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C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>echo C:\ProgramData\Oracle\Java\javapath;C:\WINDOWS\system32;C:\WINDOWS;C:\WINDOWS\System32\Wbem;C:\WINDOWS\System32\WindowsPowerShell\v1.0\;C:\Program Files (x86)\Windows Kits\8.1\Windows Performance Toolkit\;C:\Anaconda2;C:\Anaconda2\Scripts;C:\Anaconda2\Library\bin;C:\Program Files\Git\cmd;C:\Program Files\mingw-w64\x86_64-5.3.0-posix-seh-rt_v4-rev0\mingw64\bin;C:\Program Files\Mosek\8\tools\platform\win64x86\bin;C:\Users\jenkins\AppData\Local\Microsoft\WindowsApps
C:\ProgramData\Oracle\Java\javapath;C:\WINDOWS\system32;C:\WINDOWS;C:\WINDOWS\System32\Wbem;C:\WINDOWS\System32\WindowsPowerShell\v1.0\;C:\Program Files (x86)\Windows Kits\8.1\Windows Performance Toolkit\;C:\Anaconda2;C:\Anaconda2\Scripts;C:\Anaconda2\Library\bin;C:\Program Files\Git\cmd;C:\Program Files\mingw-w64\x86_64-5.3.0-posix-seh-rt_v4-rev0\mingw64\bin;C:\Program Files\Mosek\8\tools\platform\win64x86\bin;C:\Users\jenkins\AppData\Local\Microsoft\WindowsApps
C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>REM turn on the anaconda console
C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>call activate.bat || exit /b 666
(root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>REM Create a virtualenv to install everything into
(root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>SET VENV=C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit
(root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>virtualenv --system-site-packages C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit
New python executable in C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\Scripts\python.exe
Installing setuptools, pip, wheel...done.
(root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>call C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\Scripts\activate.bat
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>REM Install coverage into the virtualenv to the coverage command blow uses the virtualenv python
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>pip install coverage
Collecting coverage
Using cached coverage-4.4.2-cp27-cp27m-win_amd64.whl
Installing collected packages: coverage
Successfully installed coverage-4.4.2
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>if mosek == mosek msktestlic || exit /b 666
Problem
Name :
Objective sense : min
Type : LO (linear optimization problem)
Constraints : 1
Cones : 0
Scalar variables : 5000
Matrix variables : 0
Integer variables : 0
Optimizer started.
Mosek license manager: License path: C:\Users\jenkins\mosek\mosek.lic
Mosek license manager: Checkout license feature 'PTS' from flexlm.
Mosek license manager: Checkout time 0.00. r: 0 status: 0
Interior-point optimizer started.
Presolve started.
Eliminator started.
Freed constraints in eliminator : 0
Eliminator terminated.
Eliminator - tries : 1 time : 0.00
Lin. dep. - tries : 0 time : 0.00
Lin. dep. - number : 0
Presolve terminated. Time: 0.00
Interior-point optimizer terminated. Time: 0.00.
Optimizer terminated. Time: 0.05
************************************
A license was checked out correctly.
************************************
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>SET GPKITBUILD=C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek\build_gpkit
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>gcc --version || exit /b 666
gcc (x86_64-posix-seh-rev0, Built by MinGW-W64 project) 5.3.0
Copyright (C) 2015 Free Software Foundation, Inc.
This is free software; see the source for copying conditions. There is NO
warranty; not even for MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>if mosek == cvxopt set GPKITSOLVERS=cvxopt
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>if mosek == mosek set GPKITSOLVERS=mosek, mosek_cli
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>dir C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek\build_gpkit
Volume in drive C has no label.
Volume Serial Number is C4C9-8F11
Directory of C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek
File Not Found
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>python -c "import scipy; print scipy.__version__"
0.18.1
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>python -c "import numpy; print numpy.__version__"
1.11.3
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>python -c "import pint; print pint.__version__"
0.7.2
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>REM Install gpkit to run the documentation examples
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>git clone --depth 1 https://github.com/convexengineering/gpkit.git
Cloning into 'gpkit'...
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>pip install -e C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek\gpkit | exit /b 666
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 480
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 503
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file download.py, line 590
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 496
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 496
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 767
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 775
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_install.py, line 619
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_install.py, line 985
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file install.py, line 369
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>pip install -e C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek | exit /b 666
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 480
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 496
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 496
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 496
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_set.py, line 767
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file req_install.py, line 985
Traceback (most recent call last):
File "c:\anaconda2\Lib\logging\__init__.py", line 882, in emit
stream.write(fs % msg)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 141, in write
self.write_and_convert(text)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 169, in write_and_convert
self.write_plain_text(text, cursor, len(text))
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\pip\_vendor\colorama\ansitowin32.py", line 175, in write_plain_text
self.wrapped.flush()
IOError: [Errno 22] Invalid argument
Logged from file install.py, line 369
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>REM Show the settings file
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>type C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\env\settings
installed_solvers : mosek, mosek_cli
mosek_bin_dir : C:\Program Files\Mosek\8\tools\platform\win64x86\bin
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>python -c "from gpkit.tests.test_repo import test_repos; test_repos(xmloutput=True, ingpkitmodels=True)"
Obtaining file:///C:/Users/jenkins/workspace/gplibrary_PR_Models/buildnode/windows10x64/optimizer/mosek
Installing collected packages: gpkitmodels
Found existing installation: gpkitmodels 0.0.0.0
Uninstalling gpkitmodels-0.0.0.0:
Successfully uninstalled gpkitmodels-0.0.0.0
Running setup.py develop for gpkitmodels
Successfully installed gpkitmodels
Cloning into 'shopping'...
adding test for 'test.py'
Using solver 'mosek'
Solving for 25 variables.
Solving took 0.726 seconds.
Using solver 'mosek'
Solving for 25 variables.
Solving took 0.024 seconds.
Using solver 'mosek_cli'
Solving for 25 variables.
Solving took 0.143 seconds.
Running tests...
----------------------------------------------------------------------
...
----------------------------------------------------------------------
Ran 3 tests in 1.216s
OK
Generating XML reports...
Cloning into 'gassolar'...
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Checking out files: 100% (2110/2110), done.
Requirement already satisfied: pandas in c:\anaconda2\lib\site-packages
Requirement already satisfied: python-dateutil in c:\anaconda2\lib\site-packages (from pandas)
Requirement already satisfied: pytz>=2011k in c:\anaconda2\lib\site-packages (from pandas)
Requirement already satisfied: numpy>=1.7.0 in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from pandas)
Requirement already satisfied: six>=1.5 in c:\anaconda2\lib\site-packages (from python-dateutil->pandas)
Collecting git+https://github.com/hoburg/gpfit.git
Cloning https://github.com/hoburg/gpfit.git to c:\users\jenkins\appdata\local\temp\pip-svfnku-build
Requirement already satisfied: numpy in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from gpfit==0.1)
Requirement already satisfied: scipy in c:\anaconda2\lib\site-packages (from gpfit==0.1)
Requirement already satisfied: gpkit in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit (from gpfit==0.1)
Requirement already satisfied: pint>=0.7 in c:\anaconda2\lib\site-packages (from gpkit->gpfit==0.1)
Installing collected packages: gpfit
Running setup.py install for gpfit: started
Running setup.py install for gpfit: finished with status 'done'
Successfully installed gpfit-0.1
Processing c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gassolar
Requirement already satisfied: numpy in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from gassolar==0.0.0.0)
Requirement already satisfied: scipy in c:\anaconda2\lib\site-packages (from gassolar==0.0.0.0)
Requirement already satisfied: gpkit in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit (from gassolar==0.0.0.0)
Requirement already satisfied: pandas in c:\anaconda2\lib\site-packages (from gassolar==0.0.0.0)
Requirement already satisfied: gpfit in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from gassolar==0.0.0.0)
Requirement already satisfied: pint>=0.7 in c:\anaconda2\lib\site-packages (from gpkit->gassolar==0.0.0.0)
Requirement already satisfied: python-dateutil in c:\anaconda2\lib\site-packages (from pandas->gassolar==0.0.0.0)
Requirement already satisfied: pytz>=2011k in c:\anaconda2\lib\site-packages (from pandas->gassolar==0.0.0.0)
Requirement already satisfied: six>=1.5 in c:\anaconda2\lib\site-packages (from python-dateutil->pandas->gassolar==0.0.0.0)
Installing collected packages: gassolar
Running setup.py install for gassolar: started
Running setup.py install for gassolar: finished with status 'done'
Successfully installed gassolar-0.0.0.0
adding test for 'gassolar/gas/gas.py'
adding test for 'gassolar/gas/gas_simple/gassimple.py'
adding test for 'gassolar/solar/solar.py'
Using solver 'mosek'
Solving for 575 variables.
Solving took 4.94 seconds.
Warning: Variable P_{ref}_Mission/Aircraft/Engine**-1*P_{sl-max}_Mission/Aircraft/Engine could cause inaccurate result because it is below lower bound. Solution is 0.2658 but bound is 0.2955
Warning: Variable [P_{shaft-max}_Mission/Climb/FlightSegment/AircraftPerf/EnginePerf_(0,)**-1*P_{total}_Mission/Climb/ could cause inaccurate result because it is above upper bound. Solution is 1.0000 but bound is 0.9685
Beginning signomial solve.
Solving took 4 GP solves and 0.728 seconds.
Warning: Variable P_{ref}_Mission.1/Aircraft.1/Engine.1**-1*P_{sl-max}_Mission.1/Aircraft.1/Engine.1 could cause inaccurate result because it is below lower bound. Solution is 0.2680 but bound is 0.2955
Warning: Variable [P_{shaft-max}_Mission.1/Climb.1/FlightSegment.2/AircraftPerf.2/EnginePerf.2_(0,)**-1*P_{total}_Miss could cause inaccurate result because it is above upper bound. Solution is 1.0000 but bound is 0.9685
Using solver 'mosek'
Solving for 575 variables.
Solving took 0.148 seconds.
Warning: Variable P_{ref}_Mission/Aircraft/Engine**-1*P_{sl-max}_Mission/Aircraft/Engine could cause inaccurate result because it is below lower bound. Solution is 0.2658 but bound is 0.2955
Warning: Variable [P_{shaft-max}_Mission/Climb/FlightSegment/AircraftPerf/EnginePerf_(0,)**-1*P_{total}_Mission/Climb/ could cause inaccurate result because it is above upper bound. Solution is 1.0000 but bound is 0.9685
Beginning signomial solve.
