 +/- 0.428 | dlogz: 20.587 > 0.109
iter: 1800 | bound: 209 | nc: 173 | ncall: 43470 | eff(%): 4.141 | loglstar: -inf < -31.498 < inf | logz: -51.048 +/- 0.428 | dlogz: 20.532 > 0.109
iter: 1801 | bound: 209 | nc: 62 | ncall: 43532 | eff(%): 4.137 | loglstar: -inf < -31.467 < inf | logz: -50.998 +/- 0.428 | dlogz: 20.472 > 0.109
iter: 1802 | bound: 209 | nc: 20 | ncall: 43552 | eff(%): 4.138 | loglstar: -inf < -31.346 < inf | logz: -50.947 +/- 0.428 | dlogz: 20.412 > 0.109
iter: 1803 | bound: 210 | nc: 45 | ncall: 43597 | eff(%): 4.136 | loglstar: -inf < -31.272 < inf | logz: -50.893 +/- 0.428 | dlogz: 20.351 > 0.109
iter: 1804 | bound: 210 | nc: 58 | ncall: 43655 | eff(%): 4.132 | loglstar: -inf < -31.259 < inf | logz: -50.841 +/- 0.428 | dlogz: 20.287 > 0.109
iter: 1805 | bound: 210 | nc: 21 | ncall: 43676 | eff(%): 4.133 | loglstar: -inf < -31.100 < inf | logz: -50.788 +/- 0.429 | dlogz: 20.225 > 0.109
iter: 1806 | bound: 211 | nc: 141 | ncall: 43817 | eff(%): 4.122 | loglstar: -inf < -31.055 < inf | logz: -50.732 +/- 0.429 | dlogz: 20.162 > 0.109
iter: 1807 | bound: 211 | nc: 41 | ncall: 43858 | eff(%): 4.120 | loglstar: -inf < -30.859 < inf | logz: -50.673 +/- 0.429 | dlogz: 20.097 > 0.109
iter: 1808 | bound: 212 | nc: 175 | ncall: 44033 | eff(%): 4.106 | loglstar: -inf < -30.819 < inf | logz: -50.612 +/- 0.429 | dlogz: 20.028 > 0.109
iter: 1809 | bound: 212 | nc: 9 | ncall: 44042 | eff(%): 4.107 | loglstar: -inf < -30.795 < inf | logz: -50.553 +/- 0.429 | dlogz: 19.957 > 0.109
iter: 1810 | bound: 213 | nc: 232 | ncall: 44274 | eff(%): 4.088 | loglstar: -inf < -30.715 < inf | logz: -50.495 +/- 0.429 | dlogz: 19.888 > 0.109
iter: 1811 | bound: 213 | nc: 63 | ncall: 44337 | eff(%): 4.085 | loglstar: -inf < -30.662 < inf | logz: -50.437 +/- 0.430 | dlogz: 19.820 > 0.109
iter: 1812 | bound: 213 | nc: 36 | ncall: 44373 | eff(%): 4.084 | loglstar: -inf < -30.621 < inf | logz: -50.380 +/- 0.430 | dlogz: 19.752 > 0.109
iter: 1813 | bound: 214 | nc: 160 | ncall: 44533 | eff(%): 4.071 | loglstar: -inf < -30.466 < inf | logz: -50.322 +/- 0.430 | dlogz: 19.685 > 0.109
iter: 1814 | bound: 215 | nc: 116 | ncall: 44649 | eff(%): 4.063 | loglstar: -inf < -30.377 < inf | logz: -50.260 +/- 0.430 | dlogz: 19.616 > 0.109
iter: 1815 | bound: 215 | nc: 6 | ncall: 44655 | eff(%): 4.064 | loglstar: -inf < -30.264 < inf | logz: -50.196 +/- 0.430 | dlogz: 19.544 > 0.109
iter: 1816 | bound: 215 | nc: 7 | ncall: 44662 | eff(%): 4.066 | loglstar: -inf < -30.255 < inf | logz: -50.134 +/- 0.431 | dlogz: 19.471 > 0.109
iter: 1817 | bound: 215 | nc: 28 | ncall: 44690 | eff(%): 4.066 | loglstar: -inf < -30.201 < inf | logz: -50.073 +/- 0.431 | dlogz: 19.398 > 0.109
iter: 1818 | bound: 216 | nc: 80 | ncall: 44770 | eff(%): 4.061 | loglstar: -inf < -30.116 < inf | logz: -50.013 +/- 0.431 | dlogz: 19.328 > 0.109
iter: 1819 | bound: 217 | nc: 145 | ncall: 44915 | eff(%): 4.050 | loglstar: -inf < -30.110 < inf | logz: -49.954 +/- 0.431 | dlogz: 19.258 > 0.109
iter: 1820 | bound: 217 | nc: 79 | ncall: 44994 | eff(%): 4.045 | loglstar: -inf < -30.104 < inf | logz: -49.899 +/- 0.431 | dlogz: 19.189 > 0.109
iter: 1821 | bound: 217 | nc: 13 | ncall: 45007 | eff(%): 4.046 | loglstar: -inf < -30.083 < inf | logz: -49.846 +/- 0.431 | dlogz: 19.124 > 0.109
iter: 1822 | bound: 218 | nc: 17 | ncall: 45024 | eff(%): 4.047 | loglstar: -inf < -29.967 < inf | logz: -49.794 +/- 0.431 | dlogz: 19.062 > 0.109
iter: 1823 | bound: 219 | nc: 334 | ncall: 45358 | eff(%): 4.019 | loglstar: -inf < -29.953 < inf | logz: -49.741 +/- 0.431 | dlogz: 18.999 > 0.109
iter: 1824 | bound: 219 | nc: 71 | ncall: 45429 | eff(%): 4.015 | loglstar: -inf < -29.923 < inf | logz: -49.690 +/- 0.431 | dlogz: 18.936 > 0.109
iter: 1825 | bound: 219 | nc: 9 | ncall: 45438 | eff(%): 4.016 | loglstar: -inf < -29.907 < inf | logz: -49.641 +/- 0.431 | dlogz: 18.875 > 0.109
iter: 1826 | bound: 219 | nc: 3 | ncall: 45441 | eff(%): 4.018 | loglstar: -inf < -29.906 < inf | logz: -49.594 +/- 0.431 | dlogz: 18.816 > 0.109
iter: 1827 | bound: 220 | nc: 29 | ncall: 45470 | eff(%): 4.018 | loglstar: -inf < -29.862 < inf | logz: -49.549 +/- 0.431 | dlogz: 18.759 > 0.109
iter: 1828 | bound: 221 | nc: 316 | ncall: 45786 | eff(%): 3.992 | loglstar: -inf < -29.648 < inf | logz: -49.500 +/- 0.431 | dlogz: 18.704 > 0.109
iter: 1829 | bound: 221 | nc: 25 | ncall: 45811 | eff(%): 3.992 | loglstar: -inf < -29.625 < inf | logz: -49.448 +/- 0.431 | dlogz: 18.645 > 0.109
iter: 1830 | bound: 221 | nc: 16 | ncall: 45827 | eff(%): 3.993 | loglstar: -inf < -29.577 < inf | logz: -49.398 +/- 0.432 | dlogz: 18.584 > 0.109
iter: 1831 | bound: 222 | nc: 81 | ncall: 45908 | eff(%): 3.988 | loglstar: -inf < -29.456 < inf | logz: -49.347 +/- 0.432 | dlogz: 18.524 > 0.109
iter: 1832 | bound: 222 | nc: 23 | ncall: 45931 | eff(%): 3.989 | loglstar: -inf < -29.441 < inf | logz: -49.295 +/- 0.432 | dlogz: 18.462 > 0.109
iter: 1833 | bound: 223 | nc: 109 | ncall: 46040 | eff(%): 3.981 | loglstar: -inf < -29.281 < inf | logz: -49.242 +/- 0.432 | dlogz: 18.401 > 0.109
iter: 1834 | bound: 223 | nc: 79 | ncall: 46119 | eff(%): 3.977 | loglstar: -inf < -29.219 < inf | logz: -49.186 +/- 0.432 | dlogz: 18.337 > 0.109
iter: 1835 | bound: 223 | nc: 18 | ncall: 46137 | eff(%): 3.977 | loglstar: -inf < -29.203 < inf | logz: -49.132 +/- 0.432 | dlogz: 18.272 > 0.109
iter: 1836 | bound: 224 | nc: 171 | ncall: 46308 | eff(%): 3.965 | loglstar: -inf < -29.180 < inf | logz: -49.080 +/- 0.432 | dlogz: 18.208 > 0.109
iter: 1837 | bound: 224 | nc: 26 | ncall: 46334 | eff(%): 3.965 | loglstar: -inf < -29.136 < inf | logz: -49.030 +/- 0.432 | dlogz: 18.146 > 0.109
iter: 1838 | bound: 225 | nc: 82 | ncall: 46416 | eff(%): 3.960 | loglstar: -inf < -29.088 < inf | logz: -48.980 +/- 0.432 | dlogz: 18.086 > 0.109
iter: 1839 | bound: 225 | nc: 56 | ncall: 46472 | eff(%): 3.957 | loglstar: -inf < -29.083 < inf | logz: -48.932 +/- 0.432 | dlogz: 18.026 > 0.109
iter: 1840 | bound: 225 | nc: 14 | ncall: 46486 | eff(%): 3.958 | loglstar: -inf < -28.995 < inf | logz: -48.884 +/- 0.432 | dlogz: 17.968 > 0.109
iter: 1841 | bound: 226 | nc: 57 | ncall: 46543 | eff(%): 3.955 | loglstar: -inf < -28.916 < inf | logz: -48.835 +/- 0.432 | dlogz: 17.910 > 0.109
iter: 1842 | bound: 226 | nc: 50 | ncall: 46593 | eff(%): 3.953 | loglstar: -inf < -28.804 < inf | logz: -48.785 +/- 0.433 | dlogz: 17.851 > 0.109
iter: 1843 | bound: 226 | nc: 24 | ncall: 46617 | eff(%): 3.953 | loglstar: -inf < -28.784 < inf | logz: -48.734 +/- 0.433 | dlogz: 17.791 > 0.109
iter: 1844 | bound: 226 | nc: 5 | ncall: 46622 | eff(%): 3.955 | loglstar: -inf < -28.762 < inf | logz: -48.685 +/- 0.433 | dlogz: 17.730 > 0.109
iter: 1845 | bound: 227 | nc: 36 | ncall: 46658 | eff(%): 3.954 | loglstar: -inf < -28.680 < inf | logz: -48.636 +/- 0.433 | dlogz: 17.671 > 0.109
iter: 1846 | bound: 227 | nc: 87 | ncall: 46745 | eff(%): 3.949 | loglstar: -inf < -28.680 < inf | logz: -48.588 +/- 0.433 | dlogz: 17.612 > 0.109
iter: 1847 | bound: 228 | nc: 85 | ncall: 46830 | eff(%): 3.944 | loglstar: -inf < -28.636 < inf | logz: -48.542 +/- 0.433 | dlogz: 17.555 > 0.109
iter: 1848 | bound: 229 | nc: 433 | ncall: 47263 | eff(%): 3.910 | loglstar: -inf < -28.521 < inf | logz: -48.495 +/- 0.433 | dlogz: 17.499 > 0.109
iter: 1849 | bound: 229 | nc: 54 | ncall: 47317 | eff(%): 3.908 | loglstar: -inf < -28.493 < inf | logz: -48.447 +/- 0.433 | dlogz: 17.441 > 0.109
iter: 1850 | bound: 229 | nc: 36 | ncall: 47353 | eff(%): 3.907 | loglstar: -inf < -28.477 < inf | logz: -48.401 +/- 0.433 | dlogz: 17.384 > 0.109
iter: 1851 | bound: 230 | nc: 161 | ncall: 47514 | eff(%): 3.896 | loglstar: -inf < -28.440 < inf | logz: -48.356 +/- 0.433 | dlogz: 17.327 > 0.109
iter: 1852 | bound: 230 | nc: 14 | ncall: 47528 | eff(%): 3.897 | loglstar: -inf < -28.386 < inf | logz: -48.312 +/- 0.433 | dlogz: 17.273 > 0.109
iter: 1853 | bound: 231 | nc: 87 | ncall: 47615 | eff(%): 3.892 | loglstar: -inf < -28.301 < inf | logz: -48.266 +/- 0.433 | dlogz: 17.218 > 0.109
iter: 1854 | bound: 231 | nc: 26 | ncall: 47641 | eff(%): 3.892 | loglstar: -inf < -28.224 < inf | logz: -48.220 +/- 0.433 | dlogz: 17.163 > 0.109
iter: 1855 | bound: 232 | nc: 309 | ncall: 47950 | eff(%): 3.869 | loglstar: -inf < -28.183 < inf | logz: -48.174 +/- 0.433 | dlogz: 17.107 > 0.109
iter: 1856 | bound: 232 | nc: 5 | ncall: 47955 | eff(%): 3.870 | loglstar: -inf < -28.179 < inf | logz: -48.129 +/- 0.433 | dlogz: 17.050 > 0.109
iter: 1857 | bound: 232 | nc: 53 | ncall: 48008 | eff(%): 3.868 | loglstar: -inf < -28.129 < inf | logz: -48.085 +/- 0.433 | dlogz: 16.995 > 0.109
iter: 1858 | bound: 232 | nc: 17 | ncall: 48025 | eff(%): 3.869 | loglstar: -inf < -28.029 < inf | logz: -48.040 +/- 0.433 | dlogz: 16.942 > 0.109
iter: 1859 | bound: 232 | nc: 5 | ncall: 48030 | eff(%): 3.870 | loglstar: -inf < -27.955 < inf | logz: -47.994 +/- 0.434 | dlogz: 16.887 > 0.109
iter: 1860 | bound: 233 | nc: 20 | ncall: 48050 | eff(%): 3.871 | loglstar: -inf < -27.927 < inf | logz: -47.948 +/- 0.434 | dlogz: 17.288 > 0.109
iter: 1861 | bound: 234 | nc: 390 | ncall: 48440 | eff(%): 3.842 | loglstar: -inf < -27.886 < inf | logz: -47.903 +/- 0.434 | dlogz: 17.232 > 0.109
iter: 1862 | bound: 234 | nc: 39 | ncall: 48479 | eff(%): 3.841 | loglstar: -inf < -27.861 < inf | logz: -47.859 +/- 0.434 | dlogz: 17.177 > 0.109
iter: 1863 | bound: 235 | nc: 422 | ncall: 48901 | eff(%): 3.810 | loglstar: -inf < -27.859 < inf | logz: -47.817 +/- 0.434 | dlogz: 17.124 > 0.109
iter: 1864 | bound: 236 | nc: 529 | ncall: 49430 | eff(%): 3.771 | loglstar: -inf < -27.795 < inf | logz: -47.776 +/- 0.434 | dlogz: 17.071 > 0.109
iter: 1865 | bound: 237 | nc: 462 | ncall: 49892 | eff(%): 3.738 | loglstar: -inf < -27.735 < inf | logz: -47.734 +/- 0.434 | dlogz: 17.020 > 0.109
iter: 1866 | bound: 238 | nc: 179 | ncall: 50071 | eff(%): 3.727 | loglstar: -inf < -27.685 < inf | logz: -47.692 +/- 0.434 | dlogz: 16.968 > 0.109
iter: 1867 | bound: 238 | nc: 47 | ncall: 50118 | eff(%): 3.725 | loglstar: -inf < -27.632 < inf | logz: -47.650 +/- 0.434 | dlogz: 16.916 > 0.109
iter: 1868 | bound: 238 | nc: 5 | ncall: 50123 | eff(%): 3.727 | loglstar: -inf < -27.613 < inf | logz: -47.608 +/- 0.434 | dlogz: 16.864 > 0.109
iter: 1869 | bound: 239 | nc: 56 | ncall: 50179 | eff(%): 3.725 | loglstar: -inf < -27.591 < inf | logz: -47.568 +/- 0.434 | dlogz: 16.813 > 0.109
iter: 1870 | bound: 240 | nc: 216 | ncall: 50395 | eff(%): 3.711 | loglstar: -inf < -27.589 < inf | logz: -47.530 +/- 0.434 | dlogz: 16.763 > 0.109
iter: 1871 | bound: 240 | nc: 61 | ncall: 50456 | eff(%): 3.708 | loglstar: -inf < -27.587 < inf | logz: -47.493 +/- 0.434 | dlogz: 16.714 > 0.109
iter: 1872 | bound: 241 | nc: 1143 | ncall: 51599 | eff(%): 3.628 | loglstar: -inf < -27.504 < inf | logz: -47.456 +/- 0.434 | dlogz: 16.667 > 0.109
iter: 1873 | bound: 242 | nc: 424 | ncall: 52023 | eff(%): 3.600 | loglstar: -inf < -27.343 < inf | logz: -47.416 +/- 0.434 | dlogz: 16.621 > 0.109
iter: 1874 | bound: 242 | nc: 7 | ncall: 52030 | eff(%): 3.602 | loglstar: -inf < -27.235 < inf | logz: -47.373 +/- 0.434 | dlogz: 16.571 > 0.109
iter: 1875 | bound: 243 | nc: 95 | ncall: 52125 | eff(%): 3.597 | loglstar: -inf < -27.227 < inf | logz: -47.330 +/- 0.434 | dlogz: 16.518 > 0.109
iter: 1876 | bound: 244 | nc: 252 | ncall: 52377 | eff(%): 3.582 | loglstar: -inf < -27.124 < inf | logz: -47.287 +/- 0.434 | dlogz: 16.465 > 0.109
iter: 1877 | bound: 245 | nc: 204 | ncall: 52581 | eff(%): 3.570 | loglstar: -inf < -27.044 < inf | logz: -47.242 +/- 0.434 | dlogz: 16.411 > 0.109
iter: 1878 | bound: 246 | nc: 750 | ncall: 53331 | eff(%): 3.521 | loglstar: -inf < -27.006 < inf | logz: -47.196 +/- 0.435 | dlogz: 16.357 > 0.109
iter: 1879 | bound: 246 | nc: 24 | ncall: 53355 | eff(%): 3.522 | loglstar: -inf < -26.996 < inf | logz: -47.153 +/- 0.435 | dlogz: 16.301 > 0.109
iter: 1880 | bound: 246 | nc: 17 | ncall: 53372 | eff(%): 3.522 | loglstar: -inf < -26.766 < inf | logz: -47.106 +/- 0.435 | dlogz: 16.248 > 0.109
iter: 1881 | bound: 246 | nc: 57 | ncall: 53429 | eff(%): 3.521 | loglstar: -inf < -26.733 < inf | logz: -47.055 +/- 0.435 | dlogz: 16.191 > 0.109
iter: 1882 | bound: 247 | nc: 167 | ncall: 53596 | eff(%): 3.511 | loglstar: -inf < -26.707 < inf | logz: -47.007 +/- 0.435 | dlogz: 16.130 > 0.109
iter: 1883 | bound: 248 | nc: 263 | ncall: 53859 | eff(%): 3.496 | loglstar: -inf < -26.707 < inf | logz: -46.960 +/- 0.435 | dlogz: 16.072 > 0.109
iter: 1884 | bound: 248 | nc: 86 | ncall: 53945 | eff(%): 3.492 | loglstar: -inf < -26.582 < inf | logz: -46.913 +/- 0.435 | dlogz: 16.015 > 0.109
iter: 1885 | bound: 249 | nc: 652 | ncall: 54597 | eff(%): 3.453 | loglstar: -inf < -26.580 < inf | logz: -46.866 +/- 0.436 | dlogz: 15.958 > 0.109
iter: 1886 | bound: 249 | nc: 69 | ncall: 54666 | eff(%): 3.450 | loglstar: -inf < -26.411 < inf | logz: -46.817 +/- 0.436 | dlogz: 15.901 > 0.109
iter: 1887 | bound: 250 | nc: 192 | ncall: 54858 | eff(%): 3.440 | loglstar: -inf < -26.410 < inf | logz: -46.767 +/- 0.436 | dlogz: 15.842 > 0.109
iter: 1888 | bound: 251 | nc: 227 | ncall: 55085 | eff(%): 3.427 | loglstar: -inf < -26.398 < inf | logz: -46.720 +/- 0.436 | dlogz: 15.783 > 0.109
iter: 1889 | bound: 251 | nc: 1 | ncall: 55086 | eff(%): 3.429 | loglstar: -inf < -26.310 < inf | logz: -46.673 +/- 0.436 | dlogz: 15.725 > 0.109
iter: 1890 | bound: 251 | nc: 12 | ncall: 55098 | eff(%): 3.430 | loglstar: -inf < -26.286 < inf | logz: -46.626 +/- 0.436 | dlogz: 15.669 > 0.109
iter: 1891 | bound: 251 | nc: 7 | ncall: 55105 | eff(%): 3.432 | loglstar: -inf < -26.228 < inf | logz: -46.580 +/- 0.436 | dlogz: 15.612 > 0.109
iter: 1892 | bound: 251 | nc: 47 | ncall: 55152 | eff(%): 3.431 | loglstar: -inf < -26.162 < inf | logz: -46.533 +/- 0.436 | dlogz: 15.556 > 0.109
iter: 1893 | bound: 251 | nc: 19 | ncall: 55171 | eff(%): 3.431 | loglstar: -inf < -26.159 < inf | logz: -46.488 +/- 0.437 | dlogz: 15.499 > 0.109
iter: 1894 | bound: 252 | nc: 39 | ncall: 55210 | eff(%): 3.431 | loglstar: -inf < -26.151 < inf | logz: -46.445 +/- 0.437 | dlogz: 15.444 > 0.109
iter: 1895 | bound: 253 | nc: 103 | ncall: 55313 | eff(%): 3.426 | loglstar: -inf < -26.145 < inf | logz: -46.403 +/- 0.437 | dlogz: 15.390 > 0.109
iter: 1896 | bound: 253 | nc: 25 | ncall: 55338 | eff(%): 3.426 | loglstar: -inf < -26.104 < inf | logz: -46.363 +/- 0.437 | dlogz: 15.339 > 0.109
iter: 1897 | bound: 253 | nc: 4 | ncall: 55342 | eff(%): 3.428 | loglstar: -inf < -26.098 < inf | logz: -46.324 +/- 0.437 | dlogz: 15.289 > 0.109
iter: 1898 | bound: 253 | nc: 39 | ncall: 55381 | eff(%): 3.427 | loglstar: -inf < -26.073 < inf | logz: -46.286 +/- 0.437 | dlogz: 15.240 > 0.109
iter: 1899 | bound: 253 | nc: 2 | ncall: 55383 | eff(%): 3.429 | loglstar: -inf < -26.025 < inf | logz: -46.248 +/- 0.437 | dlogz: 15.192 > 0.109
iter: 1900 | bound: 253 | nc: 18 | ncall: 55401 | eff(%): 3.430 | loglstar: -inf < -25.970 < inf | logz: -46.211 +/- 0.437 | dlogz: 15.144 > 0.109
iter: 1901 | bound: 254 | nc: 30 | ncall: 55431 | eff(%): 3.429 | loglstar: -inf < -25.936 < inf | logz: -46.173 +/- 0.437 | dlogz: 15.097 > 0.109
iter: 1902 | bound: 255 | nc: 105 | ncall: 55536 | eff(%): 3.425 | loglstar: -inf < -25.908 < inf | logz: -46.136 +/- 0.437 | dlogz: 15.049 > 0.109
iter: 1903 | bound: 255 | nc: 40 | ncall: 55576 | eff(%): 3.424 | loglstar: -inf < -25.888 < inf | logz: -46.100 +/- 0.437 | dlogz: 15.002 > 0.109
iter: 1904 | bound: 256 | nc: 219 | ncall: 55795 | eff(%): 3.412 | loglstar: -inf < -25.884 < inf | logz: -46.065 +/- 0.437 | dlogz: 14.956 > 0.109
iter: 1905 | bound: 256 | nc: 69 | ncall: 55864 | eff(%): 3.410 | loglstar: -inf < -25.831 < inf | logz: -46.031 +/- 0.437 | dlogz: 14.911 > 0.109
iter: 1906 | bound: 257 | nc: 59 | ncall: 55923 | eff(%): 3.408 | loglstar: -inf < -25.828 < inf | logz: -45.997 +/- 0.437 | dlogz: 14.867 > 0.109
iter: 1907 | bound: 257 | nc: 9 | ncall: 55932 | eff(%): 3.409 | loglstar: -inf < -25.775 < inf | logz: -45.964 +/- 0.437 | dlogz: 14.823 > 0.109
iter: 1908 | bound: 257 | nc: 57 | ncall: 55989 | eff(%): 3.408 | loglstar: -inf < -25.772 < inf | logz: -45.931 +/- 0.437 | dlogz: 14.780 > 0.109
iter: 1909 | bound: 258 | nc: 49 | ncall: 56038 | eff(%): 3.407 | loglstar: -inf < -25.766 < inf | logz: -45.899 +/- 0.437 | dlogz: 14.737 > 0.109
iter: 1910 | bound: 258 | nc: 13 | ncall: 56051 | eff(%): 3.408 | loglstar: -inf < -25.719 < inf | logz: -45.868 +/- 0.437 | dlogz: 14.696 > 0.109
iter: 1911 | bound: 258 | nc: 8 | ncall: 56059 | eff(%): 3.409 | loglstar: -inf < -25.712 < inf | logz: -45.837 +/- 0.437 | dlogz: 14.655 > 0.109
iter: 1912 | bound: 258 | nc: 36 | ncall: 56095 | eff(%): 3.409 | loglstar: -inf < -25.709 < inf | logz: -45.808 +/- 0.437 | dlogz: 14.614 > 0.109
iter: 1913 | bound: 258 | nc: 7 | ncall: 56102 | eff(%): 3.410 | loglstar: -inf < -25.635 < inf | logz: -45.778 +/- 0.437 | dlogz: 14.574 > 0.109
iter: 1914 | bound: 259 | nc: 54 | ncall: 56156 | eff(%): 3.408 | loglstar: -inf < -25.618 < inf | logz: -45.748 +/- 0.437 | dlogz: 14.535 > 0.109
iter: 1915 | bound: 259 | nc: 5 | ncall: 56161 | eff(%): 3.410 | loglstar: -inf < -25.598 < inf | logz: -45.719 +/- 0.437 | dlogz: 14.495 > 0.109
iter: 1916 | bound: 259 | nc: 16 | ncall: 56177 | eff(%): 3.411 | loglstar: -inf < -25.549 < inf | logz: -45.690 +/- 0.437 | dlogz: 14.456 > 0.109
iter: 1917 | bound: 259 | nc: 21 | ncall: 56198 | eff(%): 3.411 | loglstar: -inf < -25.539 < inf | logz: -45.661 +/- 0.437 | dlogz: 14.417 > 0.109
iter: 1918 | bound: 259 | nc: 6 | ncall: 56204 | eff(%): 3.413 | loglstar: -inf < -25.481 < inf | logz: -45.632 +/- 0.437 | dlogz: 14.378 > 0.109
iter: 1919 | bound: 259 | nc: 23 | ncall: 56227 | eff(%): 3.413 | loglstar: -inf < -25.477 < inf | logz: -45.604 +/- 0.437 | dlogz: 14.339 > 0.109
iter: 1920 | bound: 259 | nc: 13 | ncall: 56240 | eff(%): 3.414 | loglstar: -inf < -25.392 < inf | logz: -45.575 +/- 0.437 | dlogz: 14.384 > 0.109
iter: 1921 | bound: 259 | nc: 10 | ncall: 56250 | eff(%): 3.415 | loglstar: -inf < -25.361 < inf | logz: -45.546 +/- 0.437 | dlogz: 14.345 > 0.109
iter: 1922 | bound: 260 | nc: 8 | ncall: 56258 | eff(%): 3.416 | loglstar: -inf < -25.242 < inf | logz: -45.516 +/- 0.437 | dlogz: 14.306 > 0.109
iter: 1923 | bound: 260 | nc: 95 | ncall: 56353 | eff(%): 3.412 | loglstar: -inf < -25.235 < inf | logz: -45.485 +/- 0.437 | dlogz: 14.266 > 0.109
iter: 1924 | bound: 261 | nc: 15 | ncall: 56368 | eff(%): 3.413 | loglstar: -inf < -25.176 < inf | logz: -45.454 +/- 0.437 | dlogz: 14.225 > 0.109
iter: 1925 | bound: 261 | nc: 40 | ncall: 56408 | eff(%): 3.413 | loglstar: -inf < -24.986 < inf | logz: -45.421 +/- 0.437 | dlogz: 14.184 > 0.109
iter: 1926 | bound: 261 | nc: 10 | ncall: 56418 | eff(%): 3.414 | loglstar: -inf < -24.813 < inf | logz: -45.383 +/- 0.437 | dlogz: 14.141 > 0.109
iter: 1927 | bound: 262 | nc: 129 | ncall: 56547 | eff(%): 3.408 | loglstar: -inf < -24.807 < inf | logz: -45.343 +/- 0.437 | dlogz: 20.828 > 0.109
iter: 1928 | bound: 262 | nc: 27 | ncall: 56574 | eff(%): 3.408 | loglstar: -inf < -24.787 < inf | logz: -45.305 +/- 0.437 | dlogz: 20.778 > 0.109
iter: 1929 | bound: 262 | nc: 66 | ncall: 56640 | eff(%): 3.406 | loglstar: -inf < -24.767 < inf | logz: -45.268 +/- 0.437 | dlogz: 20.730 > 0.109
iter: 1930 | bound: 263 | nc: 43 | ncall: 56683 | eff(%): 3.405 | loglstar: -inf < -24.766 < inf | logz: -45.232 +/- 0.438 | dlogz: 20.683 > 0.109
iter: 1931 | bound: 263 | nc: 27 | ncall: 56710 | eff(%): 3.405 | loglstar: -inf < -24.686 < inf | logz: -45.196 +/- 0.438 | dlogz: 20.637 > 0.109
iter: 1932 | bound: 263 | nc: 36 | ncall: 56746 | eff(%): 3.405 | loglstar: -inf < -24.679 < inf | logz: -45.160 +/- 0.438 | dlogz: 20.591 > 0.109
iter: 1933 | bound: 263 | nc: 15 | ncall: 56761 | eff(%): 3.406 | loglstar: -inf < -24.634 < inf | logz: -45.125 +/- 0.438 | dlogz: 20.546 > 0.109
iter: 1934 | bound: 263 | nc: 6 | ncall: 56767 | eff(%): 3.407 | loglstar: -inf < -24.592 < inf | logz: -45.090 +/- 0.438 | dlogz: 20.501 > 0.109
iter: 1935 | bound: 263 | nc: 6 | ncall: 56773 | eff(%): 3.408 | loglstar: -inf < -24.523 < inf | logz: -45.055 +/- 0.438 | dlogz: 20.456 > 0.109
iter: 1936 | bound: 263 | nc: 2 | ncall: 56775 | eff(%): 3.410 | loglstar: -inf < -24.476 < inf | logz: -45.019 +/- 0.438 | dlogz: 20.411 > 0.109
iter: 1937 | bound: 264 | nc: 19 | ncall: 56794 | eff(%): 3.411 | loglstar: -inf < -24.455 < inf | logz: -44.984 +/- 0.438 | dlogz: 20.365 > 0.109
iter: 1938 | bound: 264 | nc: 35 | ncall: 56829 | eff(%): 3.410 | loglstar: -inf < -24.310 < inf | logz: -44.947 +/- 0.438 | dlogz: 20.320 > 0.109
iter: 1939 | bound: 264 | nc: 22 | ncall: 56851 | eff(%): 3.411 | loglstar: -inf < -24.291 < inf | logz: -44.909 +/- 0.438 | dlogz: 20.273 > 0.109
iter: 1940 | bound: 264 | nc: 9 | ncall: 56860 | eff(%): 3.412 | loglstar: -inf < -24.260 < inf | logz: -44.872 +/- 0.439 | dlogz: 20.225 > 0.109
iter: 1941 | bound: 264 | nc: 16 | ncall: 56876 | eff(%): 3.413 | loglstar: -inf < -24.259 < inf | logz: -44.836 +/- 0.439 | dlogz: 20.178 > 0.109
iter: 1942 | bound: 264 | nc: 17 | ncall: 56893 | eff(%): 3.413 | loglstar: -inf < -24.188 < inf | logz: -44.800 +/- 0.439 | dlogz: 20.132 > 0.109
iter: 1943 | bound: 265 | nc: 220 | ncall: 57113 | eff(%): 3.402 | loglstar: -inf < -24.148 < inf | logz: -44.764 +/- 0.439 | dlogz: 20.086 > 0.109
iter: 1944 | bound: 265 | nc: 33 | ncall: 57146 | eff(%): 3.402 | loglstar: -inf < -24.140 < inf | logz: -44.729 +/- 0.439 | dlogz: 20.040 > 0.109
iter: 1945 | bound: 265 | nc: 17 | ncall: 57163 | eff(%): 3.403 | loglstar: -inf < -24.021 < inf | logz: -44.693 +/- 0.439 | dlogz: 19.995 > 0.109
iter: 1946 | bound: 265 | nc: 40 | ncall: 57203 | eff(%): 3.402 | loglstar: -inf < -23.986 < inf | logz: -44.656 +/- 0.439 | dlogz: 19.949 > 0.109
iter: 1947 | bound: 266 | nc: 37 | ncall: 57240 | eff(%): 3.401 | loglstar: -inf < -23.923 < inf | logz: -44.619 +/- 0.439 | dlogz: 19.902 > 0.109
iter: 1948 | bound: 267 | nc: 744 | ncall: 57984 | eff(%): 3.360 | loglstar: -inf < -23.871 < inf | logz: -44.582 +/- 0.439 | dlogz: 19.855 > 0.109
iter: 1949 | bound: 268 | nc: 104 | ncall: 58088 | eff(%): 3.355 | loglstar: -inf < -23.848 < inf | logz: -44.545 +/- 0.440 | dlogz: 19.808 > 0.109
iter: 1950 | bound: 268 | nc: 80 | ncall: 58168 | eff(%): 3.352 | loglstar: -inf < -23.745 < inf | logz: -44.507 +/- 0.440 | dlogz: 19.761 > 0.109
iter: 1951 | bound: 268 | nc: 14 | ncall: 58182 | eff(%): 3.353 | loglstar: -inf < -23.614 < inf | logz: -44.467 +/- 0.440 | dlogz: 19.713 > 0.109
iter: 1952 | bound: 269 | nc: 92 | ncall: 58274 | eff(%): 3.350 | loglstar: -inf < -23.547 < inf | logz: -44.424 +/- 0.440 | dlogz: 19.663 > 0.109
iter: 1953 | bound: 269 | nc: 46 | ncall: 58320 | eff(%): 3.349 | loglstar: -inf < -23.533 < inf | logz: -44.382 +/- 0.440 | dlogz: 19.611 > 0.109
iter: 1954 | bound: 269 | nc: 31 | ncall: 58351 | eff(%): 3.349 | loglstar: -inf < -23.510 < inf | logz: -44.342 +/- 0.440 | dlogz: 19.559 > 0.109
iter: 1955 | bound: 270 | nc: 362 | ncall: 58713 | eff(%): 3.330 | loglstar: -inf < -23.480 < inf | logz: -44.302 +/- 0.441 | dlogz: 19.509 > 0.109
iter: 1956 | bound: 270 | nc: 85 | ncall: 58798 | eff(%): 3.327 | loglstar: -inf < -23.475 < inf | logz: -44.264 +/- 0.441 | dlogz: 19.459 > 0.109
iter: 1957 | bound: 271 | nc: 206 | ncall: 59004 | eff(%): 3.317 | loglstar: -inf < -23.444 < inf | logz: -44.227 +/- 0.441 | dlogz: 19.411 > 0.109
iter: 1958 | bound: 272 | nc: 149 | ncall: 59153 | eff(%): 3.310 | loglstar: -inf < -23.421 < inf | logz: -44.191 +/- 0.441 | dlogz: 19.364 > 0.109
iter: 1959 | bound: 273 | nc: 200 | ncall: 59353 | eff(%): 3.301 | loglstar: -inf < -23.413 < inf | logz: -44.155 +/- 0.441 | dlogz: 19.317 > 0.109
iter: 1960 | bound: 273 | nc: 32 | ncall: 59385 | eff(%): 3.300 | loglstar: -inf < -23.350 < inf | logz: -44.120 +/- 0.441 | dlogz: 19.272 > 0.109
iter: 1961 | bound: 274 | nc: 93 | ncall: 59478 | eff(%): 3.297 | loglstar: -inf < -23.301 < inf | logz: -44.085 +/- 0.441 | dlogz: 19.227 > 0.109
iter: 1962 | bound: 275 | nc: 113 | ncall: 59591 | eff(%): 3.292 | loglstar: -inf < -23.290 < inf | logz: -44.050 +/- 0.441 | dlogz: 19.182 > 0.109
iter: 1963 | bound: 275 | nc: 44 | ncall: 59635 | eff(%): 3.292 | loglstar: -inf < -23.218 < inf | logz: -44.015 +/- 0.441 | dlogz: 19.137 > 0.109
iter: 1964 | bound: 275 | nc: 38 | ncall: 59673 | eff(%): 3.291 | loglstar: -inf < -23.202 < inf | logz: -43.980 +/- 0.441 | dlogz: 19.092 > 0.109
iter: 1965 | bound: 276 | nc: 255 | ncall: 59928 | eff(%): 3.279 | loglstar: -inf < -23.135 < inf | logz: -43.946 +/- 0.442 | dlogz: 19.047 > 0.109
iter: 1966 | bound: 277 | nc: 791 | ncall: 60719 | eff(%): 3.238 | loglstar: -inf < -23.130 < inf | logz: -43.911 +/- 0.442 | dlogz: 19.003 > 0.109
iter: 1967 | bound: 277 | nc: 36 | ncall: 60755 | eff(%): 3.238 | loglstar: -inf < -23.087 < inf | logz: -43.878 +/- 0.442 | dlogz: 18.958 > 0.109
iter: 1968 | bound: 277 | nc: 9 | ncall: 60764 | eff(%): 3.239 | loglstar: -inf < -22.970 < inf | logz: -43.843 +/- 0.442 | dlogz: 18.915 > 0.109
iter: 1969 | bound: 277 | nc: 29 | ncall: 60793 | eff(%): 3.239 | loglstar: -inf < -22.814 < inf | logz: -43.804 +/- 0.442 | dlogz: 18.870 > 0.109
iter: 1970 | bound: 277 | nc: 10 | ncall: 60803 | eff(%): 3.240 | loglstar: -inf < -22.813 < inf | logz: -43.765 +/- 0.442 | dlogz: 18.822 > 0.109
iter: 1971 | bound: 278 | nc: 16 | ncall: 60819 | eff(%): 3.241 | loglstar: -inf < -22.721 < inf | logz: -43.726 +/- 0.442 | dlogz: 18.772 > 0.109
iter: 1972 | bound: 279 | nc: 616 | ncall: 61435 | eff(%): 3.210 | loglstar: -inf < -22.721 < inf | logz: -43.687 +/- 0.442 | dlogz: 18.723 > 0.109
iter: 1973 | bound: 280 | nc: 340 | ncall: 61775 | eff(%): 3.194 | loglstar: -inf < -22.660 < inf | logz: -43.648 +/- 0.442 | dlogz: 18.674 > 0.109
iter: 1974 | bound: 280 | nc: 63 | ncall: 61838 | eff(%): 3.192 | loglstar: -inf < -22.586 < inf | logz: -43.609 +/- 0.443 | dlogz: 18.626 > 0.109
iter: 1975 | bound: 280 | nc: 16 | ncall: 61854 | eff(%): 3.193 | loglstar: -inf < -22.511 < inf | logz: -43.569 +/- 0.443 | dlogz: 18.577 > 0.109
iter: 1976 | bound: 280 | nc: 14 | ncall: 61868 | eff(%): 3.194 | loglstar: -inf < -22.511 < inf | logz: -43.530 +/- 0.443 | dlogz: 18.527 > 0.109
iter: 1977 | bound: 281 | nc: 32 | ncall: 61900 | eff(%): 3.194 | loglstar: -inf < -22.497 < inf | logz: -43.492 +/- 0.443 | dlogz: 18.477 > 0.109
iter: 1978 | bound: 281 | nc: 50 | ncall: 61950 | eff(%): 3.193 | loglstar: -inf < -22.495 < inf | logz: -43.455 +/- 0.443 | dlogz: 18.429 > 0.109
iter: 1979 | bound: 282 | nc: 2009 | ncall: 63959 | eff(%): 3.094 | loglstar: -inf < -22.369 < inf | logz: -43.418 +/- 0.443 | dlogz: 18.383 > 0.109
iter: 1980 | bound: 282 | nc: 34 | ncall: 63993 | eff(%): 3.094 | loglstar: -inf < -22.297 < inf | logz: -43.379 +/- 0.443 | dlogz: 18.336 > 0.109
iter: 1981 | bound: 282 | nc: 21 | ncall: 64014 | eff(%): 3.095 | loglstar: -inf < -22.281 < inf | logz: -43.340 +/- 0.444 | dlogz: 18.286 > 0.109
iter: 1982 | bound: 283 | nc: 73 | ncall: 64087 | eff(%): 3.093 | loglstar: -inf < -22.189 < inf | logz: -43.301 +/- 0.444 | dlogz: 18.238 > 0.109
iter: 1983 | bound: 283 | nc: 42 | ncall: 64129 | eff(%): 3.092 | loglstar: -inf < -22.155 < inf | logz: -43.261 +/- 0.444 | dlogz: 18.189 > 0.109
iter: 1984 | bound: 284 | nc: 98 | ncall: 64227 | eff(%): 3.089 | loglstar: -inf < -22.131 < inf | logz: -43.222 +/- 0.444 | dlogz: 18.139 > 0.109
iter: 1985 | bound: 285 | nc: 324 | ncall: 64551 | eff(%): 3.075 | loglstar: -inf < -22.101 < inf | logz: -43.184 +/- 0.444 | dlogz: 18.090 > 0.109
iter: 1986 | bound: 286 | nc: 771 | ncall: 65322 | eff(%): 3.040 | loglstar: -inf < -21.752 < inf | logz: -43.140 +/- 0.444 | dlogz: 18.042 > 0.109
iter: 1987 | bound: 286 | nc: 40 | ncall: 65362 | eff(%): 3.040 | loglstar: -inf < -21.742 < inf | logz: -43.090 +/- 0.445 | dlogz: 17.988 > 0.109
iter: 1988 | bound: 286 | nc: 22 | ncall: 65384 | eff(%): 3.040 | loglstar: -inf < -21.719 < inf | logz: -43.043 +/- 0.445 | dlogz: 17.929 > 0.109
iter: 1989 | bound: 286 | nc: 2 | ncall: 65386 | eff(%): 3.042 | loglstar: -inf < -21.674 < inf | logz: -42.997 +/- 0.445 | dlogz: 17.871 > 0.109
iter: 1990 | bound: 286 | nc: 16 | ncall: 65402 | eff(%): 3.043 | loglstar: -inf < -21.512 < inf | logz: -42.948 +/- 0.445 | dlogz: 17.815 > 0.109
iter: 1991 | bound: 287 | nc: 30 | ncall: 65432 | eff(%): 3.043 | loglstar: -inf < -21.511 < inf | logz: -42.899 +/- 0.446 | dlogz: 17.756 > 0.109
iter: 1992 | bound: 288 | nc: 4023 | ncall: 69455 | eff(%): 2.868 | loglstar: -inf < -21.458 < inf | logz: -42.851 +/- 0.446 | dlogz: 17.697 > 0.109
iter: 1993 | bound: 289 | nc: 144 | ncall: 69599 | eff(%): 2.864 | loglstar: -inf < -21.411 < inf | logz: -42.803 +/- 0.446 | dlogz: 17.639 > 0.109
iter: 1994 | bound: 289 | nc: 1 | ncall: 69600 | eff(%): 2.865 | loglstar: -inf < -21.368 < inf | logz: -42.756 +/- 0.446 | dlogz: 17.581 > 0.109
iter: 1995 | bound: 289 | nc: 20 | ncall: 69620 | eff(%): 2.866 | loglstar: -inf < -21.330 < inf | logz: -42.710 +/- 0.446 | dlogz: 17.524 > 0.109
iter: 1996 | bound: 289 | nc: 7 | ncall: 69627 | eff(%): 2.867 | loglstar: -inf < -21.306 < inf | logz: -42.664 +/- 0.447 | dlogz: 17.468 > 0.109
iter: 1997 | bound: 290 | nc: 254 | ncall: 69881 | eff(%): 2.858 | loglstar: -inf < -21.219 < inf | logz: -42.619 +/- 0.447 | dlogz: 17.413 > 0.109
iter: 1998 | bound: 290 | nc: 8 | ncall: 69889 | eff(%): 2.859 | loglstar: -inf < -21.188 < inf | logz: -42.574 +/- 0.447 | dlogz: 17.358 > 0.109
iter: 1999 | bound: 290 | nc: 35 | ncall: 69924 | eff(%): 2.859 | loglstar: -inf < -21.187 < inf | logz: -42.530 +/- 0.447 | dlogz: 17.302 > 0.109
iter: 2000 | bound: 291 | nc: 64 | ncall: 69988 | eff(%): 2.858 | loglstar: -inf < -21.163 < inf | logz: -42.488 +/- 0.447 | dlogz: 17.249 > 0.109
iter: 2001 | bound: 291 | nc: 53 | ncall: 70041 | eff(%): 2.857 | loglstar: -inf < -21.129 < inf | logz: -42.447 +/- 0.447 | dlogz: 17.197 > 0.109
iter: 2002 | bound: 292 | nc: 101 | ncall: 70142 | eff(%): 2.854 | loglstar: -inf < -21.125 < inf | logz: -42.407 +/- 0.447 | dlogz: 17.146 > 0.109
iter: 2003 | bound: 292 | nc: 59 | ncall: 70201 | eff(%): 2.853 | loglstar: -inf < -21.086 < inf | logz: -42.369 +/- 0.447 | dlogz: 17.096 > 0.109
iter: 2004 | bound: 293 | nc: 58 | ncall: 70259 | eff(%): 2.852 | loglstar: -inf < -21.059 < inf | logz: -42.331 +/- 0.447 | dlogz: 17.048 > 0.109
iter: 2005 | bound: 293 | nc: 12 | ncall: 70271 | eff(%): 2.853 | loglstar: -inf < -21.059 < inf | logz: -42.294 +/- 0.448 | dlogz: 17.000 > 0.109
iter: 2006 | bound: 293 | nc: 15 | ncall: 70286 | eff(%): 2.854 | loglstar: -inf < -21.047 < inf | logz: -42.259 +/- 0.448 | dlogz: 16.953 > 0.109
iter: 2007 | bound: 294 | nc: 95 | ncall: 70381 | eff(%): 2.852 | loglstar: -inf < -21.021 < inf | logz: -42.224 +/- 0.448 | dlogz: 16.908 > 0.109
iter: 2008 | bound: 294 | nc: 37 | ncall: 70418 | eff(%): 2.852 | loglstar: -inf < -21.006 < inf | logz: -42.190 +/- 0.448 | dlogz: 16.863 > 0.109
iter: 2009 | bound: 294 | nc: 52 | ncall: 70470 | eff(%): 2.851 | loglstar: -inf < -20.993 < inf | logz: -42.158 +/- 0.448 | dlogz: 16.820 > 0.109
iter: 2010 | bound: 295 | nc: 30 | ncall: 70500 | eff(%): 2.851 | loglstar: -inf < -20.989 < inf | logz: -42.126 +/- 0.448 | dlogz: 16.777 > 0.109
iter: 2011 | bound: 296 | nc: 428 | ncall: 70928 | eff(%): 2.835 | loglstar: -inf < -20.963 < inf | logz: -42.095 +/- 0.448 | dlogz: 16.735 > 0.109
iter: 2012 | bound: 296 | nc: 11 | ncall: 70939 | eff(%): 2.836 | loglstar: -inf < -20.901 < inf | logz: -42.064 +/- 0.448 | dlogz: 16.695 > 0.109
iter: 2013 | bound: 296 | nc: 73 | ncall: 71012 | eff(%): 2.835 | loglstar: -inf < -20.866 < inf | logz: -42.033 +/- 0.448 | dlogz: 16.654 > 0.109
iter: 2014 | bound: 297 | nc: 83 | ncall: 71095 | eff(%): 2.833 | loglstar: -inf < -20.838 < inf | logz: -42.002 +/- 0.448 | dlogz: 16.613 > 0.109
iter: 2015 | bound: 297 | nc: 39 | ncall: 71134 | eff(%): 2.833 | loglstar: -inf < -20.813 < inf | logz: -41.972 +/- 0.448 | dlogz: 16.572 > 0.109
iter: 2016 | bound: 298 | nc: 148 | ncall: 71282 | eff(%): 2.828 | loglstar: -inf < -20.793 < inf | logz: -41.942 +/- 0.448 | dlogz: 16.532 > 0.109
iter: 2017 | bound: 299 | nc: 173 | ncall: 71455 | eff(%): 2.823 | loglstar: -inf < -20.793 < inf | logz: -41.913 +/- 0.448 | dlogz: 16.492 > 0.109
iter: 2018 | bound: 299 | nc: 19 | ncall: 71474 | eff(%): 2.823 | loglstar: -inf < -20.720 < inf | logz: -41.884 +/- 0.448 | dlogz: 16.453 > 0.109
iter: 2019 | bound: 299 | nc: 6 | ncall: 71480 | eff(%): 2.825 | loglstar: -inf < -20.639 < inf | logz: -41.854 +/- 0.448 | dlogz: 16.414 > 0.109
iter: 2020 | bound: 299 | nc: 24 | ncall: 71504 | eff(%): 2.825 | loglstar: -inf < -20.590 < inf | logz: -41.823 +/- 0.448 | dlogz: 16.374 > 0.109
iter: 2021 | bound: 299 | nc: 9 | ncall: 71513 | eff(%): 2.826 | loglstar: -inf < -20.476 < inf | logz: -41.791 +/- 0.448 | dlogz: 16.333 > 0.109
iter: 2022 | bound: 299 | nc: 14 | ncall: 71527 | eff(%): 2.827 | loglstar: -inf < -20.407 < inf | logz: -41.758 +/- 0.448 | dlogz: 16.291 > 0.109
iter: 2023 | bound: 299 | nc: 10 | ncall: 71537 | eff(%): 2.828 | loglstar: -inf < -20.404 < inf | logz: -41.724 +/- 0.448 | dlogz: 16.248 > 0.109
iter: 2024 | bound: 299 | nc: 2 | ncall: 71539 | eff(%): 2.829 | loglstar: -inf < -20.300 < inf | logz: -41.690 +/- 0.448 | dlogz: 16.204 > 0.109
iter: 2025 | bound: 300 | nc: 17 | ncall: 71556 | eff(%): 2.830 | loglstar: -inf < -20.278 < inf | logz: -41.656 +/- 0.448 | dlogz: 16.160 > 0.109
iter: 2026 | bound: 300 | nc: 1 | ncall: 71557 | eff(%): 2.831 | loglstar: -inf < -20.249 < inf | logz: -41.622 +/- 0.448 | dlogz: 16.116 > 0.109
iter: 2027 | bound: 300 | nc: 45 | ncall: 71602 | eff(%): 2.831 | loglstar: -inf < -20.169 < inf | logz: -41.588 +/- 0.448 | dlogz: 16.072 > 0.109
iter: 2028 | bound: 300 | nc: 20 | ncall: 71622 | eff(%): 2.832 | loglstar: -inf < -20.160 < inf | logz: -41.554 +/- 0.448 | dlogz: 16.028 > 0.109
iter: 2029 | bound: 300 | nc: 27 | ncall: 71649 | eff(%): 2.832 | loglstar: -inf < -20.154 < inf | logz: -41.521 +/- 0.448 | dlogz: 15.984 > 0.109
iter: 2030 | bound: 301 | nc: 7 | ncall: 71656 | eff(%): 2.833 | loglstar: -inf < -20.103 < inf | logz: -41.489 +/- 0.448 | dlogz: 15.941 > 0.109
iter: 2031 | bound: 301 | nc: 21 | ncall: 71677 | eff(%): 2.834 | loglstar: -inf < -20.053 < inf | logz: -41.456 +/- 0.448 | dlogz: 15.899 > 0.109
iter: 2032 | bound: 301 | nc: 2 | ncall: 71679 | eff(%): 2.835 | loglstar: -inf < -20.038 < inf | logz: -41.424 +/- 0.449 | dlogz: 15.856 > 0.109
iter: 2033 | bound: 301 | nc: 36 | ncall: 71715 | eff(%): 2.835 | loglstar: -inf < -19.999 < inf | logz: -41.392 +/- 0.449 | dlogz: 15.814 > 0.109
iter: 2034 | bound: 301 | nc: 11 | ncall: 71726 | eff(%): 2.836 | loglstar: -inf < -19.927 < inf | logz: -41.359 +/- 0.449 | dlogz: 15.772 > 0.109
iter: 2035 | bound: 302 | nc: 58 | ncall: 71784 | eff(%): 2.835 | loglstar: -inf < -19.873 < inf | logz: -41.326 +/- 0.449 | dlogz: 15.730 > 0.109
iter: 2036 | bound: 302 | nc: 11 | ncall: 71795 | eff(%): 2.836 | loglstar: -inf < -19.849 < inf | logz: -41.293 +/- 0.449 | dlogz: 15.687 > 0.109
iter: 2037 | bound: 302 | nc: 18 | ncall: 71813 | eff(%): 2.837 | loglstar: -inf < -19.805 < inf | logz: -41.261 +/- 0.449 | dlogz: 15.644 > 0.109
iter: 2038 | bound: 302 | nc: 10 | ncall: 71823 | eff(%): 2.838 | loglstar: -inf < -19.762 < inf | logz: -41.228 +/- 0.449 | dlogz: 15.602 > 0.109
iter: 2039 | bound: 302 | nc: 58 | ncall: 71881 | eff(%): 2.837 | loglstar: -inf < -19.730 < inf | logz: -41.196 +/- 0.449 | dlogz: 15.559 > 0.109
iter: 2040 | bound: 303 | nc: 44 | ncall: 71925 | eff(%): 2.836 | loglstar: -inf < -19.543 < inf | logz: -41.161 +/- 0.449 | dlogz: 15.517 > 0.109
iter: 2041 | bound: 303 | nc: 2 | ncall: 71927 | eff(%): 2.838 | loglstar: -inf < -19.492 < inf | logz: -41.124 +/- 0.449 | dlogz: 15.472 > 0.109
iter: 2042 | bound: 303 | nc: 3 | ncall: 71930 | eff(%): 2.839 | loglstar: -inf < -19.479 < inf | logz: -41.087 +/- 0.449 | dlogz: 15.425 > 0.109
iter: 2043 | bound: 303 | nc: 17 | ncall: 71947 | eff(%): 2.840 | loglstar: -inf < -19.412 < inf | logz: -41.050 +/- 0.450 | dlogz: 15.378 > 0.109
iter: 2044 | bound: 303 | nc: 3 | ncall: 71950 | eff(%): 2.841 | loglstar: -inf < -19.394 < inf | logz: -41.014 +/- 0.450 | dlogz: 15.331 > 0.109
iter: 2045 | bound: 303 | nc: 20 | ncall: 71970 | eff(%): 2.841 | loglstar: -inf < -19.382 < inf | logz: -40.979 +/- 0.450 | dlogz: 15.285 > 0.109
iter: 2046 | bound: 304 | nc: 56 | ncall: 72026 | eff(%): 2.841 | loglstar: -inf < -19.305 < inf | logz: -40.943 +/- 0.450 | dlogz: 15.240 > 0.109
iter: 2047 | bound: 304 | nc: 14 | ncall: 72040 | eff(%): 2.841 | loglstar: -inf < -19.192 < inf | logz: -40.906 +/- 0.450 | dlogz: 15.195 > 0.109
iter: 2048 | bound: 304 | nc: 22 | ncall: 72062 | eff(%): 2.842 | loglstar: -inf < -19.167 < inf | logz: -40.869 +/- 0.450 | dlogz: 15.148 > 0.109
iter: 2049 | bound: 304 | nc: 46 | ncall: 72108 | eff(%): 2.842 | loglstar: -inf < -19.164 < inf | logz: -40.832 +/- 0.450 | dlogz: 15.100 > 0.109
iter: 2050 | bound: 305 | nc: 33 | ncall: 72141 | eff(%): 2.842 | loglstar: -inf < -19.140 < inf | logz: -40.797 +/- 0.450 | dlogz: 15.053 > 0.109
iter: 2051 | bound: 305 | nc: 19 | ncall: 72160 | eff(%): 2.842 | loglstar: -inf < -19.127 < inf | logz: -40.762 +/- 0.451 | dlogz: 15.008 > 0.109
iter: 2052 | bound: 305 | nc: 5 | ncall: 72165 | eff(%): 2.843 | loglstar: -inf < -19.123 < inf | logz: -40.729 +/- 0.451 | dlogz: 14.964 > 0.109
iter: 2053 | bound: 305 | nc: 17 | ncall: 72182 | eff(%): 2.844 | loglstar: -inf < -19.112 < inf | logz: -40.697 +/- 0.451 | dlogz: 14.920 > 0.109
iter: 2054 | bound: 305 | nc: 22 | ncall: 72204 | eff(%): 2.845 | loglstar: -inf < -19.069 < inf | logz: -40.665 +/- 0.451 | dlogz: 14.878 > 0.109
iter: 2055 | bound: 305 | nc: 8 | ncall: 72212 | eff(%): 2.846 | loglstar: -inf < -19.042 < inf | logz: -40.634 +/- 0.451 | dlogz: 14.837 > 0.109
iter: 2056 | bound: 306 | nc: 54 | ncall: 72266 | eff(%): 2.845 | loglstar: -inf < -18.998 < inf | logz: -40.602 +/- 0.451 | dlogz: 14.795 > 0.109
iter: 2057 | bound: 306 | nc: 13 | ncall: 72279 | eff(%): 2.846 | loglstar: -inf < -18.942 < inf | logz: -40.571 +/- 0.451 | dlogz: 14.754 > 0.109
iter: 2058 | bound: 306 | nc: 2 | ncall: 72281 | eff(%): 2.847 | loglstar: -inf < -18.913 < inf | logz: -40.539 +/- 0.451 | dlogz: 14.713 > 0.109
iter: 2059 | bound: 306 | nc: 5 | ncall: 72286 | eff(%): 2.848 | loglstar: -inf < -18.736 < inf | logz: -40.506 +/- 0.451 | dlogz: 14.671 > 0.109
iter: 2060 | bound: 306 | nc: 66 | ncall: 72352 | eff(%): 2.847 | loglstar: -inf < -18.730 < inf | logz: -40.470 +/- 0.451 | dlogz: 14.627 > 0.109
iter: 2061 | bound: 307 | nc: 40 | ncall: 72392 | eff(%): 2.847 | loglstar: -inf < -18.685 < inf | logz: -40.436 +/- 0.451 | dlogz: 14.582 > 0.109
iter: 2062 | bound: 307 | nc: 35 | ncall: 72427 | eff(%): 2.847 | loglstar: -inf < -18.638 < inf | logz: -40.401 +/- 0.451 | dlogz: 14.538 > 0.109
iter: 2063 | bound: 307 | nc: 2 | ncall: 72429 | eff(%): 2.848 | loglstar: -inf < -18.604 < inf | logz: -40.367 +/- 0.452 | dlogz: 14.493 > 0.109
iter: 2064 | bound: 307 | nc: 11 | ncall: 72440 | eff(%): 2.849 | loglstar: -inf < -18.541 < inf | logz: -40.332 +/- 0.452 | dlogz: 14.449 > 0.109
iter: 2065 | bound: 307 | nc: 13 | ncall: 72453 | eff(%): 2.850 | loglstar: -inf < -18.485 < inf | logz: -40.297 +/- 0.452 | dlogz: 14.404 > 0.109
iter: 2066 | bound: 307 | nc: 27 | ncall: 72480 | eff(%): 2.850 | loglstar: -inf < -18.438 < inf | logz: -40.262 +/- 0.452 | dlogz: 14.359 > 0.109
iter: 2067 | bound: 307 | nc: 11 | ncall: 72491 | eff(%): 2.851 | loglstar: -inf < -18.432 < inf | logz: -40.227 +/- 0.452 | dlogz: 14.314 > 0.109
iter: 2068 | bound: 308 | nc: 5 | ncall: 72496 | eff(%): 2.853 | loglstar: -inf < -18.430 < inf | logz: -40.194 +/- 0.452 | dlogz: 14.270 > 0.109
iter: 2069 | bound: 308 | nc: 13 | ncall: 72509 | eff(%): 2.853 | loglstar: -inf < -18.297 < inf | logz: -40.160 +/- 0.452 | dlogz: 14.226 > 0.109
iter: 2070 | bound: 308 | nc: 24 | ncall: 72533 | eff(%): 2.854 | loglstar: -inf < -18.267 < inf | logz: -40.125 +/- 0.452 | dlogz: 14.182 > 0.109
iter: 2071 | bound: 308 | nc: 28 | ncall: 72561 | eff(%): 2.854 | loglstar: -inf < -18.257 < inf | logz: -40.090 +/- 0.452 | dlogz: 14.137 > 0.109
iter: 2072 | bound: 308 | nc: 14 | ncall: 72575 | eff(%): 2.855 | loglstar: -inf < -18.255 < inf | logz: -40.057 +/- 0.452 | dlogz: 14.092 > 0.109
iter: 2073 | bound: 309 | nc: 41 | ncall: 72616 | eff(%): 2.855 | loglstar: -inf < -18.197 < inf | logz: -40.024 +/- 0.453 | dlogz: 14.049 > 0.109
iter: 2074 | bound: 309 | nc: 68 | ncall: 72684 | eff(%): 2.853 | loglstar: -inf < -18.179 < inf | logz: -39.991 +/- 0.453 | dlogz: 14.007 > 0.109
iter: 2075 | bound: 310 | nc: 45 | ncall: 72729 | eff(%): 2.853 | loglstar: -inf < -18.127 < inf | logz: -39.959 +/- 0.453 | dlogz: 13.964 > 0.109
iter: 2076 | bound: 310 | nc: 11 | ncall: 72740 | eff(%): 2.854 | loglstar: -inf < -17.980 < inf | logz: -39.925 +/- 0.453 | dlogz: 13.922 > 0.109
iter: 2077 | bound: 310 | nc: 5 | ncall: 72745 | eff(%): 2.855 | loglstar: -inf < -17.973 < inf | logz: -39.889 +/- 0.453 | dlogz: 13.877 > 0.109
iter: 2078 | bound: 310 | nc: 41 | ncall: 72786 | eff(%): 2.855 | loglstar: -inf < -17.891 < inf | logz: -39.854 +/- 0.453 | dlogz: 13.832 > 0.109
iter: 2079 | bound: 310 | nc: 10 | ncall: 72796 | eff(%): 2.856 | loglstar: -inf < -17.859 < inf | logz: -39.818 +/- 0.453 | dlogz: 13.787 > 0.109
iter: 2080 | bound: 310 | nc: 5 | ncall: 72801 | eff(%): 2.857 | loglstar: -inf < -17.836 < inf | logz: -39.783 +/- 0.453 | dlogz: 13.741 > 0.109
iter: 2081 | bound: 310 | nc: 1 | ncall: 72802 | eff(%): 2.858 | loglstar: -inf < -17.822 < inf | logz: -39.749 +/- 0.453 | dlogz: 13.696 > 0.109
iter: 2082 | bound: 310 | nc: 3 | ncall: 72805 | eff(%): 2.860 | loglstar: -inf < -17.798 < inf | logz: -39.715 +/- 0.454 | dlogz: 13.652 > 0.109
iter: 2083 | bound: 310 | nc: 9 | ncall: 72814 | eff(%): 2.861 | loglstar: -inf < -17.757 < inf | logz: -39.682 +/- 0.454 | dlogz: 13.608 > 0.109
iter: 2084 | bound: 310 | nc: 5 | ncall: 72819 | eff(%): 2.862 | loglstar: -inf < -17.737 < inf | logz: -39.650 +/- 0.454 | dlogz: 13.565 > 0.109
iter: 2085 | bound: 310 | nc: 5 | ncall: 72824 | eff(%): 2.863 | loglstar: -inf < -17.630 < inf | logz: -39.616 +/- 0.454 | dlogz: 13.523 > 0.109
iter: 2086 | bound: 311 | nc: 15 | ncall: 72839 | eff(%): 2.864 | loglstar: -inf < -17.417 < inf | logz: -39.579 +/- 0.454 | dlogz: 13.480 > 0.109
iter: 2087 | bound: 312 | nc: 214 | ncall: 73053 | eff(%): 2.857 | loglstar: -inf < -17.382 < inf | logz: -39.539 +/- 0.454 | dlogz: 13.432 > 0.109
iter: 2088 | bound: 312 | nc: 12 | ncall: 73065 | eff(%): 2.858 | loglstar: -inf < -17.377 < inf | logz: -39.500 +/- 0.454 | dlogz: 13.382 > 0.109
iter: 2089 | bound: 312 | nc: 4 | ncall: 73069 | eff(%): 2.859 | loglstar: -inf < -17.363 < inf | logz: -39.462 +/- 0.454 | dlogz: 13.333 > 0.109
iter: 2090 | bound: 313 | nc: 95 | ncall: 73164 | eff(%): 2.857 | loglstar: -inf < -17.342 < inf | logz: -39.425 +/- 0.455 | dlogz: 13.285 > 0.109
iter: 2091 | bound: 313 | nc: 33 | ncall: 73197 | eff(%): 2.857 | loglstar: -inf < -17.308 < inf | logz: -39.390 +/- 0.455 | dlogz: 13.239 > 0.109
iter: 2092 | bound: 313 | nc: 19 | ncall: 73216 | eff(%): 2.857 | loglstar: -inf < -17.300 < inf | logz: -39.355 +/- 0.455 | dlogz: 13.193 > 0.109
iter: 2093 | bound: 313 | nc: 23 | ncall: 73239 | eff(%): 2.858 | loglstar: -inf < -17.299 < inf | logz: -39.321 +/- 0.455 | dlogz: 13.148 > 0.109
iter: 2094 | bound: 313 | nc: 1 | ncall: 73240 | eff(%): 2.859 | loglstar: -inf < -17.270 < inf | logz: -39.288 +/- 0.455 | dlogz: 13.105 > 0.109
iter: 2095 | bound: 313 | nc: 18 | ncall: 73258 | eff(%): 2.860 | loglstar: -inf < -17.264 < inf | logz: -39.256 +/- 0.455 | dlogz: 13.062 > 0.109
iter: 2096 | bound: 313 | nc: 2 | ncall: 73260 | eff(%): 2.861 | loglstar: -inf < -17.206 < inf | logz: -39.225 +/- 0.455 | dlogz: 13.020 > 0.109
iter: 2097 | bound: 314 | nc: 29 | ncall: 73289 | eff(%): 2.861 | loglstar: -inf < -17.166 < inf | logz: -39.193 +/- 0.455 | dlogz: 12.978 > 0.109
iter: 2098 | bound: 314 | nc: 58 | ncall: 73347 | eff(%): 2.860 | loglstar: -inf < -17.161 < inf | logz: -39.162 +/- 0.455 | dlogz: 12.937 > 0.109
iter: 2099 | bound: 314 | nc: 4 | ncall: 73351 | eff(%): 2.862 | loglstar: -inf < -17.119 < inf | logz: -39.131 +/- 0.455 | dlogz: 12.896 > 0.109
iter: 2100 | bound: 314 | nc: 24 | ncall: 73375 | eff(%): 2.862 | loglstar: -inf < -16.966 < inf | logz: -39.099 +/- 0.455 | dlogz: 12.855 > 0.109
iter: 2101 | bound: 315 | nc: 75 | ncall: 73450 | eff(%): 2.860 | loglstar: -inf < -16.948 < inf | logz: -39.065 +/- 0.456 | dlogz: 12.812 > 0.109
iter: 2102 | bound: 315 | nc: 5 | ncall: 73455 | eff(%): 2.862 | loglstar: -inf < -16.826 < inf | logz: -39.030 +/- 0.456 | dlogz: 12.769 > 0.109
iter: 2103 | bound: 315 | nc: 20 | ncall: 73475 | eff(%): 2.862 | loglstar: -inf < -16.736 < inf | logz: -38.993 +/- 0.456 | dlogz: 12.724 > 0.109
iter: 2104 | bound: 315 | nc: 3 | ncall: 73478 | eff(%): 2.863 | loglstar: -inf < -16.650 < inf | logz: -38.955 +/- 0.456 | dlogz: 12.677 > 0.109
iter: 2105 | bound: 315 | nc: 7 | ncall: 73485 | eff(%): 2.865 | loglstar: -inf < -16.593 < inf | logz: -38.915 +/- 0.456 | dlogz: 12.629 > 0.109
iter: 2106 | bound: 316 | nc: 87 | ncall: 73572 | eff(%): 2.863 | loglstar: -inf < -16.587 < inf | logz: -38.877 +/- 0.456 | dlogz: 12.579 > 0.109
iter: 2107 | bound: 317 | nc: 116 | ncall: 73688 | eff(%): 2.859 | loglstar: -inf < -16.531 < inf | logz: -38.839 +/- 0.456 | dlogz: 12.531 > 0.109
iter: 2108 | bound: 317 | nc: 9 | ncall: 73697 | eff(%): 2.860 | loglstar: -inf < -16.486 < inf | logz: -38.801 +/- 0.457 | dlogz: 12.483 > 0.109
iter: 2109 | bound: 317 | nc: 26 | ncall: 73723 | eff(%): 2.861 | loglstar: -inf < -16.474 < inf | logz: -38.763 +/- 0.457 | dlogz: 12.435 > 0.109
iter: 2110 | bound: 317 | nc: 10 | ncall: 73733 | eff(%): 2.862 | loglstar: -inf < -16.457 < inf | logz: -38.727 +/- 0.457 | dlogz: 12.388 > 0.109
iter: 2111 | bound: 317 | nc: 17 | ncall: 73750 | eff(%): 2.862 | loglstar: -inf < -16.393 < inf | logz: -38.691 +/- 0.457 | dlogz: 12.342 > 0.109
iter: 2112 | bound: 317 | nc: 3 | ncall: 73753 | eff(%): 2.864 | loglstar: -inf < -16.309 < inf | logz: -38.654 +/- 0.457 | dlogz: 12.296 > 0.109
iter: 2113 | bound: 317 | nc: 30 | ncall: 73783 | eff(%): 2.864 | loglstar: -inf < -16.171 < inf | logz: -38.615 +/- 0.457 | dlogz: 12.249 > 0.109
iter: 2114 | bound: 317 | nc: 3 | ncall: 73786 | eff(%): 2.865 | loglstar: -inf < -16.160 < inf | logz: -38.575 +/- 0.457 | dlogz: 12.199 > 0.109
iter: 2115 | bound: 318 | nc: 18 | ncall: 73804 | eff(%): 2.866 | loglstar: -inf < -16.156 < inf | logz: -38.536 +/- 0.458 | dlogz: 12.149 > 0.109
iter: 2116 | bound: 318 | nc: 12 | ncall: 73816 | eff(%): 2.867 | loglstar: -inf < -16.119 < inf | logz: -38.498 +/- 0.458 | dlogz: 12.101 > 0.109
iter: 2117 | bound: 318 | nc: 4 | ncall: 73820 | eff(%): 2.868 | loglstar: -inf < -16.041 < inf | logz: -38.460 +/- 0.458 | dlogz: 12.053 > 0.109
iter: 2118 | bound: 318 | nc: 11 | ncall: 73831 | eff(%): 2.869 | loglstar: -inf < -15.973 < inf | logz: -38.421 +/- 0.458 | dlogz: 12.005 > 0.109
iter: 2119 | bound: 318 | nc: 3 | ncall: 73834 | eff(%): 2.870 | loglstar: -inf < -15.947 < inf | logz: -38.383 +/- 0.458 | dlogz: 11.956 > 0.109
iter: 2120 | bound: 318 | nc: 25 | ncall: 73859 | eff(%): 2.870 | loglstar: -inf < -15.943 < inf | logz: -38.345 +/- 0.458 | dlogz: 11.907 > 0.109
iter: 2121 | bound: 318 | nc: 1 | ncall: 73860 | eff(%): 2.872 | loglstar: -inf < -15.924 < inf | logz: -38.309 +/- 0.458 | dlogz: 11.860 > 0.109
iter: 2122 | bound: 318 | nc: 8 | ncall: 73868 | eff(%): 2.873 | loglstar: -inf < -15.890 < inf | logz: -38.273 +/- 0.459 | dlogz: 11.814 > 0.109
iter: 2123 | bound: 318 | nc: 4 | ncall: 73872 | eff(%): 2.874 | loglstar: -inf < -15.884 < inf | logz: -38.238 +/- 0.459 | dlogz: 11.768 > 0.109
iter: 2124 | bound: 318 | nc: 11 | ncall: 73883 | eff(%): 2.875 | loglstar: -inf < -15.874 < inf | logz: -38.205 +/- 0.459 | dlogz: 11.723 > 0.109
iter: 2125 | bound: 318 | nc: 11 | ncall: 73894 | eff(%): 2.876 | loglstar: -inf < -15.795 < inf | logz: -38.171 +/- 0.459 | dlogz: 11.680 > 0.109
iter: 2126 | bound: 319 | nc: 12 | ncall: 73906 | eff(%): 2.877 | loglstar: -inf < -15.767 < inf | logz: -38.138 +/- 0.459 | dlogz: 11.637 > 0.109
iter: 2127 | bound: 319 | nc: 14 | ncall: 73920 | eff(%): 2.877 | loglstar: -inf < -15.747 < inf | logz: -38.104 +/- 0.459 | dlogz: 11.593 > 0.109
iter: 2128 | bound: 319 | nc: 16 | ncall: 73936 | eff(%): 2.878 | loglstar: -inf < -15.732 < inf | logz: -38.072 +/- 0.459 | dlogz: 11.550 > 0.109
iter: 2129 | bound: 319 | nc: 25 | ncall: 73961 | eff(%): 2.879 | loglstar: -inf < -15.720 < inf | logz: -38.041 +/- 0.459 | dlogz: 11.507 > 0.109
iter: 2130 | bound: 319 | nc: 13 | ncall: 73974 | eff(%): 2.879 | loglstar: -inf < -15.638 < inf | logz: -38.009 +/- 0.459 | dlogz: 11.466 > 0.109
iter: 2131 | bound: 319 | nc: 1 | ncall: 73975 | eff(%): 2.881 | loglstar: -inf < -15.609 < inf | logz: -37.977 +/- 0.459 | dlogz: 11.424 > 0.109
iter: 2132 | bound: 319 | nc: 7 | ncall: 73982 | eff(%): 2.882 | loglstar: -inf < -15.588 < inf | logz: -37.945 +/- 0.459 | dlogz: 11.382 > 0.109
iter: 2133 | bound: 319 | nc: 20 | ncall: 74002 | eff(%): 2.882 | loglstar: -inf < -15.580 < inf | logz: -37.915 +/- 0.459 | dlogz: 11.341 > 0.109
iter: 2134 | bound: 320 | nc: 9 | ncall: 74011 | eff(%): 2.883 | loglstar: -inf < -15.574 < inf | logz: -37.885 +/- 0.459 | dlogz: 11.300 > 0.109
iter: 2135 | bound: 320 | nc: 9 | ncall: 74020 | eff(%): 2.884 | loglstar: -inf < -15.567 < inf | logz: -37.856 +/- 0.459 | dlogz: 11.260 > 0.109
iter: 2136 | bound: 320 | nc: 7 | ncall: 74027 | eff(%): 2.885 | loglstar: -inf < -15.563 < inf | logz: -37.828 +/- 0.459 | dlogz: 11.222 > 0.109
iter: 2137 | bound: 320 | nc: 5 | ncall: 74032 | eff(%): 2.887 | loglstar: -inf < -15.537 < inf | logz: -37.801 +/- 0.459 | dlogz: 11.184 > 0.109
iter: 2138 | bound: 320 | nc: 30 | ncall: 74062 | eff(%): 2.887 | loglstar: -inf < -15.524 < inf | logz: -37.774 +/- 0.459 | dlogz: 11.147 > 0.109
iter: 2139 | bound: 320 | nc: 8 | ncall: 74070 | eff(%): 2.888 | loglstar: -inf < -15.502 < inf | logz: -37.748 +/- 0.459 | dlogz: 11.110 > 0.109
iter: 2140 | bound: 320 | nc: 15 | ncall: 74085 | eff(%): 2.889 | loglstar: -inf < -15.466 < inf | logz: -37.722 +/- 0.459 | dlogz: 11.074 > 0.109
iter: 2141 | bound: 320 | nc: 13 | ncall: 74098 | eff(%): 2.889 | loglstar: -inf < -15.247 < inf | logz: -37.693 +/- 0.459 | dlogz: 11.038 > 0.109
iter: 2142 | bound: 320 | nc: 9 | ncall: 74107 | eff(%): 2.890 | loglstar: -inf < -15.246 < inf | logz: -37.663 +/- 0.460 | dlogz: 10.999 > 0.109
iter: 2143 | bound: 321 | nc: 6 | ncall: 74113 | eff(%): 2.892 | loglstar: -inf < -15.213 < inf | logz: -37.633 +/- 0.460 | dlogz: 10.959 > 0.109
iter: 2144 | bound: 321 | nc: 7 | ncall: 74120 | eff(%): 2.893 | loglstar: -inf < -15.104 < inf | logz: -37.602 +/- 0.460 | dlogz: 10.919 > 0.109
iter: 2145 | bound: 321 | nc: 7 | ncall: 74127 | eff(%): 2.894 | loglstar: -inf < -15.023 < inf | logz: -37.570 +/- 0.460 | dlogz: 10.878 > 0.109
iter: 2146 | bound: 321 | nc: 47 | ncall: 74174 | eff(%): 2.893 | loglstar: -inf < -14.991 < inf | logz: -37.537 +/- 0.460 | dlogz: 10.836 > 0.109
iter: 2147 | bound: 322 | nc: 39 | ncall: 74213 | eff(%): 2.893 | loglstar: -inf < -14.974 < inf | logz: -37.504 +/- 0.460 | dlogz: 10.793 > 0.109
iter: 2148 | bound: 322 | nc: 61 | ncall: 74274 | eff(%): 2.892 | loglstar: -inf < -14.954 < inf | logz: -37.473 +/- 0.460 | dlogz: 10.750 > 0.109
iter: 2149 | bound: 322 | nc: 18 | ncall: 74292 | eff(%): 2.893 | loglstar: -inf < -14.945 < inf | logz: -37.442 +/- 0.460 | dlogz: 10.709 > 0.109
iter: 2150 | bound: 322 | nc: 3 | ncall: 74295 | eff(%): 2.894 | loglstar: -inf < -14.929 < inf | logz: -37.412 +/- 0.460 | dlogz: 10.668 > 0.109
iter: 2151 | bound: 323 | nc: 125 | ncall: 74420 | eff(%): 2.890 | loglstar: -inf < -14.893 < inf | logz: -37.382 +/- 0.460 | dlogz: 10.628 > 0.109
iter: 2152 | bound: 323 | nc: 14 | ncall: 74434 | eff(%): 2.891 | loglstar: -inf < -14.795 < inf | logz: -37.352 +/- 0.460 | dlogz: 10.589 > 0.109