Solving took 4 GP solves and 0.632 seconds.
Warning: Variable P_{ref}_Mission.1/Aircraft.1/Engine.1**-1*P_{sl-max}_Mission.1/Aircraft.1/Engine.1 could cause inaccurate result because it is below lower bound. Solution is 0.2680 but bound is 0.2955
Warning: Variable [P_{shaft-max}_Mission.1/Climb.1/FlightSegment.2/AircraftPerf.2/EnginePerf.2_(0,)**-1*P_{total}_Miss could cause inaccurate result because it is above upper bound. Solution is 1.0000 but bound is 0.9685
Using solver 'mosek'
Solving for 79 variables.
Solving took 0.019 seconds.
Using solver 'mosek_cli'
Solving for 79 variables.
Solving took 0.09 seconds.
Warning: Constraint [z_{bre}_Mission/Loiter/FlightSegment/BreguetEndurance_(0,)... >= 2.45*BSFC_Mission/Loiter/FlightSegment/AircraftPerf_(0,)*P_{total}_Mission/Loiter/FlightSegment/Airc...] is not tight because the left hand side evaluated to 0.214978769982 but the right hand side evaluated to 0.214969490772 (Allowable error: 0.0001%, Actual error: 0.0043%)
Warning: Constraint [z_{bre}_Mission/Loiter/FlightSegment/BreguetEndurance_(1,)... >= 2.45*BSFC_Mission/Loiter/FlightSegment/AircraftPerf_(1,)*P_{total}_Mission/Loiter/FlightSegment/Airc...] is not tight because the left hand side evaluated to 0.201770977408 but the right hand side evaluated to 0.201773567294 (Allowable error: 0.0001%, Actual error: 0.0013%)
Warning: Constraint [z_{bre}_Mission/Loiter/FlightSegment/BreguetEndurance_(2,)... >= 2.45*BSFC_Mission/Loiter/FlightSegment/AircraftPerf_(2,)*P_{total}_Mission/Loiter/FlightSegment/Airc...] is not tight because the left hand side evaluated to 0.197669862696 but the right hand side evaluated to 0.197669434878 (Allowable error: 0.0001%, Actual error: 0.00022%)
Warning: Constraint [z_{bre}_Mission/Loiter/FlightSegment/BreguetEndurance_(3,)... >= 2.45*BSFC_Mission/Loiter/FlightSegment/AircraftPerf_(3,)*P_{total}_Mission/Loiter/FlightSegment/Airc...] is not tight because the left hand side evaluated to 0.201770977408 but the right hand side evaluated to 0.201773567294 (Allowable error: 0.0001%, Actual error: 0.0013%)
Warning: Constraint [z_{bre}_Mission/Loiter/FlightSegment/BreguetEndurance_(4,)... >= 2.45*BSFC_Mission/Loiter/FlightSegment/AircraftPerf_(4,)*P_{total}_Mission/Loiter/FlightSegment/Airc...] is not tight because the left hand side evaluated to 0.214978984961 but the right hand side evaluated to 0.214990988796 (Allowable error: 0.0001%, Actual error: 0.0056%)
Using solver 'mosek'
Solving for 1188 variables.
Solving took 0.409 seconds.
Warning: Variable Re_Mission/FlightSegment/AircraftPerf/WingAero could cause inaccurate result because it is below lower bound. Solution is 130051.7672 but bound is 150000.0000
Warning: Variable Re_Mission/FlightSegment.10/AircraftPerf.10/WingAero.10 could cause inaccurate result because it is below lower bound. Solution is 130053.4102 but bound is 150000.0000
1 is a constraining latitude
11 is a constraining latitude
Beginning signomial solve.
Solving took 4 GP solves and 2.44 seconds.
Warning: Variable Re_Mission.1/FlightSegment.11/AircraftPerf.11/WingAero.11 could cause inaccurate result because it is below lower bound. Solution is 132099.6832 but bound is 150000.0000
Warning: Variable Re_Mission.1/FlightSegment.21/AircraftPerf.21/WingAero.21 could cause inaccurate result because it is below lower bound. Solution is 132101.4474 but bound is 150000.0000
1 is a constraining latitude
11 is a constraining latitude
Using solver 'mosek_cli'
Solving for 1188 variables.
Solving took 0.586 seconds.
Warning: Variable Re_Mission/FlightSegment/AircraftPerf/WingAero could cause inaccurate result because it is below lower bound. Solution is 130050.7451 but bound is 150000.0000
Warning: Variable Re_Mission/FlightSegment.10/AircraftPerf.10/WingAero.10 could cause inaccurate result because it is below lower bound. Solution is 130053.3461 but bound is 150000.0000
1 is a constraining latitude
11 is a constraining latitude
Beginning signomial solve.
Solving took 4 GP solves and 3.94 seconds.
Warning: Variable Re_Mission.1/FlightSegment.11/AircraftPerf.11/WingAero.11 could cause inaccurate result because it is below lower bound. Solution is 132099.4068 but bound is 150000.0000
Warning: Variable Re_Mission.1/FlightSegment.21/AircraftPerf.21/WingAero.21 could cause inaccurate result because it is below lower bound. Solution is 132102.0488 but bound is 150000.0000
1 is a constraining latitude
11 is a constraining latitude
Running tests...
----------------------------------------------------------------------
....C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\gassolar\environment\solar_irradiance.py:40: RuntimeWarning: overflow encountered in exp
tau = np.exp(-0.175/costhsun)
..
----------------------------------------------------------------------
Ran 6 tests in 39.664s
OK
Generating XML reports...
Cloning into 'jho'...
Requirement already satisfied: pandas in c:\anaconda2\lib\site-packages
Requirement already satisfied: python-dateutil in c:\anaconda2\lib\site-packages (from pandas)
Requirement already satisfied: pytz>=2011k in c:\anaconda2\lib\site-packages (from pandas)
Requirement already satisfied: numpy>=1.7.0 in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from pandas)
Requirement already satisfied: six>=1.5 in c:\anaconda2\lib\site-packages (from python-dateutil->pandas)
Collecting git+https://github.com/hoburg/gpfit.git
Cloning https://github.com/hoburg/gpfit.git to c:\users\jenkins\appdata\local\temp\pip-ebf0wv-build
Requirement already satisfied (use --upgrade to upgrade): gpfit==0.1 from git+https://github.com/hoburg/gpfit.git in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages
Requirement already satisfied: numpy in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from gpfit==0.1)
Requirement already satisfied: scipy in c:\anaconda2\lib\site-packages (from gpfit==0.1)
Requirement already satisfied: gpkit in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit (from gpfit==0.1)
Requirement already satisfied: pint>=0.7 in c:\anaconda2\lib\site-packages (from gpkit->gpfit==0.1)
adding test for 'model/jho.py'
adding test for 'model/print_perf.py'
Beginning signomial solve.
Allowing negative dual variable(s) as small as -4.97451038695e-13.
Solving took 4 GP solves and 1.73 seconds.
Beginning signomial solve.
Allowing negative dual variable(s) as small as -7.67413042835e-13.
Solving took 4 GP solves and 1.43 seconds.
Allowing negative dual variable(s) as small as -3.60181155734e-12.
Allowing negative dual variable(s) as small as -1.58826857916e-12.
Allowing negative dual variable(s) as small as -1.77654245481e-12.
Allowing negative dual variable(s) as small as -7.78510936272e-13.
Allowing negative dual variable(s) as small as -7.78033887316e-13.
Allowing negative dual variable(s) as small as -2.83828516245e-13.
Allowing negative dual variable(s) as small as -1.09871183332e-12.
Allowing negative dual variable(s) as small as -1.06853794476e-12.
Allowing negative dual variable(s) as small as -1.06268672247e-12.
MTOW [lbs] = 141.59
Zero fuel weight [lbs] = 53.63
Wing span [ft] = 24.00
Aicraft length [ft] = 12.90
Aspect ratio = 25.60
mean aerodynamic chord [ft] = 0.9722
root chord [ft] = 1.250
speed for best rate of climb [m/s]: Vy = 21.754
speed at top of climb [m/s] = 26.532
design loiter speed [m/s] = 25.052
rotation speed at 55 lbs [m/s] = 18.158
rotation speed at 150 lbs [m/s] = 28.219
Allowing negative dual variable(s) as small as -2.27294572053e-12.
Allowing negative dual variable(s) as small as -7.2077326746e-14.
Allowing negative dual variable(s) as small as -1.20274883803e-13.
Allowing negative dual variable(s) as small as -1.21498080694e-13.
optimum loiter speed for min power, start of loiter [m/s] = 25.190
optimum loiter speed for min power, end of loiter [m/s] = 17.170
optimum cruise speed, inbound [m/s] = 35.882
optimum cruise speed, outbound [m/s] = 25.488
Beginning signomial solve.
Allowing negative dual variable(s) as small as -2.64195592581e-12.
Allowing negative dual variable(s) as small as -1.97866765146e-12.
Allowing negative dual variable(s) as small as -1.99741417046e-12.
Solving took 4 GP solves and 1.75 seconds.
Max Speed [m/s]: 74.36
Beginning signomial solve.
Allowing negative dual variable(s) as small as -3.85152500171e-12.
Solving took 4 GP solves and 1.55 seconds.
Max payload weight [lbf] = 27.204
Max take off weight [lbf] = 165.012
Allowing negative dual variable(s) as small as -3.60005081301e-12.
Allowing negative dual variable(s) as small as -1.58792770599e-12.
Allowing negative dual variable(s) as small as -1.77687205227e-12.
Allowing negative dual variable(s) as small as -7.78402516055e-13.
Allowing negative dual variable(s) as small as -7.78383434097e-13.
Allowing negative dual variable(s) as small as -2.83954717378e-13.
Allowing negative dual variable(s) as small as -1.09869448608e-12.
Allowing negative dual variable(s) as small as -1.06861427259e-12.
Allowing negative dual variable(s) as small as -1.06245112534e-12.
MTOW [lbs] = 141.59
Zero fuel weight [lbs] = 53.63
Wing span [ft] = 24.00
Aicraft length [ft] = 12.90
Aspect ratio = 25.60
mean aerodynamic chord [ft] = 0.9722
root chord [ft] = 1.250
speed for best rate of climb [m/s]: Vy = 21.754
speed at top of climb [m/s] = 26.532
design loiter speed [m/s] = 25.052
rotation speed at 55 lbs [m/s] = 18.158
rotation speed at 150 lbs [m/s] = 28.219
Allowing negative dual variable(s) as small as -2.27302096416e-12.