iter: 2153 | bound: 323 | nc: 37 | ncall: 74471 | eff(%): 2.891 | loglstar: -inf < -14.733 < inf | logz: -37.320 +/- 0.460 | dlogz: 10.548 > 0.109
iter: 2154 | bound: 324 | nc: 206 | ncall: 74677 | eff(%): 2.884 | loglstar: -inf < -14.727 < inf | logz: -37.289 +/- 0.461 | dlogz: 10.507 > 0.109
iter: 2155 | bound: 324 | nc: 24 | ncall: 74701 | eff(%): 2.885 | loglstar: -inf < -14.707 < inf | logz: -37.259 +/- 0.461 | dlogz: 10.466 > 0.109
iter: 2156 | bound: 324 | nc: 7 | ncall: 74708 | eff(%): 2.886 | loglstar: -inf < -14.705 < inf | logz: -37.229 +/- 0.461 | dlogz: 10.425 > 0.109
iter: 2157 | bound: 324 | nc: 3 | ncall: 74711 | eff(%): 2.887 | loglstar: -inf < -14.679 < inf | logz: -37.200 +/- 0.461 | dlogz: 10.386 > 0.109
iter: 2158 | bound: 324 | nc: 10 | ncall: 74721 | eff(%): 2.888 | loglstar: -inf < -14.673 < inf | logz: -37.172 +/- 0.461 | dlogz: 10.347 > 0.109
iter: 2159 | bound: 324 | nc: 6 | ncall: 74727 | eff(%): 2.889 | loglstar: -inf < -14.630 < inf | logz: -37.144 +/- 0.461 | dlogz: 10.309 > 0.109
iter: 2160 | bound: 324 | nc: 13 | ncall: 74740 | eff(%): 2.890 | loglstar: -inf < -14.622 < inf | logz: -37.117 +/- 0.461 | dlogz: 10.271 > 0.109
iter: 2161 | bound: 325 | nc: 41 | ncall: 74781 | eff(%): 2.890 | loglstar: -inf < -14.597 < inf | logz: -37.090 +/- 0.461 | dlogz: 10.233 > 0.109
iter: 2162 | bound: 326 | nc: 1054 | ncall: 75835 | eff(%): 2.851 | loglstar: -inf < -14.596 < inf | logz: -37.063 +/- 0.461 | dlogz: 10.197 > 0.109
iter: 2163 | bound: 326 | nc: 53 | ncall: 75888 | eff(%): 2.850 | loglstar: -inf < -14.596 < inf | logz: -37.038 +/- 0.461 | dlogz: 10.160 > 0.109
iter: 2164 | bound: 327 | nc: 504 | ncall: 76392 | eff(%): 2.833 | loglstar: -inf < -14.594 < inf | logz: -37.013 +/- 0.461 | dlogz: 10.125 > 0.109
iter: 2165 | bound: 328 | nc: 3576 | ncall: 79968 | eff(%): 2.707 | loglstar: -inf < -14.580 < inf | logz: -36.990 +/- 0.461 | dlogz: 10.090 > 0.109 /home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 2166 | bound: 329 | nc: 1749 | ncall: 81717 | eff(%): 2.651 | loglstar: -inf < -14.531 < inf | logz: -36.966 +/- 0.461 | dlogz: 10.057 > 0.109
iter: 2167 | bound: 329 | nc: 34 | ncall: 81751 | eff(%): 2.651 | loglstar: -inf < -14.523 < inf | logz: -36.942 +/- 0.461 | dlogz: 10.023 > 0.109
iter: 2168 | bound: 330 | nc: 142 | ncall: 81893 | eff(%): 2.647 | loglstar: -inf < -14.518 < inf | logz: -36.919 +/- 0.461 | dlogz: 9.989 > 0.109
iter: 2169 | bound: 331 | nc: 252 | ncall: 82145 | eff(%): 2.640 | loglstar: -inf < -14.463 < inf | logz: -36.896 +/- 0.461 | dlogz: 9.956 > 0.109
iter: 2170 | bound: 332 | nc: 541 | ncall: 82686 | eff(%): 2.624 | loglstar: -inf < -14.393 < inf | logz: -36.872 +/- 0.461 | dlogz: 9.923 > 0.109
iter: 2171 | bound: 333 | nc: 896 | ncall: 83582 | eff(%): 2.597 | loglstar: -inf < -14.309 < inf | logz: -36.847 +/- 0.461 | dlogz: 9.889 > 0.109
iter: 2172 | bound: 334 | nc: 1405 | ncall: 84987 | eff(%): 2.556 | loglstar: -inf < -14.289 < inf | logz: -36.822 +/- 0.461 | dlogz: 9.855 > 0.109
iter: 2173 | bound: 335 | nc: 882 | ncall: 85869 | eff(%): 2.531 | loglstar: -inf < -14.260 < inf | logz: -36.797 +/- 0.461 | dlogz: 9.820 > 0.109
iter: 2174 | bound: 335 | nc: 63 | ncall: 85932 | eff(%): 2.530 | loglstar: -inf < -14.079 < inf | logz: -36.770 +/- 0.461 | dlogz: 9.785 > 0.109
iter: 2175 | bound: 335 | nc: 27 | ncall: 85959 | eff(%): 2.530 | loglstar: -inf < -14.076 < inf | logz: -36.742 +/- 0.461 | dlogz: 9.748 > 0.109
iter: 2176 | bound: 336 | nc: 56 | ncall: 86015 | eff(%): 2.530 | loglstar: -inf < -14.008 < inf | logz: -36.714 +/- 0.461 | dlogz: 9.710 > 0.109
iter: 2177 | bound: 337 | nc: 1296 | ncall: 87311 | eff(%): 2.493 | loglstar: -inf < -13.989 < inf | logz: -36.686 +/- 0.462 | dlogz: 9.672 > 0.109
iter: 2178 | bound: 338 | nc: 2043 | ncall: 89354 | eff(%): 2.437 | loglstar: -inf < -13.960 < inf | logz: -36.658 +/- 0.462 | dlogz: 10.677 > 0.109
iter: 2179 | bound: 339 | nc: 179 | ncall: 89533 | eff(%): 2.434 | loglstar: -inf < -13.954 < inf | logz: -36.630 +/- 0.462 | dlogz: 10.639 > 0.109
iter: 2180 | bound: 340 | nc: 728 | ncall: 90261 | eff(%): 2.415 | loglstar: -inf < -13.870 < inf | logz: -36.603 +/- 0.462 | dlogz: 10.602 > 0.109
iter: 2181 | bound: 341 | nc: 612 | ncall: 90873 | eff(%): 2.400 | loglstar: -inf < -13.855 < inf | logz: -36.575 +/- 0.462 | dlogz: 10.564 > 0.109
iter: 2182 | bound: 342 | nc: 3469 | ncall: 94342 | eff(%): 2.313 | loglstar: -inf < -13.844 < inf | logz: -36.548 +/- 0.462 | dlogz: 10.526 > 0.109
iter: 2183 | bound: 343 | nc: 210 | ncall: 94552 | eff(%): 2.309 | loglstar: -inf < -13.786 < inf | logz: -36.521 +/- 0.462 | dlogz: 10.489 > 0.109
iter: 2184 | bound: 343 | nc: 9 | ncall: 94561 | eff(%): 2.310 | loglstar: -inf < -13.728 < inf | logz: -36.493 +/- 0.462 | dlogz: 10.452 > 0.109
iter: 2185 | bound: 343 | nc: 7 | ncall: 94568 | eff(%): 2.311 | loglstar: -inf < -13.718 < inf | logz: -36.465 +/- 0.462 | dlogz: 10.414 > 0.109
iter: 2186 | bound: 344 | nc: 219 | ncall: 94787 | eff(%): 2.306 | loglstar: -inf < -13.717 < inf | logz: -36.439 +/- 0.462 | dlogz: 10.377 > 0.109
iter: 2187 | bound: 344 | nc: 22 | ncall: 94809 | eff(%): 2.307 | loglstar: -inf < -13.664 < inf | logz: -36.412 +/- 0.462 | dlogz: 10.340 > 0.109
iter: 2188 | bound: 344 | nc: 53 | ncall: 94862 | eff(%): 2.307 | loglstar: -inf < -13.559 < inf | logz: -36.385 +/- 0.462 | dlogz: 10.304 > 0.109
iter: 2189 | bound: 344 | nc: 5 | ncall: 94867 | eff(%): 2.307 | loglstar: -inf < -13.521 < inf | logz: -36.356 +/- 0.463 | dlogz: 10.266 > 0.109
iter: 2190 | bound: 344 | nc: 5 | ncall: 94872 | eff(%): 2.308 | loglstar: -inf < -13.514 < inf | logz: -36.328 +/- 0.463 | dlogz: 10.228 > 0.109
iter: 2191 | bound: 345 | nc: 26 | ncall: 94898 | eff(%): 2.309 | loglstar: -inf < -13.341 < inf | logz: -36.298 +/- 0.463 | dlogz: 10.190 > 0.109
iter: 2192 | bound: 346 | nc: 1503 | ncall: 96401 | eff(%): 2.274 | loglstar: -inf < -13.328 < inf | logz: -36.267 +/- 0.463 | dlogz: 10.150 > 0.109
iter: 2193 | bound: 347 | nc: 1337 | ncall: 97738 | eff(%): 2.244 | loglstar: -inf < -13.325 < inf | logz: -36.237 +/- 0.463 | dlogz: 10.109 > 0.109
iter: 2194 | bound: 348 | nc: 584 | ncall: 98322 | eff(%): 2.231 | loglstar: -inf < -13.307 < inf | logz: -36.208 +/- 0.463 | dlogz: 10.069 > 0.109
iter: 2195 | bound: 348 | nc: 89 | ncall: 98411 | eff(%): 2.230 | loglstar: -inf < -13.284 < inf | logz: -36.179 +/- 0.463 | dlogz: 10.029 > 0.109
iter: 2196 | bound: 349 | nc: 961 | ncall: 99372 | eff(%): 2.210 | loglstar: -inf < -13.239 < inf | logz: -36.150 +/- 0.463 | dlogz: 9.991 > 0.109
iter: 2197 | bound: 350 | nc: 559 | ncall: 99931 | eff(%): 2.199 | loglstar: -inf < -13.194 < inf | logz: -36.121 +/- 0.463 | dlogz: 9.952 > 0.109
iter: 2198 | bound: 351 | nc: 2391 | ncall: 102322 | eff(%): 2.148 | loglstar: -inf < -13.135 < inf | logz: -36.092 +/- 0.464 | dlogz: 9.913 > 0.109 /home/docs/checkouts/readthedocs.org/user_builds/space-phot/envs/latest/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 2199 | bound: 352 | nc: 411 | ncall: 102733 | eff(%): 2.141 | loglstar: -inf < -13.049 < inf | logz: -36.062 +/- 0.464 | dlogz: 9.874 > 0.109
iter: 2200 | bound: 352 | nc: 25 | ncall: 102758 | eff(%): 2.141 | loglstar: -inf < -13.048 < inf | logz: -36.032 +/- 0.464 | dlogz: 9.834 > 0.109
iter: 2201 | bound: 353 | nc: 774 | ncall: 103532 | eff(%): 2.126 | loglstar: -inf < -13.043 < inf | logz: -36.003 +/- 0.464 | dlogz: 9.794 > 0.109
iter: 2202 | bound: 354 | nc: 630 | ncall: 104162 | eff(%): 2.114 | loglstar: -inf < -13.038 < inf | logz: -35.974 +/- 0.464 | dlogz: 9.755 > 0.109
iter: 2203 | bound: 354 | nc: 61 | ncall: 104223 | eff(%): 2.114 | loglstar: -inf < -13.037 < inf | logz: -35.947 +/- 0.464 | dlogz: 9.717 > 0.109
iter: 2204 | bound: 354 | nc: 29 | ncall: 104252 | eff(%): 2.114 | loglstar: -inf < -13.003 < inf | logz: -35.920 +/- 0.464 | dlogz: 9.679 > 0.109
iter: 2205 | bound: 355 | nc: 180 | ncall: 104432 | eff(%): 2.111 | loglstar: -inf < -12.914 < inf | logz: -35.893 +/- 0.464 | dlogz: 9.643 > 0.109
iter: 2206 | bound: 356 | nc: 136 | ncall: 104568 | eff(%): 2.110 | loglstar: -inf < -12.825 < inf | logz: -35.864 +/- 0.464 | dlogz: 9.605 > 0.109
iter: 2207 | bound: 356 | nc: 7 | ncall: 104575 | eff(%): 2.110 | loglstar: -inf < -12.803 < inf | logz: -35.835 +/- 0.464 | dlogz: 9.566 > 0.109
iter: 2208 | bound: 357 | nc: 167 | ncall: 104742 | eff(%): 2.108 | loglstar: -inf < -12.751 < inf | logz: -35.806 +/- 0.465 | dlogz: 9.527 > 0.109
iter: 2209 | bound: 357 | nc: 35 | ncall: 104777 | eff(%): 2.108 | loglstar: -inf < -12.704 < inf | logz: -35.776 +/- 0.465 | dlogz: 9.488 > 0.109
iter: 2210 | bound: 357 | nc: 3 | ncall: 104780 | eff(%): 2.109 | loglstar: -inf < -12.686 < inf | logz: -35.747 +/- 0.465 | dlogz: 9.449 > 0.109
iter: 2211 | bound: 357 | nc: 19 | ncall: 104799 | eff(%): 2.110 | loglstar: -inf < -12.667 < inf | logz: -35.718 +/- 0.465 | dlogz: 9.409 > 0.109
iter: 2212 | bound: 358 | nc: 52 | ncall: 104851 | eff(%): 2.110 | loglstar: -inf < -12.665 < inf | logz: -35.690 +/- 0.465 | dlogz: 9.371 > 0.109
iter: 2213 | bound: 359 | nc: 107 | ncall: 104958 | eff(%): 2.108 | loglstar: -inf < -12.665 < inf | logz: -35.663 +/- 0.465 | dlogz: 9.333 > 0.109
iter: 2214 | bound: 359 | nc: 7 | ncall: 104965 | eff(%): 2.109 | loglstar: -inf < -12.640 < inf | logz: -35.637 +/- 0.465 | dlogz: 9.296 > 0.109
iter: 2215 | bound: 359 | nc: 50 | ncall: 105015 | eff(%): 2.109 | loglstar: -inf < -12.587 < inf | logz: -35.610 +/- 0.465 | dlogz: 9.260 > 0.109
iter: 2216 | bound: 360 | nc: 78 | ncall: 105093 | eff(%): 2.109 | loglstar: -inf < -12.574 < inf | logz: -35.584 +/- 0.465 | dlogz: 9.223 > 0.109
iter: 2217 | bound: 361 | nc: 1659 | ncall: 106752 | eff(%): 2.077 | loglstar: -inf < -12.567 < inf | logz: -35.558 +/- 0.465 | dlogz: 10.407 > 0.109
iter: 2218 | bound: 361 | nc: 18 | ncall: 106770 | eff(%): 2.077 | loglstar: -inf < -12.552 < inf | logz: -35.533 +/- 0.465 | dlogz: 10.372 > 0.109
iter: 2219 | bound: 361 | nc: 12 | ncall: 106782 | eff(%): 2.078 | loglstar: -inf < -12.458 < inf | logz: -35.508 +/- 0.466 | dlogz: 10.337 > 0.109
iter: 2220 | bound: 361 | nc: 50 | ncall: 106832 | eff(%): 2.078 | loglstar: -inf < -12.394 < inf | logz: -35.481 +/- 0.466 | dlogz: 10.301 > 0.109
iter: 2221 | bound: 362 | nc: 67 | ncall: 106899 | eff(%): 2.078 | loglstar: -inf < -12.362 < inf | logz: -35.454 +/- 0.466 | dlogz: 10.265 > 0.109
iter: 2222 | bound: 362 | nc: 9 | ncall: 106908 | eff(%): 2.078 | loglstar: -inf < -12.344 < inf | logz: -35.428 +/- 0.466 | dlogz: 10.228 > 0.109
iter: 2223 | bound: 362 | nc: 20 | ncall: 106928 | eff(%): 2.079 | loglstar: -inf < -12.316 < inf | logz: -35.402 +/- 0.466 | dlogz: 10.191 > 0.109
iter: 2224 | bound: 362 | nc: 8 | ncall: 106936 | eff(%): 2.080 | loglstar: -inf < -12.227 < inf | logz: -35.375 +/- 0.466 | dlogz: 10.155 > 0.109
iter: 2225 | bound: 362 | nc: 12 | ncall: 106948 | eff(%): 2.080 | loglstar: -inf < -12.224 < inf | logz: -35.348 +/- 0.466 | dlogz: 10.118 > 0.109
iter: 2226 | bound: 362 | nc: 31 | ncall: 106979 | eff(%): 2.081 | loglstar: -inf < -12.208 < inf | logz: -35.321 +/- 0.466 | dlogz: 10.081 > 0.109
iter: 2227 | bound: 362 | nc: 6 | ncall: 106985 | eff(%): 2.082 | loglstar: -inf < -12.194 < inf | logz: -35.295 +/- 0.466 | dlogz: 10.045 > 0.109
iter: 2228 | bound: 362 | nc: 1 | ncall: 106986 | eff(%): 2.083 | loglstar: -inf < -12.163 < inf | logz: -35.270 +/- 0.466 | dlogz: 10.009 > 0.109
iter: 2229 | bound: 362 | nc: 4 | ncall: 106990 | eff(%): 2.083 | loglstar: -inf < -12.141 < inf | logz: -35.245 +/- 0.466 | dlogz: 9.974 > 0.109
iter: 2230 | bound: 362 | nc: 1 | ncall: 106991 | eff(%): 2.084 | loglstar: -inf < -12.130 < inf | logz: -35.220 +/- 0.466 | dlogz: 9.938 > 0.109
iter: 2231 | bound: 363 | nc: 17 | ncall: 107008 | eff(%): 2.085 | loglstar: -inf < -12.126 < inf | logz: -35.196 +/- 0.466 | dlogz: 9.904 > 0.109
iter: 2232 | bound: 363 | nc: 6 | ncall: 107014 | eff(%): 2.086 | loglstar: -inf < -12.073 < inf | logz: -35.172 +/- 0.466 | dlogz: 9.870 > 0.109
iter: 2233 | bound: 363 | nc: 1 | ncall: 107015 | eff(%): 2.087 | loglstar: -inf < -12.039 < inf | logz: -35.148 +/- 0.467 | dlogz: 9.836 > 0.109
iter: 2234 | bound: 363 | nc: 4 | ncall: 107019 | eff(%): 2.087 | loglstar: -inf < -12.026 < inf | logz: -35.124 +/- 0.467 | dlogz: 9.802 > 0.109
iter: 2235 | bound: 363 | nc: 7 | ncall: 107026 | eff(%): 2.088 | loglstar: -inf < -12.025 < inf | logz: -35.100 +/- 0.467 | dlogz: 9.768 > 0.109
iter: 2236 | bound: 363 | nc: 28 | ncall: 107054 | eff(%): 2.089 | loglstar: -inf < -11.909 < inf | logz: -35.076 +/- 0.467 | dlogz: 9.734 > 0.109
iter: 2237 | bound: 363 | nc: 9 | ncall: 107063 | eff(%): 2.089 | loglstar: -inf < -11.871 < inf | logz: -35.051 +/- 0.467 | dlogz: 9.700 > 0.109
iter: 2238 | bound: 363 | nc: 2 | ncall: 107065 | eff(%): 2.090 | loglstar: -inf < -11.854 < inf | logz: -35.027 +/- 0.467 | dlogz: 9.665 > 0.109
iter: 2239 | bound: 363 | nc: 2 | ncall: 107067 | eff(%): 2.091 | loglstar: -inf < -11.843 < inf | logz: -35.002 +/- 0.467 | dlogz: 9.631 > 0.109
iter: 2240 | bound: 363 | nc: 8 | ncall: 107075 | eff(%): 2.092 | loglstar: -inf < -11.842 < inf | logz: -34.979 +/- 0.467 | dlogz: 9.597 > 0.109
iter: 2241 | bound: 363 | nc: 1 | ncall: 107076 | eff(%): 2.093 | loglstar: -inf < -11.804 < inf | logz: -34.955 +/- 0.467 | dlogz: 9.563 > 0.109
iter: 2242 | bound: 363 | nc: 4 | ncall: 107080 | eff(%): 2.094 | loglstar: -inf < -11.797 < inf | logz: -34.932 +/- 0.467 | dlogz: 9.530 > 0.109
iter: 2243 | bound: 363 | nc: 2 | ncall: 107082 | eff(%): 2.095 | loglstar: -inf < -11.731 < inf | logz: -34.909 +/- 0.467 | dlogz: 9.497 > 0.109
iter: 2244 | bound: 363 | nc: 9 | ncall: 107091 | eff(%): 2.095 | loglstar: -inf < -11.729 < inf | logz: -34.886 +/- 0.467 | dlogz: 9.464 > 0.109
iter: 2245 | bound: 363 | nc: 6 | ncall: 107097 | eff(%): 2.096 | loglstar: -inf < -11.703 < inf | logz: -34.863 +/- 0.467 | dlogz: 9.431 > 0.109
iter: 2246 | bound: 363 | nc: 1 | ncall: 107098 | eff(%): 2.097 | loglstar: -inf < -11.679 < inf | logz: -34.841 +/- 0.467 | dlogz: 9.398 > 0.109
iter: 2247 | bound: 364 | nc: 17 | ncall: 107115 | eff(%): 2.098 | loglstar: -inf < -11.663 < inf | logz: -34.819 +/- 0.467 | dlogz: 9.365 > 0.109
iter: 2248 | bound: 364 | nc: 22 | ncall: 107137 | eff(%): 2.098 | loglstar: -inf < -11.649 < inf | logz: -34.797 +/- 0.467 | dlogz: 9.333 > 0.109
iter: 2249 | bound: 364 | nc: 13 | ncall: 107150 | eff(%): 2.099 | loglstar: -inf < -11.642 < inf | logz: -34.775 +/- 0.467 | dlogz: 9.301 > 0.109
iter: 2250 | bound: 364 | nc: 15 | ncall: 107165 | eff(%): 2.100 | loglstar: -inf < -11.639 < inf | logz: -34.754 +/- 0.467 | dlogz: 9.270 > 0.109
iter: 2251 | bound: 364 | nc: 13 | ncall: 107178 | eff(%): 2.100 | loglstar: -inf < -11.638 < inf | logz: -34.734 +/- 0.468 | dlogz: 9.239 > 0.109
iter: 2252 | bound: 364 | nc: 12 | ncall: 107190 | eff(%): 2.101 | loglstar: -inf < -11.627 < inf | logz: -34.714 +/- 0.468 | dlogz: 9.209 > 0.109
iter: 2253 | bound: 364 | nc: 20 | ncall: 107210 | eff(%): 2.101 | loglstar: -inf < -11.616 < inf | logz: -34.695 +/- 0.468 | dlogz: 9.179 > 0.109
iter: 2254 | bound: 365 | nc: 5 | ncall: 107215 | eff(%): 2.102 | loglstar: -inf < -11.604 < inf | logz: -34.676 +/- 0.468 | dlogz: 9.150 > 0.109
iter: 2255 | bound: 365 | nc: 12 | ncall: 107227 | eff(%): 2.103 | loglstar: -inf < -11.500 < inf | logz: -34.656 +/- 0.468 | dlogz: 9.121 > 0.109
iter: 2256 | bound: 365 | nc: 8 | ncall: 107235 | eff(%): 2.104 | loglstar: -inf < -11.481 < inf | logz: -34.636 +/- 0.468 | dlogz: 9.091 > 0.109
iter: 2257 | bound: 366 | nc: 85 | ncall: 107320 | eff(%): 2.103 | loglstar: -inf < -11.457 < inf | logz: -34.616 +/- 0.468 | dlogz: 9.061 > 0.109
iter: 2258 | bound: 366 | nc: 15 | ncall: 107335 | eff(%): 2.104 | loglstar: -inf < -11.455 < inf | logz: -34.596 +/- 0.468 | dlogz: 9.031 > 0.109
iter: 2259 | bound: 366 | nc: 72 | ncall: 107407 | eff(%): 2.103 | loglstar: -inf < -11.419 < inf | logz: -34.576 +/- 0.468 | dlogz: 9.001 > 0.109
iter: 2260 | bound: 366 | nc: 8 | ncall: 107415 | eff(%): 2.104 | loglstar: -inf < -11.385 < inf | logz: -34.557 +/- 0.468 | dlogz: 8.972 > 0.109
iter: 2261 | bound: 367 | nc: 19 | ncall: 107434 | eff(%): 2.105 | loglstar: -inf < -11.377 < inf | logz: -34.537 +/- 0.468 | dlogz: 8.942 > 0.109
iter: 2262 | bound: 368 | nc: 106 | ncall: 107540 | eff(%): 2.103 | loglstar: -inf < -11.342 < inf | logz: -34.518 +/- 0.468 | dlogz: 8.912 > 0.109
iter: 2263 | bound: 369 | nc: 121 | ncall: 107661 | eff(%): 2.102 | loglstar: -inf < -11.341 < inf | logz: -34.499 +/- 0.468 | dlogz: 8.883 > 0.109
iter: 2264 | bound: 369 | nc: 78 | ncall: 107739 | eff(%): 2.101 | loglstar: -inf < -11.290 < inf | logz: -34.480 +/- 0.468 | dlogz: 8.854 > 0.109
iter: 2265 | bound: 370 | nc: 34 | ncall: 107773 | eff(%): 2.102 | loglstar: -inf < -11.257 < inf | logz: -34.460 +/- 0.468 | dlogz: 8.825 > 0.109
iter: 2266 | bound: 370 | nc: 8 | ncall: 107781 | eff(%): 2.102 | loglstar: -inf < -11.226 < inf | logz: -34.441 +/- 0.468 | dlogz: 8.796 > 0.109
iter: 2267 | bound: 370 | nc: 26 | ncall: 107807 | eff(%): 2.103 | loglstar: -inf < -11.160 < inf | logz: -34.421 +/- 0.468 | dlogz: 8.766 > 0.109
iter: 2268 | bound: 370 | nc: 35 | ncall: 107842 | eff(%): 2.103 | loglstar: -inf < -11.131 < inf | logz: -34.401 +/- 0.468 | dlogz: 8.737 > 0.109
iter: 2269 | bound: 371 | nc: 98 | ncall: 107940 | eff(%): 2.102 | loglstar: -inf < -11.077 < inf | logz: -34.381 +/- 0.468 | dlogz: 8.707 > 0.109
iter: 2270 | bound: 371 | nc: 24 | ncall: 107964 | eff(%): 2.103 | loglstar: -inf < -11.069 < inf | logz: -34.360 +/- 0.468 | dlogz: 8.676 > 0.109
iter: 2271 | bound: 371 | nc: 49 | ncall: 108013 | eff(%): 2.103 | loglstar: -inf < -11.066 < inf | logz: -34.340 +/- 0.468 | dlogz: 8.646 > 0.109
iter: 2272 | bound: 372 | nc: 40 | ncall: 108053 | eff(%): 2.103 | loglstar: -inf < -11.035 < inf | logz: -34.321 +/- 0.468 | dlogz: 8.616 > 0.109
iter: 2273 | bound: 372 | nc: 9 | ncall: 108062 | eff(%): 2.103 | loglstar: -inf < -10.992 < inf | logz: -34.301 +/- 0.468 | dlogz: 8.587 > 0.109
iter: 2274 | bound: 372 | nc: 3 | ncall: 108065 | eff(%): 2.104 | loglstar: -inf < -10.978 < inf | logz: -34.281 +/- 0.468 | dlogz: 8.557 > 0.109
iter: 2275 | bound: 372 | nc: 1 | ncall: 108066 | eff(%): 2.105 | loglstar: -inf < -10.897 < inf | logz: -34.261 +/- 0.468 | dlogz: 8.527 > 0.109
iter: 2276 | bound: 372 | nc: 2 | ncall: 108068 | eff(%): 2.106 | loglstar: -inf < -10.882 < inf | logz: -34.241 +/- 0.469 | dlogz: 8.497 > 0.109
iter: 2277 | bound: 372 | nc: 14 | ncall: 108082 | eff(%): 2.107 | loglstar: -inf < -10.882 < inf | logz: -34.221 +/- 0.469 | dlogz: 8.467 > 0.109
iter: 2278 | bound: 372 | nc: 8 | ncall: 108090 | eff(%): 2.108 | loglstar: -inf < -10.875 < inf | logz: -34.201 +/- 0.469 | dlogz: 8.437 > 0.109
iter: 2279 | bound: 372 | nc: 3 | ncall: 108093 | eff(%): 2.108 | loglstar: -inf < -10.833 < inf | logz: -34.182 +/- 0.469 | dlogz: 8.408 > 0.109
iter: 2280 | bound: 372 | nc: 10 | ncall: 108103 | eff(%): 2.109 | loglstar: -inf < -10.824 < inf | logz: -34.163 +/- 0.469 | dlogz: 8.378 > 0.109
iter: 2281 | bound: 372 | nc: 16 | ncall: 108119 | eff(%): 2.110 | loglstar: -inf < -10.803 < inf | logz: -34.144 +/- 0.469 | dlogz: 8.349 > 0.109
iter: 2282 | bound: 372 | nc: 17 | ncall: 108136 | eff(%): 2.110 | loglstar: -inf < -10.794 < inf | logz: -34.125 +/- 0.469 | dlogz: 8.320 > 0.109
iter: 2283 | bound: 373 | nc: 27 | ncall: 108163 | eff(%): 2.111 | loglstar: -inf < -10.760 < inf | logz: -34.106 +/- 0.469 | dlogz: 8.291 > 0.109
iter: 2284 | bound: 373 | nc: 9 | ncall: 108172 | eff(%): 2.111 | loglstar: -inf < -10.752 < inf | logz: -34.088 +/- 0.469 | dlogz: 8.263 > 0.109
iter: 2285 | bound: 373 | nc: 60 | ncall: 108232 | eff(%): 2.111 | loglstar: -inf < -10.751 < inf | logz: -34.070 +/- 0.469 | dlogz: 8.234 > 0.109
iter: 2286 | bound: 373 | nc: 13 | ncall: 108245 | eff(%): 2.112 | loglstar: -inf < -10.749 < inf | logz: -34.052 +/- 0.469 | dlogz: 8.206 > 0.109
iter: 2287 | bound: 374 | nc: 27 | ncall: 108272 | eff(%): 2.112 | loglstar: -inf < -10.720 < inf | logz: -34.035 +/- 0.469 | dlogz: 8.179 > 0.109
iter: 2288 | bound: 374 | nc: 27 | ncall: 108299 | eff(%): 2.113 | loglstar: -inf < -10.718 < inf | logz: -34.018 +/- 0.469 | dlogz: 8.152 > 0.109
iter: 2289 | bound: 374 | nc: 22 | ncall: 108321 | eff(%): 2.113 | loglstar: -inf < -10.716 < inf | logz: -34.001 +/- 0.469 | dlogz: 8.125 > 0.109
iter: 2290 | bound: 374 | nc: 43 | ncall: 108364 | eff(%): 2.113 | loglstar: -inf < -10.708 < inf | logz: -33.984 +/- 0.469 | dlogz: 8.098 > 0.109
iter: 2291 | bound: 375 | nc: 13 | ncall: 108377 | eff(%): 2.114 | loglstar: -inf < -10.607 < inf | logz: -33.968 +/- 0.469 | dlogz: 8.071 > 0.109
iter: 2292 | bound: 375 | nc: 8 | ncall: 108385 | eff(%): 2.115 | loglstar: -inf < -10.597 < inf | logz: -33.950 +/- 0.469 | dlogz: 8.045 > 0.109
iter: 2293 | bound: 375 | nc: 15 | ncall: 108400 | eff(%): 2.115 | loglstar: -inf < -10.592 < inf | logz: -33.933 +/- 0.469 | dlogz: 8.017 > 0.109
iter: 2294 | bound: 375 | nc: 21 | ncall: 108421 | eff(%): 2.116 | loglstar: -inf < -10.585 < inf | logz: -33.917 +/- 0.469 | dlogz: 7.990 > 0.109
iter: 2295 | bound: 376 | nc: 67 | ncall: 108488 | eff(%): 2.115 | loglstar: -inf < -10.581 < inf | logz: -33.900 +/- 0.469 | dlogz: 7.964 > 0.109
iter: 2296 | bound: 376 | nc: 10 | ncall: 108498 | eff(%): 2.116 | loglstar: -inf < -10.567 < inf | logz: -33.884 +/- 0.469 | dlogz: 7.938 > 0.109
iter: 2297 | bound: 376 | nc: 3 | ncall: 108501 | eff(%): 2.117 | loglstar: -inf < -10.559 < inf | logz: -33.868 +/- 0.469 | dlogz: 7.912 > 0.109
iter: 2298 | bound: 376 | nc: 13 | ncall: 108514 | eff(%): 2.118 | loglstar: -inf < -10.532 < inf | logz: -33.853 +/- 0.469 | dlogz: 7.886 > 0.109
iter: 2299 | bound: 376 | nc: 67 | ncall: 108581 | eff(%): 2.117 | loglstar: -inf < -10.530 < inf | logz: -33.837 +/- 0.469 | dlogz: 7.860 > 0.109
iter: 2300 | bound: 377 | nc: 7 | ncall: 108588 | eff(%): 2.118 | loglstar: -inf < -10.507 < inf | logz: -33.822 +/- 0.470 | dlogz: 7.835 > 0.109
iter: 2301 | bound: 377 | nc: 3 | ncall: 108591 | eff(%): 2.119 | loglstar: -inf < -10.457 < inf | logz: -33.806 +/- 0.470 | dlogz: 7.810 > 0.109
iter: 2302 | bound: 377 | nc: 15 | ncall: 108606 | eff(%): 2.120 | loglstar: -inf < -10.437 < inf | logz: -33.791 +/- 0.470 | dlogz: 7.784 > 0.109
iter: 2303 | bound: 377 | nc: 6 | ncall: 108612 | eff(%): 2.120 | loglstar: -inf < -10.395 < inf | logz: -33.775 +/- 0.470 | dlogz: 7.759 > 0.109
iter: 2304 | bound: 377 | nc: 7 | ncall: 108619 | eff(%): 2.121 | loglstar: -inf < -10.389 < inf | logz: -33.759 +/- 0.470 | dlogz: 7.733 > 0.109
iter: 2305 | bound: 377 | nc: 8 | ncall: 108627 | eff(%): 2.122 | loglstar: -inf < -10.380 < inf | logz: -33.744 +/- 0.470 | dlogz: 7.707 > 0.109
iter: 2306 | bound: 377 | nc: 36 | ncall: 108663 | eff(%): 2.122 | loglstar: -inf < -10.368 < inf | logz: -33.729 +/- 0.470 | dlogz: 7.682 > 0.109
iter: 2307 | bound: 377 | nc: 13 | ncall: 108676 | eff(%): 2.123 | loglstar: -inf < -10.303 < inf | logz: -33.713 +/- 0.470 | dlogz: 7.657 > 0.109
iter: 2308 | bound: 378 | nc: 13 | ncall: 108689 | eff(%): 2.123 | loglstar: -inf < -10.302 < inf | logz: -33.698 +/- 0.470 | dlogz: 7.632 > 0.109
iter: 2309 | bound: 378 | nc: 21 | ncall: 108710 | eff(%): 2.124 | loglstar: -inf < -10.294 < inf | logz: -33.683 +/- 0.470 | dlogz: 7.606 > 0.109
iter: 2310 | bound: 378 | nc: 20 | ncall: 108730 | eff(%): 2.125 | loglstar: -inf < -10.270 < inf | logz: -33.668 +/- 0.470 | dlogz: 7.581 > 0.109
iter: 2311 | bound: 378 | nc: 20 | ncall: 108750 | eff(%): 2.125 | loglstar: -inf < -10.266 < inf | logz: -33.653 +/- 0.470 | dlogz: 7.556 > 0.109
iter: 2312 | bound: 378 | nc: 12 | ncall: 108762 | eff(%): 2.126 | loglstar: -inf < -10.258 < inf | logz: -33.638 +/- 0.470 | dlogz: 7.531 > 0.109
iter: 2313 | bound: 378 | nc: 21 | ncall: 108783 | eff(%): 2.126 | loglstar: -inf < -10.233 < inf | logz: -33.624 +/- 0.470 | dlogz: 7.507 > 0.109
iter: 2314 | bound: 379 | nc: 13 | ncall: 108796 | eff(%): 2.127 | loglstar: -inf < -10.230 < inf | logz: -33.610 +/- 0.470 | dlogz: 7.482 > 0.109
iter: 2315 | bound: 379 | nc: 22 | ncall: 108818 | eff(%): 2.127 | loglstar: -inf < -10.227 < inf | logz: -33.595 +/- 0.470 | dlogz: 7.458 > 0.109
iter: 2316 | bound: 379 | nc: 15 | ncall: 108833 | eff(%): 2.128 | loglstar: -inf < -10.223 < inf | logz: -33.582 +/- 0.470 | dlogz: 7.434 > 0.109
iter: 2317 | bound: 379 | nc: 15 | ncall: 108848 | eff(%): 2.129 | loglstar: -inf < -10.196 < inf | logz: -33.568 +/- 0.470 | dlogz: 7.410 > 0.109
iter: 2318 | bound: 379 | nc: 7 | ncall: 108855 | eff(%): 2.129 | loglstar: -inf < -10.172 < inf | logz: -33.554 +/- 0.470 | dlogz: 7.387 > 0.109
iter: 2319 | bound: 380 | nc: 125 | ncall: 108980 | eff(%): 2.128 | loglstar: -inf < -10.163 < inf | logz: -33.541 +/- 0.470 | dlogz: 7.363 > 0.109
iter: 2320 | bound: 380 | nc: 8 | ncall: 108988 | eff(%): 2.129 | loglstar: -inf < -10.160 < inf | logz: -33.528 +/- 0.470 | dlogz: 7.340 > 0.109
iter: 2321 | bound: 380 | nc: 24 | ncall: 109012 | eff(%): 2.129 | loglstar: -inf < -10.151 < inf | logz: -33.514 +/- 0.470 | dlogz: 7.316 > 0.109
iter: 2322 | bound: 380 | nc: 1 | ncall: 109013 | eff(%): 2.130 | loglstar: -inf < -10.118 < inf | logz: -33.501 +/- 0.470 | dlogz: 7.293 > 0.109
iter: 2323 | bound: 380 | nc: 4 | ncall: 109017 | eff(%): 2.131 | loglstar: -inf < -10.101 < inf | logz: -33.488 +/- 0.470 | dlogz: 7.270 > 0.109
iter: 2324 | bound: 380 | nc: 43 | ncall: 109060 | eff(%): 2.131 | loglstar: -inf < -10.069 < inf | logz: -33.475 +/- 0.470 | dlogz: 7.247 > 0.109
iter: 2325 | bound: 380 | nc: 2 | ncall: 109062 | eff(%): 2.132 | loglstar: -inf < -10.022 < inf | logz: -33.462 +/- 0.470 | dlogz: 7.224 > 0.109
iter: 2326 | bound: 380 | nc: 16 | ncall: 109078 | eff(%): 2.132 | loglstar: -inf < -10.019 < inf | logz: -33.448 +/- 0.470 | dlogz: 7.201 > 0.109
iter: 2327 | bound: 381 | nc: 28 | ncall: 109106 | eff(%): 2.133 | loglstar: -inf < -10.009 < inf | logz: -33.435 +/- 0.470 | dlogz: 7.178 > 0.109