Allowing negative dual variable(s) as small as -7.25357274245e-14.
Allowing negative dual variable(s) as small as -1.2097235106e-13.
Allowing negative dual variable(s) as small as -1.20641018876e-13.
optimum loiter speed for min power, start of loiter [m/s] = 25.190
optimum loiter speed for min power, end of loiter [m/s] = 17.170
optimum cruise speed, inbound [m/s] = 35.882
optimum cruise speed, outbound [m/s] = 25.488
Beginning signomial solve.
Allowing negative dual variable(s) as small as -2.64125211141e-12.
Allowing negative dual variable(s) as small as -1.97905844843e-12.
Allowing negative dual variable(s) as small as -1.99538107767e-12.
Solving took 4 GP solves and 1.85 seconds.
Max Speed [m/s]: 74.36
Beginning signomial solve.
Allowing negative dual variable(s) as small as -3.84957430516e-12.
Solving took 4 GP solves and 1.41 seconds.
Max payload weight [lbf] = 27.204
Max take off weight [lbf] = 165.012
Running tests...
----------------------------------------------------------------------
....
----------------------------------------------------------------------
Ran 4 tests in 37.562s
OK
Generating XML reports...
Cloning into 'turbofan'...
Processing c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\turbofan
Requirement already satisfied: numpy in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from turbofan==0.0.0.0)
Requirement already satisfied: scipy in c:\anaconda2\lib\site-packages (from turbofan==0.0.0.0)
Requirement already satisfied: pint in c:\anaconda2\lib\site-packages (from turbofan==0.0.0.0)
Installing collected packages: turbofan
Running setup.py install for turbofan: started
Running setup.py install for turbofan: finished with status 'done'
Successfully installed turbofan-0.0.0.0
adding test for 'turbofan/engine_validation.py'
Warning: Constraint [F_{6}_Engine/EnginePerformance/ThrustPerformance_(0,) + F_{8}_Engine/EnginePerformance/ThrustPerform... >= F_Engine/EnginePerformance/ThrustPerformance_(0,) [N]...] is not tight because the left hand side evaluated to 24184.7528315 newton but the right hand side evaluated to 24184.16 newton (Allowable error: 0.0001%, Actual error: 0.0025%)
Warning: Constraint [F_{6}_Engine/EnginePerformance/ThrustPerformance_(1,) + F_{8}_Engine/EnginePerformance/ThrustPerform... >= F_Engine/EnginePerformance/ThrustPerformance_(1,) [N]...] is not tight because the left hand side evaluated to 26232.8485054 newton but the right hand side evaluated to 26232.36 newton (Allowable error: 0.0001%, Actual error: 0.0019%)
Running tests...
----------------------------------------------------------------------
.
----------------------------------------------------------------------
Ran 1 test in 1.469s
OK
Generating XML reports...
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Collecting git+https://github.com/hoburg/turbofan.git
Cloning https://github.com/hoburg/turbofan.git to c:\users\jenkins\appdata\local\temp\pip-1hdzgo-build
Requirement already satisfied (use --upgrade to upgrade): turbofan==0.0.0.0 from git+https://github.com/hoburg/turbofan.git in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages
Requirement already satisfied: numpy in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from turbofan==0.0.0.0)
Requirement already satisfied: scipy in c:\anaconda2\lib\site-packages (from turbofan==0.0.0.0)
Requirement already satisfied: pint in c:\anaconda2\lib\site-packages (from turbofan==0.0.0.0)
adding test for 'SP_aircraft.py'
Beginning signomial solve.
Using solver 'mosek'
Solving for 1902 variables.
Number of Hessian non-zeros: 1954
* Solving exponential optimization problem on dual form. *
* The following log information refers to the solution of the dual problem. *
Problem
Name :
Objective sense : max
Type : GECO (general convex optimization problem)
Constraints : 1903
Cones : 0
Scalar variables : 6549
Matrix variables : 0
Integer variables : 0
Optimizer started.
Interior-point optimizer started.
Presolve started.
Linear dependency checker started.
Linear dependency checker terminated.
Eliminator started.
Freed constraints in eliminator : 546
Eliminator terminated.
Eliminator started.
Freed constraints in eliminator : 0
Eliminator terminated.
Eliminator - tries : 2 time : 0.00
Lin. dep. - tries : 1 time : 0.00
Lin. dep. - number : 0
Presolve terminated. Time: 0.03
Matrix reordering started.
Local matrix reordering started.
Local matrix reordering terminated.
Matrix reordering terminated.
Optimizer - threads : 2
Optimizer - solved problem : the primal
Optimizer - Constraints : 848
Optimizer - Cones : 0
Optimizer - Scalar variables : 3518 conic : 0
Optimizer - Semi-definite variables: 0 scalarized : 0
Factor - setup time : 0.03 dense det. time : 0.00
Factor - ML order time : 0.00 GP order time : 0.02
Factor - nonzeros before factor : 1.45e+004 after factor : 3.32e+004
Factor - dense dim. : 0 flops : 8.61e+005
Factor - GP saved nzs : 252 GP saved flops : 1.53e+005
ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME
0 2.3e+003 2.9e+003 1.2e+005 0.00e+000 -1.223276696e+005 1.208560077e+002 1.0e+000 0.06
1 1.4e+003 1.8e+003 7.7e+004 -9.70e-001 -1.185127791e+005 2.694522315e+003 6.3e-001 0.06
2 6.3e+002 8.0e+002 3.4e+004 -9.47e-001 -1.079091452e+005 8.864160822e+003 2.8e-001 0.06
3 2.7e+002 3.4e+002 1.4e+004 -8.65e-001 -9.105212521e+004 1.510653333e+004 1.2e-001 0.08
4 2.2e+002 2.8e+002 1.2e+004 -6.75e-001 -8.702320552e+004 1.500784526e+004 9.5e-002 0.11
5 2.0e+002 2.6e+002 1.1e+004 -6.03e-001 -8.604289015e+004 1.472462307e+004 9.0e-002 0.11
6 7.8e+001 9.9e+001 4.2e+003 -5.82e-001 -6.045569886e+004 1.387856642e+004 3.4e-002 0.11
7 4.8e+001 6.1e+001 2.6e+003 -1.39e-001 -4.588530950e+004 1.236168614e+004 2.1e-002 0.13
8 2.2e+001 2.7e+001 1.2e+003 1.24e-001 -2.585243269e+004 8.501302012e+003 9.5e-003 0.16
9 8.8e+000 1.1e+001 4.7e+002 5.10e-001 -1.141920304e+004 4.869311263e+003 3.9e-003 0.16
10 3.4e+000 4.3e+000 1.8e+002 7.96e-001 -4.383543496e+003 2.276676032e+003 1.5e-003 0.17
11 1.8e+000 2.3e+000 9.7e+001 9.33e-001 -2.072230483e+003 1.525802251e+003 8.1e-004 0.19
12 6.7e-001 8.4e-001 3.6e+001 9.67e-001 -5.657815654e+002 7.880405549e+002 3.0e-004 0.20
13 5.7e-001 7.6e-001 3.1e+001 9.73e-001 -4.343567529e+002 7.249776115e+002 2.6e-004 0.22
14 4.1e-001 1.0e+000 2.2e+001 9.67e-001 -2.194533891e+002 6.197190607e+002 1.8e-004 0.22
15 2.2e-001 6.4e-001 1.2e+001 9.81e-001 3.431423782e+001 5.005959603e+002 1.0e-004 0.23
16 7.2e-002 2.6e-001 4.0e+000 9.98e-001 2.514256141e+002 4.039320381e+002 3.4e-005 0.27
17 2.2e-002 1.4e-001 1.3e+000 1.00e+000 3.237546439e+002 3.719214265e+002 1.1e-005 0.27
18 5.1e-003 1.4e-001 3.0e-001 1.00e+000 3.493795499e+002 3.608609670e+002 2.6e-006 0.27
19 3.0e-003 1.1e-001 1.8e-001 1.00e+000 3.526376578e+002 3.593583049e+002 1.5e-006 0.30
20 5.1e-004 1.6e-001 3.1e-002 1.00e+000 3.565990779e+002 3.577619242e+002 2.7e-007 0.31
21 2.0e-004 1.1e-001 1.2e-002 9.90e-001 3.571048127e+002 3.575700176e+002 1.1e-007 0.33
22 8.2e-005 9.0e-002 5.0e-003 1.00e+000 3.573040924e+002 3.574934388e+002 4.4e-008 0.33
23 3.0e-005 8.1e-002 1.9e-003 9.92e-001 3.573885255e+002 3.574594528e+002 1.7e-008 0.34
24 2.7e-005 7.6e-002 1.7e-003 9.97e-001 3.573937983e+002 3.574576190e+002 1.5e-008 0.38
25 2.5e-005 6.9e-002 1.5e-003 1.00e+000 3.573983537e+002 3.574557946e+002 1.3e-008 0.39
26 2.2e-005 6.3e-002 1.4e-003 1.00e+000 3.574024667e+002 3.574541630e+002 1.2e-008 0.44
27 2.0e-005 5.7e-002 1.2e-003 1.00e+000 3.574061657e+002 3.574526920e+002 1.1e-008 0.47
28 1.8e-005 5.2e-002 1.1e-003 1.00e+000 3.574094958e+002 3.574513691e+002 9.8e-009 0.47
29 1.6e-005 4.7e-002 9.9e-004 1.00e+000 3.574124934e+002 3.574501788e+002 8.8e-009 0.47
30 1.5e-005 4.3e-002 8.9e-004 1.00e+000 3.574151918e+002 3.574491082e+002 7.9e-009 0.48
31 1.3e-005 4.0e-002 8.0e-004 1.00e+000 3.574176208e+002 3.574481451e+002 7.1e-009 0.48
32 1.2e-005 3.6e-002 7.2e-004 1.00e+000 3.574198072e+002 3.574472787e+002 6.4e-009 0.48
33 1.1e-005 3.3e-002 6.5e-004 1.00e+000 3.574217754e+002 3.574464994e+002 5.8e-009 0.52
34 9.6e-006 3.1e-002 5.9e-004 1.00e+000 3.574235470e+002 3.574457983e+002 5.2e-009 0.53
35 8.6e-006 2.8e-002 5.3e-004 1.00e+000 3.574251418e+002 3.574451676e+002 4.7e-009 0.53
36 7.7e-006 2.6e-002 4.7e-004 1.00e+000 3.574265772e+002 3.574446003e+002 4.2e-009 0.55
37 7.0e-006 2.4e-002 4.3e-004 1.00e+000 3.574278693e+002 3.574440898e+002 3.8e-009 0.58
38 6.3e-006 2.2e-002 3.8e-004 1.00e+000 3.574290323e+002 3.574436306e+002 3.4e-009 0.59
39 5.6e-006 2.1e-002 3.5e-004 1.00e+000 3.574300791e+002 3.574432175e+002 3.1e-009 0.61
40 5.1e-006 2.0e-002 3.1e-004 1.00e+000 3.574310213e+002 3.574428457e+002 2.8e-009 0.61
41 4.6e-006 1.8e-002 2.8e-004 1.00e+000 3.574318693e+002 3.574425112e+002 2.5e-009 0.61
42 4.1e-006 1.7e-002 2.5e-004 1.00e+000 3.574326326e+002 3.574422102e+002 2.2e-009 0.63
43 3.7e-006 1.6e-002 2.3e-004 1.00e+000 3.574333195e+002 3.574419393e+002 2.0e-009 0.63
44 3.3e-006 1.5e-002 2.0e-004 1.00e+000 3.574339378e+002 3.574416956e+002 1.8e-009 0.64
45 3.0e-006 1.4e-002 1.8e-004 1.00e+000 3.574344942e+002 3.574414762e+002 1.6e-009 0.66
46 2.7e-006 1.4e-002 1.7e-004 1.00e+000 3.574349950e+002 3.574412788e+002 1.5e-009 0.69
47 2.4e-006 1.3e-002 1.5e-004 1.00e+000 3.574354457e+002 3.574411011e+002 1.3e-009 0.69
48 2.2e-006 1.2e-002 1.3e-004 1.00e+000 3.574358513e+002 3.574409411e+002 1.2e-009 0.69
49 2.0e-006 1.2e-002 1.2e-004 1.00e+000 3.574362164e+002 3.574407972e+002 1.1e-009 0.70
50 1.8e-006 1.1e-002 1.1e-004 1.00e+000 3.574365449e+002 3.574406676e+002 9.6e-010 0.75
51 1.6e-006 1.1e-002 9.8e-005 1.00e+000 3.574368406e+002 3.574405510e+002 8.7e-010 0.77
52 1.4e-006 1.1e-002 8.8e-005 1.00e+000 3.574371067e+002 3.574404461e+002 7.8e-010 0.78
53 1.3e-006 1.0e-002 7.9e-005 1.00e+000 3.574373462e+002 3.574403516e+002 7.0e-010 0.78
54 1.2e-006 9.9e-003 7.1e-005 1.00e+000 3.574375617e+002 3.574402666e+002 6.3e-010 0.81
55 1.0e-006 9.7e-003 6.4e-005 1.00e+000 3.574377556e+002 3.574401901e+002 5.7e-010 0.86
56 9.4e-007 9.4e-003 5.8e-005 1.00e+000 3.574379302e+002 3.574401212e+002 5.1e-010 0.88
57 8.5e-007 9.2e-003 5.2e-005 1.00e+000 3.574380873e+002 3.574400592e+002 4.6e-010 0.89
58 7.6e-007 9.0e-003 4.7e-005 1.00e+000 3.574382287e+002 3.574400034e+002 4.1e-010 0.91
59 6.9e-007 8.8e-003 4.2e-005 1.00e+000 3.574383559e+002 3.574399531e+002 3.7e-010 0.94
60 6.2e-007 8.7e-003 3.8e-005 1.00e+000 3.574384704e+002 3.574399079e+002 3.4e-010 0.94
61 5.6e-007 8.5e-003 3.4e-005 1.00e+000 3.574385734e+002 3.574398672e+002 3.0e-010 0.94
62 5.0e-007 8.4e-003 3.1e-005 1.00e+000 3.574386661e+002 3.574398305e+002 2.7e-010 0.95
63 4.5e-007 8.3e-003 2.8e-005 1.00e+000 3.574387496e+002 3.574397975e+002 2.4e-010 1.00
64 4.1e-007 8.1e-003 2.5e-005 1.00e+000 3.574388246e+002 3.574397678e+002 2.2e-010 1.05
65 3.6e-007 8.1e-003 2.2e-005 1.00e+000 3.574388922e+002 3.574397410e+002 2.0e-010 1.09
66 3.3e-007 8.0e-003 2.0e-005 1.00e+000 3.574389530e+002 3.574397169e+002 1.8e-010 1.13
67 3.0e-007 7.9e-003 1.8e-005 1.00e+000 3.574390077e+002 3.574396953e+002 1.6e-010 1.14
68 2.7e-007 7.8e-003 1.6e-005 1.00e+000 3.574390569e+002 3.574396757e+002 1.4e-010 1.16
69 2.4e-007 7.8e-003 1.5e-005 1.00e+000 3.574391012e+002 3.574396582e+002 1.3e-010 1.16
70 2.2e-007 7.7e-003 1.3e-005 1.00e+000 3.574391411e+002 3.574396423e+002 1.2e-010 1.17
71 1.9e-007 7.6e-003 1.2e-005 1.00e+000 3.574391770e+002 3.574396281e+002 1.1e-010 1.19
72 1.7e-007 7.6e-003 1.1e-005 1.00e+000 3.574392093e+002 3.574396153e+002 9.5e-011 1.20
73 1.6e-007 7.5e-003 9.6e-006 1.00e+000 3.574392383e+002 3.574396037e+002 8.5e-011 1.22
74 1.4e-007 7.5e-003 8.7e-006 1.00e+000 3.574392645e+002 3.574395933e+002 7.7e-011 1.23
75 1.3e-007 7.5e-003 7.8e-006 1.00e+000 3.574392880e+002 3.574395840e+002 6.9e-011 1.25
76 1.1e-007 7.4e-003 7.0e-006 1.00e+000 3.574393092e+002 3.574395756e+002 6.2e-011 1.27
77 1.0e-007 7.4e-003 6.3e-006 1.00e+000 3.574393282e+002 3.574395680e+002 5.6e-011 1.27
78 9.3e-008 7.4e-003 5.7e-006 1.00e+000 3.574393454e+002 3.574395611e+002 5.0e-011 1.27
79 8.3e-008 7.4e-003 5.1e-006 1.00e+000 3.574393608e+002 3.574395550e+002 4.5e-011 1.27
80 7.5e-008 7.3e-003 4.6e-006 1.00e+000 3.574393747e+002 3.574395495e+002 4.1e-011 1.28
81 6.8e-008 7.3e-003 4.1e-006 1.00e+000 3.574393872e+002 3.574395445e+002 3.7e-011 1.28
82 6.1e-008 7.3e-003 3.7e-006 1.00e+000 3.574393984e+002 3.574395400e+002 3.3e-011 1.31
83 5.5e-008 7.3e-003 3.4e-006 9.99e-001 3.574394086e+002 3.574395360e+002 3.0e-011 1.31
84 4.9e-008 7.3e-003 3.0e-006 1.00e+000 3.574394177e+002 3.574395324e+002 2.7e-011 1.31
85 4.4e-008 7.2e-003 2.7e-006 1.00e+000 3.574394259e+002 3.574395291e+002 2.4e-011 1.33
86 4.7e-009 7.6e-004 2.9e-007 1.00e+000 3.574394919e+002 3.574395028e+002 2.5e-012 1.36
87 4.6e-009 6.9e-004 2.6e-007 1.00e+000 3.574394927e+002 3.574395025e+002 2.3e-012 1.38
88 2.6e-010 3.8e-005 1.4e-008 1.00e+000 3.574394993e+002 3.574394998e+002 1.3e-013 1.39
Interior-point optimizer terminated. Time: 1.41.
Optimizer terminated. Time: 1.45
solsta = 1, prosta = 1
Interior-point solution summary
Problem status : PRIMAL_AND_DUAL_FEASIBLE
Solution status : OPTIMAL
Primal. obj: 3.5743949929e+002 nrm: 9e+001 Viol. con: 4e-009 var: 0e+000
Dual. obj: 3.5743949983e+002 nrm: 8e+002 Viol. con: 0e+000 var: 3e-004
* End solution on dual form. *
Transforming to primal solution.
Solving took 1.5 seconds.
result packing took 7% of solve time
solution checking took 6.9% of solve time
Using solver 'mosek'
Solving for 1902 variables.
MOSEK warning 710: #1 (nearly) zero elements are specified in sparse col '' (6336) of matrix 'A'.
Number of Hessian non-zeros: 1954
* Solving exponential optimization problem on dual form. *
* The following log information refers to the solution of the dual problem. *
Problem
Name :
Objective sense : max
Type : GECO (general convex optimization problem)
Constraints : 1903
Cones : 0
Scalar variables : 6549
Matrix variables : 0
Integer variables : 0
Optimizer started.
Interior-point optimizer started.
Presolve started.
Linear dependency checker started.
Linear dependency checker terminated.
Eliminator started.
Freed constraints in eliminator : 548
Eliminator terminated.
Eliminator started.
Freed constraints in eliminator : 0
Eliminator terminated.
Eliminator - tries : 2 time : 0.00
Lin. dep. - tries : 1 time : 0.00
Lin. dep. - number : 0
Presolve terminated. Time: 0.02
Matrix reordering started.
Local matrix reordering started.
Local matrix reordering terminated.
Matrix reordering terminated.