iter: 2328 | bound: 381 | nc: 3 | ncall: 109109 | eff(%): 2.134 | loglstar: -inf < -9.995 < inf | logz: -33.422 +/- 0.470 | dlogz: 7.155 > 0.109
iter: 2329 | bound: 381 | nc: 72 | ncall: 109181 | eff(%): 2.133 | loglstar: -inf < -9.978 < inf | logz: -33.409 +/- 0.470 | dlogz: 7.132 > 0.109
iter: 2330 | bound: 382 | nc: 84 | ncall: 109265 | eff(%): 2.132 | loglstar: -inf < -9.900 < inf | logz: -33.396 +/- 0.470 | dlogz: 7.109 > 0.109
iter: 2331 | bound: 382 | nc: 2 | ncall: 109267 | eff(%): 2.133 | loglstar: -inf < -9.896 < inf | logz: -33.383 +/- 0.470 | dlogz: 7.086 > 0.109
iter: 2332 | bound: 382 | nc: 2 | ncall: 109269 | eff(%): 2.134 | loglstar: -inf < -9.894 < inf | logz: -33.369 +/- 0.470 | dlogz: 7.062 > 0.109
iter: 2333 | bound: 382 | nc: 2 | ncall: 109271 | eff(%): 2.135 | loglstar: -inf < -9.856 < inf | logz: -33.356 +/- 0.470 | dlogz: 7.039 > 0.109
iter: 2334 | bound: 382 | nc: 16 | ncall: 109287 | eff(%): 2.136 | loglstar: -inf < -9.834 < inf | logz: -33.343 +/- 0.471 | dlogz: 7.016 > 0.109
iter: 2335 | bound: 382 | nc: 25 | ncall: 109312 | eff(%): 2.136 | loglstar: -inf < -9.810 < inf | logz: -33.330 +/- 0.471 | dlogz: 6.993 > 0.109
iter: 2336 | bound: 382 | nc: 17 | ncall: 109329 | eff(%): 2.137 | loglstar: -inf < -9.797 < inf | logz: -33.317 +/- 0.471 | dlogz: 6.970 > 0.109
iter: 2337 | bound: 382 | nc: 5 | ncall: 109334 | eff(%): 2.137 | loglstar: -inf < -9.791 < inf | logz: -33.304 +/- 0.471 | dlogz: 6.947 > 0.109
iter: 2338 | bound: 382 | nc: 11 | ncall: 109345 | eff(%): 2.138 | loglstar: -inf < -9.765 < inf | logz: -33.291 +/- 0.471 | dlogz: 6.924 > 0.109
iter: 2339 | bound: 382 | nc: 18 | ncall: 109363 | eff(%): 2.139 | loglstar: -inf < -9.751 < inf | logz: -33.278 +/- 0.471 | dlogz: 6.901 > 0.109
iter: 2340 | bound: 383 | nc: 6 | ncall: 109369 | eff(%): 2.140 | loglstar: -inf < -9.722 < inf | logz: -33.265 +/- 0.471 | dlogz: 6.878 > 0.109
iter: 2341 | bound: 383 | nc: 12 | ncall: 109381 | eff(%): 2.140 | loglstar: -inf < -9.705 < inf | logz: -33.252 +/- 0.471 | dlogz: 6.855 > 0.109
iter: 2342 | bound: 383 | nc: 3 | ncall: 109384 | eff(%): 2.141 | loglstar: -inf < -9.677 < inf | logz: -33.239 +/- 0.471 | dlogz: 6.832 > 0.109
iter: 2343 | bound: 383 | nc: 6 | ncall: 109390 | eff(%): 2.142 | loglstar: -inf < -9.636 < inf | logz: -33.226 +/- 0.471 | dlogz: 6.810 > 0.109
iter: 2344 | bound: 383 | nc: 11 | ncall: 109401 | eff(%): 2.143 | loglstar: -inf < -9.610 < inf | logz: -33.213 +/- 0.471 | dlogz: 6.787 > 0.109
iter: 2345 | bound: 383 | nc: 3 | ncall: 109404 | eff(%): 2.143 | loglstar: -inf < -9.585 < inf | logz: -33.200 +/- 0.471 | dlogz: 6.764 > 0.109
iter: 2346 | bound: 383 | nc: 18 | ncall: 109422 | eff(%): 2.144 | loglstar: -inf < -9.576 < inf | logz: -33.187 +/- 0.471 | dlogz: 6.741 > 0.109
iter: 2347 | bound: 383 | nc: 8 | ncall: 109430 | eff(%): 2.145 | loglstar: -inf < -9.540 < inf | logz: -33.174 +/- 0.471 | dlogz: 6.718 > 0.109
iter: 2348 | bound: 383 | nc: 15 | ncall: 109445 | eff(%): 2.145 | loglstar: -inf < -9.529 < inf | logz: -33.161 +/- 0.471 | dlogz: 6.695 > 0.109
iter: 2349 | bound: 384 | nc: 25 | ncall: 109470 | eff(%): 2.146 | loglstar: -inf < -9.525 < inf | logz: -33.148 +/- 0.471 | dlogz: 6.672 > 0.109
iter: 2350 | bound: 384 | nc: 9 | ncall: 109479 | eff(%): 2.147 | loglstar: -inf < -9.523 < inf | logz: -33.135 +/- 0.471 | dlogz: 6.649 > 0.109
iter: 2351 | bound: 384 | nc: 73 | ncall: 109552 | eff(%): 2.146 | loglstar: -inf < -9.514 < inf | logz: -33.123 +/- 0.471 | dlogz: 6.626 > 0.109
iter: 2352 | bound: 384 | nc: 17 | ncall: 109569 | eff(%): 2.147 | loglstar: -inf < -9.509 < inf | logz: -33.110 +/- 0.471 | dlogz: 6.604 > 0.109
iter: 2353 | bound: 385 | nc: 19 | ncall: 109588 | eff(%): 2.147 | loglstar: -inf < -9.416 < inf | logz: -33.098 +/- 0.471 | dlogz: 6.582 > 0.109
iter: 2354 | bound: 385 | nc: 5 | ncall: 109593 | eff(%): 2.148 | loglstar: -inf < -9.399 < inf | logz: -33.085 +/- 0.471 | dlogz: 6.559 > 0.109
iter: 2355 | bound: 385 | nc: 6 | ncall: 109599 | eff(%): 2.149 | loglstar: -inf < -9.343 < inf | logz: -33.072 +/- 0.471 | dlogz: 6.536 > 0.109
iter: 2356 | bound: 385 | nc: 5 | ncall: 109604 | eff(%): 2.150 | loglstar: -inf < -9.341 < inf | logz: -33.059 +/- 0.471 | dlogz: 6.513 > 0.109
iter: 2357 | bound: 385 | nc: 31 | ncall: 109635 | eff(%): 2.150 | loglstar: -inf < -9.312 < inf | logz: -33.045 +/- 0.471 | dlogz: 6.490 > 0.109
iter: 2358 | bound: 385 | nc: 44 | ncall: 109679 | eff(%): 2.150 | loglstar: -inf < -9.295 < inf | logz: -33.032 +/- 0.472 | dlogz: 6.467 > 0.109
iter: 2359 | bound: 386 | nc: 14 | ncall: 109693 | eff(%): 2.151 | loglstar: -inf < -9.189 < inf | logz: -33.019 +/- 0.472 | dlogz: 6.444 > 0.109
iter: 2360 | bound: 386 | nc: 21 | ncall: 109714 | eff(%): 2.151 | loglstar: -inf < -9.159 < inf | logz: -33.004 +/- 0.472 | dlogz: 6.420 > 0.109
iter: 2361 | bound: 386 | nc: 2 | ncall: 109716 | eff(%): 2.152 | loglstar: -inf < -9.155 < inf | logz: -32.990 +/- 0.472 | dlogz: 6.396 > 0.109
iter: 2362 | bound: 386 | nc: 4 | ncall: 109720 | eff(%): 2.153 | loglstar: -inf < -9.136 < inf | logz: -32.976 +/- 0.472 | dlogz: 6.372 > 0.109
iter: 2363 | bound: 386 | nc: 6 | ncall: 109726 | eff(%): 2.154 | loglstar: -inf < -9.110 < inf | logz: -32.962 +/- 0.472 | dlogz: 6.348 > 0.109
iter: 2364 | bound: 386 | nc: 20 | ncall: 109746 | eff(%): 2.154 | loglstar: -inf < -9.108 < inf | logz: -32.948 +/- 0.472 | dlogz: 6.324 > 0.109
iter: 2365 | bound: 386 | nc: 14 | ncall: 109760 | eff(%): 2.155 | loglstar: -inf < -9.044 < inf | logz: -32.934 +/- 0.472 | dlogz: 6.301 > 0.109
iter: 2366 | bound: 386 | nc: 3 | ncall: 109763 | eff(%): 2.156 | loglstar: -inf < -8.976 < inf | logz: -32.920 +/- 0.472 | dlogz: 6.277 > 0.109
iter: 2367 | bound: 387 | nc: 44 | ncall: 109807 | eff(%): 2.156 | loglstar: -inf < -8.970 < inf | logz: -32.905 +/- 0.472 | dlogz: 6.252 > 0.109
iter: 2368 | bound: 387 | nc: 5 | ncall: 109812 | eff(%): 2.156 | loglstar: -inf < -8.965 < inf | logz: -32.891 +/- 0.472 | dlogz: 6.228 > 0.109
iter: 2369 | bound: 387 | nc: 7 | ncall: 109819 | eff(%): 2.157 | loglstar: -inf < -8.965 < inf | logz: -32.877 +/- 0.472 | dlogz: 6.203 > 0.109
iter: 2370 | bound: 387 | nc: 6 | ncall: 109825 | eff(%): 2.158 | loglstar: -inf < -8.951 < inf | logz: -32.863 +/- 0.472 | dlogz: 6.179 > 0.109
iter: 2371 | bound: 387 | nc: 24 | ncall: 109849 | eff(%): 2.158 | loglstar: -inf < -8.942 < inf | logz: -32.849 +/- 0.472 | dlogz: 6.155 > 0.109
iter: 2372 | bound: 387 | nc: 22 | ncall: 109871 | eff(%): 2.159 | loglstar: -inf < -8.922 < inf | logz: -32.835 +/- 0.473 | dlogz: 6.132 > 0.109
iter: 2373 | bound: 387 | nc: 1 | ncall: 109872 | eff(%): 2.160 | loglstar: -inf < -8.900 < inf | logz: -32.822 +/- 0.473 | dlogz: 6.108 > 0.109
iter: 2374 | bound: 387 | nc: 5 | ncall: 109877 | eff(%): 2.161 | loglstar: -inf < -8.847 < inf | logz: -32.808 +/- 0.473 | dlogz: 6.218 > 0.109
iter: 2375 | bound: 387 | nc: 7 | ncall: 109884 | eff(%): 2.161 | loglstar: -inf < -8.846 < inf | logz: -32.794 +/- 0.473 | dlogz: 6.194 > 0.109
iter: 2376 | bound: 387 | nc: 5 | ncall: 109889 | eff(%): 2.162 | loglstar: -inf < -8.846 < inf | logz: -32.781 +/- 0.473 | dlogz: 6.170 > 0.109
iter: 2377 | bound: 387 | nc: 3 | ncall: 109892 | eff(%): 2.163 | loglstar: -inf < -8.830 < inf | logz: -32.767 +/- 0.473 | dlogz: 6.147 > 0.109
iter: 2378 | bound: 387 | nc: 5 | ncall: 109897 | eff(%): 2.164 | loglstar: -inf < -8.781 < inf | logz: -32.754 +/- 0.473 | dlogz: 6.124 > 0.109
iter: 2379 | bound: 387 | nc: 2 | ncall: 109899 | eff(%): 2.165 | loglstar: -inf < -8.761 < inf | logz: -32.740 +/- 0.473 | dlogz: 6.100 > 0.109
iter: 2380 | bound: 388 | nc: 18 | ncall: 109917 | eff(%): 2.165 | loglstar: -inf < -8.742 < inf | logz: -32.727 +/- 0.473 | dlogz: 6.077 > 0.109
iter: 2381 | bound: 388 | nc: 2 | ncall: 109919 | eff(%): 2.166 | loglstar: -inf < -8.738 < inf | logz: -32.714 +/- 0.473 | dlogz: 6.053 > 0.109
iter: 2382 | bound: 388 | nc: 7 | ncall: 109926 | eff(%): 2.167 | loglstar: -inf < -8.712 < inf | logz: -32.700 +/- 0.473 | dlogz: 6.030 > 0.109
iter: 2383 | bound: 388 | nc: 11 | ncall: 109937 | eff(%): 2.168 | loglstar: -inf < -8.710 < inf | logz: -32.687 +/- 0.473 | dlogz: 6.007 > 0.109
iter: 2384 | bound: 388 | nc: 5 | ncall: 109942 | eff(%): 2.168 | loglstar: -inf < -8.703 < inf | logz: -32.674 +/- 0.473 | dlogz: 5.984 > 0.109
iter: 2385 | bound: 388 | nc: 27 | ncall: 109969 | eff(%): 2.169 | loglstar: -inf < -8.664 < inf | logz: -32.661 +/- 0.473 | dlogz: 5.961 > 0.109
iter: 2386 | bound: 388 | nc: 9 | ncall: 109978 | eff(%): 2.170 | loglstar: -inf < -8.594 < inf | logz: -32.648 +/- 0.473 | dlogz: 5.939 > 0.109
iter: 2387 | bound: 388 | nc: 4 | ncall: 109982 | eff(%): 2.170 | loglstar: -inf < -8.590 < inf | logz: -32.635 +/- 0.474 | dlogz: 5.915 > 0.109
iter: 2388 | bound: 388 | nc: 2 | ncall: 109984 | eff(%): 2.171 | loglstar: -inf < -8.555 < inf | logz: -32.621 +/- 0.474 | dlogz: 5.892 > 0.109
iter: 2389 | bound: 388 | nc: 14 | ncall: 109998 | eff(%): 2.172 | loglstar: -inf < -8.497 < inf | logz: -32.608 +/- 0.474 | dlogz: 5.869 > 0.109
iter: 2390 | bound: 388 | nc: 10 | ncall: 110008 | eff(%): 2.173 | loglstar: -inf < -8.496 < inf | logz: -32.594 +/- 0.474 | dlogz: 5.845 > 0.109
iter: 2391 | bound: 389 | nc: 11 | ncall: 110019 | eff(%): 2.173 | loglstar: -inf < -8.457 < inf | logz: -32.580 +/- 0.474 | dlogz: 5.821 > 0.109
iter: 2392 | bound: 389 | nc: 1 | ncall: 110020 | eff(%): 2.174 | loglstar: -inf < -8.440 < inf | logz: -32.566 +/- 0.474 | dlogz: 5.798 > 0.109
iter: 2393 | bound: 389 | nc: 11 | ncall: 110031 | eff(%): 2.175 | loglstar: -inf < -8.431 < inf | logz: -32.552 +/- 0.474 | dlogz: 5.774 > 0.109
iter: 2394 | bound: 389 | nc: 4 | ncall: 110035 | eff(%): 2.176 | loglstar: -inf < -8.407 < inf | logz: -32.539 +/- 0.474 | dlogz: 5.751 > 0.109
iter: 2395 | bound: 389 | nc: 37 | ncall: 110072 | eff(%): 2.176 | loglstar: -inf < -8.381 < inf | logz: -32.525 +/- 0.474 | dlogz: 5.727 > 0.109
iter: 2396 | bound: 389 | nc: 1 | ncall: 110073 | eff(%): 2.177 | loglstar: -inf < -8.378 < inf | logz: -32.512 +/- 0.474 | dlogz: 5.704 > 0.109
iter: 2397 | bound: 389 | nc: 4 | ncall: 110077 | eff(%): 2.178 | loglstar: -inf < -8.371 < inf | logz: -32.499 +/- 0.474 | dlogz: 5.680 > 0.109
iter: 2398 | bound: 389 | nc: 3 | ncall: 110080 | eff(%): 2.178 | loglstar: -inf < -8.368 < inf | logz: -32.486 +/- 0.474 | dlogz: 5.657 > 0.109
iter: 2399 | bound: 389 | nc: 3 | ncall: 110083 | eff(%): 2.179 | loglstar: -inf < -8.346 < inf | logz: -32.473 +/- 0.474 | dlogz: 5.634 > 0.109
iter: 2400 | bound: 389 | nc: 6 | ncall: 110089 | eff(%): 2.180 | loglstar: -inf < -8.335 < inf | logz: -32.460 +/- 0.475 | dlogz: 5.612 > 0.109
iter: 2401 | bound: 389 | nc: 6 | ncall: 110095 | eff(%): 2.181 | loglstar: -inf < -8.328 < inf | logz: -32.447 +/- 0.475 | dlogz: 5.589 > 0.109
iter: 2402 | bound: 389 | nc: 6 | ncall: 110101 | eff(%): 2.182 | loglstar: -inf < -8.320 < inf | logz: -32.435 +/- 0.475 | dlogz: 5.566 > 0.109
iter: 2403 | bound: 389 | nc: 8 | ncall: 110109 | eff(%): 2.182 | loglstar: -inf < -8.319 < inf | logz: -32.423 +/- 0.475 | dlogz: 5.544 > 0.109
iter: 2404 | bound: 389 | nc: 4 | ncall: 110113 | eff(%): 2.183 | loglstar: -inf < -8.316 < inf | logz: -32.411 +/- 0.475 | dlogz: 5.522 > 0.109
iter: 2405 | bound: 389 | nc: 2 | ncall: 110115 | eff(%): 2.184 | loglstar: -inf < -8.310 < inf | logz: -32.399 +/- 0.475 | dlogz: 5.500 > 0.109
iter: 2406 | bound: 390 | nc: 6 | ncall: 110121 | eff(%): 2.185 | loglstar: -inf < -8.304 < inf | logz: -32.388 +/- 0.475 | dlogz: 5.479 > 0.109
iter: 2407 | bound: 390 | nc: 22 | ncall: 110143 | eff(%): 2.185 | loglstar: -inf < -8.303 < inf | logz: -32.376 +/- 0.475 | dlogz: 5.457 > 0.109
iter: 2408 | bound: 390 | nc: 5 | ncall: 110148 | eff(%): 2.186 | loglstar: -inf < -8.288 < inf | logz: -32.365 +/- 0.475 | dlogz: 5.436 > 0.109
iter: 2409 | bound: 390 | nc: 6 | ncall: 110154 | eff(%): 2.187 | loglstar: -inf < -8.273 < inf | logz: -32.354 +/- 0.475 | dlogz: 5.415 > 0.109
iter: 2410 | bound: 390 | nc: 25 | ncall: 110179 | eff(%): 2.187 | loglstar: -inf < -8.220 < inf | logz: -32.343 +/- 0.475 | dlogz: 5.394 > 0.109
iter: 2411 | bound: 390 | nc: 1 | ncall: 110180 | eff(%): 2.188 | loglstar: -inf < -8.202 < inf | logz: -32.331 +/- 0.475 | dlogz: 5.373 > 0.109
iter: 2412 | bound: 390 | nc: 3 | ncall: 110183 | eff(%): 2.189 | loglstar: -inf < -8.181 < inf | logz: -32.320 +/- 0.475 | dlogz: 5.352 > 0.109
iter: 2413 | bound: 390 | nc: 10 | ncall: 110193 | eff(%): 2.190 | loglstar: -inf < -8.149 < inf | logz: -32.308 +/- 0.475 | dlogz: 5.330 > 0.109
iter: 2414 | bound: 390 | nc: 10 | ncall: 110203 | eff(%): 2.191 | loglstar: -inf < -8.148 < inf | logz: -32.297 +/- 0.475 | dlogz: 5.309 > 0.109
iter: 2415 | bound: 391 | nc: 43 | ncall: 110246 | eff(%): 2.191 | loglstar: -inf < -8.141 < inf | logz: -32.285 +/- 0.475 | dlogz: 5.288 > 0.109
iter: 2416 | bound: 391 | nc: 3 | ncall: 110249 | eff(%): 2.191 | loglstar: -inf < -8.136 < inf | logz: -32.274 +/- 0.475 | dlogz: 5.267 > 0.109
iter: 2417 | bound: 391 | nc: 35 | ncall: 110284 | eff(%): 2.192 | loglstar: -inf < -8.132 < inf | logz: -32.263 +/- 0.475 | dlogz: 5.246 > 0.109
iter: 2418 | bound: 391 | nc: 3 | ncall: 110287 | eff(%): 2.192 | loglstar: -inf < -8.119 < inf | logz: -32.253 +/- 0.475 | dlogz: 5.225 > 0.109
iter: 2419 | bound: 391 | nc: 8 | ncall: 110295 | eff(%): 2.193 | loglstar: -inf < -8.104 < inf | logz: -32.242 +/- 0.476 | dlogz: 5.204 > 0.109
iter: 2420 | bound: 391 | nc: 18 | ncall: 110313 | eff(%): 2.194 | loglstar: -inf < -8.099 < inf | logz: -32.231 +/- 0.476 | dlogz: 5.184 > 0.109
iter: 2421 | bound: 391 | nc: 22 | ncall: 110335 | eff(%): 2.194 | loglstar: -inf < -8.092 < inf | logz: -32.221 +/- 0.476 | dlogz: 5.163 > 0.109
iter: 2422 | bound: 391 | nc: 2 | ncall: 110337 | eff(%): 2.195 | loglstar: -inf < -8.028 < inf | logz: -32.210 +/- 0.476 | dlogz: 5.143 > 0.109
iter: 2423 | bound: 392 | nc: 22 | ncall: 110359 | eff(%): 2.196 | loglstar: -inf < -7.998 < inf | logz: -32.200 +/- 0.476 | dlogz: 5.123 > 0.109
iter: 2424 | bound: 392 | nc: 3 | ncall: 110362 | eff(%): 2.196 | loglstar: -inf < -7.990 < inf | logz: -32.189 +/- 0.476 | dlogz: 5.102 > 0.109
iter: 2425 | bound: 392 | nc: 7 | ncall: 110369 | eff(%): 2.197 | loglstar: -inf < -7.976 < inf | logz: -32.178 +/- 0.476 | dlogz: 5.081 > 0.109
iter: 2426 | bound: 392 | nc: 2 | ncall: 110371 | eff(%): 2.198 | loglstar: -inf < -7.962 < inf | logz: -32.167 +/- 0.476 | dlogz: 5.061 > 0.109
iter: 2427 | bound: 392 | nc: 15 | ncall: 110386 | eff(%): 2.199 | loglstar: -inf < -7.942 < inf | logz: -32.157 +/- 0.476 | dlogz: 5.040 > 0.109
iter: 2428 | bound: 392 | nc: 1 | ncall: 110387 | eff(%): 2.200 | loglstar: -inf < -7.937 < inf | logz: -32.146 +/- 0.476 | dlogz: 5.020 > 0.109
iter: 2429 | bound: 392 | nc: 11 | ncall: 110398 | eff(%): 2.200 | loglstar: -inf < -7.864 < inf | logz: -32.135 +/- 0.476 | dlogz: 5.000 > 0.109
iter: 2430 | bound: 392 | nc: 2 | ncall: 110400 | eff(%): 2.201 | loglstar: -inf < -7.835 < inf | logz: -32.124 +/- 0.476 | dlogz: 4.979 > 0.109
iter: 2431 | bound: 392 | nc: 1 | ncall: 110401 | eff(%): 2.202 | loglstar: -inf < -7.835 < inf | logz: -32.113 +/- 0.476 | dlogz: 4.958 > 0.109
iter: 2432 | bound: 392 | nc: 20 | ncall: 110421 | eff(%): 2.202 | loglstar: -inf < -7.833 < inf | logz: -32.103 +/- 0.476 | dlogz: 4.937 > 0.109
iter: 2433 | bound: 392 | nc: 5 | ncall: 110426 | eff(%): 2.203 | loglstar: -inf < -7.796 < inf | logz: -32.092 +/- 0.476 | dlogz: 4.917 > 0.109
iter: 2434 | bound: 392 | nc: 12 | ncall: 110438 | eff(%): 2.204 | loglstar: -inf < -7.711 < inf | logz: -32.081 +/- 0.476 | dlogz: 4.896 > 0.109
iter: 2435 | bound: 392 | nc: 7 | ncall: 110445 | eff(%): 2.205 | loglstar: -inf < -7.640 < inf | logz: -32.069 +/- 0.476 | dlogz: 4.875 > 0.109
iter: 2436 | bound: 393 | nc: 22 | ncall: 110467 | eff(%): 2.205 | loglstar: -inf < -7.633 < inf | logz: -32.057 +/- 0.476 | dlogz: 4.854 > 0.109
iter: 2437 | bound: 393 | nc: 24 | ncall: 110491 | eff(%): 2.206 | loglstar: -inf < -7.624 < inf | logz: -32.045 +/- 0.477 | dlogz: 4.832 > 0.109
iter: 2438 | bound: 393 | nc: 27 | ncall: 110518 | eff(%): 2.206 | loglstar: -inf < -7.569 < inf | logz: -32.033 +/- 0.477 | dlogz: 4.810 > 0.109
iter: 2439 | bound: 393 | nc: 11 | ncall: 110529 | eff(%): 2.207 | loglstar: -inf < -7.547 < inf | logz: -32.021 +/- 0.477 | dlogz: 4.788 > 0.109
iter: 2440 | bound: 393 | nc: 7 | ncall: 110536 | eff(%): 2.207 | loglstar: -inf < -7.541 < inf | logz: -32.009 +/- 0.477 | dlogz: 4.766 > 0.109
iter: 2441 | bound: 393 | nc: 15 | ncall: 110551 | eff(%): 2.208 | loglstar: -inf < -7.521 < inf | logz: -31.997 +/- 0.477 | dlogz: 4.744 > 0.109
iter: 2442 | bound: 394 | nc: 54 | ncall: 110605 | eff(%): 2.208 | loglstar: -inf < -7.498 < inf | logz: -31.985 +/- 0.477 | dlogz: 4.723 > 0.109
iter: 2443 | bound: 394 | nc: 51 | ncall: 110656 | eff(%): 2.208 | loglstar: -inf < -7.472 < inf | logz: -31.972 +/- 0.477 | dlogz: 4.701 > 0.109
iter: 2444 | bound: 394 | nc: 3 | ncall: 110659 | eff(%): 2.209 | loglstar: -inf < -7.467 < inf | logz: -31.961 +/- 0.477 | dlogz: 4.679 > 0.109
iter: 2445 | bound: 394 | nc: 1 | ncall: 110660 | eff(%): 2.209 | loglstar: -inf < -7.458 < inf | logz: -31.949 +/- 0.477 | dlogz: 4.657 > 0.109
iter: 2446 | bound: 394 | nc: 2 | ncall: 110662 | eff(%): 2.210 | loglstar: -inf < -7.422 < inf | logz: -31.937 +/- 0.477 | dlogz: 4.636 > 0.109
iter: 2447 | bound: 394 | nc: 6 | ncall: 110668 | eff(%): 2.211 | loglstar: -inf < -7.410 < inf | logz: -31.925 +/- 0.477 | dlogz: 4.614 > 0.109
iter: 2448 | bound: 394 | nc: 14 | ncall: 110682 | eff(%): 2.212 | loglstar: -inf < -7.378 < inf | logz: -31.913 +/- 0.477 | dlogz: 4.593 > 0.109
iter: 2449 | bound: 395 | nc: 31 | ncall: 110713 | eff(%): 2.212 | loglstar: -inf < -7.376 < inf | logz: -31.902 +/- 0.477 | dlogz: 4.571 > 0.109
iter: 2450 | bound: 395 | nc: 12 | ncall: 110725 | eff(%): 2.213 | loglstar: -inf < -7.375 < inf | logz: -31.890 +/- 0.478 | dlogz: 4.550 > 0.109
iter: 2451 | bound: 395 | nc: 9 | ncall: 110734 | eff(%): 2.213 | loglstar: -inf < -7.370 < inf | logz: -31.879 +/- 0.478 | dlogz: 4.529 > 0.109
iter: 2452 | bound: 395 | nc: 23 | ncall: 110757 | eff(%): 2.214 | loglstar: -inf < -7.347 < inf | logz: -31.867 +/- 0.478 | dlogz: 4.508 > 0.109
iter: 2453 | bound: 395 | nc: 14 | ncall: 110771 | eff(%): 2.214 | loglstar: -inf < -7.344 < inf | logz: -31.856 +/- 0.478 | dlogz: 4.487 > 0.109
iter: 2454 | bound: 395 | nc: 7 | ncall: 110778 | eff(%): 2.215 | loglstar: -inf < -7.328 < inf | logz: -31.845 +/- 0.478 | dlogz: 4.466 > 0.109
iter: 2455 | bound: 395 | nc: 12 | ncall: 110790 | eff(%): 2.216 | loglstar: -inf < -7.315 < inf | logz: -31.834 +/- 0.478 | dlogz: 4.445 > 0.109
iter: 2456 | bound: 395 | nc: 11 | ncall: 110801 | eff(%): 2.217 | loglstar: -inf < -7.310 < inf | logz: -31.824 +/- 0.478 | dlogz: 4.424 > 0.109
iter: 2457 | bound: 395 | nc: 11 | ncall: 110812 | eff(%): 2.217 | loglstar: -inf < -7.299 < inf | logz: -31.813 +/- 0.478 | dlogz: 4.404 > 0.109
iter: 2458 | bound: 396 | nc: 12 | ncall: 110824 | eff(%): 2.218 | loglstar: -inf < -7.298 < inf | logz: -31.802 +/- 0.478 | dlogz: 4.383 > 0.109
iter: 2459 | bound: 396 | nc: 2 | ncall: 110826 | eff(%): 2.219 | loglstar: -inf < -7.287 < inf | logz: -31.792 +/- 0.478 | dlogz: 4.363 > 0.109
iter: 2460 | bound: 396 | nc: 1 | ncall: 110827 | eff(%): 2.220 | loglstar: -inf < -7.240 < inf | logz: -31.782 +/- 0.478 | dlogz: 4.343 > 0.109
iter: 2461 | bound: 396 | nc: 7 | ncall: 110834 | eff(%): 2.220 | loglstar: -inf < -7.234 < inf | logz: -31.771 +/- 0.478 | dlogz: 4.323 > 0.109
iter: 2462 | bound: 396 | nc: 6 | ncall: 110840 | eff(%): 2.221 | loglstar: -inf < -7.234 < inf | logz: -31.761 +/- 0.478 | dlogz: 4.303 > 0.109
iter: 2463 | bound: 396 | nc: 1 | ncall: 110841 | eff(%): 2.222 | loglstar: -inf < -7.220 < inf | logz: -31.750 +/- 0.478 | dlogz: 4.283 > 0.109
iter: 2464 | bound: 396 | nc: 6 | ncall: 110847 | eff(%): 2.223 | loglstar: -inf < -7.205 < inf | logz: -31.740 +/- 0.478 | dlogz: 4.263 > 0.109
iter: 2465 | bound: 396 | nc: 6 | ncall: 110853 | eff(%): 2.224 | loglstar: -inf < -7.198 < inf | logz: -31.730 +/- 0.478 | dlogz: 4.243 > 0.109
iter: 2466 | bound: 396 | nc: 18 | ncall: 110871 | eff(%): 2.224 | loglstar: -inf < -7.194 < inf | logz: -31.720 +/- 0.479 | dlogz: 4.223 > 0.109
iter: 2467 | bound: 396 | nc: 6 | ncall: 110877 | eff(%): 2.225 | loglstar: -inf < -7.180 < inf | logz: -31.711 +/- 0.479 | dlogz: 4.204 > 0.109
iter: 2468 | bound: 396 | nc: 13 | ncall: 110890 | eff(%): 2.226 | loglstar: -inf < -7.177 < inf | logz: -31.701 +/- 0.479 | dlogz: 4.184 > 0.109
iter: 2469 | bound: 396 | nc: 1 | ncall: 110891 | eff(%): 2.227 | loglstar: -inf < -7.176 < inf | logz: -31.691 +/- 0.479 | dlogz: 4.165 > 0.109
iter: 2470 | bound: 396 | nc: 9 | ncall: 110900 | eff(%): 2.227 | loglstar: -inf < -7.151 < inf | logz: -31.682 +/- 0.479 | dlogz: 4.146 > 0.109
iter: 2471 | bound: 396 | nc: 12 | ncall: 110912 | eff(%): 2.228 | loglstar: -inf < -7.150 < inf | logz: -31.672 +/- 0.479 | dlogz: 4.127 > 0.109
iter: 2472 | bound: 396 | nc: 10 | ncall: 110922 | eff(%): 2.229 | loglstar: -inf < -7.145 < inf | logz: -31.663 +/- 0.479 | dlogz: 4.108 > 0.109
iter: 2473 | bound: 397 | nc: 31 | ncall: 110953 | eff(%): 2.229 | loglstar: -inf < -7.131 < inf | logz: -31.654 +/- 0.479 | dlogz: 4.089 > 0.109
iter: 2474 | bound: 397 | nc: 16 | ncall: 110969 | eff(%): 2.229 | loglstar: -inf < -7.118 < inf | logz: -31.645 +/- 0.479 | dlogz: 4.070 > 0.109
iter: 2475 | bound: 397 | nc: 18 | ncall: 110987 | eff(%): 2.230 | loglstar: -inf < -7.114 < inf | logz: -31.636 +/- 0.479 | dlogz: 4.051 > 0.109
iter: 2476 | bound: 397 | nc: 63 | ncall: 111050 | eff(%): 2.230 | loglstar: -inf < -7.099 < inf | logz: -31.627 +/- 0.479 | dlogz: 4.033 > 0.109
iter: 2477 | bound: 398 | nc: 14 | ncall: 111064 | eff(%): 2.230 | loglstar: -inf < -7.091 < inf | logz: -31.618 +/- 0.479 | dlogz: 4.014 > 0.109
iter: 2478 | bound: 398 | nc: 7 | ncall: 111071 | eff(%): 2.231 | loglstar: -inf < -7.070 < inf | logz: -31.609 +/- 0.479 | dlogz: 3.996 > 0.109
iter: 2479 | bound: 398 | nc: 7 | ncall: 111078 | eff(%): 2.232 | loglstar: -inf < -7.015 < inf | logz: -31.600 +/- 0.479 | dlogz: 3.977 > 0.109
iter: 2480 | bound: 398 | nc: 4 | ncall: 111082 | eff(%): 2.233 | loglstar: -inf < -7.005 < inf | logz: -31.591 +/- 0.479 | dlogz: 3.959 > 0.109
iter: 2481 | bound: 398 | nc: 67 | ncall: 111149 | eff(%): 2.232 | loglstar: -inf < -7.000 < inf | logz: -31.582 +/- 0.479 | dlogz: 3.940 > 0.109
iter: 2482 | bound: 398 | nc: 2 | ncall: 111151 | eff(%): 2.233 | loglstar: -inf < -6.951 < inf | logz: -31.573 +/- 0.479 | dlogz: 3.921 > 0.109
iter: 2483 | bound: 398 | nc: 9 | ncall: 111160 | eff(%): 2.234 | loglstar: -inf < -6.919 < inf | logz: -31.564 +/- 0.479 | dlogz: 3.903 > 0.109
iter: 2484 | bound: 399 | nc: 4 | ncall: 111164 | eff(%): 2.235 | loglstar: -inf < -6.896 < inf | logz: -31.554 +/- 0.479 | dlogz: 3.884 > 0.109
iter: 2485 | bound: 399 | nc: 6 | ncall: 111170 | eff(%): 2.235 | loglstar: -inf < -6.890 < inf | logz: -31.545 +/- 0.479 | dlogz: 3.916 > 0.109
iter: 2486 | bound: 399 | nc: 1 | ncall: 111171 | eff(%): 2.236 | loglstar: -inf < -6.885 < inf | logz: -31.536 +/- 0.479 | dlogz: 3.897 > 0.109
iter: 2487 | bound: 399 | nc: 3 | ncall: 111174 | eff(%): 2.237 | loglstar: -inf < -6.871 < inf | logz: -31.527 +/- 0.480 | dlogz: 3.878 > 0.109
iter: 2488 | bound: 399 | nc: 4 | ncall: 111178 | eff(%): 2.238 | loglstar: -inf < -6.852 < inf | logz: -31.518 +/- 0.480 | dlogz: 3.859 > 0.109
iter: 2489 | bound: 399 | nc: 6 | ncall: 111184 | eff(%): 2.239 | loglstar: -inf < -6.851 < inf | logz: -31.509 +/- 0.480 | dlogz: 3.841 > 0.109
iter: 2490 | bound: 399 | nc: 2 | ncall: 111186 | eff(%): 2.239 | loglstar: -inf < -6.833 < inf | logz: -31.500 +/- 0.480 | dlogz: 3.822 > 0.109
iter: 2491 | bound: 399 | nc: 15 | ncall: 111201 | eff(%): 2.240 | loglstar: -inf < -6.833 < inf | logz: -31.491 +/- 0.480 | dlogz: 3.804 > 0.109
iter: 2492 | bound: 399 | nc: 11 | ncall: 111212 | eff(%): 2.241 | loglstar: -inf < -6.823 < inf | logz: -31.482 +/- 0.480 | dlogz: 3.785 > 0.109
iter: 2493 | bound: 399 | nc: 7 | ncall: 111219 | eff(%): 2.242 | loglstar: -inf < -6.805 < inf | logz: -31.473 +/- 0.480 | dlogz: 3.767 > 0.109
iter: 2494 | bound: 399 | nc: 7 | ncall: 111226 | eff(%): 2.242 | loglstar: -inf < -6.780 < inf | logz: -31.465 +/- 0.480 | dlogz: 3.749 > 0.109
iter: 2495 | bound: 399 | nc: 5 | ncall: 111231 | eff(%): 2.243 | loglstar: -inf < -6.756 < inf | logz: -31.456 +/- 0.480 | dlogz: 3.731 > 0.109
iter: 2496 | bound: 400 | nc: 58 | ncall: 111289 | eff(%): 2.243 | loglstar: -inf < -6.720 < inf | logz: -31.447 +/- 0.480 | dlogz: 3.712 > 0.109
iter: 2497 | bound: 400 | nc: 3 | ncall: 111292 | eff(%): 2.244 | loglstar: -inf < -6.707 < inf | logz: -31.438 +/- 0.480 | dlogz: 3.694 > 0.109
iter: 2498 | bound: 400 | nc: 5 | ncall: 111297 | eff(%): 2.244 | loglstar: -inf < -6.661 < inf | logz: -31.429 +/- 0.480 | dlogz: 3.676 > 0.109
iter: 2499 | bound: 400 | nc: 35 | ncall: 111332 | eff(%): 2.245 | loglstar: -inf < -6.656 < inf | logz: -31.420 +/- 0.480 | dlogz: 3.657 > 0.109
iter: 2500 | bound: 400 | nc: 2 | ncall: 111334 | eff(%): 2.245 | loglstar: -inf < -6.642 < inf | logz: -31.411 +/- 0.480 | dlogz: 3.639 > 0.109
iter: 2501 | bound: 400 | nc: 31 | ncall: 111365 | eff(%): 2.246 | loglstar: -inf < -6.629 < inf | logz: -31.402 +/- 0.480 | dlogz: 3.620 > 0.109
iter: 2502 | bound: 400 | nc: 17 | ncall: 111382 | eff(%): 2.246 | loglstar: -inf < -6.588 < inf | logz: -31.393 +/- 0.480 | dlogz: 3.602 > 0.109
iter: 2503 | bound: 401 | nc: 47 | ncall: 111429 | eff(%): 2.246 | loglstar: -inf < -6.582 < inf | logz: -31.384 +/- 0.480 | dlogz: 3.583 > 0.109
iter: 2504 | bound: 401 | nc: 7 | ncall: 111436 | eff(%): 2.247 | loglstar: -inf < -6.580 < inf | logz: -31.375 +/- 0.480 | dlogz: 3.565 > 0.109
iter: 2505 | bound: 401 | nc: 14 | ncall: 111450 | eff(%): 2.248 | loglstar: -inf < -6.575 < inf | logz: -31.367 +/- 0.480 | dlogz: 3.547 > 0.109
iter: 2506 | bound: 401 | nc: 53 | ncall: 111503 | eff(%): 2.247 | loglstar: -inf < -6.570 < inf | logz: -31.358 +/- 0.481 | dlogz: 3.529 > 0.109