Optimizer - threads : 2
Optimizer - solved problem : the primal
Optimizer - Constraints : 849
Optimizer - Cones : 0
Optimizer - Scalar variables : 3522 conic : 0
Optimizer - Semi-definite variables: 0 scalarized : 0
Factor - setup time : 0.02 dense det. time : 0.00
Factor - ML order time : 0.00 GP order time : 0.02
Factor - nonzeros before factor : 1.46e+004 after factor : 3.43e+004
Factor - dense dim. : 0 flops : 1.03e+006
Factor - GP saved nzs : 3.38e+004 GP saved flops : 1.05e+006
ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME
0 2.3e+003 2.9e+003 1.2e+005 0.00e+000 -1.224262241e+005 1.208560077e+002 1.0e+000 0.05
1 1.4e+003 1.7e+003 7.4e+004 -9.70e-001 -1.168132837e+005 4.330360250e+003 6.0e-001 0.05
2 4.8e+002 6.0e+002 2.5e+004 -9.45e-001 -1.003916129e+005 1.393683428e+004 2.1e-001 0.06
3 2.0e+002 2.5e+002 1.1e+004 -8.17e-001 -8.378626409e+004 1.663311707e+004 8.7e-002 0.06
4 9.0e+001 1.1e+002 4.7e+003 -5.73e-001 -6.394907370e+004 1.465385813e+004 3.9e-002 0.08
5 4.2e+001 5.2e+001 2.2e+003 -2.10e-001 -4.149777386e+004 1.190842251e+004 1.8e-002 0.08
6 1.6e+001 2.0e+001 8.4e+002 2.07e-001 -1.982945984e+004 6.979484796e+003 6.9e-003 0.08
7 6.7e+000 8.4e+000 3.5e+002 6.36e-001 -8.813223958e+003 3.701146566e+003 2.9e-003 0.09
8 2.2e+000 2.7e+000 1.2e+002 8.55e-001 -2.869844040e+003 1.393556828e+003 9.5e-004 0.09
9 1.1e+000 1.4e+000 5.9e+001 9.64e-001 -1.437611574e+003 7.528638937e+002 4.9e-004 0.11
10 8.7e-001 1.1e+000 4.6e+001 9.74e-001 -1.126362898e+003 6.086963758e+002 3.8e-004 0.11
11 6.3e-001 1.0e+000 3.4e+001 9.59e-001 -8.222128001e+002 4.499345098e+002 2.8e-004 0.14
12 3.6e-001 5.9e-001 1.9e+001 9.89e-001 -4.506967630e+002 2.798748719e+002 1.6e-004 0.14
13 1.0e-001 2.1e-001 5.7e+000 9.91e-001 -1.102119127e+002 1.057626120e+002 4.8e-005 0.14
14 2.8e-002 1.4e-001 1.6e+000 1.00e+000 -4.986352795e+000 5.539569099e+001 1.4e-005 0.16
15 2.0e-002 1.2e-001 1.1e+000 9.99e-001 7.449663204e+000 4.953656634e+001 9.5e-006 0.17
16 6.4e-003 1.1e-001 3.7e-001 1.00e+000 2.680050467e+001 4.070334807e+001 3.2e-006 0.19
17 2.4e-003 9.1e-002 1.4e-001 1.00e+000 3.280843124e+001 3.814787687e+001 1.2e-006 0.19
18 1.4e-003 7.1e-002 8.0e-002 1.00e+000 3.441995515e+001 3.745124566e+001 7.0e-007 0.19
19 4.2e-004 9.4e-002 2.5e-002 1.00e+000 3.588397797e+001 3.681463019e+001 2.2e-007 0.20
20 1.7e-004 8.2e-002 1.0e-002 1.00e+000 3.626650227e+001 3.664579188e+001 8.8e-008 0.20
21 1.5e-004 7.4e-002 9.0e-003 1.00e+000 3.629356601e+001 3.663492358e+001 7.9e-008 0.23
22 1.4e-004 6.7e-002 8.1e-003 1.00e+000 3.631706519e+001 3.662427046e+001 7.1e-008 0.25
23 1.2e-004 6.1e-002 7.3e-003 1.00e+000 3.633822003e+001 3.661469188e+001 6.4e-008 0.25
24 1.1e-004 5.6e-002 6.6e-003 1.00e+000 3.635723873e+001 3.660605265e+001 5.8e-008 0.25
25 1.0e-004 5.1e-002 5.9e-003 1.00e+000 3.637434494e+001 3.659826870e+001 5.2e-008 0.27
26 9.1e-005 4.7e-002 5.3e-003 1.00e+000 3.638973214e+001 3.659125637e+001 4.7e-008 0.27
27 8.2e-005 4.3e-002 4.8e-003 1.00e+000 3.640357407e+001 3.658494006e+001 4.2e-008 0.28
28 7.4e-005 3.9e-002 4.3e-003 1.00e+000 3.641602658e+001 3.657925126e+001 3.8e-008 0.30
29 6.6e-005 3.6e-002 3.9e-003 1.00e+000 3.642722962e+001 3.657412804e+001 3.4e-008 0.30
30 6.0e-005 3.3e-002 3.5e-003 1.00e+000 3.643730898e+001 3.656951450e+001 3.1e-008 0.31
31 5.4e-005 3.0e-002 3.1e-003 1.00e+000 3.644637766e+001 3.656536018e+001 2.8e-008 0.31
32 4.8e-005 2.8e-002 2.8e-003 1.00e+000 3.645453727e+001 3.656161959e+001 2.5e-008 0.33
33 4.3e-005 2.6e-002 2.5e-003 1.00e+000 3.646187915e+001 3.655825169e+001 2.2e-008 0.34
34 3.9e-005 2.4e-002 2.3e-003 1.00e+000 3.646848541e+001 3.655521948e+001 2.0e-008 0.36
35 3.5e-005 2.2e-002 2.1e-003 1.00e+000 3.647442990e+001 3.655248962e+001 1.8e-008 0.36
36 3.2e-005 2.1e-002 1.9e-003 1.00e+000 3.647977905e+001 3.655003205e+001 1.6e-008 0.36
37 2.9e-005 2.0e-002 1.7e-003 1.00e+000 3.648459257e+001 3.654781970e+001 1.5e-008 0.38
38 2.6e-005 1.8e-002 1.5e-003 1.00e+000 3.648892418e+001 3.654582816e+001 1.3e-008 0.39
39 2.3e-005 1.7e-002 1.4e-003 1.00e+000 3.649282219e+001 3.654403546e+001 1.2e-008 0.39
40 2.1e-005 1.6e-002 1.2e-003 1.00e+000 3.649633007e+001 3.654242177e+001 1.1e-008 0.41
41 1.9e-005 1.5e-002 1.1e-003 1.00e+000 3.649948691e+001 3.654096927e+001 9.6e-009 0.41
42 1.7e-005 1.4e-002 9.9e-004 1.00e+000 3.650232786e+001 3.653966187e+001 8.7e-009 0.42
43 1.5e-005 1.4e-002 8.9e-004 1.00e+000 3.650488457e+001 3.653848510e+001 7.8e-009 0.42
44 1.4e-005 1.3e-002 8.0e-004 1.00e+000 3.650718549e+001 3.653742592e+001 7.0e-009 0.44
45 1.2e-005 1.2e-002 7.2e-004 1.00e+000 3.650925623e+001 3.653647259e+001 6.3e-009 0.45
46 1.1e-005 1.2e-002 6.5e-004 1.00e+000 3.651111982e+001 3.653561454e+001 5.7e-009 0.45
47 1.0e-005 1.1e-002 5.8e-004 1.00e+000 3.651279698e+001 3.653484224e+001 5.1e-009 0.45
48 9.0e-006 1.1e-002 5.2e-004 1.00e+000 3.651430638e+001 3.653414713e+001 4.6e-009 0.47
49 8.1e-006 1.1e-002 4.7e-004 1.00e+000 3.651566479e+001 3.653352149e+001 4.1e-009 0.47
50 7.3e-006 1.0e-002 4.2e-004 1.00e+000 3.651688732e+001 3.653295837e+001 3.7e-009 0.48
51 6.5e-006 1.0e-002 3.8e-004 1.00e+000 3.651798755e+001 3.653245154e+001 3.4e-009 0.48
52 5.9e-006 9.7e-003 3.4e-004 1.00e+000 3.651897773e+001 3.653199534e+001 3.0e-009 0.50
53 5.3e-006 9.5e-003 3.1e-004 1.00e+000 3.651986885e+001 3.653158474e+001 2.7e-009 0.52
54 4.8e-006 9.2e-003 2.8e-004 1.00e+000 3.652067083e+001 3.653121516e+001 2.4e-009 0.52
55 4.3e-006 9.0e-003 2.5e-004 1.00e+000 3.652139258e+001 3.653088251e+001 2.2e-009 0.53
56 3.9e-006 8.8e-003 2.3e-004 1.00e+000 3.652204213e+001 3.653058310e+001 2.0e-009 0.53
57 3.5e-006 8.7e-003 2.0e-004 1.00e+000 3.652262670e+001 3.653031359e+001 1.8e-009 0.56
58 3.1e-006 8.5e-003 1.8e-004 1.00e+000 3.652315278e+001 3.653007102e+001 1.6e-009 0.56
59 2.8e-006 8.4e-003 1.6e-004 1.00e+000 3.652362624e+001 3.652985267e+001 1.4e-009 0.56
60 2.5e-006 8.3e-003 1.5e-004 1.00e+000 3.652405232e+001 3.652965614e+001 1.3e-009 0.58
61 2.3e-006 8.2e-003 1.3e-004 1.00e+000 3.652443578e+001 3.652947924e+001 1.2e-009 0.58
62 2.0e-006 8.1e-003 1.2e-004 1.00e+000 3.652478088e+001 3.652932001e+001 1.1e-009 0.59
63 1.8e-006 8.0e-003 1.1e-004 1.00e+000 3.652509145e+001 3.652917669e+001 9.5e-010 0.61
64 1.7e-006 7.9e-003 9.7e-005 1.00e+000 3.652537095e+001 3.652904768e+001 8.5e-010 0.63
65 1.5e-006 7.8e-003 8.7e-005 1.00e+000 3.652562249e+001 3.652893156e+001 7.7e-010 0.63
66 1.3e-006 7.7e-003 7.9e-005 1.00e+000 3.652584886e+001 3.652882704e+001 6.9e-010 0.63
67 1.2e-006 7.7e-003 7.1e-005 1.00e+000 3.652605258e+001 3.652873296e+001 6.2e-010 0.64
68 1.1e-006 7.6e-003 6.4e-005 1.00e+000 3.652623593e+001 3.652864827e+001 5.6e-010 0.67
69 9.8e-007 7.6e-003 5.7e-005 1.00e+000 3.652640093e+001 3.652857205e+001 5.0e-010 0.67
70 8.8e-007 7.5e-003 5.2e-005 1.00e+000 3.652654942e+001 3.652850343e+001 4.5e-010 0.67
71 7.9e-007 7.5e-003 4.6e-005 1.00e+000 3.652668305e+001 3.652844168e+001 4.1e-010 0.67
72 7.1e-007 7.4e-003 4.2e-005 1.00e+000 3.652680332e+001 3.652838609e+001 3.7e-010 0.69
73 6.4e-007 7.4e-003 3.8e-005 1.00e+000 3.652691156e+001 3.652833606e+001 3.3e-010 0.70
74 5.8e-007 7.4e-003 3.4e-005 1.00e+000 3.652700896e+001 3.652829102e+001 3.0e-010 0.72
75 5.2e-007 7.3e-003 3.0e-005 1.00e+000 3.652709662e+001 3.652825048e+001 2.7e-010 0.73
76 4.7e-007 7.3e-003 2.7e-005 1.00e+000 3.652717552e+001 3.652821399e+001 2.4e-010 0.73
77 4.2e-007 7.3e-003 2.5e-005 1.00e+000 3.652724652e+001 3.652818114e+001 2.2e-010 0.75
78 3.8e-007 7.3e-003 2.2e-005 1.00e+000 3.652731041e+001 3.652815158e+001 2.0e-010 0.78
79 3.4e-007 7.2e-003 2.0e-005 1.00e+000 3.652736792e+001 3.652812497e+001 1.8e-010 0.78
80 3.1e-007 7.2e-003 1.8e-005 1.00e+000 3.652741967e+001 3.652810102e+001 1.6e-010 0.78
81 2.8e-007 7.2e-003 1.6e-005 1.00e+000 3.652746624e+001 3.652807946e+001 1.4e-010 0.80
82 2.5e-007 7.2e-003 1.5e-005 1.00e+000 3.652750816e+001 3.652806006e+001 1.3e-010 0.83
83 2.2e-007 7.2e-003 1.3e-005 1.00e+000 3.652754588e+001 3.652804259e+001 1.2e-010 0.84
84 2.0e-007 7.1e-003 1.2e-005 1.00e+000 3.652757983e+001 3.652802688e+001 1.0e-010 0.84
85 1.8e-007 7.1e-003 1.1e-005 1.00e+000 3.652761038e+001 3.652801273e+001 9.3e-011 0.84
86 1.6e-007 7.1e-003 9.6e-006 1.00e+000 3.652763788e+001 3.652800000e+001 8.4e-011 0.86
87 1.5e-007 7.1e-003 8.6e-006 1.00e+000 3.652766262e+001 3.652798853e+001 7.6e-011 0.88
88 1.3e-007 7.1e-003 7.7e-006 1.00e+000 3.652768489e+001 3.652797822e+001 6.8e-011 0.89
89 1.2e-007 7.1e-003 7.0e-006 1.00e+000 3.652770494e+001 3.652796893e+001 6.1e-011 0.89
90 1.1e-007 7.1e-003 6.3e-006 1.00e+000 3.652772297e+001 3.652796057e+001 5.5e-011 0.89
91 9.6e-008 7.1e-003 5.6e-006 1.00e+000 3.652773921e+001 3.652795304e+001 5.0e-011 0.92
92 8.7e-008 7.1e-003 5.1e-006 9.99e-001 3.652775382e+001 3.652794627e+001 4.5e-011 0.94
93 7.8e-008 7.0e-003 4.6e-006 1.00e+000 3.652776697e+001 3.652794018e+001 4.0e-011 0.95
94 7.0e-008 7.0e-003 4.1e-006 1.00e+000 3.652777880e+001 3.652793469e+001 3.6e-011 0.95
95 6.3e-008 7.0e-003 3.7e-006 1.00e+000 3.652778945e+001 3.652792975e+001 3.3e-011 0.97
96 5.7e-008 7.0e-003 3.3e-006 1.00e+000 3.652779903e+001 3.652792530e+001 2.9e-011 0.98
97 5.1e-008 7.0e-003 3.0e-006 1.00e+000 3.652780766e+001 3.652792130e+001 2.6e-011 1.00
98 4.6e-008 7.0e-003 2.7e-006 9.99e-001 3.652781542e+001 3.652791770e+001 2.4e-011 1.00
99 4.2e-008 7.0e-003 2.4e-006 1.00e+000 3.652782241e+001 3.652791446e+001 2.1e-011 1.00
100 3.7e-008 7.0e-003 2.2e-006 1.00e+000 3.652782869e+001 3.652791154e+001 1.9e-011 1.02
101 3.4e-008 7.0e-003 2.0e-006 1.00e+000 3.652783435e+001 3.652790892e+001 1.7e-011 1.03
102 3.0e-008 7.0e-003 1.8e-006 9.96e-001 3.652783944e+001 3.652790656e+001 1.6e-011 1.05
103 2.7e-008 7.0e-003 1.6e-006 1.00e+000 3.652784402e+001 3.652790443e+001 1.4e-011 1.05
104 2.5e-008 7.0e-003 1.4e-006 9.99e-001 3.652784815e+001 3.652790252e+001 1.3e-011 1.05
105 2.2e-008 7.0e-003 1.3e-006 1.00e+000 3.652785186e+001 3.652790080e+001 1.1e-011 1.06
106 2.0e-008 7.0e-003 1.2e-006 1.00e+000 3.652785520e+001 3.652789924e+001 1.0e-011 1.09
107 1.8e-008 7.0e-003 1.0e-006 1.00e+000 3.652785821e+001 3.652789784e+001 9.2e-012 1.09
108 1.6e-008 7.0e-003 9.4e-007 1.00e+000 3.652786091e+001 3.652789659e+001 8.3e-012 1.09
109 1.4e-008 6.9e-003 8.5e-007 1.00e+000 3.652786335e+001 3.652789546e+001 7.5e-012 1.09
110 1.3e-008 6.9e-003 7.6e-007 1.00e+000 3.652786554e+001 3.652789444e+001 6.7e-012 1.11
111 1.2e-008 6.9e-003 6.9e-007 1.00e+000 3.652786751e+001 3.652789352e+001 6.0e-012 1.13
112 1.1e-008 6.9e-003 6.2e-007 9.99e-001 3.652786929e+001 3.652789270e+001 5.4e-012 1.14
113 9.5e-009 6.9e-003 5.6e-007 1.00e+000 3.652787089e+001 3.652789195e+001 4.9e-012 1.14
114 8.6e-009 6.9e-003 5.0e-007 9.98e-001 3.652787232e+001 3.652789128e+001 4.4e-012 1.16
115 7.7e-009 6.9e-003 4.5e-007 9.98e-001 3.652787362e+001 3.652789068e+001 4.0e-012 1.16
116 6.9e-009 6.2e-003 4.1e-007 1.00e+000 3.652787478e+001 3.652789014e+001 3.6e-012 1.17
117 6.2e-009 5.6e-003 3.6e-007 1.00e+000 3.652787583e+001 3.652788965e+001 3.2e-012 1.19
118 5.6e-009 5.0e-003 3.3e-007 9.99e-001 3.652787677e+001 3.652788921e+001 2.9e-012 1.20
119 5.1e-009 4.5e-003 3.0e-007 9.98e-001 3.652787762e+001 3.652788882e+001 2.6e-012 1.20
120 4.5e-009 4.1e-003 2.7e-007 1.00e+000 3.652787839e+001 3.652788846e+001 2.3e-012 1.20
121 4.1e-009 3.7e-003 2.4e-007 9.98e-001 3.652787907e+001 3.652788814e+001 2.1e-012 1.22
122 3.7e-009 3.3e-003 2.2e-007 1.00e+000 3.652787969e+001 3.652788786e+001 1.9e-012 1.22
123 3.3e-009 3.0e-003 1.9e-007 1.00e+000 3.652788025e+001 3.652788760e+001 1.7e-012 1.23
124 3.0e-009 2.7e-003 1.7e-007 1.00e+000 3.652788075e+001 3.652788736e+001 1.5e-012 1.25
125 2.7e-009 2.4e-003 1.6e-007 9.93e-001 3.652788120e+001 3.652788715e+001 1.4e-012 1.25
126 2.4e-009 2.2e-003 1.4e-007 9.91e-001 3.652788161e+001 3.652788697e+001 1.2e-012 1.25
127 2.2e-009 2.0e-003 1.3e-007 9.99e-001 3.652788197e+001 3.652788679e+001 1.1e-012 1.27
128 2.0e-009 1.8e-003 1.1e-007 9.97e-001 3.652788230e+001 3.652788664e+001 1.0e-012 1.28
129 1.8e-009 1.6e-003 1.0e-007 9.98e-001 3.652788260e+001 3.652788650e+001 9.1e-013 1.30
Interior-point optimizer terminated. Time: 1.30.
Optimizer terminated. Time: 1.31
solsta = 1, prosta = 1
Interior-point solution summary
Problem status : PRIMAL_AND_DUAL_FEASIBLE
Solution status : OPTIMAL
Primal. obj: 3.6527882599e+001 nrm: 2e+002 Viol. con: 3e-008 var: 0e+000
Dual. obj: 3.6527886504e+001 nrm: 8e+002 Viol. con: 0e+000 var: 1e-002
* End solution on dual form. *
Transforming to primal solution.
Solving took 1.33 seconds.
result packing took 7.4% of solve time
solution checking took 8.6% of solve time
Using solver 'mosek'
Solving for 1902 variables.
MOSEK warning 710: #1 (nearly) zero elements are specified in sparse col '' (6336) of matrix 'A'.
Number of Hessian non-zeros: 1954
* Solving exponential optimization problem on dual form. *
* The following log information refers to the solution of the dual problem. *
Problem
Name :
Objective sense : max
Type : GECO (general convex optimization problem)
Constraints : 1903
Cones : 0
Scalar variables : 6549
Matrix variables : 0
Integer variables : 0
Optimizer started.
Interior-point optimizer started.
Presolve started.
Linear dependency checker started.
Linear dependency checker terminated.
Eliminator started.
Freed constraints in eliminator : 548
Eliminator terminated.
Eliminator started.
Freed constraints in eliminator : 0
Eliminator terminated.
Eliminator - tries : 2 time : 0.00
Lin. dep. - tries : 1 time : 0.00
Lin. dep. - number : 0
Presolve terminated. Time: 0.02
Matrix reordering started.
Local matrix reordering started.
Local matrix reordering terminated.
Matrix reordering terminated.