iter: 2507 | bound: 401 | nc: 11 | ncall: 111514 | eff(%): 2.248 | loglstar: -inf < -6.562 < inf | logz: -31.349 +/- 0.481 | dlogz: 3.511 > 0.109
iter: 2508 | bound: 401 | nc: 10 | ncall: 111524 | eff(%): 2.249 | loglstar: -inf < -6.562 < inf | logz: -31.341 +/- 0.481 | dlogz: 3.493 > 0.109
iter: 2509 | bound: 402 | nc: 8 | ncall: 111532 | eff(%): 2.250 | loglstar: -inf < -6.560 < inf | logz: -31.333 +/- 0.481 | dlogz: 3.475 > 0.109
iter: 2510 | bound: 402 | nc: 42 | ncall: 111574 | eff(%): 2.250 | loglstar: -inf < -6.557 < inf | logz: -31.325 +/- 0.481 | dlogz: 3.457 > 0.109
iter: 2511 | bound: 402 | nc: 8 | ncall: 111582 | eff(%): 2.250 | loglstar: -inf < -6.548 < inf | logz: -31.317 +/- 0.481 | dlogz: 3.440 > 0.109
iter: 2512 | bound: 402 | nc: 23 | ncall: 111605 | eff(%): 2.251 | loglstar: -inf < -6.544 < inf | logz: -31.309 +/- 0.481 | dlogz: 3.422 > 0.109
iter: 2513 | bound: 403 | nc: 183 | ncall: 111788 | eff(%): 2.248 | loglstar: -inf < -6.515 < inf | logz: -31.301 +/- 0.481 | dlogz: 3.405 > 0.109
iter: 2514 | bound: 403 | nc: 1 | ncall: 111789 | eff(%): 2.249 | loglstar: -inf < -6.485 < inf | logz: -31.293 +/- 0.481 | dlogz: 3.388 > 0.109
iter: 2515 | bound: 403 | nc: 2 | ncall: 111791 | eff(%): 2.250 | loglstar: -inf < -6.482 < inf | logz: -31.285 +/- 0.481 | dlogz: 3.370 > 0.109
iter: 2516 | bound: 403 | nc: 11 | ncall: 111802 | eff(%): 2.250 | loglstar: -inf < -6.457 < inf | logz: -31.277 +/- 0.481 | dlogz: 3.353 > 0.109
iter: 2517 | bound: 403 | nc: 26 | ncall: 111828 | eff(%): 2.251 | loglstar: -inf < -6.453 < inf | logz: -31.269 +/- 0.481 | dlogz: 3.336 > 0.109
iter: 2518 | bound: 403 | nc: 1 | ncall: 111829 | eff(%): 2.252 | loglstar: -inf < -6.411 < inf | logz: -31.261 +/- 0.481 | dlogz: 3.318 > 0.109
iter: 2519 | bound: 403 | nc: 8 | ncall: 111837 | eff(%): 2.252 | loglstar: -inf < -6.409 < inf | logz: -31.253 +/- 0.481 | dlogz: 3.301 > 0.109
iter: 2520 | bound: 403 | nc: 9 | ncall: 111846 | eff(%): 2.253 | loglstar: -inf < -6.383 < inf | logz: -31.245 +/- 0.481 | dlogz: 3.284 > 0.109
iter: 2521 | bound: 403 | nc: 4 | ncall: 111850 | eff(%): 2.254 | loglstar: -inf < -6.359 < inf | logz: -31.236 +/- 0.481 | dlogz: 3.266 > 0.109
iter: 2522 | bound: 403 | nc: 13 | ncall: 111863 | eff(%): 2.255 | loglstar: -inf < -6.349 < inf | logz: -31.228 +/- 0.481 | dlogz: 3.249 > 0.109
iter: 2523 | bound: 403 | nc: 1 | ncall: 111864 | eff(%): 2.255 | loglstar: -inf < -6.346 < inf | logz: -31.220 +/- 0.481 | dlogz: 3.232 > 0.109
iter: 2524 | bound: 403 | nc: 4 | ncall: 111868 | eff(%): 2.256 | loglstar: -inf < -6.318 < inf | logz: -31.213 +/- 0.481 | dlogz: 3.215 > 0.109
iter: 2525 | bound: 404 | nc: 22 | ncall: 111890 | eff(%): 2.257 | loglstar: -inf < -6.294 < inf | logz: -31.205 +/- 0.481 | dlogz: 3.197 > 0.109
iter: 2526 | bound: 404 | nc: 28 | ncall: 111918 | eff(%): 2.257 | loglstar: -inf < -6.259 < inf | logz: -31.196 +/- 0.481 | dlogz: 3.180 > 0.109
iter: 2527 | bound: 404 | nc: 47 | ncall: 111965 | eff(%): 2.257 | loglstar: -inf < -6.231 < inf | logz: -31.188 +/- 0.482 | dlogz: 3.163 > 0.109
iter: 2528 | bound: 404 | nc: 9 | ncall: 111974 | eff(%): 2.258 | loglstar: -inf < -6.223 < inf | logz: -31.180 +/- 0.482 | dlogz: 3.145 > 0.109
iter: 2529 | bound: 405 | nc: 95 | ncall: 112069 | eff(%): 2.257 | loglstar: -inf < -6.216 < inf | logz: -31.172 +/- 0.482 | dlogz: 3.128 > 0.109
iter: 2530 | bound: 405 | nc: 3 | ncall: 112072 | eff(%): 2.257 | loglstar: -inf < -6.163 < inf | logz: -31.164 +/- 0.482 | dlogz: 3.111 > 0.109
iter: 2531 | bound: 405 | nc: 2 | ncall: 112074 | eff(%): 2.258 | loglstar: -inf < -6.152 < inf | logz: -31.155 +/- 0.482 | dlogz: 3.093 > 0.109
iter: 2532 | bound: 405 | nc: 14 | ncall: 112088 | eff(%): 2.259 | loglstar: -inf < -6.136 < inf | logz: -31.147 +/- 0.482 | dlogz: 3.076 > 0.109
iter: 2533 | bound: 405 | nc: 2 | ncall: 112090 | eff(%): 2.260 | loglstar: -inf < -6.126 < inf | logz: -31.139 +/- 0.482 | dlogz: 3.059 > 0.109
iter: 2534 | bound: 405 | nc: 17 | ncall: 112107 | eff(%): 2.260 | loglstar: -inf < -6.115 < inf | logz: -31.131 +/- 0.482 | dlogz: 3.041 > 0.109
iter: 2535 | bound: 405 | nc: 6 | ncall: 112113 | eff(%): 2.261 | loglstar: -inf < -6.102 < inf | logz: -31.122 +/- 0.482 | dlogz: 3.024 > 0.109
iter: 2536 | bound: 405 | nc: 3 | ncall: 112116 | eff(%): 2.262 | loglstar: -inf < -6.069 < inf | logz: -31.114 +/- 0.482 | dlogz: 3.007 > 0.109
iter: 2537 | bound: 405 | nc: 3 | ncall: 112119 | eff(%): 2.263 | loglstar: -inf < -6.068 < inf | logz: -31.106 +/- 0.482 | dlogz: 2.990 > 0.109
iter: 2538 | bound: 405 | nc: 2 | ncall: 112121 | eff(%): 2.264 | loglstar: -inf < -6.028 < inf | logz: -31.098 +/- 0.482 | dlogz: 2.972 > 0.109
iter: 2539 | bound: 405 | nc: 1 | ncall: 112122 | eff(%): 2.264 | loglstar: -inf < -6.017 < inf | logz: -31.090 +/- 0.482 | dlogz: 2.955 > 0.109
iter: 2540 | bound: 405 | nc: 8 | ncall: 112130 | eff(%): 2.265 | loglstar: -inf < -6.003 < inf | logz: -31.081 +/- 0.482 | dlogz: 2.938 > 0.109
iter: 2541 | bound: 405 | nc: 2 | ncall: 112132 | eff(%): 2.266 | loglstar: -inf < -6.000 < inf | logz: -31.073 +/- 0.482 | dlogz: 2.921 > 0.109
iter: 2542 | bound: 405 | nc: 10 | ncall: 112142 | eff(%): 2.267 | loglstar: -inf < -5.982 < inf | logz: -31.065 +/- 0.482 | dlogz: 2.904 > 0.109
iter: 2543 | bound: 405 | nc: 17 | ncall: 112159 | eff(%): 2.267 | loglstar: -inf < -5.971 < inf | logz: -31.057 +/- 0.482 | dlogz: 2.887 > 0.109
iter: 2544 | bound: 405 | nc: 6 | ncall: 112165 | eff(%): 2.268 | loglstar: -inf < -5.948 < inf | logz: -31.049 +/- 0.483 | dlogz: 2.870 > 0.109
iter: 2545 | bound: 406 | nc: 19 | ncall: 112184 | eff(%): 2.269 | loglstar: -inf < -5.935 < inf | logz: -31.041 +/- 0.483 | dlogz: 2.853 > 0.109
iter: 2546 | bound: 406 | nc: 10 | ncall: 112194 | eff(%): 2.269 | loglstar: -inf < -5.885 < inf | logz: -31.033 +/- 0.483 | dlogz: 2.836 > 0.109
iter: 2547 | bound: 406 | nc: 21 | ncall: 112215 | eff(%): 2.270 | loglstar: -inf < -5.856 < inf | logz: -31.025 +/- 0.483 | dlogz: 2.819 > 0.109
iter: 2548 | bound: 406 | nc: 9 | ncall: 112224 | eff(%): 2.270 | loglstar: -inf < -5.836 < inf | logz: -31.016 +/- 0.483 | dlogz: 2.802 > 0.109
iter: 2549 | bound: 406 | nc: 7 | ncall: 112231 | eff(%): 2.271 | loglstar: -inf < -5.824 < inf | logz: -31.008 +/- 0.483 | dlogz: 2.784 > 0.109
iter: 2550 | bound: 406 | nc: 3 | ncall: 112234 | eff(%): 2.272 | loglstar: -inf < -5.824 < inf | logz: -31.000 +/- 0.483 | dlogz: 2.767 > 0.109
iter: 2551 | bound: 406 | nc: 6 | ncall: 112240 | eff(%): 2.273 | loglstar: -inf < -5.824 < inf | logz: -30.992 +/- 0.483 | dlogz: 2.750 > 0.109
iter: 2552 | bound: 406 | nc: 2 | ncall: 112242 | eff(%): 2.274 | loglstar: -inf < -5.816 < inf | logz: -30.984 +/- 0.483 | dlogz: 4.008 > 0.109
iter: 2553 | bound: 406 | nc: 11 | ncall: 112253 | eff(%): 2.274 | loglstar: -inf < -5.785 < inf | logz: -30.976 +/- 0.483 | dlogz: 3.990 > 0.109
iter: 2554 | bound: 406 | nc: 3 | ncall: 112256 | eff(%): 2.275 | loglstar: -inf < -5.754 < inf | logz: -30.968 +/- 0.483 | dlogz: 3.973 > 0.109
iter: 2555 | bound: 406 | nc: 10 | ncall: 112266 | eff(%): 2.276 | loglstar: -inf < -5.722 < inf | logz: -30.959 +/- 0.483 | dlogz: 3.955 > 0.109
iter: 2556 | bound: 406 | nc: 5 | ncall: 112271 | eff(%): 2.277 | loglstar: -inf < -5.694 < inf | logz: -30.951 +/- 0.483 | dlogz: 3.937 > 0.109
iter: 2557 | bound: 406 | nc: 2 | ncall: 112273 | eff(%): 2.277 | loglstar: -inf < -5.677 < inf | logz: -30.943 +/- 0.483 | dlogz: 3.919 > 0.109
iter: 2558 | bound: 406 | nc: 9 | ncall: 112282 | eff(%): 2.278 | loglstar: -inf < -5.663 < inf | logz: -30.934 +/- 0.483 | dlogz: 3.901 > 0.109
iter: 2559 | bound: 407 | nc: 5 | ncall: 112287 | eff(%): 2.279 | loglstar: -inf < -5.646 < inf | logz: -30.926 +/- 0.483 | dlogz: 3.883 > 0.109
iter: 2560 | bound: 407 | nc: 7 | ncall: 112294 | eff(%): 2.280 | loglstar: -inf < -5.646 < inf | logz: -30.918 +/- 0.484 | dlogz: 3.865 > 0.109
iter: 2561 | bound: 407 | nc: 6 | ncall: 112300 | eff(%): 2.280 | loglstar: -inf < -5.646 < inf | logz: -30.910 +/- 0.484 | dlogz: 3.848 > 0.109
iter: 2562 | bound: 407 | nc: 25 | ncall: 112325 | eff(%): 2.281 | loglstar: -inf < -5.642 < inf | logz: -30.902 +/- 0.484 | dlogz: 3.830 > 0.109
iter: 2563 | bound: 407 | nc: 1 | ncall: 112326 | eff(%): 2.282 | loglstar: -inf < -5.626 < inf | logz: -30.894 +/- 0.484 | dlogz: 3.813 > 0.109
iter: 2564 | bound: 407 | nc: 13 | ncall: 112339 | eff(%): 2.282 | loglstar: -inf < -5.599 < inf | logz: -30.886 +/- 0.484 | dlogz: 3.795 > 0.109
iter: 2565 | bound: 407 | nc: 1 | ncall: 112340 | eff(%): 2.283 | loglstar: -inf < -5.587 < inf | logz: -30.878 +/- 0.484 | dlogz: 3.778 > 0.109
iter: 2566 | bound: 407 | nc: 24 | ncall: 112364 | eff(%): 2.284 | loglstar: -inf < -5.571 < inf | logz: -30.870 +/- 0.484 | dlogz: 3.760 > 0.109
iter: 2567 | bound: 407 | nc: 13 | ncall: 112377 | eff(%): 2.284 | loglstar: -inf < -5.568 < inf | logz: -30.863 +/- 0.484 | dlogz: 3.743 > 0.109
iter: 2568 | bound: 408 | nc: 20 | ncall: 112397 | eff(%): 2.285 | loglstar: -inf < -5.555 < inf | logz: -30.855 +/- 0.484 | dlogz: 3.725 > 0.109
iter: 2569 | bound: 408 | nc: 7 | ncall: 112404 | eff(%): 2.286 | loglstar: -inf < -5.537 < inf | logz: -30.847 +/- 0.484 | dlogz: 3.708 > 0.109
iter: 2570 | bound: 408 | nc: 9 | ncall: 112413 | eff(%): 2.286 | loglstar: -inf < -5.524 < inf | logz: -30.839 +/- 0.484 | dlogz: 3.691 > 0.109
iter: 2571 | bound: 408 | nc: 20 | ncall: 112433 | eff(%): 2.287 | loglstar: -inf < -5.508 < inf | logz: -30.832 +/- 0.484 | dlogz: 3.674 > 0.109
iter: 2572 | bound: 408 | nc: 39 | ncall: 112472 | eff(%): 2.287 | loglstar: -inf < -5.507 < inf | logz: -30.824 +/- 0.484 | dlogz: 3.657 > 0.109
iter: 2573 | bound: 408 | nc: 5 | ncall: 112477 | eff(%): 2.288 | loglstar: -inf < -5.500 < inf | logz: -30.817 +/- 0.484 | dlogz: 3.639 > 0.109
iter: 2574 | bound: 408 | nc: 12 | ncall: 112489 | eff(%): 2.288 | loglstar: -inf < -5.492 < inf | logz: -30.809 +/- 0.484 | dlogz: 3.622 > 0.109
iter: 2575 | bound: 408 | nc: 7 | ncall: 112496 | eff(%): 2.289 | loglstar: -inf < -5.486 < inf | logz: -30.802 +/- 0.484 | dlogz: 3.605 > 0.109
iter: 2576 | bound: 409 | nc: 20 | ncall: 112516 | eff(%): 2.289 | loglstar: -inf < -5.481 < inf | logz: -30.794 +/- 0.484 | dlogz: 3.589 > 0.109
iter: 2577 | bound: 409 | nc: 1 | ncall: 112517 | eff(%): 2.290 | loglstar: -inf < -5.459 < inf | logz: -30.787 +/- 0.485 | dlogz: 3.572 > 0.109
iter: 2578 | bound: 409 | nc: 19 | ncall: 112536 | eff(%): 2.291 | loglstar: -inf < -5.452 < inf | logz: -30.780 +/- 0.485 | dlogz: 3.555 > 0.109
iter: 2579 | bound: 409 | nc: 2 | ncall: 112538 | eff(%): 2.292 | loglstar: -inf < -5.435 < inf | logz: -30.773 +/- 0.485 | dlogz: 3.538 > 0.109
iter: 2580 | bound: 409 | nc: 15 | ncall: 112553 | eff(%): 2.292 | loglstar: -inf < -5.393 < inf | logz: -30.765 +/- 0.485 | dlogz: 3.522 > 0.109
iter: 2581 | bound: 409 | nc: 10 | ncall: 112563 | eff(%): 2.293 | loglstar: -inf < -5.390 < inf | logz: -30.758 +/- 0.485 | dlogz: 3.505 > 0.109
iter: 2582 | bound: 409 | nc: 3 | ncall: 112566 | eff(%): 2.294 | loglstar: -inf < -5.388 < inf | logz: -30.751 +/- 0.485 | dlogz: 3.488 > 0.109
iter: 2583 | bound: 409 | nc: 21 | ncall: 112587 | eff(%): 2.294 | loglstar: -inf < -5.387 < inf | logz: -30.744 +/- 0.485 | dlogz: 3.472 > 0.109
iter: 2584 | bound: 409 | nc: 7 | ncall: 112594 | eff(%): 2.295 | loglstar: -inf < -5.370 < inf | logz: -30.737 +/- 0.485 | dlogz: 3.455 > 0.109
iter: 2585 | bound: 409 | nc: 20 | ncall: 112614 | eff(%): 2.295 | loglstar: -inf < -5.363 < inf | logz: -30.730 +/- 0.485 | dlogz: 3.439 > 0.109
iter: 2586 | bound: 410 | nc: 3 | ncall: 112617 | eff(%): 2.296 | loglstar: -inf < -5.358 < inf | logz: -30.723 +/- 0.485 | dlogz: 3.422 > 0.109
iter: 2587 | bound: 410 | nc: 11 | ncall: 112628 | eff(%): 2.297 | loglstar: -inf < -5.353 < inf | logz: -30.716 +/- 0.485 | dlogz: 3.406 > 0.109
iter: 2588 | bound: 410 | nc: 2 | ncall: 112630 | eff(%): 2.298 | loglstar: -inf < -5.346 < inf | logz: -30.709 +/- 0.485 | dlogz: 3.414 > 0.109
iter: 2589 | bound: 410 | nc: 3 | ncall: 112633 | eff(%): 2.299 | loglstar: -inf < -5.338 < inf | logz: -30.702 +/- 0.485 | dlogz: 3.398 > 0.109
iter: 2590 | bound: 410 | nc: 2 | ncall: 112635 | eff(%): 2.299 | loglstar: -inf < -5.292 < inf | logz: -30.696 +/- 0.485 | dlogz: 3.382 > 0.109
iter: 2591 | bound: 410 | nc: 7 | ncall: 112642 | eff(%): 2.300 | loglstar: -inf < -5.291 < inf | logz: -30.689 +/- 0.485 | dlogz: 3.366 > 0.109
iter: 2592 | bound: 410 | nc: 9 | ncall: 112651 | eff(%): 2.301 | loglstar: -inf < -5.283 < inf | logz: -30.682 +/- 0.485 | dlogz: 3.350 > 0.109
iter: 2593 | bound: 410 | nc: 3 | ncall: 112654 | eff(%): 2.302 | loglstar: -inf < -5.275 < inf | logz: -30.675 +/- 0.485 | dlogz: 3.333 > 0.109
iter: 2594 | bound: 410 | nc: 19 | ncall: 112673 | eff(%): 2.302 | loglstar: -inf < -5.273 < inf | logz: -30.669 +/- 0.485 | dlogz: 3.317 > 0.109
iter: 2595 | bound: 410 | nc: 2 | ncall: 112675 | eff(%): 2.303 | loglstar: -inf < -5.253 < inf | logz: -30.662 +/- 0.485 | dlogz: 3.301 > 0.109
iter: 2596 | bound: 410 | nc: 15 | ncall: 112690 | eff(%): 2.304 | loglstar: -inf < -5.251 < inf | logz: -30.656 +/- 0.486 | dlogz: 3.286 > 0.109
iter: 2597 | bound: 410 | nc: 12 | ncall: 112702 | eff(%): 2.304 | loglstar: -inf < -5.242 < inf | logz: -30.649 +/- 0.486 | dlogz: 3.270 > 0.109
iter: 2598 | bound: 410 | nc: 8 | ncall: 112710 | eff(%): 2.305 | loglstar: -inf < -5.215 < inf | logz: -30.643 +/- 0.486 | dlogz: 3.254 > 0.109
iter: 2599 | bound: 410 | nc: 5 | ncall: 112715 | eff(%): 2.306 | loglstar: -inf < -5.205 < inf | logz: -30.636 +/- 0.486 | dlogz: 3.238 > 0.109
iter: 2600 | bound: 411 | nc: 6 | ncall: 112721 | eff(%): 2.307 | loglstar: -inf < -5.204 < inf | logz: -30.630 +/- 0.486 | dlogz: 3.222 > 0.109
iter: 2601 | bound: 411 | nc: 14 | ncall: 112735 | eff(%): 2.307 | loglstar: -inf < -5.200 < inf | logz: -30.623 +/- 0.486 | dlogz: 3.207 > 0.109
iter: 2602 | bound: 411 | nc: 27 | ncall: 112762 | eff(%): 2.308 | loglstar: -inf < -5.186 < inf | logz: -30.617 +/- 0.486 | dlogz: 3.191 > 0.109
iter: 2603 | bound: 412 | nc: 84 | ncall: 112846 | eff(%): 2.307 | loglstar: -inf < -5.182 < inf | logz: -30.611 +/- 0.486 | dlogz: 3.175 > 0.109
iter: 2604 | bound: 412 | nc: 6 | ncall: 112852 | eff(%): 2.307 | loglstar: -inf < -5.179 < inf | logz: -30.605 +/- 0.486 | dlogz: 3.160 > 0.109
iter: 2605 | bound: 412 | nc: 3 | ncall: 112855 | eff(%): 2.308 | loglstar: -inf < -5.172 < inf | logz: -30.599 +/- 0.486 | dlogz: 3.144 > 0.109
iter: 2606 | bound: 412 | nc: 8 | ncall: 112863 | eff(%): 2.309 | loglstar: -inf < -5.169 < inf | logz: -30.593 +/- 0.486 | dlogz: 3.129 > 0.109
iter: 2607 | bound: 412 | nc: 18 | ncall: 112881 | eff(%): 2.310 | loglstar: -inf < -5.148 < inf | logz: -30.587 +/- 0.486 | dlogz: 3.114 > 0.109
iter: 2608 | bound: 412 | nc: 9 | ncall: 112890 | eff(%): 2.310 | loglstar: -inf < -5.138 < inf | logz: -30.581 +/- 0.486 | dlogz: 3.099 > 0.109
iter: 2609 | bound: 412 | nc: 13 | ncall: 112903 | eff(%): 2.311 | loglstar: -inf < -5.125 < inf | logz: -30.575 +/- 0.486 | dlogz: 3.083 > 0.109
iter: 2610 | bound: 413 | nc: 57 | ncall: 112960 | eff(%): 2.311 | loglstar: -inf < -5.104 < inf | logz: -30.569 +/- 0.486 | dlogz: 3.068 > 0.109
iter: 2611 | bound: 413 | nc: 39 | ncall: 112999 | eff(%): 2.311 | loglstar: -inf < -5.084 < inf | logz: -30.563 +/- 0.486 | dlogz: 3.053 > 0.109
iter: 2612 | bound: 413 | nc: 11 | ncall: 113010 | eff(%): 2.311 | loglstar: -inf < -5.054 < inf | logz: -30.557 +/- 0.486 | dlogz: 3.038 > 0.109
iter: 2613 | bound: 413 | nc: 6 | ncall: 113016 | eff(%): 2.312 | loglstar: -inf < -5.042 < inf | logz: -30.550 +/- 0.486 | dlogz: 3.023 > 0.109
iter: 2614 | bound: 413 | nc: 9 | ncall: 113025 | eff(%): 2.313 | loglstar: -inf < -5.019 < inf | logz: -30.544 +/- 0.486 | dlogz: 3.007 > 0.109
iter: 2615 | bound: 413 | nc: 3 | ncall: 113028 | eff(%): 2.314 | loglstar: -inf < -5.013 < inf | logz: -30.538 +/- 0.486 | dlogz: 2.992 > 0.109
iter: 2616 | bound: 413 | nc: 4 | ncall: 113032 | eff(%): 2.314 | loglstar: -inf < -4.981 < inf | logz: -30.532 +/- 0.486 | dlogz: 2.977 > 0.109
iter: 2617 | bound: 414 | nc: 29 | ncall: 113061 | eff(%): 2.315 | loglstar: -inf < -4.954 < inf | logz: -30.526 +/- 0.486 | dlogz: 2.962 > 0.109
iter: 2618 | bound: 414 | nc: 3 | ncall: 113064 | eff(%): 2.316 | loglstar: -inf < -4.950 < inf | logz: -30.520 +/- 0.487 | dlogz: 2.946 > 0.109
iter: 2619 | bound: 414 | nc: 1 | ncall: 113065 | eff(%): 2.316 | loglstar: -inf < -4.945 < inf | logz: -30.514 +/- 0.487 | dlogz: 2.931 > 0.109
iter: 2620 | bound: 414 | nc: 4 | ncall: 113069 | eff(%): 2.317 | loglstar: -inf < -4.944 < inf | logz: -30.508 +/- 0.487 | dlogz: 2.916 > 0.109
iter: 2621 | bound: 414 | nc: 8 | ncall: 113077 | eff(%): 2.318 | loglstar: -inf < -4.931 < inf | logz: -30.502 +/- 0.487 | dlogz: 2.901 > 0.109
iter: 2622 | bound: 414 | nc: 2 | ncall: 113079 | eff(%): 2.319 | loglstar: -inf < -4.922 < inf | logz: -30.496 +/- 0.487 | dlogz: 2.886 > 0.109
iter: 2623 | bound: 414 | nc: 2 | ncall: 113081 | eff(%): 2.320 | loglstar: -inf < -4.918 < inf | logz: -30.490 +/- 0.487 | dlogz: 2.871 > 0.109
iter: 2624 | bound: 414 | nc: 1 | ncall: 113082 | eff(%): 2.320 | loglstar: -inf < -4.917 < inf | logz: -30.484 +/- 0.487 | dlogz: 2.856 > 0.109
iter: 2625 | bound: 414 | nc: 1 | ncall: 113083 | eff(%): 2.321 | loglstar: -inf < -4.907 < inf | logz: -30.478 +/- 0.487 | dlogz: 2.841 > 0.109
iter: 2626 | bound: 414 | nc: 1 | ncall: 113084 | eff(%): 2.322 | loglstar: -inf < -4.904 < inf | logz: -30.472 +/- 0.487 | dlogz: 2.826 > 0.109
iter: 2627 | bound: 414 | nc: 1 | ncall: 113085 | eff(%): 2.323 | loglstar: -inf < -4.902 < inf | logz: -30.467 +/- 0.487 | dlogz: 2.811 > 0.109
iter: 2628 | bound: 414 | nc: 3 | ncall: 113088 | eff(%): 2.324 | loglstar: -inf < -4.879 < inf | logz: -30.461 +/- 0.487 | dlogz: 2.797 > 0.109
iter: 2629 | bound: 414 | nc: 1 | ncall: 113089 | eff(%): 2.325 | loglstar: -inf < -4.870 < inf | logz: -30.456 +/- 0.487 | dlogz: 2.782 > 0.109
iter: 2630 | bound: 414 | nc: 3 | ncall: 113092 | eff(%): 2.326 | loglstar: -inf < -4.855 < inf | logz: -30.450 +/- 0.487 | dlogz: 2.767 > 0.109
iter: 2631 | bound: 414 | nc: 2 | ncall: 113094 | eff(%): 2.326 | loglstar: -inf < -4.839 < inf | logz: -30.444 +/- 0.487 | dlogz: 2.753 > 0.109
iter: 2632 | bound: 414 | nc: 4 | ncall: 113098 | eff(%): 2.327 | loglstar: -inf < -4.816 < inf | logz: -30.439 +/- 0.487 | dlogz: 2.738 > 0.109
iter: 2633 | bound: 414 | nc: 2 | ncall: 113100 | eff(%): 2.328 | loglstar: -inf < -4.811 < inf | logz: -30.433 +/- 0.487 | dlogz: 2.724 > 0.109
iter: 2634 | bound: 414 | nc: 3 | ncall: 113103 | eff(%): 2.329 | loglstar: -inf < -4.808 < inf | logz: -30.428 +/- 0.487 | dlogz: 2.709 > 0.109
iter: 2635 | bound: 414 | nc: 3 | ncall: 113106 | eff(%): 2.330 | loglstar: -inf < -4.799 < inf | logz: -30.422 +/- 0.487 | dlogz: 2.695 > 0.109
iter: 2636 | bound: 414 | nc: 3 | ncall: 113109 | eff(%): 2.330 | loglstar: -inf < -4.763 < inf | logz: -30.417 +/- 0.487 | dlogz: 2.680 > 0.109
iter: 2637 | bound: 414 | nc: 7 | ncall: 113116 | eff(%): 2.331 | loglstar: -inf < -4.753 < inf | logz: -30.411 +/- 0.487 | dlogz: 2.666 > 0.109
iter: 2638 | bound: 414 | nc: 5 | ncall: 113121 | eff(%): 2.332 | loglstar: -inf < -4.745 < inf | logz: -30.405 +/- 0.487 | dlogz: 2.651 > 0.109
iter: 2639 | bound: 414 | nc: 12 | ncall: 113133 | eff(%): 2.333 | loglstar: -inf < -4.722 < inf | logz: -30.400 +/- 0.487 | dlogz: 2.637 > 0.109
iter: 2640 | bound: 414 | nc: 3 | ncall: 113136 | eff(%): 2.333 | loglstar: -inf < -4.709 < inf | logz: -30.394 +/- 0.488 | dlogz: 2.623 > 0.109
iter: 2641 | bound: 414 | nc: 1 | ncall: 113137 | eff(%): 2.334 | loglstar: -inf < -4.686 < inf | logz: -30.389 +/- 0.488 | dlogz: 2.608 > 0.109
iter: 2642 | bound: 414 | nc: 16 | ncall: 113153 | eff(%): 2.335 | loglstar: -inf < -4.682 < inf | logz: -30.383 +/- 0.488 | dlogz: 2.594 > 0.109
iter: 2643 | bound: 414 | nc: 3 | ncall: 113156 | eff(%): 2.336 | loglstar: -inf < -4.665 < inf | logz: -30.378 +/- 0.488 | dlogz: 2.580 > 0.109
iter: 2644 | bound: 415 | nc: 6 | ncall: 113162 | eff(%): 2.336 | loglstar: -inf < -4.658 < inf | logz: -30.372 +/- 0.488 | dlogz: 2.565 > 0.109
iter: 2645 | bound: 415 | nc: 3 | ncall: 113165 | eff(%): 2.337 | loglstar: -inf < -4.654 < inf | logz: -30.367 +/- 0.488 | dlogz: 2.551 > 0.109
iter: 2646 | bound: 415 | nc: 3 | ncall: 113168 | eff(%): 2.338 | loglstar: -inf < -4.633 < inf | logz: -30.361 +/- 0.488 | dlogz: 2.537 > 0.109
iter: 2647 | bound: 415 | nc: 15 | ncall: 113183 | eff(%): 2.339 | loglstar: -inf < -4.614 < inf | logz: -30.356 +/- 0.488 | dlogz: 2.523 > 0.109
iter: 2648 | bound: 415 | nc: 8 | ncall: 113191 | eff(%): 2.339 | loglstar: -inf < -4.612 < inf | logz: -30.350 +/- 0.488 | dlogz: 2.508 > 0.109
iter: 2649 | bound: 415 | nc: 20 | ncall: 113211 | eff(%): 2.340 | loglstar: -inf < -4.605 < inf | logz: -30.345 +/- 0.488 | dlogz: 2.494 > 0.109
iter: 2650 | bound: 415 | nc: 2 | ncall: 113213 | eff(%): 2.341 | loglstar: -inf < -4.598 < inf | logz: -30.340 +/- 0.488 | dlogz: 2.480 > 0.109
iter: 2651 | bound: 415 | nc: 3 | ncall: 113216 | eff(%): 2.342 | loglstar: -inf < -4.583 < inf | logz: -30.334 +/- 0.488 | dlogz: 2.466 > 0.109
iter: 2652 | bound: 415 | nc: 2 | ncall: 113218 | eff(%): 2.342 | loglstar: -inf < -4.574 < inf | logz: -30.329 +/- 0.488 | dlogz: 2.452 > 0.109
iter: 2653 | bound: 415 | nc: 5 | ncall: 113223 | eff(%): 2.343 | loglstar: -inf < -4.568 < inf | logz: -30.324 +/- 0.488 | dlogz: 2.438 > 0.109
iter: 2654 | bound: 415 | nc: 7 | ncall: 113230 | eff(%): 2.344 | loglstar: -inf < -4.564 < inf | logz: -30.318 +/- 0.488 | dlogz: 2.424 > 0.109
iter: 2655 | bound: 415 | nc: 5 | ncall: 113235 | eff(%): 2.345 | loglstar: -inf < -4.556 < inf | logz: -30.313 +/- 0.488 | dlogz: 2.411 > 0.109
iter: 2656 | bound: 415 | nc: 6 | ncall: 113241 | eff(%): 2.345 | loglstar: -inf < -4.538 < inf | logz: -30.308 +/- 0.488 | dlogz: 2.397 > 0.109
iter: 2657 | bound: 415 | nc: 4 | ncall: 113245 | eff(%): 2.346 | loglstar: -inf < -4.528 < inf | logz: -30.303 +/- 0.488 | dlogz: 2.383 > 0.109
iter: 2658 | bound: 416 | nc: 42 | ncall: 113287 | eff(%): 2.346 | loglstar: -inf < -4.512 < inf | logz: -30.298 +/- 0.488 | dlogz: 2.370 > 0.109
iter: 2659 | bound: 416 | nc: 7 | ncall: 113294 | eff(%): 2.347 | loglstar: -inf < -4.510 < inf | logz: -30.293 +/- 0.488 | dlogz: 2.356 > 0.109
iter: 2660 | bound: 416 | nc: 4 | ncall: 113298 | eff(%): 2.348 | loglstar: -inf < -4.509 < inf | logz: -30.288 +/- 0.488 | dlogz: 2.342 > 0.109
iter: 2661 | bound: 416 | nc: 2 | ncall: 113300 | eff(%): 2.349 | loglstar: -inf < -4.485 < inf | logz: -30.283 +/- 0.488 | dlogz: 2.329 > 0.109
iter: 2662 | bound: 416 | nc: 4 | ncall: 113304 | eff(%): 2.349 | loglstar: -inf < -4.483 < inf | logz: -30.278 +/- 0.488 | dlogz: 2.315 > 0.109
iter: 2663 | bound: 416 | nc: 7 | ncall: 113311 | eff(%): 2.350 | loglstar: -inf < -4.479 < inf | logz: -30.273 +/- 0.489 | dlogz: 2.302 > 0.109
iter: 2664 | bound: 416 | nc: 7 | ncall: 113318 | eff(%): 2.351 | loglstar: -inf < -4.466 < inf | logz: -30.268 +/- 0.489 | dlogz: 2.288 > 0.109
iter: 2665 | bound: 416 | nc: 2 | ncall: 113320 | eff(%): 2.352 | loglstar: -inf < -4.460 < inf | logz: -30.263 +/- 0.489 | dlogz: 2.275 > 0.109
iter: 2666 | bound: 416 | nc: 11 | ncall: 113331 | eff(%): 2.352 | loglstar: -inf < -4.459 < inf | logz: -30.258 +/- 0.489 | dlogz: 2.262 > 0.109
iter: 2667 | bound: 416 | nc: 13 | ncall: 113344 | eff(%): 2.353 | loglstar: -inf < -4.443 < inf | logz: -30.253 +/- 0.489 | dlogz: 2.248 > 0.109
iter: 2668 | bound: 416 | nc: 3 | ncall: 113347 | eff(%): 2.354 | loglstar: -inf < -4.404 < inf | logz: -30.248 +/- 0.489 | dlogz: 2.235 > 0.109
iter: 2669 | bound: 416 | nc: 17 | ncall: 113364 | eff(%): 2.354 | loglstar: -inf < -4.396 < inf | logz: -30.244 +/- 0.489 | dlogz: 2.222 > 0.109
iter: 2670 | bound: 416 | nc: 5 | ncall: 113369 | eff(%): 2.355 | loglstar: -inf < -4.387 < inf | logz: -30.239 +/- 0.489 | dlogz: 2.209 > 0.109
iter: 2671 | bound: 416 | nc: 2 | ncall: 113371 | eff(%): 2.356 | loglstar: -inf < -4.379 < inf | logz: -30.234 +/- 0.489 | dlogz: 2.196 > 0.109
iter: 2672 | bound: 416 | nc: 4 | ncall: 113375 | eff(%): 2.357 | loglstar: -inf < -4.375 < inf | logz: -30.229 +/- 0.489 | dlogz: 2.182 > 0.109
iter: 2673 | bound: 416 | nc: 7 | ncall: 113382 | eff(%): 2.358 | loglstar: -inf < -4.364 < inf | logz: -30.224 +/- 0.489 | dlogz: 2.169 > 0.109
iter: 2674 | bound: 416 | nc: 2 | ncall: 113384 | eff(%): 2.358 | loglstar: -inf < -4.347 < inf | logz: -30.220 +/- 0.489 | dlogz: 2.156 > 0.109
iter: 2675 | bound: 416 | nc: 1 | ncall: 113385 | eff(%): 2.359 | loglstar: -inf < -4.345 < inf | logz: -30.215 +/- 0.489 | dlogz: 2.143 > 0.109
iter: 2676 | bound: 417 | nc: 6 | ncall: 113391 | eff(%): 2.360 | loglstar: -inf < -4.341 < inf | logz: -30.210 +/- 0.489 | dlogz: 2.130 > 0.109
iter: 2677 | bound: 417 | nc: 2 | ncall: 113393 | eff(%): 2.361 | loglstar: -inf < -4.338 < inf | logz: -30.205 +/- 0.489 | dlogz: 2.118 > 0.109
iter: 2678 | bound: 417 | nc: 1 | ncall: 113394 | eff(%): 2.362 | loglstar: -inf < -4.336 < inf | logz: -30.201 +/- 0.489 | dlogz: 2.105 > 0.109
iter: 2679 | bound: 417 | nc: 2 | ncall: 113396 | eff(%): 2.363 | loglstar: -inf < -4.324 < inf | logz: -30.196 +/- 0.489 | dlogz: 2.092 > 0.109
iter: 2680 | bound: 417 | nc: 22 | ncall: 113418 | eff(%): 2.363 | loglstar: -inf < -4.321 < inf | logz: -30.192 +/- 0.489 | dlogz: 2.079 > 0.109
iter: 2681 | bound: 417 | nc: 12 | ncall: 113430 | eff(%): 2.364 | loglstar: -inf < -4.317 < inf | logz: -30.187 +/- 0.489 | dlogz: 2.067 > 0.109
iter: 2682 | bound: 417 | nc: 1 | ncall: 113431 | eff(%): 2.364 | loglstar: -inf < -4.294 < inf | logz: -30.183 +/- 0.489 | dlogz: 2.054 > 0.109
iter: 2683 | bound: 417 | nc: 19 | ncall: 113450 | eff(%): 2.365 | loglstar: -inf < -4.290 < inf | logz: -30.178 +/- 0.489 | dlogz: 2.041 > 0.109
iter: 2684 | bound: 417 | nc: 1 | ncall: 113451 | eff(%): 2.366 | loglstar: -inf < -4.276 < inf | logz: -30.174 +/- 0.489 | dlogz: 2.029 > 0.109