Optimizer - threads : 2
Optimizer - solved problem : the primal
Optimizer - Constraints : 849
Optimizer - Cones : 0
Optimizer - Scalar variables : 3522 conic : 0
Optimizer - Semi-definite variables: 0 scalarized : 0
Factor - setup time : 0.01 dense det. time : 0.00
Factor - ML order time : 0.00 GP order time : 0.01
Factor - nonzeros before factor : 1.46e+004 after factor : 3.43e+004
Factor - dense dim. : 0 flops : 1.03e+006
Factor - GP saved nzs : 3.38e+004 GP saved flops : 1.05e+006
ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME
0 2.3e+003 2.9e+003 1.2e+005 0.00e+000 -1.222202021e+005 1.208560077e+002 1.0e+000 0.03
1 1.4e+003 1.7e+003 7.3e+004 -9.70e-001 -1.176519974e+005 3.271389270e+003 6.0e-001 0.05
2 4.9e+002 6.2e+002 2.6e+004 -9.44e-001 -1.025262951e+005 1.199032453e+004 2.2e-001 0.05
3 3.1e+002 3.9e+002 1.7e+004 -8.24e-001 -9.482489914e+004 1.358752208e+004 1.4e-001 0.05
4 1.4e+002 1.8e+002 7.4e+003 -7.17e-001 -7.664006906e+004 1.473124496e+004 6.1e-002 0.05
5 6.2e+001 7.8e+001 3.3e+003 -4.24e-001 -5.326149980e+004 1.298523909e+004 2.7e-002 0.06
6 2.6e+001 3.3e+001 1.4e+003 -7.69e-003 -2.889636288e+004 1.020899273e+004 1.1e-002 0.06
7 1.1e+001 1.4e+001 6.1e+002 4.35e-001 -1.453534354e+004 5.743986739e+003 5.0e-003 0.08
8 3.7e+000 4.7e+000 2.0e+002 7.36e-001 -4.949855796e+003 2.225290900e+003 1.6e-003 0.09
9 2.2e+000 2.8e+000 1.2e+002 9.27e-001 -2.882414316e+003 1.511265104e+003 9.9e-004 0.09
10 9.7e-001 1.2e+000 5.2e+001 9.60e-001 -1.272732982e+003 6.679810028e+002 4.3e-004 0.09
11 8.8e-001 1.1e+000 4.7e+001 9.64e-001 -1.176105748e+003 5.940905072e+002 3.9e-004 0.11
12 5.0e-001 6.5e-001 2.7e+001 9.69e-001 -6.768216881e+002 3.493451418e+002 2.3e-004 0.11
13 2.2e-001 3.4e-001 1.2e+001 9.90e-001 -2.929750052e+002 1.530561022e+002 9.8e-005 0.11
14 1.1e-001 1.9e-001 6.0e+000 1.00e+000 -1.416085732e+002 8.649951078e+001 5.1e-005 0.13
15 5.2e-002 1.1e-001 2.9e+000 1.00e+000 -6.026155120e+001 4.839736039e+001 2.4e-005 0.14
16 2.4e-002 8.1e-002 1.3e+000 1.00e+000 -2.123354139e+001 2.916801403e+001 1.1e-005 0.16
17 1.6e-002 6.7e-002 8.8e-001 1.00e+000 -9.579319564e+000 2.374281915e+001 7.5e-006 0.16
18 1.1e-002 5.4e-002 6.1e-001 1.00e+000 -2.226511735e+000 2.064746335e+001 5.1e-006 0.16
19 9.9e-003 5.0e-002 5.5e-001 1.00e+000 -8.006960265e-001 2.006683888e+001 4.7e-006 0.17
20 6.0e-003 4.4e-002 3.4e-001 1.00e+000 5.006438825e+000 1.768794902e+001 2.9e-006 0.17
21 3.5e-003 3.8e-002 1.9e-001 1.00e+000 8.977590747e+000 1.627451817e+001 1.7e-006 0.20
22 2.5e-003 3.2e-002 1.4e-001 1.02e+000 1.050417509e+001 1.571470298e+001 1.2e-006 0.20
23 2.1e-003 2.9e-002 1.2e-001 1.01e+000 1.113221783e+001 1.548628486e+001 1.0e-006 0.20
24 9.6e-004 4.2e-002 5.5e-002 1.01e+000 1.283678106e+001 1.486147019e+001 4.7e-007 0.22
25 3.6e-004 6.5e-002 2.1e-002 1.02e+000 1.371590568e+001 1.447900840e+001 1.8e-007 0.22
26 1.7e-004 6.5e-002 9.7e-003 1.01e+000 1.399934491e+001 1.435423456e+001 8.4e-008 0.23
27 8.1e-005 6.3e-002 4.7e-003 1.01e+000 1.412513898e+001 1.429819929e+001 4.1e-008 0.25
28 7.3e-005 5.8e-002 4.3e-003 1.00e+000 1.413924267e+001 1.429503710e+001 3.7e-008 0.25
29 6.6e-005 5.3e-002 3.8e-003 1.00e+000 1.414968929e+001 1.428987528e+001 3.3e-008 0.27
30 5.9e-005 4.8e-002 3.4e-003 1.00e+000 1.415921657e+001 1.428536328e+001 3.0e-008 0.28
31 5.3e-005 4.4e-002 3.1e-003 1.00e+000 1.416775073e+001 1.428126565e+001 2.7e-008 0.30
32 4.8e-005 4.0e-002 2.8e-003 1.00e+000 1.417541341e+001 1.427756259e+001 2.4e-008 0.31
33 4.3e-005 3.7e-002 2.5e-003 1.00e+000 1.418229349e+001 1.427421616e+001 2.2e-008 0.31
34 3.9e-005 3.4e-002 2.3e-003 1.00e+000 1.418847261e+001 1.427119347e+001 2.0e-008 0.34
35 3.5e-005 3.2e-002 2.0e-003 1.00e+000 1.419402368e+001 1.426846488e+001 1.8e-008 0.36
36 3.2e-005 2.9e-002 1.8e-003 1.00e+000 1.419901171e+001 1.426600259e+001 1.6e-008 0.39
37 2.8e-005 2.7e-002 1.6e-003 1.00e+000 1.420349466e+001 1.426378145e+001 1.4e-008 0.41
38 2.6e-005 2.5e-002 1.5e-003 1.00e+000 1.420752423e+001 1.426177840e+001 1.3e-008 0.41
39 2.3e-005 2.3e-002 1.3e-003 1.00e+000 1.421114670e+001 1.425997206e+001 1.2e-008 0.42
40 2.1e-005 2.2e-002 1.2e-003 1.00e+000 1.421440359e+001 1.425834397e+001 1.0e-008 0.44
41 1.9e-005 2.0e-002 1.1e-003 1.00e+000 1.421733194e+001 1.425687617e+001 9.4e-009 0.45
42 1.7e-005 1.9e-002 9.7e-004 1.00e+000 1.421996516e+001 1.425555333e+001 8.5e-009 0.45
43 1.5e-005 1.8e-002 8.8e-004 1.00e+000 1.422233306e+001 1.425436096e+001 7.6e-009 0.45
44 1.4e-005 1.7e-002 7.9e-004 1.00e+000 1.422446245e+001 1.425328638e+001 6.8e-009 0.47
45 1.2e-005 1.6e-002 7.1e-004 1.00e+000 1.422637734e+001 1.425231792e+001 6.2e-009 0.48
46 1.1e-005 1.5e-002 6.4e-004 1.00e+000 1.422809935e+001 1.425144459e+001 5.5e-009 0.50
47 9.9e-006 1.4e-002 5.7e-004 1.00e+000 1.422964777e+001 1.425065811e+001 5.0e-009 0.50
48 8.9e-006 1.4e-002 5.2e-004 1.00e+000 1.423104001e+001 1.424994894e+001 4.5e-009 0.52
49 8.0e-006 1.3e-002 4.7e-004 1.00e+000 1.423229181e+001 1.424930964e+001 4.0e-009 0.52
50 7.2e-006 1.2e-002 4.2e-004 1.00e+000 1.423341734e+001 1.424873288e+001 3.6e-009 0.53
51 6.5e-006 1.2e-002 3.8e-004 1.00e+000 1.423442924e+001 1.424821345e+001 3.3e-009 0.55
52 5.8e-006 1.1e-002 3.4e-004 1.00e+000 1.423533911e+001 1.424774494e+001 2.9e-009 0.55
53 5.3e-006 1.1e-002 3.1e-004 1.00e+000 1.423615732e+001 1.424732264e+001 2.7e-009 0.56
54 4.7e-006 1.1e-002 2.7e-004 1.00e+000 1.423689329e+001 1.424694153e+001 2.4e-009 0.56
55 4.3e-006 1.0e-002 2.5e-004 1.00e+000 1.423755523e+001 1.424659856e+001 2.1e-009 0.58
56 3.8e-006 1.0e-002 2.2e-004 1.00e+000 1.423815072e+001 1.424628940e+001 1.9e-009 0.59
57 3.5e-006 9.8e-003 2.0e-004 1.00e+000 1.423868647e+001 1.424601090e+001 1.7e-009 0.59
58 3.1e-006 9.6e-003 1.8e-004 1.00e+000 1.423916840e+001 1.424576055e+001 1.6e-009 0.61
59 2.8e-006 9.4e-003 1.6e-004 1.00e+000 1.423960201e+001 1.424553510e+001 1.4e-009 0.61
60 2.5e-006 9.2e-003 1.5e-004 1.00e+000 1.423999218e+001 1.424533202e+001 1.3e-009 0.63
61 2.3e-006 9.0e-003 1.3e-004 1.00e+000 1.424034325e+001 1.424514923e+001 1.1e-009 0.63
62 2.0e-006 8.9e-003 1.2e-004 1.00e+000 1.424065920e+001 1.424498444e+001 1.0e-009 0.64
63 1.8e-006 8.7e-003 1.1e-004 1.00e+000 1.424094354e+001 1.424483597e+001 9.3e-010 0.66
64 1.7e-006 8.6e-003 9.6e-005 1.00e+000 1.424119942e+001 1.424470220e+001 8.3e-010 0.66
65 1.5e-006 8.5e-003 8.6e-005 9.98e-001 1.424142955e+001 1.424458239e+001 7.5e-010 0.66
66 1.3e-006 8.3e-003 7.8e-005 9.96e-001 1.424163658e+001 1.424447472e+001 6.7e-010 0.67
67 1.2e-006 8.3e-003 7.0e-005 1.00e+000 1.424182297e+001 1.424437738e+001 6.1e-010 0.69
68 1.1e-006 8.2e-003 6.3e-005 9.97e-001 1.424199066e+001 1.424428999e+001 5.5e-010 0.70
69 9.8e-007 8.1e-003 5.7e-005 9.99e-001 1.424214159e+001 1.424421110e+001 4.9e-010 0.70