iter: 2685 | bound: 417 | nc: 1 | ncall: 113452 | eff(%): 2.367 | loglstar: -inf < -4.274 < inf | logz: -30.170 +/- 0.489 | dlogz: 2.016 > 0.109
iter: 2686 | bound: 417 | nc: 4 | ncall: 113456 | eff(%): 2.367 | loglstar: -inf < -4.248 < inf | logz: -30.165 +/- 0.489 | dlogz: 2.004 > 0.109
iter: 2687 | bound: 417 | nc: 22 | ncall: 113478 | eff(%): 2.368 | loglstar: -inf < -4.247 < inf | logz: -30.161 +/- 0.489 | dlogz: 1.992 > 0.109
iter: 2688 | bound: 417 | nc: 1 | ncall: 113479 | eff(%): 2.369 | loglstar: -inf < -4.233 < inf | logz: -30.156 +/- 0.490 | dlogz: 1.979 > 0.109
iter: 2689 | bound: 417 | nc: 3 | ncall: 113482 | eff(%): 2.370 | loglstar: -inf < -4.233 < inf | logz: -30.152 +/- 0.490 | dlogz: 2.124 > 0.109
iter: 2690 | bound: 417 | nc: 4 | ncall: 113486 | eff(%): 2.370 | loglstar: -inf < -4.227 < inf | logz: -30.148 +/- 0.490 | dlogz: 2.111 > 0.109
iter: 2691 | bound: 418 | nc: 6 | ncall: 113492 | eff(%): 2.371 | loglstar: -inf < -4.226 < inf | logz: -30.144 +/- 0.490 | dlogz: 2.099 > 0.109
iter: 2692 | bound: 418 | nc: 17 | ncall: 113509 | eff(%): 2.372 | loglstar: -inf < -4.224 < inf | logz: -30.139 +/- 0.490 | dlogz: 2.086 > 0.109
iter: 2693 | bound: 418 | nc: 2 | ncall: 113511 | eff(%): 2.372 | loglstar: -inf < -4.220 < inf | logz: -30.135 +/- 0.490 | dlogz: 2.074 > 0.109
iter: 2694 | bound: 418 | nc: 27 | ncall: 113538 | eff(%): 2.373 | loglstar: -inf < -4.213 < inf | logz: -30.131 +/- 0.490 | dlogz: 2.061 > 0.109
iter: 2695 | bound: 418 | nc: 3 | ncall: 113541 | eff(%): 2.374 | loglstar: -inf < -4.188 < inf | logz: -30.127 +/- 0.490 | dlogz: 2.049 > 0.109
iter: 2696 | bound: 418 | nc: 4 | ncall: 113545 | eff(%): 2.374 | loglstar: -inf < -4.185 < inf | logz: -30.123 +/- 0.490 | dlogz: 2.037 > 0.109
iter: 2697 | bound: 418 | nc: 6 | ncall: 113551 | eff(%): 2.375 | loglstar: -inf < -4.180 < inf | logz: -30.119 +/- 0.490 | dlogz: 2.025 > 0.109
iter: 2698 | bound: 418 | nc: 3 | ncall: 113554 | eff(%): 2.376 | loglstar: -inf < -4.146 < inf | logz: -30.115 +/- 0.490 | dlogz: 2.013 > 0.109
iter: 2699 | bound: 418 | nc: 4 | ncall: 113558 | eff(%): 2.377 | loglstar: -inf < -4.128 < inf | logz: -30.111 +/- 0.490 | dlogz: 2.000 > 0.109
iter: 2700 | bound: 418 | nc: 4 | ncall: 113562 | eff(%): 2.378 | loglstar: -inf < -4.126 < inf | logz: -30.106 +/- 0.490 | dlogz: 1.988 > 0.109
iter: 2701 | bound: 418 | nc: 6 | ncall: 113568 | eff(%): 2.378 | loglstar: -inf < -4.113 < inf | logz: -30.102 +/- 0.490 | dlogz: 1.976 > 0.109
iter: 2702 | bound: 418 | nc: 2 | ncall: 113570 | eff(%): 2.379 | loglstar: -inf < -4.072 < inf | logz: -30.098 +/- 0.490 | dlogz: 1.964 > 0.109
iter: 2703 | bound: 418 | nc: 3 | ncall: 113573 | eff(%): 2.380 | loglstar: -inf < -4.070 < inf | logz: -30.094 +/- 0.490 | dlogz: 1.952 > 0.109
iter: 2704 | bound: 418 | nc: 2 | ncall: 113575 | eff(%): 2.381 | loglstar: -inf < -4.069 < inf | logz: -30.090 +/- 0.490 | dlogz: 1.940 > 0.109
iter: 2705 | bound: 418 | nc: 5 | ncall: 113580 | eff(%): 2.382 | loglstar: -inf < -4.067 < inf | logz: -30.086 +/- 0.490 | dlogz: 1.928 > 0.109
iter: 2706 | bound: 419 | nc: 14 | ncall: 113594 | eff(%): 2.382 | loglstar: -inf < -4.061 < inf | logz: -30.082 +/- 0.490 | dlogz: 1.916 > 0.109
iter: 2707 | bound: 419 | nc: 5 | ncall: 113599 | eff(%): 2.383 | loglstar: -inf < -4.058 < inf | logz: -30.078 +/- 0.490 | dlogz: 1.904 > 0.109
iter: 2708 | bound: 419 | nc: 4 | ncall: 113603 | eff(%): 2.384 | loglstar: -inf < -4.049 < inf | logz: -30.074 +/- 0.490 | dlogz: 1.892 > 0.109
iter: 2709 | bound: 419 | nc: 4 | ncall: 113607 | eff(%): 2.385 | loglstar: -inf < -4.038 < inf | logz: -30.070 +/- 0.490 | dlogz: 1.880 > 0.109
iter: 2710 | bound: 419 | nc: 4 | ncall: 113611 | eff(%): 2.385 | loglstar: -inf < -4.025 < inf | logz: -30.066 +/- 0.490 | dlogz: 1.868 > 0.109
iter: 2711 | bound: 419 | nc: 2 | ncall: 113613 | eff(%): 2.386 | loglstar: -inf < -4.023 < inf | logz: -30.062 +/- 0.490 | dlogz: 1.857 > 0.109
iter: 2712 | bound: 419 | nc: 1 | ncall: 113614 | eff(%): 2.387 | loglstar: -inf < -4.022 < inf | logz: -30.058 +/- 0.490 | dlogz: 1.845 > 0.109
iter: 2713 | bound: 419 | nc: 3 | ncall: 113617 | eff(%): 2.388 | loglstar: -inf < -4.015 < inf | logz: -30.054 +/- 0.490 | dlogz: 1.833 > 0.109
iter: 2714 | bound: 419 | nc: 1 | ncall: 113618 | eff(%): 2.389 | loglstar: -inf < -4.009 < inf | logz: -30.050 +/- 0.490 | dlogz: 1.822 > 0.109
iter: 2715 | bound: 419 | nc: 3 | ncall: 113621 | eff(%): 2.390 | loglstar: -inf < -3.995 < inf | logz: -30.047 +/- 0.490 | dlogz: 1.810 > 0.109
iter: 2716 | bound: 419 | nc: 7 | ncall: 113628 | eff(%): 2.390 | loglstar: -inf < -3.991 < inf | logz: -30.043 +/- 0.490 | dlogz: 1.799 > 0.109
iter: 2717 | bound: 419 | nc: 6 | ncall: 113634 | eff(%): 2.391 | loglstar: -inf < -3.986 < inf | logz: -30.039 +/- 0.491 | dlogz: 1.787 > 0.109
iter: 2718 | bound: 419 | nc: 5 | ncall: 113639 | eff(%): 2.392 | loglstar: -inf < -3.974 < inf | logz: -30.035 +/- 0.491 | dlogz: 1.776 > 0.109
iter: 2719 | bound: 419 | nc: 9 | ncall: 113648 | eff(%): 2.392 | loglstar: -inf < -3.961 < inf | logz: -30.032 +/- 0.491 | dlogz: 1.765 > 0.109
iter: 2720 | bound: 419 | nc: 3 | ncall: 113651 | eff(%): 2.393 | loglstar: -inf < -3.954 < inf | logz: -30.028 +/- 0.491 | dlogz: 1.753 > 0.109
iter: 2721 | bound: 419 | nc: 12 | ncall: 113663 | eff(%): 2.394 | loglstar: -inf < -3.952 < inf | logz: -30.024 +/- 0.491 | dlogz: 1.742 > 0.109
iter: 2722 | bound: 419 | nc: 3 | ncall: 113666 | eff(%): 2.395 | loglstar: -inf < -3.939 < inf | logz: -30.021 +/- 0.491 | dlogz: 1.731 > 0.109
iter: 2723 | bound: 419 | nc: 4 | ncall: 113670 | eff(%): 2.396 | loglstar: -inf < -3.937 < inf | logz: -30.017 +/- 0.491 | dlogz: 1.720 > 0.109
iter: 2724 | bound: 419 | nc: 14 | ncall: 113684 | eff(%): 2.396 | loglstar: -inf < -3.933 < inf | logz: -30.013 +/- 0.491 | dlogz: 1.708 > 0.109
iter: 2725 | bound: 419 | nc: 1 | ncall: 113685 | eff(%): 2.397 | loglstar: -inf < -3.931 < inf | logz: -30.010 +/- 0.491 | dlogz: 1.697 > 0.109
iter: 2726 | bound: 420 | nc: 13 | ncall: 113698 | eff(%): 2.398 | loglstar: -inf < -3.923 < inf | logz: -30.006 +/- 0.491 | dlogz: 1.686 > 0.109
iter: 2727 | bound: 420 | nc: 5 | ncall: 113703 | eff(%): 2.398 | loglstar: -inf < -3.919 < inf | logz: -30.003 +/- 0.491 | dlogz: 1.675 > 0.109
iter: 2728 | bound: 420 | nc: 2 | ncall: 113705 | eff(%): 2.399 | loglstar: -inf < -3.892 < inf | logz: -29.999 +/- 0.491 | dlogz: 1.664 > 0.109
iter: 2729 | bound: 420 | nc: 4 | ncall: 113709 | eff(%): 2.400 | loglstar: -inf < -3.877 < inf | logz: -29.996 +/- 0.491 | dlogz: 1.654 > 0.109
iter: 2730 | bound: 420 | nc: 10 | ncall: 113719 | eff(%): 2.401 | loglstar: -inf < -3.872 < inf | logz: -29.992 +/- 0.491 | dlogz: 1.643 > 0.109
iter: 2731 | bound: 420 | nc: 8 | ncall: 113727 | eff(%): 2.401 | loglstar: -inf < -3.866 < inf | logz: -29.989 +/- 0.491 | dlogz: 1.632 > 0.109
iter: 2732 | bound: 420 | nc: 1 | ncall: 113728 | eff(%): 2.402 | loglstar: -inf < -3.860 < inf | logz: -29.985 +/- 0.491 | dlogz: 1.621 > 0.109
iter: 2733 | bound: 420 | nc: 2 | ncall: 113730 | eff(%): 2.403 | loglstar: -inf < -3.844 < inf | logz: -29.982 +/- 0.491 | dlogz: 1.610 > 0.109
iter: 2734 | bound: 420 | nc: 1 | ncall: 113731 | eff(%): 2.404 | loglstar: -inf < -3.837 < inf | logz: -29.978 +/- 0.491 | dlogz: 1.600 > 0.109
iter: 2735 | bound: 420 | nc: 6 | ncall: 113737 | eff(%): 2.405 | loglstar: -inf < -3.824 < inf | logz: -29.975 +/- 0.491 | dlogz: 1.589 > 0.109
iter: 2736 | bound: 420 | nc: 18 | ncall: 113755 | eff(%): 2.405 | loglstar: -inf < -3.821 < inf | logz: -29.972 +/- 0.491 | dlogz: 1.578 > 0.109
iter: 2737 | bound: 420 | nc: 6 | ncall: 113761 | eff(%): 2.406 | loglstar: -inf < -3.797 < inf | logz: -29.968 +/- 0.491 | dlogz: 1.568 > 0.109
iter: 2738 | bound: 420 | nc: 3 | ncall: 113764 | eff(%): 2.407 | loglstar: -inf < -3.785 < inf | logz: -29.965 +/- 0.491 | dlogz: 1.557 > 0.109
iter: 2739 | bound: 420 | nc: 22 | ncall: 113786 | eff(%): 2.407 | loglstar: -inf < -3.777 < inf | logz: -29.961 +/- 0.491 | dlogz: 1.547 > 0.109
iter: 2740 | bound: 421 | nc: 14 | ncall: 113800 | eff(%): 2.408 | loglstar: -inf < -3.770 < inf | logz: -29.958 +/- 0.491 | dlogz: 1.536 > 0.109
iter: 2741 | bound: 421 | nc: 13 | ncall: 113813 | eff(%): 2.408 | loglstar: -inf < -3.763 < inf | logz: -29.954 +/- 0.491 | dlogz: 1.526 > 0.109
iter: 2742 | bound: 421 | nc: 5 | ncall: 113818 | eff(%): 2.409 | loglstar: -inf < -3.762 < inf | logz: -29.951 +/- 0.491 | dlogz: 1.515 > 0.109
iter: 2743 | bound: 421 | nc: 3 | ncall: 113821 | eff(%): 2.410 | loglstar: -inf < -3.697 < inf | logz: -29.948 +/- 0.491 | dlogz: 1.505 > 0.109
iter: 2744 | bound: 421 | nc: 9 | ncall: 113830 | eff(%): 2.411 | loglstar: -inf < -3.676 < inf | logz: -29.944 +/- 0.491 | dlogz: 1.494 > 0.109
iter: 2745 | bound: 421 | nc: 7 | ncall: 113837 | eff(%): 2.411 | loglstar: -inf < -3.675 < inf | logz: -29.941 +/- 0.491 | dlogz: 1.484 > 0.109
iter: 2746 | bound: 421 | nc: 13 | ncall: 113850 | eff(%): 2.412 | loglstar: -inf < -3.661 < inf | logz: -29.937 +/- 0.491 | dlogz: 1.474 > 0.109
iter: 2747 | bound: 421 | nc: 3 | ncall: 113853 | eff(%): 2.413 | loglstar: -inf < -3.654 < inf | logz: -29.934 +/- 0.492 | dlogz: 1.463 > 0.109
iter: 2748 | bound: 421 | nc: 1 | ncall: 113854 | eff(%): 2.414 | loglstar: -inf < -3.649 < inf | logz: -29.930 +/- 0.492 | dlogz: 1.453 > 0.109
iter: 2749 | bound: 421 | nc: 2 | ncall: 113856 | eff(%): 2.414 | loglstar: -inf < -3.648 < inf | logz: -29.927 +/- 0.492 | dlogz: 1.443 > 0.109
iter: 2750 | bound: 421 | nc: 5 | ncall: 113861 | eff(%): 2.415 | loglstar: -inf < -3.647 < inf | logz: -29.923 +/- 0.492 | dlogz: 1.432 > 0.109
iter: 2751 | bound: 421 | nc: 9 | ncall: 113870 | eff(%): 2.416 | loglstar: -inf < -3.646 < inf | logz: -29.920 +/- 0.492 | dlogz: 1.422 > 0.109
iter: 2752 | bound: 421 | nc: 9 | ncall: 113879 | eff(%): 2.417 | loglstar: -inf < -3.628 < inf | logz: -29.917 +/- 0.492 | dlogz: 1.412 > 0.109
iter: 2753 | bound: 421 | nc: 3 | ncall: 113882 | eff(%): 2.417 | loglstar: -inf < -3.623 < inf | logz: -29.913 +/- 0.492 | dlogz: 1.402 > 0.109
iter: 2754 | bound: 421 | nc: 7 | ncall: 113889 | eff(%): 2.418 | loglstar: -inf < -3.618 < inf | logz: -29.910 +/- 0.492 | dlogz: 1.392 > 0.109
iter: 2755 | bound: 422 | nc: 21 | ncall: 113910 | eff(%): 2.419 | loglstar: -inf < -3.610 < inf | logz: -29.907 +/- 0.492 | dlogz: 1.382 > 0.109
iter: 2756 | bound: 422 | nc: 20 | ncall: 113930 | eff(%): 2.419 | loglstar: -inf < -3.592 < inf | logz: -29.904 +/- 0.492 | dlogz: 1.372 > 0.109
iter: 2757 | bound: 422 | nc: 23 | ncall: 113953 | eff(%): 2.419 | loglstar: -inf < -3.592 < inf | logz: -29.900 +/- 0.492 | dlogz: 1.363 > 0.109
iter: 2758 | bound: 422 | nc: 3 | ncall: 113956 | eff(%): 2.420 | loglstar: -inf < -3.589 < inf | logz: -29.897 +/- 0.492 | dlogz: 1.353 > 0.109
iter: 2759 | bound: 422 | nc: 13 | ncall: 113969 | eff(%): 2.421 | loglstar: -inf < -3.574 < inf | logz: -29.894 +/- 0.492 | dlogz: 1.343 > 0.109
iter: 2760 | bound: 422 | nc: 9 | ncall: 113978 | eff(%): 2.422 | loglstar: -inf < -3.573 < inf | logz: -29.891 +/- 0.492 | dlogz: 1.333 > 0.109
iter: 2761 | bound: 422 | nc: 2 | ncall: 113980 | eff(%): 2.422 | loglstar: -inf < -3.567 < inf | logz: -29.888 +/- 0.492 | dlogz: 1.324 > 0.109
iter: 2762 | bound: 422 | nc: 19 | ncall: 113999 | eff(%): 2.423 | loglstar: -inf < -3.563 < inf | logz: -29.885 +/- 0.492 | dlogz: 1.314 > 0.109
iter: 2763 | bound: 423 | nc: 14 | ncall: 114013 | eff(%): 2.423 | loglstar: -inf < -3.553 < inf | logz: -29.881 +/- 0.492 | dlogz: 1.305 > 0.109
iter: 2764 | bound: 423 | nc: 7 | ncall: 114020 | eff(%): 2.424 | loglstar: -inf < -3.532 < inf | logz: -29.878 +/- 0.492 | dlogz: 1.295 > 0.109
iter: 2765 | bound: 423 | nc: 14 | ncall: 114034 | eff(%): 2.425 | loglstar: -inf < -3.525 < inf | logz: -29.875 +/- 0.492 | dlogz: 1.286 > 0.109
iter: 2766 | bound: 423 | nc: 1 | ncall: 114035 | eff(%): 2.426 | loglstar: -inf < -3.522 < inf | logz: -29.872 +/- 0.492 | dlogz: 1.276 > 0.109
iter: 2767 | bound: 423 | nc: 6 | ncall: 114041 | eff(%): 2.426 | loglstar: -inf < -3.521 < inf | logz: -29.869 +/- 0.492 | dlogz: 1.267 > 0.109
iter: 2768 | bound: 423 | nc: 5 | ncall: 114046 | eff(%): 2.427 | loglstar: -inf < -3.519 < inf | logz: -29.866 +/- 0.492 | dlogz: 1.257 > 0.109
iter: 2769 | bound: 423 | nc: 5 | ncall: 114051 | eff(%): 2.428 | loglstar: -inf < -3.514 < inf | logz: -29.863 +/- 0.492 | dlogz: 1.248 > 0.109
iter: 2770 | bound: 423 | nc: 5 | ncall: 114056 | eff(%): 2.429 | loglstar: -inf < -3.496 < inf | logz: -29.860 +/- 0.492 | dlogz: 1.239 > 0.109
iter: 2771 | bound: 423 | nc: 4 | ncall: 114060 | eff(%): 2.429 | loglstar: -inf < -3.482 < inf | logz: -29.857 +/- 0.492 | dlogz: 1.230 > 0.109
iter: 2772 | bound: 423 | nc: 5 | ncall: 114065 | eff(%): 2.430 | loglstar: -inf < -3.478 < inf | logz: -29.854 +/- 0.492 | dlogz: 1.221 > 0.109
iter: 2773 | bound: 423 | nc: 1 | ncall: 114066 | eff(%): 2.431 | loglstar: -inf < -3.477 < inf | logz: -29.851 +/- 0.492 | dlogz: 1.211 > 0.109
iter: 2774 | bound: 423 | nc: 4 | ncall: 114070 | eff(%): 2.432 | loglstar: -inf < -3.475 < inf | logz: -29.848 +/- 0.492 | dlogz: 1.202 > 0.109
iter: 2775 | bound: 423 | nc: 13 | ncall: 114083 | eff(%): 2.432 | loglstar: -inf < -3.470 < inf | logz: -29.845 +/- 0.492 | dlogz: 1.193 > 0.109
iter: 2776 | bound: 423 | nc: 7 | ncall: 114090 | eff(%): 2.433 | loglstar: -inf < -3.468 < inf | logz: -29.842 +/- 0.492 | dlogz: 1.184 > 0.109
iter: 2777 | bound: 423 | nc: 3 | ncall: 114093 | eff(%): 2.434 | loglstar: -inf < -3.464 < inf | logz: -29.839 +/- 0.492 | dlogz: 1.176 > 0.109
iter: 2778 | bound: 423 | nc: 6 | ncall: 114099 | eff(%): 2.435 | loglstar: -inf < -3.446 < inf | logz: -29.837 +/- 0.492 | dlogz: 1.167 > 0.109
iter: 2779 | bound: 423 | nc: 4 | ncall: 114103 | eff(%): 2.436 | loglstar: -inf < -3.443 < inf | logz: -29.834 +/- 0.493 | dlogz: 1.158 > 0.109
iter: 2780 | bound: 423 | nc: 4 | ncall: 114107 | eff(%): 2.436 | loglstar: -inf < -3.433 < inf | logz: -29.831 +/- 0.493 | dlogz: 1.149 > 0.109
iter: 2781 | bound: 423 | nc: 1 | ncall: 114108 | eff(%): 2.437 | loglstar: -inf < -3.423 < inf | logz: -29.828 +/- 0.493 | dlogz: 1.141 > 0.109
iter: 2782 | bound: 423 | nc: 1 | ncall: 114109 | eff(%): 2.438 | loglstar: -inf < -3.417 < inf | logz: -29.825 +/- 0.493 | dlogz: 1.132 > 0.109
iter: 2783 | bound: 423 | nc: 1 | ncall: 114110 | eff(%): 2.439 | loglstar: -inf < -3.407 < inf | logz: -29.823 +/- 0.493 | dlogz: 1.123 > 0.109
iter: 2784 | bound: 424 | nc: 4 | ncall: 114114 | eff(%): 2.440 | loglstar: -inf < -3.393 < inf | logz: -29.820 +/- 0.493 | dlogz: 1.115 > 0.109
iter: 2785 | bound: 424 | nc: 11 | ncall: 114125 | eff(%): 2.440 | loglstar: -inf < -3.387 < inf | logz: -29.817 +/- 0.493 | dlogz: 1.106 > 0.109
iter: 2786 | bound: 424 | nc: 4 | ncall: 114129 | eff(%): 2.441 | loglstar: -inf < -3.367 < inf | logz: -29.814 +/- 0.493 | dlogz: 1.098 > 0.109
iter: 2787 | bound: 424 | nc: 9 | ncall: 114138 | eff(%): 2.442 | loglstar: -inf < -3.362 < inf | logz: -29.812 +/- 0.493 | dlogz: 1.089 > 0.109
iter: 2788 | bound: 424 | nc: 5 | ncall: 114143 | eff(%): 2.443 | loglstar: -inf < -3.358 < inf | logz: -29.809 +/- 0.493 | dlogz: 1.081 > 0.109
iter: 2789 | bound: 424 | nc: 3 | ncall: 114146 | eff(%): 2.443 | loglstar: -inf < -3.356 < inf | logz: -29.806 +/- 0.493 | dlogz: 1.072 > 0.109
iter: 2790 | bound: 424 | nc: 2 | ncall: 114148 | eff(%): 2.444 | loglstar: -inf < -3.351 < inf | logz: -29.803 +/- 0.493 | dlogz: 1.064 > 0.109
iter: 2791 | bound: 424 | nc: 17 | ncall: 114165 | eff(%): 2.445 | loglstar: -inf < -3.308 < inf | logz: -29.801 +/- 0.493 | dlogz: 1.056 > 0.109
iter: 2792 | bound: 424 | nc: 6 | ncall: 114171 | eff(%): 2.445 | loglstar: -inf < -3.306 < inf | logz: -29.798 +/- 0.493 | dlogz: 1.048 > 0.109
iter: 2793 | bound: 424 | nc: 7 | ncall: 114178 | eff(%): 2.446 | loglstar: -inf < -3.304 < inf | logz: -29.795 +/- 0.493 | dlogz: 1.039 > 0.109
iter: 2794 | bound: 424 | nc: 25 | ncall: 114203 | eff(%): 2.447 | loglstar: -inf < -3.294 < inf | logz: -29.792 +/- 0.493 | dlogz: 1.031 > 0.109
iter: 2795 | bound: 424 | nc: 3 | ncall: 114206 | eff(%): 2.447 | loglstar: -inf < -3.279 < inf | logz: -29.790 +/- 0.493 | dlogz: 1.023 > 0.109
iter: 2796 | bound: 424 | nc: 1 | ncall: 114207 | eff(%): 2.448 | loglstar: -inf < -3.277 < inf | logz: -29.787 +/- 0.493 | dlogz: 1.015 > 0.109
iter: 2797 | bound: 424 | nc: 4 | ncall: 114211 | eff(%): 2.449 | loglstar: -inf < -3.256 < inf | logz: -29.784 +/- 0.493 | dlogz: 1.007 > 0.109
iter: 2798 | bound: 425 | nc: 9 | ncall: 114220 | eff(%): 2.450 | loglstar: -inf < -3.248 < inf | logz: -29.782 +/- 0.493 | dlogz: 0.999 > 0.109
iter: 2799 | bound: 425 | nc: 1 | ncall: 114221 | eff(%): 2.451 | loglstar: -inf < -3.230 < inf | logz: -29.779 +/- 0.493 | dlogz: 0.991 > 0.109
iter: 2800 | bound: 425 | nc: 2 | ncall: 114223 | eff(%): 2.451 | loglstar: -inf < -3.222 < inf | logz: -29.776 +/- 0.493 | dlogz: 0.983 > 0.109
iter: 2801 | bound: 425 | nc: 3 | ncall: 114226 | eff(%): 2.452 | loglstar: -inf < -3.220 < inf | logz: -29.774 +/- 0.493 | dlogz: 0.975 > 0.109
iter: 2802 | bound: 425 | nc: 3 | ncall: 114229 | eff(%): 2.453 | loglstar: -inf < -3.214 < inf | logz: -29.771 +/- 0.493 | dlogz: 0.967 > 0.109
iter: 2803 | bound: 425 | nc: 20 | ncall: 114249 | eff(%): 2.453 | loglstar: -inf < -3.211 < inf | logz: -29.768 +/- 0.493 | dlogz: 0.959 > 0.109
iter: 2804 | bound: 425 | nc: 14 | ncall: 114263 | eff(%): 2.454 | loglstar: -inf < -3.209 < inf | logz: -29.766 +/- 0.493 | dlogz: 0.952 > 0.109
iter: 2805 | bound: 425 | nc: 5 | ncall: 114268 | eff(%): 2.455 | loglstar: -inf < -3.186 < inf | logz: -29.763 +/- 0.493 | dlogz: 0.944 > 0.109
iter: 2806 | bound: 425 | nc: 10 | ncall: 114278 | eff(%): 2.455 | loglstar: -inf < -3.182 < inf | logz: -29.760 +/- 0.493 | dlogz: 0.936 > 0.109
iter: 2807 | bound: 425 | nc: 2 | ncall: 114280 | eff(%): 2.456 | loglstar: -inf < -3.167 < inf | logz: -29.758 +/- 0.493 | dlogz: 0.929 > 0.109
iter: 2808 | bound: 425 | nc: 21 | ncall: 114301 | eff(%): 2.457 | loglstar: -inf < -3.165 < inf | logz: -29.755 +/- 0.493 | dlogz: 0.921 > 0.109
iter: 2809 | bound: 425 | nc: 14 | ncall: 114315 | eff(%): 2.457 | loglstar: -inf < -3.148 < inf | logz: -29.753 +/- 0.493 | dlogz: 0.914 > 0.109
iter: 2810 | bound: 426 | nc: 8 | ncall: 114323 | eff(%): 2.458 | loglstar: -inf < -3.131 < inf | logz: -29.750 +/- 0.493 | dlogz: 0.906 > 0.109
iter: 2811 | bound: 426 | nc: 2 | ncall: 114325 | eff(%): 2.459 | loglstar: -inf < -3.127 < inf | logz: -29.747 +/- 0.493 | dlogz: 0.899 > 0.109
iter: 2812 | bound: 426 | nc: 24 | ncall: 114349 | eff(%): 2.459 | loglstar: -inf < -3.119 < inf | logz: -29.745 +/- 0.493 | dlogz: 0.891 > 0.109
iter: 2813 | bound: 426 | nc: 8 | ncall: 114357 | eff(%): 2.460 | loglstar: -inf < -3.106 < inf | logz: -29.742 +/- 0.494 | dlogz: 0.884 > 0.109
iter: 2814 | bound: 426 | nc: 6 | ncall: 114363 | eff(%): 2.461 | loglstar: -inf < -3.092 < inf | logz: -29.740 +/- 0.494 | dlogz: 0.877 > 0.109
iter: 2815 | bound: 426 | nc: 1 | ncall: 114364 | eff(%): 2.461 | loglstar: -inf < -3.091 < inf | logz: -29.737 +/- 0.494 | dlogz: 0.869 > 0.109
iter: 2816 | bound: 426 | nc: 5 | ncall: 114369 | eff(%): 2.462 | loglstar: -inf < -3.071 < inf | logz: -29.735 +/- 0.494 | dlogz: 0.862 > 0.109
iter: 2817 | bound: 426 | nc: 17 | ncall: 114386 | eff(%): 2.463 | loglstar: -inf < -3.067 < inf | logz: -29.732 +/- 0.494 | dlogz: 0.855 > 0.109
iter: 2818 | bound: 426 | nc: 6 | ncall: 114392 | eff(%): 2.463 | loglstar: -inf < -3.065 < inf | logz: -29.730 +/- 0.494 | dlogz: 0.848 > 0.109
iter: 2819 | bound: 426 | nc: 2 | ncall: 114394 | eff(%): 2.464 | loglstar: -inf < -3.053 < inf | logz: -29.727 +/- 0.494 | dlogz: 0.841 > 0.109
iter: 2820 | bound: 426 | nc: 12 | ncall: 114406 | eff(%): 2.465 | loglstar: -inf < -3.040 < inf | logz: -29.725 +/- 0.494 | dlogz: 0.833 > 0.109
iter: 2821 | bound: 427 | nc: 25 | ncall: 114431 | eff(%): 2.465 | loglstar: -inf < -3.036 < inf | logz: -29.722 +/- 0.494 | dlogz: 0.826 > 0.109
iter: 2822 | bound: 427 | nc: 2 | ncall: 114433 | eff(%): 2.466 | loglstar: -inf < -3.030 < inf | logz: -29.720 +/- 0.494 | dlogz: 0.819 > 0.109
iter: 2823 | bound: 427 | nc: 8 | ncall: 114441 | eff(%): 2.467 | loglstar: -inf < -3.029 < inf | logz: -29.717 +/- 0.494 | dlogz: 0.813 > 0.109
iter: 2824 | bound: 427 | nc: 2 | ncall: 114443 | eff(%): 2.468 | loglstar: -inf < -3.027 < inf | logz: -29.715 +/- 0.494 | dlogz: 0.806 > 0.109
iter: 2825 | bound: 427 | nc: 6 | ncall: 114449 | eff(%): 2.468 | loglstar: -inf < -3.025 < inf | logz: -29.712 +/- 0.494 | dlogz: 0.799 > 0.109
iter: 2826 | bound: 427 | nc: 2 | ncall: 114451 | eff(%): 2.469 | loglstar: -inf < -3.024 < inf | logz: -29.710 +/- 0.494 | dlogz: 0.792 > 0.109
iter: 2827 | bound: 427 | nc: 2 | ncall: 114453 | eff(%): 2.470 | loglstar: -inf < -3.022 < inf | logz: -29.707 +/- 0.494 | dlogz: 0.785 > 0.109
iter: 2828 | bound: 427 | nc: 6 | ncall: 114459 | eff(%): 2.471 | loglstar: -inf < -3.019 < inf | logz: -29.705 +/- 0.494 | dlogz: 0.779 > 0.109
iter: 2829 | bound: 427 | nc: 1 | ncall: 114460 | eff(%): 2.472 | loglstar: -inf < -3.018 < inf | logz: -29.703 +/- 0.494 | dlogz: 0.772 > 0.109
iter: 2830 | bound: 427 | nc: 1 | ncall: 114461 | eff(%): 2.472 | loglstar: -inf < -3.010 < inf | logz: -29.701 +/- 0.494 | dlogz: 0.765 > 0.109
iter: 2831 | bound: 427 | nc: 3 | ncall: 114464 | eff(%): 2.473 | loglstar: -inf < -3.006 < inf | logz: -29.698 +/- 0.494 | dlogz: 0.759 > 0.109
iter: 2832 | bound: 427 | nc: 1 | ncall: 114465 | eff(%): 2.474 | loglstar: -inf < -3.003 < inf | logz: -29.696 +/- 0.494 | dlogz: 0.752 > 0.109
iter: 2833 | bound: 427 | nc: 5 | ncall: 114470 | eff(%): 2.475 | loglstar: -inf < -2.997 < inf | logz: -29.694 +/- 0.494 | dlogz: 0.746 > 0.109
iter: 2834 | bound: 427 | nc: 4 | ncall: 114474 | eff(%): 2.476 | loglstar: -inf < -2.995 < inf | logz: -29.692 +/- 0.494 | dlogz: 0.740 > 0.109
iter: 2835 | bound: 427 | nc: 6 | ncall: 114480 | eff(%): 2.476 | loglstar: -inf < -2.994 < inf | logz: -29.689 +/- 0.494 | dlogz: 0.733 > 0.109
iter: 2836 | bound: 427 | nc: 5 | ncall: 114485 | eff(%): 2.477 | loglstar: -inf < -2.992 < inf | logz: -29.687 +/- 0.494 | dlogz: 0.727 > 0.109
iter: 2837 | bound: 427 | nc: 5 | ncall: 114490 | eff(%): 2.478 | loglstar: -inf < -2.969 < inf | logz: -29.685 +/- 0.494 | dlogz: 0.721 > 0.109
iter: 2838 | bound: 427 | nc: 6 | ncall: 114496 | eff(%): 2.479 | loglstar: -inf < -2.966 < inf | logz: -29.683 +/- 0.494 | dlogz: 0.714 > 0.109
iter: 2839 | bound: 427 | nc: 2 | ncall: 114498 | eff(%): 2.480 | loglstar: -inf < -2.966 < inf | logz: -29.681 +/- 0.494 | dlogz: 0.708 > 0.109
iter: 2840 | bound: 427 | nc: 2 | ncall: 114500 | eff(%): 2.480 | loglstar: -inf < -2.962 < inf | logz: -29.679 +/- 0.494 | dlogz: 0.702 > 0.109
iter: 2841 | bound: 427 | nc: 1 | ncall: 114501 | eff(%): 2.481 | loglstar: -inf < -2.949 < inf | logz: -29.676 +/- 0.494 | dlogz: 0.696 > 0.109
iter: 2842 | bound: 427 | nc: 9 | ncall: 114510 | eff(%): 2.482 | loglstar: -inf < -2.947 < inf | logz: -29.674 +/- 0.494 | dlogz: 0.690 > 0.109
iter: 2843 | bound: 427 | nc: 2 | ncall: 114512 | eff(%): 2.483 | loglstar: -inf < -2.942 < inf | logz: -29.672 +/- 0.494 | dlogz: 0.788 > 0.109
iter: 2844 | bound: 427 | nc: 5 | ncall: 114517 | eff(%): 2.483 | loglstar: -inf < -2.941 < inf | logz: -29.670 +/- 0.494 | dlogz: 0.782 > 0.109
iter: 2845 | bound: 427 | nc: 4 | ncall: 114521 | eff(%): 2.484 | loglstar: -inf < -2.933 < inf | logz: -29.668 +/- 0.494 | dlogz: 0.775 > 0.109
iter: 2846 | bound: 427 | nc: 5 | ncall: 114526 | eff(%): 2.485 | loglstar: -inf < -2.915 < inf | logz: -29.666 +/- 0.494 | dlogz: 0.769 > 0.109
iter: 2847 | bound: 427 | nc: 1 | ncall: 114527 | eff(%): 2.486 | loglstar: -inf < -2.912 < inf | logz: -29.664 +/- 0.494 | dlogz: 0.762 > 0.109
iter: 2848 | bound: 427 | nc: 1 | ncall: 114528 | eff(%): 2.487 | loglstar: -inf < -2.906 < inf | logz: -29.662 +/- 0.494 | dlogz: 0.756 > 0.109
iter: 2849 | bound: 427 | nc: 1 | ncall: 114529 | eff(%): 2.488 | loglstar: -inf < -2.897 < inf | logz: -29.660 +/- 0.494 | dlogz: 0.749 > 0.109
iter: 2850 | bound: 427 | nc: 1 | ncall: 114530 | eff(%): 2.488 | loglstar: -inf < -2.891 < inf | logz: -29.658 +/- 0.495 | dlogz: 0.743 > 0.109
iter: 2851 | bound: 428 | nc: 2 | ncall: 114532 | eff(%): 2.489 | loglstar: -inf < -2.873 < inf | logz: -29.656 +/- 0.495 | dlogz: 0.737 > 0.109
iter: 2852 | bound: 428 | nc: 25 | ncall: 114557 | eff(%): 2.490 | loglstar: -inf < -2.871 < inf | logz: -29.654 +/- 0.495 | dlogz: 0.731 > 0.109
iter: 2853 | bound: 428 | nc: 12 | ncall: 114569 | eff(%): 2.490 | loglstar: -inf < -2.869 < inf | logz: -29.652 +/- 0.495 | dlogz: 0.724 > 0.109
iter: 2854 | bound: 428 | nc: 2 | ncall: 114571 | eff(%): 2.491 | loglstar: -inf < -2.859 < inf | logz: -29.650 +/- 0.495 | dlogz: 0.718 > 0.109
iter: 2855 | bound: 428 | nc: 11 | ncall: 114582 | eff(%): 2.492 | loglstar: -inf < -2.858 < inf | logz: -29.648 +/- 0.495 | dlogz: 0.712 > 0.109
iter: 2856 | bound: 428 | nc: 33 | ncall: 114615 | eff(%): 2.492 | loglstar: -inf < -2.851 < inf | logz: -29.646 +/- 0.495 | dlogz: 0.706 > 0.109
iter: 2857 | bound: 429 | nc: 40 | ncall: 114655 | eff(%): 2.492 | loglstar: -inf < -2.849 < inf | logz: -29.644 +/- 0.495 | dlogz: 0.700 > 0.109
iter: 2858 | bound: 429 | nc: 23 | ncall: 114678 | eff(%): 2.492 | loglstar: -inf < -2.839 < inf | logz: -29.642 +/- 0.495 | dlogz: 0.694 > 0.109
iter: 2859 | bound: 429 | nc: 16 | ncall: 114694 | eff(%): 2.493 | loglstar: -inf < -2.835 < inf | logz: -29.640 +/- 0.495 | dlogz: 0.688 > 0.109
iter: 2860 | bound: 429 | nc: 26 | ncall: 114720 | eff(%): 2.493 | loglstar: -inf < -2.833 < inf | logz: -29.638 +/- 0.495 | dlogz: 0.682 > 0.109
iter: 2861 | bound: 429 | nc: 10 | ncall: 114730 | eff(%): 2.494 | loglstar: -inf < -2.825 < inf | logz: -29.636 +/- 0.495 | dlogz: 0.676 > 0.109
iter: 2862 | bound: 429 | nc: 9 | ncall: 114739 | eff(%): 2.494 | loglstar: -inf < -2.823 < inf | logz: -29.634 +/- 0.495 | dlogz: 0.671 > 0.109
iter: 2863 | bound: 429 | nc: 13 | ncall: 114752 | eff(%): 2.495 | loglstar: -inf < -2.817 < inf | logz: -29.632 +/- 0.495 | dlogz: 0.665 > 0.109
iter: 2864 | bound: 430 | nc: 17 | ncall: 114769 | eff(%): 2.495 | loglstar: -inf < -2.812 < inf | logz: -29.630 +/- 0.495 | dlogz: 0.659 > 0.109
iter: 2865 | bound: 430 | nc: 1 | ncall: 114770 | eff(%): 2.496 | loglstar: -inf < -2.808 < inf | logz: -29.629 +/- 0.495 | dlogz: 0.653 > 0.109
iter: 2866 | bound: 430 | nc: 5 | ncall: 114775 | eff(%): 2.497 | loglstar: -inf < -2.808 < inf | logz: -29.627 +/- 0.495 | dlogz: 0.648 > 0.109
iter: 2867 | bound: 430 | nc: 15 | ncall: 114790 | eff(%): 2.498 | loglstar: -inf < -2.793 < inf | logz: -29.625 +/- 0.495 | dlogz: 0.642 > 0.109
iter: 2868 | bound: 430 | nc: 4 | ncall: 114794 | eff(%): 2.498 | loglstar: -inf < -2.790 < inf | logz: -29.623 +/- 0.495 | dlogz: 0.637 > 0.109
iter: 2869 | bound: 430 | nc: 6 | ncall: 114800 | eff(%): 2.499 | loglstar: -inf < -2.784 < inf | logz: -29.621 +/- 0.495 | dlogz: 0.631 > 0.109
iter: 2870 | bound: 430 | nc: 17 | ncall: 114817 | eff(%): 2.500 | loglstar: -inf < -2.761 < inf | logz: -29.620 +/- 0.495 | dlogz: 0.626 > 0.109
iter: 2871 | bound: 430 | nc: 2 | ncall: 114819 | eff(%): 2.500 | loglstar: -inf < -2.756 < inf | logz: -29.618 +/- 0.495 | dlogz: 0.620 > 0.109
iter: 2872 | bound: 430 | nc: 7 | ncall: 114826 | eff(%): 2.501 | loglstar: -inf < -2.751 < inf | logz: -29.616 +/- 0.495 | dlogz: 0.615 > 0.109
iter: 2873 | bound: 430 | nc: 1 | ncall: 114827 | eff(%): 2.502 | loglstar: -inf < -2.750 < inf | logz: -29.614 +/- 0.495 | dlogz: 0.609 > 0.109
iter: 2874 | bound: 430 | nc: 6 | ncall: 114833 | eff(%): 2.503 | loglstar: -inf < -2.745 < inf | logz: -29.612 +/- 0.495 | dlogz: 0.604 > 0.109
iter: 2875 | bound: 430 | nc: 18 | ncall: 114851 | eff(%): 2.503 | loglstar: -inf < -2.744 < inf | logz: -29.611 +/- 0.495 | dlogz: 0.599 > 0.109
iter: 2876 | bound: 431 | nc: 20 | ncall: 114871 | eff(%): 2.504 | loglstar: -inf < -2.739 < inf | logz: -29.609 +/- 0.495 | dlogz: 0.593 > 0.109
iter: 2877 | bound: 431 | nc: 4 | ncall: 114875 | eff(%): 2.504 | loglstar: -inf < -2.736 < inf | logz: -29.607 +/- 0.495 | dlogz: 0.588 > 0.109
iter: 2878 | bound: 431 | nc: 2 | ncall: 114877 | eff(%): 2.505 | loglstar: -inf < -2.730 < inf | logz: -29.605 +/- 0.495 | dlogz: 0.583 > 0.109
iter: 2879 | bound: 431 | nc: 3 | ncall: 114880 | eff(%): 2.506 | loglstar: -inf < -2.729 < inf | logz: -29.604 +/- 0.495 | dlogz: 0.578 > 0.109
iter: 2880 | bound: 431 | nc: 5 | ncall: 114885 | eff(%): 2.507 | loglstar: -inf < -2.714 < inf | logz: -29.602 +/- 0.495 | dlogz: 0.573 > 0.109
iter: 2881 | bound: 431 | nc: 12 | ncall: 114897 | eff(%): 2.507 | loglstar: -inf < -2.702 < inf | logz: -29.600 +/- 0.495 | dlogz: 0.568 > 0.109
iter: 2882 | bound: 431 | nc: 4 | ncall: 114901 | eff(%): 2.508 | loglstar: -inf < -2.693 < inf | logz: -29.599 +/- 0.495 | dlogz: 0.563 > 0.109
iter: 2883 | bound: 431 | nc: 3 | ncall: 114904 | eff(%): 2.509 | loglstar: -inf < -2.687 < inf | logz: -29.597 +/- 0.495 | dlogz: 0.558 > 0.109
iter: 2884 | bound: 431 | nc: 1 | ncall: 114905 | eff(%): 2.510 | loglstar: -inf < -2.683 < inf | logz: -29.595 +/- 0.495 | dlogz: 0.553 > 0.109
iter: 2885 | bound: 431 | nc: 3 | ncall: 114908 | eff(%): 2.511 | loglstar: -inf < -2.682 < inf | logz: -29.594 +/- 0.495 | dlogz: 0.548 > 0.109
iter: 2886 | bound: 431 | nc: 12 | ncall: 114920 | eff(%): 2.511 | loglstar: -inf < -2.676 < inf | logz: -29.592 +/- 0.495 | dlogz: 0.543 > 0.109
iter: 2887 | bound: 431 | nc: 1 | ncall: 114921 | eff(%): 2.512 | loglstar: -inf < -2.670 < inf | logz: -29.590 +/- 0.495 | dlogz: 0.538 > 0.109
iter: 2888 | bound: 431 | nc: 13 | ncall: 114934 | eff(%): 2.513 | loglstar: -inf < -2.665 < inf | logz: -29.589 +/- 0.495 | dlogz: 0.533 > 0.109
iter: 2889 | bound: 431 | nc: 1 | ncall: 114935 | eff(%): 2.514 | loglstar: -inf < -2.664 < inf | logz: -29.587 +/- 0.495 | dlogz: 0.529 > 0.109
iter: 2890 | bound: 431 | nc: 17 | ncall: 114952 | eff(%): 2.514 | loglstar: -inf < -2.656 < inf | logz: -29.585 +/- 0.495 | dlogz: 0.524 > 0.109
iter: 2891 | bound: 431 | nc: 1 | ncall: 114953 | eff(%): 2.515 | loglstar: -inf < -2.652 < inf | logz: -29.584 +/- 0.495 | dlogz: 0.519 > 0.109
iter: 2892 | bound: 431 | nc: 3 | ncall: 114956 | eff(%): 2.516 | loglstar: -inf < -2.652 < inf | logz: -29.582 +/- 0.495 | dlogz: 0.671 > 0.109
iter: 2893 | bound: 431 | nc: 7 | ncall: 114963 | eff(%): 2.516 | loglstar: -inf < -2.651 < inf | logz: -29.581 +/- 0.495 | dlogz: 0.666 > 0.109
iter: 2894 | bound: 431 | nc: 4 | ncall: 114967 | eff(%): 2.517 | loglstar: -inf < -2.646 < inf | logz: -29.579 +/- 0.495 | dlogz: 0.660 > 0.109
iter: 2895 | bound: 431 | nc: 2 | ncall: 114969 | eff(%): 2.518 | loglstar: -inf < -2.645 < inf | logz: -29.578 +/- 0.496 | dlogz: 0.654 > 0.109
iter: 2896 | bound: 432 | nc: 21 | ncall: 114990 | eff(%): 2.518 | loglstar: -inf < -2.643 < inf | logz: -29.576 +/- 0.496 | dlogz: 0.649 > 0.109
iter: 2897 | bound: 432 | nc: 3 | ncall: 114993 | eff(%): 2.519 | loglstar: -inf < -2.636 < inf | logz: -29.575 +/- 0.496 | dlogz: 0.643 > 0.109
iter: 2898 | bound: 432 | nc: 1 | ncall: 114994 | eff(%): 2.520 | loglstar: -inf < -2.624 < inf | logz: -29.573 +/- 0.496 | dlogz: 0.638 > 0.109
iter: 2899 | bound: 432 | nc: 2 | ncall: 114996 | eff(%): 2.521 | loglstar: -inf < -2.615 < inf | logz: -29.572 +/- 0.496 | dlogz: 0.633 > 0.109
iter: 2900 | bound: 432 | nc: 9 | ncall: 115005 | eff(%): 2.522 | loglstar: -inf < -2.613 < inf | logz: -29.570 +/- 0.496 | dlogz: 0.627 > 0.109
iter: 2901 | bound: 432 | nc: 7 | ncall: 115012 | eff(%): 2.522 | loglstar: -inf < -2.601 < inf | logz: -29.569 +/- 0.496 | dlogz: 0.622 > 0.109
iter: 2902 | bound: 432 | nc: 11 | ncall: 115023 | eff(%): 2.523 | loglstar: -inf < -2.600 < inf | logz: -29.567 +/- 0.496 | dlogz: 0.617 > 0.109
iter: 2903 | bound: 432 | nc: 1 | ncall: 115024 | eff(%): 2.524 | loglstar: -inf < -2.600 < inf | logz: -29.566 +/- 0.496 | dlogz: 0.611 > 0.109
iter: 2904 | bound: 432 | nc: 5 | ncall: 115029 | eff(%): 2.525 | loglstar: -inf < -2.593 < inf | logz: -29.564 +/- 0.496 | dlogz: 0.606 > 0.109
iter: 2905 | bound: 432 | nc: 7 | ncall: 115036 | eff(%): 2.525 | loglstar: -inf < -2.587 < inf | logz: -29.563 +/- 0.496 | dlogz: 0.601 > 0.109
iter: 2906 | bound: 432 | nc: 11 | ncall: 115047 | eff(%): 2.526 | loglstar: -inf < -2.586 < inf | logz: -29.561 +/- 0.496 | dlogz: 0.596 > 0.109
iter: 2907 | bound: 432 | nc: 13 | ncall: 115060 | eff(%): 2.527 | loglstar: -inf < -2.576 < inf | logz: -29.560 +/- 0.496 | dlogz: 0.591 > 0.109
iter: 2908 | bound: 432 | nc: 5 | ncall: 115065 | eff(%): 2.527 | loglstar: -inf < -2.571 < inf | logz: -29.558 +/- 0.496 | dlogz: 0.586 > 0.109
iter: 2909 | bound: 432 | nc: 3 | ncall: 115068 | eff(%): 2.528 | loglstar: -inf < -2.570 < inf | logz: -29.557 +/- 0.496 | dlogz: 0.581 > 0.109
iter: 2910 | bound: 432 | nc: 20 | ncall: 115088 | eff(%): 2.528 | loglstar: -inf < -2.567 < inf | logz: -29.556 +/- 0.496 | dlogz: 0.576 > 0.109
iter: 2911 | bound: 433 | nc: 7 | ncall: 115095 | eff(%): 2.529 | loglstar: -inf < -2.567 < inf | logz: -29.554 +/- 0.496 | dlogz: 0.571 > 0.109
iter: 2912 | bound: 433 | nc: 3 | ncall: 115098 | eff(%): 2.530 | loglstar: -inf < -2.562 < inf | logz: -29.553 +/- 0.496 | dlogz: 0.566 > 0.109
iter: 2913 | bound: 433 | nc: 1 | ncall: 115099 | eff(%): 2.531 | loglstar: -inf < -2.554 < inf | logz: -29.552 +/- 0.496 | dlogz: 0.561 > 0.109
iter: 2914 | bound: 433 | nc: 13 | ncall: 115112 | eff(%): 2.531 | loglstar: -inf < -2.551 < inf | logz: -29.550 +/- 0.496 | dlogz: 0.556 > 0.109
iter: 2915 | bound: 433 | nc: 20 | ncall: 115132 | eff(%): 2.532 | loglstar: -inf < -2.549 < inf | logz: -29.549 +/- 0.496 | dlogz: 0.551 > 0.109
iter: 2916 | bound: 433 | nc: 1 | ncall: 115133 | eff(%): 2.533 | loglstar: -inf < -2.538 < inf | logz: -29.548 +/- 0.496 | dlogz: 0.547 > 0.109
iter: 2917 | bound: 433 | nc: 1 | ncall: 115134 | eff(%): 2.534 | loglstar: -inf < -2.530 < inf | logz: -29.546 +/- 0.496 | dlogz: 0.542 > 0.109
iter: 2918 | bound: 433 | nc: 2 | ncall: 115136 | eff(%): 2.534 | loglstar: -inf < -2.529 < inf | logz: -29.545 +/- 0.496 | dlogz: 0.537 > 0.109
iter: 2919 | bound: 433 | nc: 2 | ncall: 115138 | eff(%): 2.535 | loglstar: -inf < -2.519 < inf | logz: -29.544 +/- 0.496 | dlogz: 0.532 > 0.109
iter: 2920 | bound: 433 | nc: 15 | ncall: 115153 | eff(%): 2.536 | loglstar: -inf < -2.504 < inf | logz: -29.542 +/- 0.496 | dlogz: 0.528 > 0.109
iter: 2921 | bound: 433 | nc: 2 | ncall: 115155 | eff(%): 2.537 | loglstar: -inf < -2.494 < inf | logz: -29.541 +/- 0.496 | dlogz: 0.523 > 0.109
iter: 2922 | bound: 433 | nc: 1 | ncall: 115156 | eff(%): 2.537 | loglstar: -inf < -2.493 < inf | logz: -29.540 +/- 0.496 | dlogz: 0.519 > 0.109
iter: 2923 | bound: 433 | nc: 2 | ncall: 115158 | eff(%): 2.538 | loglstar: -inf < -2.491 < inf | logz: -29.538 +/- 0.496 | dlogz: 0.514 > 0.109
iter: 2924 | bound: 433 | nc: 2 | ncall: 115160 | eff(%): 2.539 | loglstar: -inf < -2.474 < inf | logz: -29.537 +/- 0.496 | dlogz: 0.510 > 0.109
iter: 2925 | bound: 433 | nc: 3 | ncall: 115163 | eff(%): 2.540 | loglstar: -inf < -2.470 < inf | logz: -29.536 +/- 0.496 | dlogz: 0.505 > 0.109
iter: 2926 | bound: 433 | nc: 21 | ncall: 115184 | eff(%): 2.540 | loglstar: -inf < -2.466 < inf | logz: -29.534 +/- 0.496 | dlogz: 0.501 > 0.109
iter: 2927 | bound: 433 | nc: 1 | ncall: 115185 | eff(%): 2.541 | loglstar: -inf < -2.466 < inf | logz: -29.533 +/- 0.496 | dlogz: 0.496 > 0.109
iter: 2928 | bound: 433 | nc: 4 | ncall: 115189 | eff(%): 2.542 | loglstar: -inf < -2.464 < inf | logz: -29.532 +/- 0.496 | dlogz: 0.492 > 0.109
iter: 2929 | bound: 434 | nc: 26 | ncall: 115215 | eff(%): 2.542 | loglstar: -inf < -2.458 < inf | logz: -29.531 +/- 0.496 | dlogz: 0.488 > 0.109
iter: 2930 | bound: 434 | nc: 6 | ncall: 115221 | eff(%): 2.543 | loglstar: -inf < -2.436 < inf | logz: -29.529 +/- 0.496 | dlogz: 0.483 > 0.109
iter: 2931 | bound: 434 | nc: 2 | ncall: 115223 | eff(%): 2.544 | loglstar: -inf < -2.432 < inf | logz: -29.528 +/- 0.496 | dlogz: 0.479 > 0.109
iter: 2932 | bound: 434 | nc: 3 | ncall: 115226 | eff(%): 2.545 | loglstar: -inf < -2.432 < inf | logz: -29.527 +/- 0.496 | dlogz: 0.475 > 0.109
iter: 2933 | bound: 434 | nc: 2 | ncall: 115228 | eff(%): 2.545 | loglstar: -inf < -2.431 < inf | logz: -29.526 +/- 0.496 | dlogz: 0.470 > 0.109
iter: 2934 | bound: 434 | nc: 14 | ncall: 115242 | eff(%): 2.546 | loglstar: -inf < -2.429 < inf | logz: -29.524 +/- 0.496 | dlogz: 0.466 > 0.109
iter: 2935 | bound: 434 | nc: 2 | ncall: 115244 | eff(%): 2.547 | loglstar: -inf < -2.423 < inf | logz: -29.523 +/- 0.496 | dlogz: 0.462 > 0.109
iter: 2936 | bound: 434 | nc: 2 | ncall: 115246 | eff(%): 2.548 | loglstar: -inf < -2.417 < inf | logz: -29.522 +/- 0.496 | dlogz: 0.458 > 0.109
iter: 2937 | bound: 434 | nc: 7 | ncall: 115253 | eff(%): 2.548 | loglstar: -inf < -2.415 < inf | logz: -29.521 +/- 0.496 | dlogz: 0.454 > 0.109
iter: 2938 | bound: 434 | nc: 4 | ncall: 115257 | eff(%): 2.549 | loglstar: -inf < -2.404 < inf | logz: -29.520 +/- 0.496 | dlogz: 0.450 > 0.109
iter: 2939 | bound: 434 | nc: 10 | ncall: 115267 | eff(%): 2.550 | loglstar: -inf < -2.399 < inf | logz: -29.518 +/- 0.496 | dlogz: 0.446 > 0.109
iter: 2940 | bound: 434 | nc: 3 | ncall: 115270 | eff(%): 2.551 | loglstar: -inf < -2.396 < inf | logz: -29.517 +/- 0.496 | dlogz: 0.442 > 0.109
iter: 2941 | bound: 434 | nc: 1 | ncall: 115271 | eff(%): 2.551 | loglstar: -inf < -2.385 < inf | logz: -29.516 +/- 0.496 | dlogz: 0.438 > 0.109
iter: 2942 | bound: 434 | nc: 2 | ncall: 115273 | eff(%): 2.552 | loglstar: -inf < -2.385 < inf | logz: -29.515 +/- 0.496 | dlogz: 0.434 > 0.109
iter: 2943 | bound: 434 | nc: 2 | ncall: 115275 | eff(%): 2.553 | loglstar: -inf < -2.382 < inf | logz: -29.514 +/- 0.496 | dlogz: 0.430 > 0.109
iter: 2944 | bound: 434 | nc: 7 | ncall: 115282 | eff(%): 2.554 | loglstar: -inf < -2.381 < inf | logz: -29.512 +/- 0.496 | dlogz: 0.426 > 0.109
iter: 2945 | bound: 434 | nc: 2 | ncall: 115284 | eff(%): 2.555 | loglstar: -inf < -2.362 < inf | logz: -29.511 +/- 0.496 | dlogz: 0.422 > 0.109
iter: 2946 | bound: 434 | nc: 9 | ncall: 115293 | eff(%): 2.555 | loglstar: -inf < -2.354 < inf | logz: -29.510 +/- 0.496 | dlogz: 0.419 > 0.109
iter: 2947 | bound: 434 | nc: 3 | ncall: 115296 | eff(%): 2.556 | loglstar: -inf < -2.351 < inf | logz: -29.509 +/- 0.496 | dlogz: 0.448 > 0.109
iter: 2948 | bound: 434 | nc: 7 | ncall: 115303 | eff(%): 2.557 | loglstar: -inf < -2.345 < inf | logz: -29.508 +/- 0.496 | dlogz: 0.444 > 0.109
iter: 2949 | bound: 434 | nc: 4 | ncall: 115307 | eff(%): 2.558 | loglstar: -inf < -2.338 < inf | logz: -29.507 +/- 0.496 | dlogz: 0.440 > 0.109
iter: 2950 | bound: 434 | nc: 7 | ncall: 115314 | eff(%): 2.558 | loglstar: -inf < -2.337 < inf | logz: -29.506 +/- 0.496 | dlogz: 0.436 > 0.109
iter: 2951 | bound: 435 | nc: 2 | ncall: 115316 | eff(%): 2.559 | loglstar: -inf < -2.327 < inf | logz: -29.505 +/- 0.496 | dlogz: 0.432 > 0.109
iter: 2952 | bound: 435 | nc: 1 | ncall: 115317 | eff(%): 2.560 | loglstar: -inf < -2.325 < inf | logz: -29.503 +/- 0.496 | dlogz: 0.428 > 0.109
iter: 2953 | bound: 435 | nc: 11 | ncall: 115328 | eff(%): 2.561 | loglstar: -inf < -2.320 < inf | logz: -29.502 +/- 0.497 | dlogz: 0.425 > 0.109
iter: 2954 | bound: 435 | nc: 2 | ncall: 115330 | eff(%): 2.561 | loglstar: -inf < -2.319 < inf | logz: -29.501 +/- 0.497 | dlogz: 0.421 > 0.109
iter: 2955 | bound: 435 | nc: 2 | ncall: 115332 | eff(%): 2.562 | loglstar: -inf < -2.313 < inf | logz: -29.500 +/- 0.497 | dlogz: 0.417 > 0.109
iter: 2956 | bound: 435 | nc: 8 | ncall: 115340 | eff(%): 2.563 | loglstar: -inf < -2.313 < inf | logz: -29.499 +/- 0.497 | dlogz: 0.413 > 0.109
iter: 2957 | bound: 435 | nc: 4 | ncall: 115344 | eff(%): 2.564 | loglstar: -inf < -2.312 < inf | logz: -29.498 +/- 0.497 | dlogz: 0.409 > 0.109
iter: 2958 | bound: 435 | nc: 8 | ncall: 115352 | eff(%): 2.564 | loglstar: -inf < -2.310 < inf | logz: -29.497 +/- 0.497 | dlogz: 0.406 > 0.109
iter: 2959 | bound: 435 | nc: 8 | ncall: 115360 | eff(%): 2.565 | loglstar: -inf < -2.304 < inf | logz: -29.496 +/- 0.497 | dlogz: 0.402 > 0.109
iter: 2960 | bound: 435 | nc: 4 | ncall: 115364 | eff(%): 2.566 | loglstar: -inf < -2.302 < inf | logz: -29.495 +/- 0.497 | dlogz: 0.399 > 0.109
iter: 2961 | bound: 435 | nc: 3 | ncall: 115367 | eff(%): 2.567 | loglstar: -inf < -2.301 < inf | logz: -29.494 +/- 0.497 | dlogz: 0.395 > 0.109
iter: 2962 | bound: 435 | nc: 2 | ncall: 115369 | eff(%): 2.567 | loglstar: -inf < -2.293 < inf | logz: -29.493 +/- 0.497 | dlogz: 0.391 > 0.109
iter: 2963 | bound: 435 | nc: 1 | ncall: 115370 | eff(%): 2.568 | loglstar: -inf < -2.293 < inf | logz: -29.492 +/- 0.497 | dlogz: 0.388 > 0.109
iter: 2964 | bound: 435 | nc: 2 | ncall: 115372 | eff(%): 2.569 | loglstar: -inf < -2.291 < inf | logz: -29.491 +/- 0.497 | dlogz: 0.384 > 0.109
iter: 2965 | bound: 435 | nc: 6 | ncall: 115378 | eff(%): 2.570 | loglstar: -inf < -2.290 < inf | logz: -29.490 +/- 0.497 | dlogz: 0.381 > 0.109
iter: 2966 | bound: 435 | nc: 4 | ncall: 115382 | eff(%): 2.571 | loglstar: -inf < -2.289 < inf | logz: -29.489 +/- 0.497 | dlogz: 0.377 > 0.109
iter: 2967 | bound: 435 | nc: 6 | ncall: 115388 | eff(%): 2.571 | loglstar: -inf < -2.285 < inf | logz: -29.488 +/- 0.497 | dlogz: 0.374 > 0.109
iter: 2968 | bound: 435 | nc: 2 | ncall: 115390 | eff(%): 2.572 | loglstar: -inf < -2.279 < inf | logz: -29.487 +/- 0.497 | dlogz: 0.371 > 0.109
iter: 2969 | bound: 435 | nc: 5 | ncall: 115395 | eff(%): 2.573 | loglstar: -inf < -2.277 < inf | logz: -29.486 +/- 0.497 | dlogz: 0.367 > 0.109
iter: 2970 | bound: 435 | nc: 5 | ncall: 115400 | eff(%): 2.574 | loglstar: -inf < -2.276 < inf | logz: -29.485 +/- 0.497 | dlogz: 0.364 > 0.109
iter: 2971 | bound: 435 | nc: 1 | ncall: 115401 | eff(%): 2.575 | loglstar: -inf < -2.274 < inf | logz: -29.484 +/- 0.497 | dlogz: 0.360 > 0.109
iter: 2972 | bound: 435 | nc: 1 | ncall: 115402 | eff(%): 2.575 | loglstar: -inf < -2.268 < inf | logz: -29.483 +/- 0.497 | dlogz: 0.357 > 0.109
iter: 2973 | bound: 435 | nc: 8 | ncall: 115410 | eff(%): 2.576 | loglstar: -inf < -2.266 < inf | logz: -29.482 +/- 0.497 | dlogz: 0.354 > 0.109
iter: 2974 | bound: 435 | nc: 4 | ncall: 115414 | eff(%): 2.577 | loglstar: -inf < -2.251 < inf | logz: -29.481 +/- 0.497 | dlogz: 0.351 > 0.109
iter: 2975 | bound: 436 | nc: 8 | ncall: 115422 | eff(%): 2.577 | loglstar: -inf < -2.248 < inf | logz: -29.480 +/- 0.497 | dlogz: 0.348 > 0.109
iter: 2976 | bound: 436 | nc: 1 | ncall: 115423 | eff(%): 2.578 | loglstar: -inf < -2.241 < inf | logz: -29.479 +/- 0.497 | dlogz: 0.344 > 0.109
iter: 2977 | bound: 436 | nc: 1 | ncall: 115424 | eff(%): 2.579 | loglstar: -inf < -2.228 < inf | logz: -29.478 +/- 0.497 | dlogz: 0.341 > 0.109
iter: 2978 | bound: 436 | nc: 8 | ncall: 115432 | eff(%): 2.580 | loglstar: -inf < -2.217 < inf | logz: -29.477 +/- 0.497 | dlogz: 0.338 > 0.109
iter: 2979 | bound: 436 | nc: 4 | ncall: 115436 | eff(%): 2.581 | loglstar: -inf < -2.211 < inf | logz: -29.476 +/- 0.497 | dlogz: 0.335 > 0.109
iter: 2980 | bound: 436 | nc: 13 | ncall: 115449 | eff(%): 2.581 | loglstar: -inf < -2.203 < inf | logz: -29.476 +/- 0.497 | dlogz: 0.332 > 0.109
iter: 2981 | bound: 436 | nc: 1 | ncall: 115450 | eff(%): 2.582 | loglstar: -inf < -2.191 < inf | logz: -29.475 +/- 0.497 | dlogz: 0.329 > 0.109
iter: 2982 | bound: 436 | nc: 2 | ncall: 115452 | eff(%): 2.583 | loglstar: -inf < -2.190 < inf | logz: -29.474 +/- 0.497 | dlogz: 0.326 > 0.109
iter: 2983 | bound: 436 | nc: 19 | ncall: 115471 | eff(%): 2.583 | loglstar: -inf < -2.189 < inf | logz: -29.473 +/- 0.497 | dlogz: 0.323 > 0.109
iter: 2984 | bound: 436 | nc: 2 | ncall: 115473 | eff(%): 2.584 | loglstar: -inf < -2.184 < inf | logz: -29.472 +/- 0.497 | dlogz: 0.320 > 0.109
iter: 2985 | bound: 436 | nc: 11 | ncall: 115484 | eff(%): 2.585 | loglstar: -inf < -2.177 < inf | logz: -29.471 +/- 0.497 | dlogz: 0.317 > 0.109
iter: 2986 | bound: 436 | nc: 7 | ncall: 115491 | eff(%): 2.585 | loglstar: -inf < -2.177 < inf | logz: -29.470 +/- 0.497 | dlogz: 0.314 > 0.109
iter: 2987 | bound: 436 | nc: 10 | ncall: 115501 | eff(%): 2.586 | loglstar: -inf < -2.167 < inf | logz: -29.469 +/- 0.497 | dlogz: 0.311 > 0.109
iter: 2988 | bound: 436 | nc: 2 | ncall: 115503 | eff(%): 2.587 | loglstar: -inf < -2.154 < inf | logz: -29.468 +/- 0.497 | dlogz: 0.308 > 0.109
iter: 2989 | bound: 436 | nc: 4 | ncall: 115507 | eff(%): 2.588 | loglstar: -inf < -2.153 < inf | logz: -29.467 +/- 0.497 | dlogz: 0.305 > 0.109
iter: 2990 | bound: 436 | nc: 4 | ncall: 115511 | eff(%): 2.588 | loglstar: -inf < -2.148 < inf | logz: -29.467 +/- 0.497 | dlogz: 0.302 > 0.109
iter: 2991 | bound: 437 | nc: 21 | ncall: 115532 | eff(%): 2.589 | loglstar: -inf < -2.137 < inf | logz: -29.466 +/- 0.497 | dlogz: 0.300 > 0.109
iter: 2992 | bound: 437 | nc: 13 | ncall: 115545 | eff(%): 2.589 | loglstar: -inf < -2.135 < inf | logz: -29.465 +/- 0.497 | dlogz: 0.297 > 0.109
iter: 2993 | bound: 437 | nc: 3 | ncall: 115548 | eff(%): 2.590 | loglstar: -inf < -2.131 < inf | logz: -29.464 +/- 0.497 | dlogz: 0.294 > 0.109
iter: 2994 | bound: 437 | nc: 3 | ncall: 115551 | eff(%): 2.591 | loglstar: -inf < -2.124 < inf | logz: -29.463 +/- 0.497 | dlogz: 0.291 > 0.109
iter: 2995 | bound: 437 | nc: 13 | ncall: 115564 | eff(%): 2.592 | loglstar: -inf < -2.122 < inf | logz: -29.462 +/- 0.497 | dlogz: 0.289 > 0.109
iter: 2996 | bound: 437 | nc: 2 | ncall: 115566 | eff(%): 2.592 | loglstar: -inf < -2.120 < inf | logz: -29.461 +/- 0.497 | dlogz: 0.286 > 0.109
iter: 2997 | bound: 437 | nc: 7 | ncall: 115573 | eff(%): 2.593 | loglstar: -inf < -2.113 < inf | logz: -29.461 +/- 0.497 | dlogz: 0.283 > 0.109
iter: 2998 | bound: 437 | nc: 1 | ncall: 115574 | eff(%): 2.594 | loglstar: -inf < -2.113 < inf | logz: -29.460 +/- 0.497 | dlogz: 0.281 > 0.109
iter: 2999 | bound: 437 | nc: 6 | ncall: 115580 | eff(%): 2.595 | loglstar: -inf < -2.103 < inf | logz: -29.459 +/- 0.497 | dlogz: 0.278 > 0.109
iter: 3000 | bound: 437 | nc: 10 | ncall: 115590 | eff(%): 2.595 | loglstar: -inf < -2.097 < inf | logz: -29.458 +/- 0.497 | dlogz: 0.275 > 0.109
iter: 3001 | bound: 437 | nc: 2 | ncall: 115592 | eff(%): 2.596 | loglstar: -inf < -2.092 < inf | logz: -29.457 +/- 0.497 | dlogz: 0.273 > 0.109
iter: 3002 | bound: 437 | nc: 2 | ncall: 115594 | eff(%): 2.597 | loglstar: -inf < -2.090 < inf | logz: -29.456 +/- 0.497 | dlogz: 0.270 > 0.109
iter: 3003 | bound: 437 | nc: 10 | ncall: 115604 | eff(%): 2.598 | loglstar: -inf < -2.085 < inf | logz: -29.456 +/- 0.497 | dlogz: 0.268 > 0.109
iter: 3004 | bound: 437 | nc: 5 | ncall: 115609 | eff(%): 2.598 | loglstar: -inf < -2.078 < inf | logz: -29.455 +/- 0.497 | dlogz: 0.265 > 0.109
iter: 3005 | bound: 437 | nc: 5 | ncall: 115614 | eff(%): 2.599 | loglstar: -inf < -2.077 < inf | logz: -29.454 +/- 0.497 | dlogz: 0.263 > 0.109
iter: 3006 | bound: 437 | nc: 3 | ncall: 115617 | eff(%): 2.600 | loglstar: -inf < -2.076 < inf | logz: -29.453 +/- 0.497 | dlogz: 0.260 > 0.109
iter: 3007 | bound: 437 | nc: 2 | ncall: 115619 | eff(%): 2.601 | loglstar: -inf < -2.067 < inf | logz: -29.452 +/- 0.497 | dlogz: 0.258 > 0.109
iter: 3008 | bound: 437 | nc: 1 | ncall: 115620 | eff(%): 2.602 | loglstar: -inf < -2.059 < inf | logz: -29.452 +/- 0.497 | dlogz: 0.255 > 0.109
iter: 3009 | bound: 437 | nc: 5 | ncall: 115625 | eff(%): 2.602 | loglstar: -inf < -2.058 < inf | logz: -29.451 +/- 0.497 | dlogz: 0.253 > 0.109
iter: 3010 | bound: 437 | nc: 3 | ncall: 115628 | eff(%): 2.603 | loglstar: -inf < -2.046 < inf | logz: -29.450 +/- 0.497 | dlogz: 0.250 > 0.109
iter: 3011 | bound: 438 | nc: 7 | ncall: 115635 | eff(%): 2.604 | loglstar: -inf < -2.041 < inf | logz: -29.449 +/- 0.497 | dlogz: 0.248 > 0.109
iter: 3012 | bound: 438 | nc: 1 | ncall: 115636 | eff(%): 2.605 | loglstar: -inf < -2.035 < inf | logz: -29.449 +/- 0.497 | dlogz: 0.246 > 0.109
iter: 3013 | bound: 438 | nc: 4 | ncall: 115640 | eff(%): 2.605 | loglstar: -inf < -2.026 < inf | logz: -29.448 +/- 0.497 | dlogz: 0.243 > 0.109
iter: 3014 | bound: 438 | nc: 20 | ncall: 115660 | eff(%): 2.606 | loglstar: -inf < -2.026 < inf | logz: -29.447 +/- 0.497 | dlogz: 0.241 > 0.109
iter: 3015 | bound: 438 | nc: 3 | ncall: 115663 | eff(%): 2.607 | loglstar: -inf < -2.016 < inf | logz: -29.446 +/- 0.497 | dlogz: 0.239 > 0.109
iter: 3016 | bound: 438 | nc: 11 | ncall: 115674 | eff(%): 2.607 | loglstar: -inf < -2.013 < inf | logz: -29.445 +/- 0.497 | dlogz: 0.237 > 0.109
iter: 3017 | bound: 438 | nc: 2 | ncall: 115676 | eff(%): 2.608 | loglstar: -inf < -2.005 < inf | logz: -29.445 +/- 0.497 | dlogz: 0.234 > 0.109
iter: 3018 | bound: 438 | nc: 11 | ncall: 115687 | eff(%): 2.609 | loglstar: -inf < -2.002 < inf | logz: -29.444 +/- 0.497 | dlogz: 0.232 > 0.109
iter: 3019 | bound: 438 | nc: 7 | ncall: 115694 | eff(%): 2.609 | loglstar: -inf < -2.002 < inf | logz: -29.443 +/- 0.497 | dlogz: 0.230 > 0.109
iter: 3020 | bound: 438 | nc: 4 | ncall: 115698 | eff(%): 2.610 | loglstar: -inf < -2.000 < inf | logz: -29.442 +/- 0.497 | dlogz: 0.228 > 0.109
iter: 3021 | bound: 439 | nc: 37 | ncall: 115735 | eff(%): 2.610 | loglstar: -inf < -1.998 < inf | logz: -29.442 +/- 0.497 | dlogz: 0.226 > 0.109
iter: 3022 | bound: 439 | nc: 4 | ncall: 115739 | eff(%): 2.611 | loglstar: -inf < -1.992 < inf | logz: -29.441 +/- 0.497 | dlogz: 0.223 > 0.109
iter: 3023 | bound: 439 | nc: 3 | ncall: 115742 | eff(%): 2.612 | loglstar: -inf < -1.992 < inf | logz: -29.440 +/- 0.497 | dlogz: 0.221 > 0.109
iter: 3024 | bound: 439 | nc: 1 | ncall: 115743 | eff(%): 2.613 | loglstar: -inf < -1.972 < inf | logz: -29.440 +/- 0.497 | dlogz: 0.219 > 0.109
iter: 3025 | bound: 439 | nc: 7 | ncall: 115750 | eff(%): 2.613 | loglstar: -inf < -1.971 < inf | logz: -29.439 +/- 0.497 | dlogz: 0.217 > 0.109
iter: 3026 | bound: 439 | nc: 2 | ncall: 115752 | eff(%): 2.614 | loglstar: -inf < -1.970 < inf | logz: -29.438 +/- 0.497 | dlogz: 0.215 > 0.109
iter: 3027 | bound: 439 | nc: 4 | ncall: 115756 | eff(%): 2.615 | loglstar: -inf < -1.958 < inf | logz: -29.437 +/- 0.497 | dlogz: 0.213 > 0.109
iter: 3028 | bound: 439 | nc: 2 | ncall: 115758 | eff(%): 2.616 | loglstar: -inf < -1.948 < inf | logz: -29.437 +/- 0.497 | dlogz: 0.211 > 0.109
iter: 3029 | bound: 439 | nc: 2 | ncall: 115760 | eff(%): 2.617 | loglstar: -inf < -1.944 < inf | logz: -29.436 +/- 0.497 | dlogz: 0.209 > 0.109
iter: 3030 | bound: 439 | nc: 7 | ncall: 115767 | eff(%): 2.617 | loglstar: -inf < -1.943 < inf | logz: -29.435 +/- 0.498 | dlogz: 0.207 > 0.109
iter: 3031 | bound: 439 | nc: 1 | ncall: 115768 | eff(%): 2.618 | loglstar: -inf < -1.943 < inf | logz: -29.435 +/- 0.498 | dlogz: 0.205 > 0.109
iter: 3032 | bound: 439 | nc: 8 | ncall: 115776 | eff(%): 2.619 | loglstar: -inf < -1.940 < inf | logz: -29.434 +/- 0.498 | dlogz: 0.203 > 0.109
iter: 3033 | bound: 439 | nc: 24 | ncall: 115800 | eff(%): 2.619 | loglstar: -inf < -1.939 < inf | logz: -29.433 +/- 0.498 | dlogz: 0.201 > 0.109
iter: 3034 | bound: 439 | nc: 3 | ncall: 115803 | eff(%): 2.620 | loglstar: -inf < -1.936 < inf | logz: -29.433 +/- 0.498 | dlogz: 0.199 > 0.109
iter: 3035 | bound: 439 | nc: 8 | ncall: 115811 | eff(%): 2.621 | loglstar: -inf < -1.932 < inf | logz: -29.432 +/- 0.498 | dlogz: 0.197 > 0.109
iter: 3036 | bound: 439 | nc: 6 | ncall: 115817 | eff(%): 2.621 | loglstar: -inf < -1.927 < inf | logz: -29.431 +/- 0.498 | dlogz: 0.195 > 0.109
iter: 3037 | bound: 439 | nc: 3 | ncall: 115820 | eff(%): 2.622 | loglstar: -inf < -1.910 < inf | logz: -29.431 +/- 0.498 | dlogz: 0.193 > 0.109
iter: 3038 | bound: 439 | nc: 5 | ncall: 115825 | eff(%): 2.623 | loglstar: -inf < -1.909 < inf | logz: -29.430 +/- 0.498 | dlogz: 0.192 > 0.109
iter: 3039 | bound: 440 | nc: 10 | ncall: 115835 | eff(%): 2.624 | loglstar: -inf < -1.909 < inf | logz: -29.429 +/- 0.498 | dlogz: 0.190 > 0.109
iter: 3040 | bound: 440 | nc: 10 | ncall: 115845 | eff(%): 2.624 | loglstar: -inf < -1.901 < inf | logz: -29.429 +/- 0.498 | dlogz: 0.188 > 0.109
iter: 3041 | bound: 440 | nc: 8 | ncall: 115853 | eff(%): 2.625 | loglstar: -inf < -1.894 < inf | logz: -29.428 +/- 0.498 | dlogz: 0.186 > 0.109
iter: 3042 | bound: 440 | nc: 9 | ncall: 115862 | eff(%): 2.626 | loglstar: -inf < -1.892 < inf | logz: -29.427 +/- 0.498 | dlogz: 0.215 > 0.109
iter: 3043 | bound: 440 | nc: 3 | ncall: 115865 | eff(%): 2.626 | loglstar: -inf < -1.891 < inf | logz: -29.427 +/- 0.498 | dlogz: 0.213 > 0.109
iter: 3044 | bound: 440 | nc: 2 | ncall: 115867 | eff(%): 2.627 | loglstar: -inf < -1.890 < inf | logz: -29.426 +/- 0.498 | dlogz: 0.211 > 0.109
iter: 3045 | bound: 440 | nc: 13 | ncall: 115880 | eff(%): 2.628 | loglstar: -inf < -1.880 < inf | logz: -29.425 +/- 0.498 | dlogz: 0.209 > 0.109
iter: 3046 | bound: 440 | nc: 10 | ncall: 115890 | eff(%): 2.628 | loglstar: -inf < -1.875 < inf | logz: -29.425 +/- 0.498 | dlogz: 0.207 > 0.109
iter: 3047 | bound: 440 | nc: 2 | ncall: 115892 | eff(%): 2.629 | loglstar: -inf < -1.864 < inf | logz: -29.424 +/- 0.498 | dlogz: 0.205 > 0.109
iter: 3048 | bound: 440 | nc: 12 | ncall: 115904 | eff(%): 2.630 | loglstar: -inf < -1.861 < inf | logz: -29.423 +/- 0.498 | dlogz: 0.203 > 0.109
iter: 3049 | bound: 440 | nc: 7 | ncall: 115911 | eff(%): 2.630 | loglstar: -inf < -1.859 < inf | logz: -29.423 +/- 0.498 | dlogz: 0.201 > 0.109
iter: 3050 | bound: 440 | nc: 9 | ncall: 115920 | eff(%): 2.631 | loglstar: -inf < -1.854 < inf | logz: -29.422 +/- 0.498 | dlogz: 0.199 > 0.109
iter: 3051 | bound: 440 | nc: 1 | ncall: 115921 | eff(%): 2.632 | loglstar: -inf < -1.853 < inf | logz: -29.422 +/- 0.498 | dlogz: 0.197 > 0.109
iter: 3052 | bound: 440 | nc: 2 | ncall: 115923 | eff(%): 2.633 | loglstar: -inf < -1.852 < inf | logz: -29.421 +/- 0.498 | dlogz: 0.195 > 0.109
iter: 3053 | bound: 441 | nc: 22 | ncall: 115945 | eff(%): 2.633 | loglstar: -inf < -1.849 < inf | logz: -29.420 +/- 0.498 | dlogz: 0.193 > 0.109
iter: 3054 | bound: 441 | nc: 1 | ncall: 115946 | eff(%): 2.634 | loglstar: -inf < -1.849 < inf | logz: -29.420 +/- 0.498 | dlogz: 0.191 > 0.109
iter: 3055 | bound: 441 | nc: 1 | ncall: 115947 | eff(%): 2.635 | loglstar: -inf < -1.844 < inf | logz: -29.419 +/- 0.498 | dlogz: 0.190 > 0.109
iter: 3056 | bound: 441 | nc: 13 | ncall: 115960 | eff(%): 2.635 | loglstar: -inf < -1.839 < inf | logz: -29.419 +/- 0.498 | dlogz: 0.188 > 0.109
iter: 3057 | bound: 441 | nc: 4 | ncall: 115964 | eff(%): 2.636 | loglstar: -inf < -1.836 < inf | logz: -29.418 +/- 0.498 | dlogz: 0.186 > 0.109
iter: 3058 | bound: 441 | nc: 7 | ncall: 115971 | eff(%): 2.637 | loglstar: -inf < -1.832 < inf | logz: -29.417 +/- 0.498 | dlogz: 0.184 > 0.109
iter: 3059 | bound: 441 | nc: 1 | ncall: 115972 | eff(%): 2.638 | loglstar: -inf < -1.829 < inf | logz: -29.417 +/- 0.498 | dlogz: 0.183 > 0.109
iter: 3060 | bound: 441 | nc: 6 | ncall: 115978 | eff(%): 2.638 | loglstar: -inf < -1.821 < inf | logz: -29.416 +/- 0.498 | dlogz: 0.181 > 0.109
iter: 3061 | bound: 441 | nc: 3 | ncall: 115981 | eff(%): 2.639 | loglstar: -inf < -1.820 < inf | logz: -29.416 +/- 0.498 | dlogz: 0.179 > 0.109
iter: 3062 | bound: 441 | nc: 5 | ncall: 115986 | eff(%): 2.640 | loglstar: -inf < -1.812 < inf | logz: -29.415 +/- 0.498 | dlogz: 0.177 > 0.109
iter: 3063 | bound: 441 | nc: 7 | ncall: 115993 | eff(%): 2.641 | loglstar: -inf < -1.810 < inf | logz: -29.415 +/- 0.498 | dlogz: 0.176 > 0.109
iter: 3064 | bound: 441 | nc: 1 | ncall: 115994 | eff(%): 2.642 | loglstar: -inf < -1.804 < inf | logz: -29.414 +/- 0.498 | dlogz: 0.174 > 0.109
iter: 3065 | bound: 441 | nc: 2 | ncall: 115996 | eff(%): 2.642 | loglstar: -inf < -1.804 < inf | logz: -29.413 +/- 0.498 | dlogz: 0.172 > 0.109
iter: 3066 | bound: 441 | nc: 1 | ncall: 115997 | eff(%): 2.643 | loglstar: -inf < -1.798 < inf | logz: -29.413 +/- 0.498 | dlogz: 0.171 > 0.109
iter: 3067 | bound: 441 | nc: 2 | ncall: 115999 | eff(%): 2.644 | loglstar: -inf < -1.796 < inf | logz: -29.412 +/- 0.498 | dlogz: 0.169 > 0.109
iter: 3068 | bound: 441 | nc: 16 | ncall: 116015 | eff(%): 2.644 | loglstar: -inf < -1.788 < inf | logz: -29.412 +/- 0.498 | dlogz: 0.167 > 0.109
iter: 3069 | bound: 441 | nc: 1 | ncall: 116016 | eff(%): 2.645 | loglstar: -inf < -1.786 < inf | logz: -29.411 +/- 0.498 | dlogz: 0.166 > 0.109
iter: 3070 | bound: 441 | nc: 1 | ncall: 116017 | eff(%): 2.646 | loglstar: -inf < -1.780 < inf | logz: -29.411 +/- 0.498 | dlogz: 0.164 > 0.109
iter: 3071 | bound: 441 | nc: 1 | ncall: 116018 | eff(%): 2.647 | loglstar: -inf < -1.778 < inf | logz: -29.410 +/- 0.498 | dlogz: 0.163 > 0.109
iter: 3072 | bound: 441 | nc: 1 | ncall: 116019 | eff(%): 2.648 | loglstar: -inf < -1.772 < inf | logz: -29.410 +/- 0.498 | dlogz: 0.161 > 0.109
iter: 3073 | bound: 441 | nc: 2 | ncall: 116021 | eff(%): 2.649 | loglstar: -inf < -1.770 < inf | logz: -29.409 +/- 0.498 | dlogz: 0.159 > 0.109
iter: 3074 | bound: 441 | nc: 11 | ncall: 116032 | eff(%): 2.649 | loglstar: -inf < -1.768 < inf | logz: -29.409 +/- 0.498 | dlogz: 0.158 > 0.109
iter: 3075 | bound: 441 | nc: 4 | ncall: 116036 | eff(%): 2.650 | loglstar: -inf < -1.768 < inf | logz: -29.408 +/- 0.498 | dlogz: 0.156 > 0.109
iter: 3076 | bound: 441 | nc: 7 | ncall: 116043 | eff(%): 2.651 | loglstar: -inf < -1.752 < inf | logz: -29.408 +/- 0.498 | dlogz: 0.155 > 0.109
iter: 3077 | bound: 442 | nc: 2 | ncall: 116045 | eff(%): 2.652 | loglstar: -inf < -1.746 < inf | logz: -29.407 +/- 0.498 | dlogz: 0.153 > 0.109
iter: 3078 | bound: 442 | nc: 34 | ncall: 116079 | eff(%): 2.652 | loglstar: -inf < -1.745 < inf | logz: -29.407 +/- 0.498 | dlogz: 0.152 > 0.109
iter: 3079 | bound: 442 | nc: 5 | ncall: 116084 | eff(%): 2.652 | loglstar: -inf < -1.745 < inf | logz: -29.406 +/- 0.498 | dlogz: 0.150 > 0.109
iter: 3080 | bound: 442 | nc: 6 | ncall: 116090 | eff(%): 2.653 | loglstar: -inf < -1.737 < inf | logz: -29.406 +/- 0.498 | dlogz: 0.149 > 0.109
iter: 3081 | bound: 442 | nc: 1 | ncall: 116091 | eff(%): 2.654 | loglstar: -inf < -1.736 < inf | logz: -29.405 +/- 0.498 | dlogz: 0.148 > 0.109
iter: 3082 | bound: 442 | nc: 4 | ncall: 116095 | eff(%): 2.655 | loglstar: -inf < -1.717 < inf | logz: -29.405 +/- 0.498 | dlogz: 0.146 > 0.109
iter: 3083 | bound: 442 | nc: 23 | ncall: 116118 | eff(%): 2.655 | loglstar: -inf < -1.717 < inf | logz: -29.404 +/- 0.498 | dlogz: 0.145 > 0.109
iter: 3084 | bound: 442 | nc: 8 | ncall: 116126 | eff(%): 2.656 | loglstar: -inf < -1.714 < inf | logz: -29.404 +/- 0.498 | dlogz: 0.143 > 0.109
iter: 3085 | bound: 442 | nc: 2 | ncall: 116128 | eff(%): 2.657 | loglstar: -inf < -1.714 < inf | logz: -29.403 +/- 0.498 | dlogz: 0.142 > 0.109
iter: 3086 | bound: 442 | nc: 1 | ncall: 116129 | eff(%): 2.657 | loglstar: -inf < -1.712 < inf | logz: -29.403 +/- 0.498 | dlogz: 0.141 > 0.109
iter: 3087 | bound: 442 | nc: 2 | ncall: 116131 | eff(%): 2.658 | loglstar: -inf < -1.685 < inf | logz: -29.402 +/- 0.498 | dlogz: 0.139 > 0.109
iter: 3088 | bound: 442 | nc: 5 | ncall: 116136 | eff(%): 2.659 | loglstar: -inf < -1.678 < inf | logz: -29.402 +/- 0.498 | dlogz: 0.138 > 0.109
iter: 3089 | bound: 442 | nc: 3 | ncall: 116139 | eff(%): 2.660 | loglstar: -inf < -1.678 < inf | logz: -29.401 +/- 0.498 | dlogz: 0.136 > 0.109
iter: 3090 | bound: 443 | nc: 16 | ncall: 116155 | eff(%): 2.660 | loglstar: -inf < -1.676 < inf | logz: -29.401 +/- 0.498 | dlogz: 0.135 > 0.109
iter: 3091 | bound: 443 | nc: 2 | ncall: 116157 | eff(%): 2.661 | loglstar: -inf < -1.666 < inf | logz: -29.400 +/- 0.498 | dlogz: 0.134 > 0.109
iter: 3092 | bound: 443 | nc: 5 | ncall: 116162 | eff(%): 2.662 | loglstar: -inf < -1.666 < inf | logz: -29.400 +/- 0.498 | dlogz: 0.133 > 0.109
iter: 3093 | bound: 443 | nc: 5 | ncall: 116167 | eff(%): 2.663 | loglstar: -inf < -1.661 < inf | logz: -29.399 +/- 0.498 | dlogz: 0.131 > 0.109
iter: 3094 | bound: 443 | nc: 4 | ncall: 116171 | eff(%): 2.663 | loglstar: -inf < -1.660 < inf | logz: -29.399 +/- 0.498 | dlogz: 0.130 > 0.109
iter: 3095 | bound: 443 | nc: 1 | ncall: 116172 | eff(%): 2.664 | loglstar: -inf < -1.660 < inf | logz: -29.398 +/- 0.498 | dlogz: 0.129 > 0.109
iter: 3096 | bound: 443 | nc: 12 | ncall: 116184 | eff(%): 2.665 | loglstar: -inf < -1.656 < inf | logz: -29.398 +/- 0.498 | dlogz: 0.127 > 0.109
iter: 3097 | bound: 443 | nc: 1 | ncall: 116185 | eff(%): 2.666 | loglstar: -inf < -1.656 < inf | logz: -29.397 +/- 0.498 | dlogz: 0.126 > 0.109
iter: 3098 | bound: 443 | nc: 6 | ncall: 116191 | eff(%): 2.666 | loglstar: -inf < -1.655 < inf | logz: -29.397 +/- 0.498 | dlogz: 0.125 > 0.109
iter: 3099 | bound: 443 | nc: 4 | ncall: 116195 | eff(%): 2.667 | loglstar: -inf < -1.653 < inf | logz: -29.396 +/- 0.498 | dlogz: 0.124 > 0.109
iter: 3100 | bound: 443 | nc: 2 | ncall: 116197 | eff(%): 2.668 | loglstar: -inf < -1.650 < inf | logz: -29.396 +/- 0.498 | dlogz: 0.123 > 0.109
iter: 3101 | bound: 443 | nc: 10 | ncall: 116207 | eff(%): 2.669 | loglstar: -inf < -1.646 < inf | logz: -29.395 +/- 0.498 | dlogz: 0.121 > 0.109
iter: 3102 | bound: 443 | nc: 1 | ncall: 116208 | eff(%): 2.669 | loglstar: -inf < -1.645 < inf | logz: -29.395 +/- 0.498 | dlogz: 0.120 > 0.109
iter: 3103 | bound: 443 | nc: 14 | ncall: 116222 | eff(%): 2.670 | loglstar: -inf < -1.642 < inf | logz: -29.395 +/- 0.498 | dlogz: 0.119 > 0.109
iter: 3104 | bound: 443 | nc: 1 | ncall: 116223 | eff(%): 2.671 | loglstar: -inf < -1.641 < inf | logz: -29.394 +/- 0.498 | dlogz: 0.118 > 0.109
iter: 3105 | bound: 443 | nc: 3 | ncall: 116226 | eff(%): 2.672 | loglstar: -inf < -1.641 < inf | logz: -29.394 +/- 0.498 | dlogz: 0.117 > 0.109
iter: 3106 | bound: 443 | nc: 2 | ncall: 116228 | eff(%): 2.672 | loglstar: -inf < -1.640 < inf | logz: -29.393 +/- 0.498 | dlogz: 0.116 > 0.109
iter: 3107 | bound: 443 | nc: 1 | ncall: 116229 | eff(%): 2.673 | loglstar: -inf < -1.639 < inf | logz: -29.393 +/- 0.498 | dlogz: 0.114 > 0.109
iter: 3108 | bound: 443 | nc: 9 | ncall: 116238 | eff(%): 2.674 | loglstar: -inf < -1.639 < inf | logz: -29.392 +/- 0.498 | dlogz: 0.113 > 0.109
iter: 3109 | bound: 443 | nc: 5 | ncall: 116243 | eff(%): 2.675 | loglstar: -inf < -1.638 < inf | logz: -29.392 +/- 0.498 | dlogz: 0.112 > 0.109
iter: 3110 | bound: 443 | nc: 3 | ncall: 116246 | eff(%): 2.675 | loglstar: -inf < -1.634 < inf | logz: -29.392 +/- 0.498 | dlogz: 0.111 > 0.109
iter: 3111 | bound: 444 | nc: 9 | ncall: 116255 | eff(%): 2.676 | loglstar: -inf < -1.627 < inf | logz: -29.391 +/- 0.498 | dlogz: 0.110 > 0.109
iter: 3111 | +1 | bound: 444 | nc: 1 | ncall: 116256 | eff(%): 2.677 | loglstar: -inf < -1.625 < inf | logz: -29.391 +/- 0.498 | dlogz: 0.108 > 0.109
iter: 3111 | +2 | bound: 444 | nc: 1 | ncall: 116257 | eff(%): 2.678 | loglstar: -inf < -1.619 < inf | logz: -29.390 +/- 0.498 | dlogz: 0.107 > 0.109
iter: 3111 | +3 | bound: 444 | nc: 1 | ncall: 116258 | eff(%): 2.679 | loglstar: -inf < -1.614 < inf | logz: -29.390 +/- 0.498 | dlogz: 0.106 > 0.109
iter: 3111 | +4 | bound: 444 | nc: 1 | ncall: 116259 | eff(%): 2.679 | loglstar: -inf < -1.598 < inf | logz: -29.390 +/- 0.498 | dlogz: 0.105 > 0.109
iter: 3111 | +5 | bound: 444 | nc: 1 | ncall: 116260 | eff(%): 2.680 | loglstar: -inf < -1.597 < inf | logz: -29.389 +/- 0.498 | dlogz: 0.104 > 0.109
iter: 3111 | +6 | bound: 444 | nc: 1 | ncall: 116261 | eff(%): 2.681 | loglstar: -inf < -1.595 < inf | logz: -29.389 +/- 0.498 | dlogz: 0.103 > 0.109
iter: 3111 | +7 | bound: 444 | nc: 1 | ncall: 116262 | eff(%): 2.682 | loglstar: -inf < -1.594 < inf | logz: -29.388 +/- 0.498 | dlogz: 0.101 > 0.109
iter: 3111 | +8 | bound: 444 | nc: 1 | ncall: 116263 | eff(%): 2.683 | loglstar: -inf < -1.592 < inf | logz: -29.388 +/- 0.498 | dlogz: 0.100 > 0.109
iter: 3111 | +9 | bound: 444 | nc: 1 | ncall: 116264 | eff(%): 2.684 | loglstar: -inf < -1.588 < inf | logz: -29.387 +/- 0.498 | dlogz: 0.099 > 0.109
iter: 3111 | +10 | bound: 444 | nc: 1 | ncall: 116265 | eff(%): 2.685 | loglstar: -inf < -1.588 < inf | logz: -29.387 +/- 0.498 | dlogz: 0.098 > 0.109
iter: 3111 | +11 | bound: 444 | nc: 1 | ncall: 116266 | eff(%): 2.685 | loglstar: -inf < -1.587 < inf | logz: -29.387 +/- 0.498 | dlogz: 0.097 > 0.109
iter: 3111 | +12 | bound: 444 | nc: 1 | ncall: 116267 | eff(%): 2.686 | loglstar: -inf < -1.586 < inf | logz: -29.386 +/- 0.498 | dlogz: 0.096 > 0.109
iter: 3111 | +13 | bound: 444 | nc: 1 | ncall: 116268 | eff(%): 2.687 | loglstar: -inf < -1.579 < inf | logz: -29.386 +/- 0.498 | dlogz: 0.095 > 0.109
iter: 3111 | +14 | bound: 444 | nc: 1 | ncall: 116269 | eff(%): 2.688 | loglstar: -inf < -1.576 < inf | logz: -29.385 +/- 0.498 | dlogz: 0.094 > 0.109
iter: 3111 | +15 | bound: 444 | nc: 1 | ncall: 116270 | eff(%): 2.689 | loglstar: -inf < -1.569 < inf | logz: -29.385 +/- 0.498 | dlogz: 0.093 > 0.109
iter: 3111 | +16 | bound: 444 | nc: 1 | ncall: 116271 | eff(%): 2.690 | loglstar: -inf < -1.568 < inf | logz: -29.384 +/- 0.498 | dlogz: 0.092 > 0.109
iter: 3111 | +17 | bound: 444 | nc: 1 | ncall: 116272 | eff(%): 2.691 | loglstar: -inf < -1.567 < inf | logz: -29.384 +/- 0.498 | dlogz: 0.091 > 0.109
iter: 3111 | +18 | bound: 444 | nc: 1 | ncall: 116273 | eff(%): 2.691 | loglstar: -inf < -1.565 < inf | logz: -29.384 +/- 0.498 | dlogz: 0.090 > 0.109
iter: 3111 | +19 | bound: 444 | nc: 1 | ncall: 116274 | eff(%): 2.692 | loglstar: -inf < -1.561 < inf | logz: -29.383 +/- 0.498 | dlogz: 0.089 > 0.109
iter: 3111 | +20 | bound: 444 | nc: 1 | ncall: 116275 | eff(%): 2.693 | loglstar: -inf < -1.561 < inf | logz: -29.383 +/- 0.498 | dlogz: 0.088 > 0.109
iter: 3111 | +21 | bound: 444 | nc: 1 | ncall: 116276 | eff(%): 2.694 | loglstar: -inf < -1.560 < inf | logz: -29.382 +/- 0.498 | dlogz: 0.087 > 0.109
iter: 3111 | +22 | bound: 444 | nc: 1 | ncall: 116277 | eff(%): 2.695 | loglstar: -inf < -1.554 < inf | logz: -29.382 +/- 0.498 | dlogz: 0.085 > 0.109
iter: 3111 | +23 | bound: 444 | nc: 1 | ncall: 116278 | eff(%): 2.696 | loglstar: -inf < -1.549 < inf | logz: -29.381 +/- 0.498 | dlogz: 0.084 > 0.109
iter: 3111 | +24 | bound: 444 | nc: 1 | ncall: 116279 | eff(%): 2.697 | loglstar: -inf < -1.545 < inf | logz: -29.381 +/- 0.498 | dlogz: 0.083 > 0.109
iter: 3111 | +25 | bound: 444 | nc: 1 | ncall: 116280 | eff(%): 2.698 | loglstar: -inf < -1.545 < inf | logz: -29.381 +/- 0.498 | dlogz: 0.082 > 0.109
iter: 3111 | +26 | bound: 444 | nc: 1 | ncall: 116281 | eff(%): 2.698 | loglstar: -inf < -1.541 < inf | logz: -29.380 +/- 0.498 | dlogz: 0.081 > 0.109
iter: 3111 | +27 | bound: 444 | nc: 1 | ncall: 116282 | eff(%): 2.699 | loglstar: -inf < -1.537 < inf | logz: -29.380 +/- 0.499 | dlogz: 0.080 > 0.109
iter: 3111 | +28 | bound: 444 | nc: 1 | ncall: 116283 | eff(%): 2.700 | loglstar: -inf < -1.534 < inf | logz: -29.379 +/- 0.499 | dlogz: 0.079 > 0.109
iter: 3111 | +29 | bound: 444 | nc: 1 | ncall: 116284 | eff(%): 2.701 | loglstar: -inf < -1.530 < inf | logz: -29.379 +/- 0.499 | dlogz: 0.078 > 0.109
iter: 3111 | +30 | bound: 444 | nc: 1 | ncall: 116285 | eff(%): 2.702 | loglstar: -inf < -1.530 < inf | logz: -29.378 +/- 0.499 | dlogz: 0.077 > 0.109
iter: 3111 | +31 | bound: 444 | nc: 1 | ncall: 116286 | eff(%): 2.703 | loglstar: -inf < -1.529 < inf | logz: -29.378 +/- 0.499 | dlogz: 0.076 > 0.109
iter: 3111 | +32 | bound: 444 | nc: 1 | ncall: 116287 | eff(%): 2.704 | loglstar: -inf < -1.529 < inf | logz: -29.378 +/- 0.499 | dlogz: 0.075 > 0.109
iter: 3111 | +33 | bound: 444 | nc: 1 | ncall: 116288 | eff(%): 2.704 | loglstar: -inf < -1.528 < inf | logz: -29.377 +/- 0.499 | dlogz: 0.074 > 0.109
iter: 3111 | +34 | bound: 444 | nc: 1 | ncall: 116289 | eff(%): 2.705 | loglstar: -inf < -1.527 < inf | logz: -29.377 +/- 0.499 | dlogz: 0.073 > 0.109
iter: 3111 | +35 | bound: 444 | nc: 1 | ncall: 116290 | eff(%): 2.706 | loglstar: -inf < -1.518 < inf | logz: -29.376 +/- 0.499 | dlogz: 0.071 > 0.109
iter: 3111 | +36 | bound: 444 | nc: 1 | ncall: 116291 | eff(%): 2.707 | loglstar: -inf < -1.517 < inf | logz: -29.376 +/- 0.499 | dlogz: 0.070 > 0.109
iter: 3111 | +37 | bound: 444 | nc: 1 | ncall: 116292 | eff(%): 2.708 | loglstar: -inf < -1.514 < inf | logz: -29.375 +/- 0.499 | dlogz: 0.069 > 0.109
iter: 3111 | +38 | bound: 444 | nc: 1 | ncall: 116293 | eff(%): 2.709 | loglstar: -inf < -1.501 < inf | logz: -29.375 +/- 0.499 | dlogz: 0.068 > 0.109
iter: 3111 | +39 | bound: 444 | nc: 1 | ncall: 116294 | eff(%): 2.710 | loglstar: -inf < -1.501 < inf | logz: -29.374 +/- 0.499 | dlogz: 0.067 > 0.109
iter: 3111 | +40 | bound: 444 | nc: 1 | ncall: 116295 | eff(%): 2.710 | loglstar: -inf < -1.494 < inf | logz: -29.374 +/- 0.499 | dlogz: 0.066 > 0.109
iter: 3111 | +41 | bound: 444 | nc: 1 | ncall: 116296 | eff(%): 2.711 | loglstar: -inf < -1.483 < inf | logz: -29.373 +/- 0.499 | dlogz: 0.065 > 0.109
iter: 3111 | +42 | bound: 444 | nc: 1 | ncall: 116297 | eff(%): 2.712 | loglstar: -inf < -1.483 < inf | logz: -29.373 +/- 0.499 | dlogz: 0.064 > 0.109
iter: 3111 | +43 | bound: 444 | nc: 1 | ncall: 116298 | eff(%): 2.713 | loglstar: -inf < -1.475 < inf | logz: -29.373 +/- 0.499 | dlogz: 0.063 > 0.109
iter: 3111 | +44 | bound: 444 | nc: 1 | ncall: 116299 | eff(%): 2.714 | loglstar: -inf < -1.473 < inf | logz: -29.372 +/- 0.499 | dlogz: 0.062 > 0.109
iter: 3111 | +45 | bound: 444 | nc: 1 | ncall: 116300 | eff(%): 2.715 | loglstar: -inf < -1.463 < inf | logz: -29.372 +/- 0.499 | dlogz: 0.061 > 0.109
iter: 3111 | +46 | bound: 444 | nc: 1 | ncall: 116301 | eff(%): 2.716 | loglstar: -inf < -1.459 < inf | logz: -29.371 +/- 0.499 | dlogz: 0.060 > 0.109
iter: 3111 | +47 | bound: 444 | nc: 1 | ncall: 116302 | eff(%): 2.716 | loglstar: -inf < -1.457 < inf | logz: -29.371 +/- 0.499 | dlogz: 0.059 > 0.109
iter: 3111 | +48 | bound: 444 | nc: 1 | ncall: 116303 | eff(%): 2.717 | loglstar: -inf < -1.454 < inf | logz: -29.370 +/- 0.499 | dlogz: 0.057 > 0.109
iter: 3111 | +49 | bound: 444 | nc: 1 | ncall: 116304 | eff(%): 2.718 | loglstar: -inf < -1.450 < inf | logz: -29.370 +/- 0.499 | dlogz: 0.056 > 0.109
iter: 3111 | +50 | bound: 444 | nc: 1 | ncall: 116305 | eff(%): 2.719 | loglstar: -inf < -1.445 < inf | logz: -29.369 +/- 0.499 | dlogz: 0.055 > 0.109
iter: 3111 | +51 | bound: 444 | nc: 1 | ncall: 116306 | eff(%): 2.720 | loglstar: -inf < -1.444 < inf | logz: -29.369 +/- 0.499 | dlogz: 0.054 > 0.109
iter: 3111 | +52 | bound: 444 | nc: 1 | ncall: 116307 | eff(%): 2.721 | loglstar: -inf < -1.444 < inf | logz: -29.368 +/- 0.499 | dlogz: 0.053 > 0.109
iter: 3111 | +53 | bound: 444 | nc: 1 | ncall: 116308 | eff(%): 2.722 | loglstar: -inf < -1.434 < inf | logz: -29.368 +/- 0.499 | dlogz: 0.052 > 0.109
iter: 3111 | +54 | bound: 444 | nc: 1 | ncall: 116309 | eff(%): 2.722 | loglstar: -inf < -1.432 < inf | logz: -29.367 +/- 0.499 | dlogz: 0.051 > 0.109
iter: 3111 | +55 | bound: 444 | nc: 1 | ncall: 116310 | eff(%): 2.723 | loglstar: -inf < -1.428 < inf | logz: -29.367 +/- 0.499 | dlogz: 0.050 > 0.109
iter: 3111 | +56 | bound: 444 | nc: 1 | ncall: 116311 | eff(%): 2.724 | loglstar: -inf < -1.422 < inf | logz: -29.366 +/- 0.499 | dlogz: 0.049 > 0.109
iter: 3111 | +57 | bound: 444 | nc: 1 | ncall: 116312 | eff(%): 2.725 | loglstar: -inf < -1.415 < inf | logz: -29.366 +/- 0.499 | dlogz: 0.048 > 0.109
iter: 3111 | +58 | bound: 444 | nc: 1 | ncall: 116313 | eff(%): 2.726 | loglstar: -inf < -1.414 < inf | logz: -29.365 +/- 0.499 | dlogz: 0.047 > 0.109
iter: 3111 | +59 | bound: 444 | nc: 1 | ncall: 116314 | eff(%): 2.727 | loglstar: -inf < -1.405 < inf | logz: -29.365 +/- 0.499 | dlogz: 0.046 > 0.109
iter: 3111 | +60 | bound: 444 | nc: 1 | ncall: 116315 | eff(%): 2.728 | loglstar: -inf < -1.389 < inf | logz: -29.364 +/- 0.499 | dlogz: 0.044 > 0.109
iter: 3111 | +61 | bound: 444 | nc: 1 | ncall: 116316 | eff(%): 2.728 | loglstar: -inf < -1.386 < inf | logz: -29.364 +/- 0.499 | dlogz: 0.043 > 0.109
iter: 3111 | +62 | bound: 444 | nc: 1 | ncall: 116317 | eff(%): 2.729 | loglstar: -inf < -1.381 < inf | logz: -29.363 +/- 0.499 | dlogz: 0.042 > 0.109
iter: 3111 | +63 | bound: 444 | nc: 1 | ncall: 116318 | eff(%): 2.730 | loglstar: -inf < -1.370 < inf | logz: -29.363 +/- 0.499 | dlogz: 0.041 > 0.109
iter: 3111 | +64 | bound: 444 | nc: 1 | ncall: 116319 | eff(%): 2.731 | loglstar: -inf < -1.363 < inf | logz: -29.362 +/- 0.499 | dlogz: 0.040 > 0.109
iter: 3111 | +65 | bound: 444 | nc: 1 | ncall: 116320 | eff(%): 2.732 | loglstar: -inf < -1.362 < inf | logz: -29.362 +/- 0.499 | dlogz: 0.039 > 0.109
iter: 3111 | +66 | bound: 444 | nc: 1 | ncall: 116321 | eff(%): 2.733 | loglstar: -inf < -1.361 < inf | logz: -29.361 +/- 0.499 | dlogz: 0.038 > 0.109
iter: 3111 | +67 | bound: 444 | nc: 1 | ncall: 116322 | eff(%): 2.734 | loglstar: -inf < -1.360 < inf | logz: -29.361 +/- 0.499 | dlogz: 0.037 > 0.109
iter: 3111 | +68 | bound: 444 | nc: 1 | ncall: 116323 | eff(%): 2.735 | loglstar: -inf < -1.360 < inf | logz: -29.360 +/- 0.499 | dlogz: 0.036 > 0.109
iter: 3111 | +69 | bound: 444 | nc: 1 | ncall: 116324 | eff(%): 2.735 | loglstar: -inf < -1.354 < inf | logz: -29.360 +/- 0.499 | dlogz: 0.035 > 0.109
iter: 3111 | +70 | bound: 444 | nc: 1 | ncall: 116325 | eff(%): 2.736 | loglstar: -inf < -1.350 < inf | logz: -29.359 +/- 0.499 | dlogz: 0.034 > 0.109
iter: 3111 | +71 | bound: 444 | nc: 1 | ncall: 116326 | eff(%): 2.737 | loglstar: -inf < -1.335 < inf | logz: -29.359 +/- 0.499 | dlogz: 0.033 > 0.109
iter: 3111 | +72 | bound: 444 | nc: 1 | ncall: 116327 | eff(%): 2.738 | loglstar: -inf < -1.329 < inf | logz: -29.358 +/- 0.499 | dlogz: 0.031 > 0.109
iter: 3111 | +73 | bound: 444 | nc: 1 | ncall: 116328 | eff(%): 2.739 | loglstar: -inf < -1.325 < inf | logz: -29.358 +/- 0.499 | dlogz: 0.030 > 0.109
iter: 3111 | +74 | bound: 444 | nc: 1 | ncall: 116329 | eff(%): 2.740 | loglstar: -inf < -1.323 < inf | logz: -29.357 +/- 0.499 | dlogz: 0.029 > 0.109
iter: 3111 | +75 | bound: 444 | nc: 1 | ncall: 116330 | eff(%): 2.741 | loglstar: -inf < -1.315 < inf | logz: -29.357 +/- 0.500 | dlogz: 0.028 > 0.109
iter: 3111 | +76 | bound: 444 | nc: 1 | ncall: 116331 | eff(%): 2.741 | loglstar: -inf < -1.314 < inf | logz: -29.356 +/- 0.500 | dlogz: 0.027 > 0.109
iter: 3111 | +77 | bound: 444 | nc: 1 | ncall: 116332 | eff(%): 2.742 | loglstar: -inf < -1.271 < inf | logz: -29.355 +/- 0.500 | dlogz: 0.026 > 0.109
iter: 3111 | +78 | bound: 444 | nc: 1 | ncall: 116333 | eff(%): 2.743 | loglstar: -inf < -1.248 < inf | logz: -29.355 +/- 0.500 | dlogz: 0.025 > 0.109
iter: 3111 | +79 | bound: 444 | nc: 1 | ncall: 116334 | eff(%): 2.744 | loglstar: -inf < -1.247 < inf | logz: -29.354 +/- 0.500 | dlogz: 0.024 > 0.109
iter: 3111 | +80 | bound: 444 | nc: 1 | ncall: 116335 | eff(%): 2.745 | loglstar: -inf < -1.239 < inf | logz: -29.354 +/- 0.500 | dlogz: 0.023 > 0.109
iter: 3111 | +81 | bound: 444 | nc: 1 | ncall: 116336 | eff(%): 2.746 | loglstar: -inf < -1.214 < inf | logz: -29.353 +/- 0.500 | dlogz: 0.022 > 0.109
iter: 3111 | +82 | bound: 444 | nc: 1 | ncall: 116337 | eff(%): 2.747 | loglstar: -inf < -1.206 < inf | logz: -29.353 +/- 0.500 | dlogz: 0.021 > 0.109
iter: 3111 | +83 | bound: 444 | nc: 1 | ncall: 116338 | eff(%): 2.747 | loglstar: -inf < -1.200 < inf | logz: -29.352 +/- 0.500 | dlogz: 0.020 > 0.109
iter: 3111 | +84 | bound: 444 | nc: 1 | ncall: 116339 | eff(%): 2.748 | loglstar: -inf < -1.197 < inf | logz: -29.351 +/- 0.500 | dlogz: 0.018 > 0.109
iter: 3111 | +85 | bound: 444 | nc: 1 | ncall: 116340 | eff(%): 2.749 | loglstar: -inf < -1.101 < inf | logz: -29.351 +/- 0.500 | dlogz: 0.017 > 0.109
iter: 3111 | +86 | bound: 444 | nc: 1 | ncall: 116341 | eff(%): 2.750 | loglstar: -inf < -1.100 < inf | logz: -29.350 +/- 0.500 | dlogz: 0.016 > 0.109
iter: 3111 | +87 | bound: 444 | nc: 1 | ncall: 116342 | eff(%): 2.751 | loglstar: -inf < -1.097 < inf | logz: -29.349 +/- 0.500 | dlogz: 0.015 > 0.109
iter: 3111 | +88 | bound: 444 | nc: 1 | ncall: 116343 | eff(%): 2.752 | loglstar: -inf < -1.065 < inf | logz: -29.349 +/- 0.500 | dlogz: 0.014 > 0.109
iter: 3111 | +89 | bound: 444 | nc: 1 | ncall: 116344 | eff(%): 2.753 | loglstar: -inf < -1.028 < inf | logz: -29.348 +/- 0.501 | dlogz: 0.013 > 0.109
iter: 3111 | +90 | bound: 444 | nc: 1 | ncall: 116345 | eff(%): 2.753 | loglstar: -inf < -0.969 < inf | logz: -29.347 +/- 0.501 | dlogz: 0.012 > 0.109
iter: 3111 | +91 | bound: 444 | nc: 1 | ncall: 116346 | eff(%): 2.754 | loglstar: -inf < -0.939 < inf | logz: -29.347 +/- 0.501 | dlogz: 0.011 > 0.109
iter: 3111 | +92 | bound: 444 | nc: 1 | ncall: 116347 | eff(%): 2.755 | loglstar: -inf < -0.905 < inf | logz: -29.346 +/- 0.501 | dlogz: 0.010 > 0.109
iter: 3111 | +93 | bound: 444 | nc: 1 | ncall: 116348 | eff(%): 2.756 | loglstar: -inf < -0.873 < inf | logz: -29.345 +/- 0.501 | dlogz: 0.009 > 0.109
iter: 3111 | +94 | bound: 444 | nc: 1 | ncall: 116349 | eff(%): 2.757 | loglstar: -inf < -0.862 < inf | logz: -29.344 +/- 0.502 | dlogz: 0.008 > 0.109
iter: 3111 | +95 | bound: 444 | nc: 1 | ncall: 116350 | eff(%): 2.758 | loglstar: -inf < -0.818 < inf | logz: -29.343 +/- 0.502 | dlogz: 0.006 > 0.109
iter: 3111 | +96 | bound: 444 | nc: 1 | ncall: 116351 | eff(%): 2.759 | loglstar: -inf < -0.814 < inf | logz: -29.342 +/- 0.502 | dlogz: 0.005 > 0.109
iter: 3111 | +97 | bound: 444 | nc: 1 | ncall: 116352 | eff(%): 2.759 | loglstar: -inf < -0.805 < inf | logz: -29.342 +/- 0.503 | dlogz: 0.004 > 0.109
iter: 3111 | +98 | bound: 444 | nc: 1 | ncall: 116353 | eff(%): 2.760 | loglstar: -inf < -0.767 < inf | logz: -29.341 +/- 0.503 | dlogz: 0.003 > 0.109
iter: 3111 | +99 | bound: 444 | nc: 1 | ncall: 116354 | eff(%): 2.761 | loglstar: -inf < -0.611 < inf | logz: -29.340 +/- 0.504 | dlogz: 0.002 > 0.109
iter: 3111 | +100 | bound: 444 | nc: 1 | ncall: 116355 | eff(%): 2.762 | loglstar: -inf < -0.598 < inf | logz: -29.339 +/- 0.506 | dlogz: 0.001 > 0.109 Finished PSF psf_photometry with median residuals of -4.12%
Recovered PSF photometry:
ra ... exp
------------------ ... ----------------------------------------------
322.42670988345066 ... jw02767002001_02103_00001_nrcb3_cal_plant.fits
322.4267100185044 ... jw02767002001_02103_00002_nrcb3_cal_plant.fits
322.4267101165073 ... jw02767002001_02103_00003_nrcb3_cal_plant.fits
Recovered aperture photometry:
flux fluxerr ... mjd
---------------------- ---------------------- ... -----------------
1.5754352789914735e-13 4.109414581856221e-15 ... 59858.4331601794
1.6920159268159651e-13 4.16402125293551e-15 ... 59858.44098905671
1.5897350616705488e-13 4.0777960240939665e-15 ... 59858.44931498264
Total running time of the script: (2 minutes 38.283 seconds)