70 8.8e-007 8.0e-003 5.1e-005 1.01e+000 1.424227938e+001 1.424413862e+001 4.4e-010 0.70
71 7.9e-007 8.0e-003 4.6e-005 9.98e-001 1.424240141e+001 1.424407491e+001 4.0e-010 0.72
72 7.1e-007 7.9e-003 4.1e-005 1.00e+000 1.424251126e+001 1.424401735e+001 3.6e-010 0.73
73 6.4e-007 7.8e-003 3.7e-005 9.97e-001 1.424261007e+001 1.424396578e+001 3.2e-010 0.75
74 5.8e-007 7.8e-003 3.3e-005 9.99e-001 1.424269900e+001 1.424391926e+001 2.9e-010 0.75
75 5.2e-007 7.7e-003 3.0e-005 9.98e-001 1.424277903e+001 1.424387742e+001 2.6e-010 0.75
76 4.7e-007 7.7e-003 2.7e-005 9.90e-001 1.424285098e+001 1.424384006e+001 2.4e-010 0.77
77 4.2e-007 7.7e-003 2.4e-005 1.00e+000 1.424291582e+001 1.424380595e+001 2.1e-010 0.78
78 3.8e-007 7.6e-003 2.2e-005 1.00e+000 1.424297421e+001 1.424377521e+001 1.9e-010 0.80
79 3.4e-007 7.6e-003 2.0e-005 9.99e-001 1.424302672e+001 1.424374764e+001 1.7e-010 0.80
80 3.1e-007 6.8e-003 1.8e-005 1.01e+000 1.424307580e+001 1.424372158e+001 1.6e-010 0.80
81 2.8e-007 6.2e-003 1.6e-005 9.93e-001 1.424311811e+001 1.424369953e+001 1.4e-010 0.81
82 2.5e-007 5.5e-003 1.4e-005 9.92e-001 1.424315617e+001 1.424367969e+001 1.3e-010 0.84
83 2.2e-007 5.0e-003 1.3e-005 9.78e-001 1.424319037e+001 1.424366207e+001 1.1e-010 0.84
84 2.0e-007 4.5e-003 1.2e-005 9.91e-001 1.424322121e+001 1.424364591e+001 1.0e-010 0.84
85 1.8e-007 4.0e-003 1.0e-005 1.05e+000 1.424325553e+001 1.424362689e+001 9.4e-011 0.84
86 1.6e-007 3.6e-003 9.4e-006 9.86e-001 1.424327985e+001 1.424361431e+001 8.5e-011 0.86
87 1.5e-007 3.3e-003 8.5e-006 9.60e-001 1.424330165e+001 1.424360328e+001 7.6e-011 0.89
88 1.3e-007 2.9e-003 7.7e-006 1.01e+000 1.424332173e+001 1.424359262e+001 6.9e-011 0.89
89 1.2e-007 2.6e-003 6.9e-006 9.90e-001 1.424333944e+001 1.424358335e+001 6.2e-011 0.89
90 1.1e-007 2.4e-003 6.2e-006 1.02e+000 1.424335675e+001 1.424357402e+001 5.6e-011 0.89
91 9.6e-008 2.1e-003 5.6e-006 9.89e-001 1.424337095e+001 1.424356664e+001 5.1e-011 0.91
92 8.7e-008 1.9e-003 5.0e-006 1.07e+000 1.424338782e+001 1.424355717e+001 4.7e-011 0.92
93 7.8e-008 1.7e-003 4.5e-006 9.78e-001 1.424339891e+001 1.424355148e+001 4.2e-011 0.94
94 7.0e-008 1.6e-003 4.1e-006 1.02e+000 1.424341000e+001 1.424354550e+001 3.9e-011 0.94
95 6.3e-008 1.4e-003 3.7e-006 1.05e+000 1.424342107e+001 1.424353943e+001 3.6e-011 0.94
96 5.7e-008 1.3e-003 3.3e-006 1.10e+000 1.424343227e+001 1.424353310e+001 3.4e-011 0.94
97 5.1e-008 1.1e-003 3.0e-006 9.50e-001 1.424343890e+001 1.424352988e+001 3.0e-011 0.95
98 4.6e-008 1.0e-003 2.7e-006 1.09e+000 1.424344731e+001 1.424352521e+001 2.8e-011 0.97
99 4.2e-008 9.2e-004 2.4e-006 1.01e+000 1.424345268e+001 1.424352244e+001 2.6e-011 0.98
100 3.7e-008 8.3e-004 2.2e-006 1.01e+000 1.424345747e+001 1.424351998e+001 2.3e-011 0.98
101 3.4e-008 7.5e-004 1.9e-006 9.97e-001 1.424346162e+001 1.424351788e+001 2.1e-011 0.98
102 3.0e-008 6.7e-004 1.8e-006 9.98e-001 1.424346535e+001 1.424351599e+001 1.9e-011 1.00
103 2.7e-008 6.1e-004 1.6e-006 1.00e+000 1.424346874e+001 1.424351427e+001 1.7e-011 1.00
104 2.5e-008 5.5e-004 1.4e-006 9.95e-001 1.424347176e+001 1.424351275e+001 1.5e-011 1.02
105 2.2e-008 4.9e-004 1.3e-006 9.69e-001 1.424347447e+001 1.424351142e+001 1.4e-011 1.03
106 2.0e-008 4.4e-004 1.1e-006 1.01e+000 1.424347702e+001 1.424351010e+001 1.2e-011 1.03
107 1.8e-008 4.0e-004 1.0e-006 1.00e+000 1.424347921e+001 1.424350898e+001 1.1e-011 1.03
108 1.6e-008 3.6e-004 9.3e-007 9.70e-001 1.424348118e+001 1.424350801e+001 1.0e-011 1.05
109 1.4e-008 3.2e-004 8.4e-007 9.65e-001 1.424348295e+001 1.424350714e+001 9.1e-012 1.06
110 1.3e-008 2.9e-004 7.5e-007 9.84e-001 1.424348455e+001 1.424350634e+001 8.1e-012 1.08
111 1.2e-008 2.6e-004 6.8e-007 9.65e-001 1.424348598e+001 1.424350562e+001 7.3e-012 1.08
112 1.1e-008 2.3e-004 6.1e-007 9.87e-001 1.424348728e+001 1.424350497e+001 6.6e-012 1.08
113 9.5e-009 2.1e-004 5.5e-007 9.81e-001 1.424348844e+001 1.424350438e+001 5.9e-012 1.09
114 8.6e-009 1.9e-004 4.9e-007 1.02e+000 1.424348957e+001 1.424350378e+001 5.4e-012 1.09
115 7.7e-009 1.7e-004 4.4e-007 9.88e-001 1.424349051e+001 1.424350330e+001 4.9e-012 1.13
116 6.9e-009 1.5e-004 4.0e-007 9.90e-001 1.424349135e+001 1.424350287e+001 4.4e-012 1.13
117 6.2e-009 1.4e-004 3.6e-007 1.04e+000 1.424349224e+001 1.424350238e+001 4.0e-012 1.13
118 5.6e-009 1.2e-004 3.2e-007 8.90e-001 1.424349291e+001 1.424350208e+001 3.6e-012 1.13
119 5.1e-009 1.1e-004 2.9e-007 1.04e+000 1.424349362e+001 1.424350168e+001 3.3e-012 1.14
120 4.6e-009 1.0e-004 2.6e-007 1.03e+000 1.424349422e+001 1.424350136e+001 3.0e-012 1.17
121 4.1e-009 9.1e-005 2.4e-007 9.01e-001 1.424349469e+001 1.424350115e+001 2.7e-012 1.17
122 3.7e-009 8.2e-005 2.1e-007 9.51e-001 1.424349511e+001 1.424350094e+001 2.5e-012 1.17
123 3.3e-009 7.4e-005 1.9e-007 1.06e+000 1.424349559e+001 1.424350067e+001 2.3e-012 1.17
124 3.0e-009 6.6e-005 1.7e-007 9.77e-001 1.424349592e+001 1.424350050e+001 2.1e-012 1.19
125 2.7e-009 6.0e-005 1.6e-007 1.04e+000 1.424349627e+001 1.424350031e+001 1.9e-012 1.22
126 2.4e-009 5.4e-005 1.4e-007 9.98e-001 1.424349654e+001 1.424350017e+001 1.7e-012 1.22
127 2.2e-009 4.8e-005 1.3e-007 1.07e+000 1.424349685e+001 1.424349999e+001 1.6e-012 1.22
128 2.0e-009 4.3e-005 1.1e-007 1.02e+000 1.424349707e+001 1.424349988e+001 1.4e-012 1.23
129 1.8e-009 3.9e-005 1.0e-007 9.41e-001 1.424349726e+001 1.424349979e+001 1.3e-012 1.23
130 1.6e-009 3.5e-005 9.2e-008 1.07e+000 1.424349747e+001 1.424349967e+001 1.2e-012 1.27
131 3.7e-010 3.7e-006 9.5e-009 9.21e-001 1.424349884e+001 1.424349907e+001 1.6e-013 1.27
Interior-point optimizer terminated. Time: 1.27.
Optimizer terminated. Time: 1.31
solsta = 1, prosta = 1
Interior-point solution summary
Problem status : PRIMAL_AND_DUAL_FEASIBLE
Solution status : OPTIMAL
Primal. obj: 1.4243498836e+001 nrm: 4e+002 Viol. con: 4e-009 var: 0e+000
Dual. obj: 1.4243499074e+001 nrm: 8e+002 Viol. con: 0e+000 var: 2e-005
* End solution on dual form. *
Transforming to primal solution.
Solving took 1.35 seconds.
result packing took 39% of solve time
solution checking took 5.4% of solve time
Using solver 'mosek'
Solving for 1902 variables.
MOSEK warning 710: #1 (nearly) zero elements are specified in sparse col '' (6336) of matrix 'A'.
Number of Hessian non-zeros: 1954
* Solving exponential optimization problem on dual form. *
* The following log information refers to the solution of the dual problem. *
Problem
Name :
Objective sense : max
Type : GECO (general convex optimization problem)
Constraints : 1903
Cones : 0
Scalar variables : 6549
Matrix variables : 0
Integer variables : 0
Optimizer started.
Interior-point optimizer started.
Presolve started.
Linear dependency checker started.
Linear dependency checker terminated.
Eliminator started.
Freed constraints in eliminator : 548
Eliminator terminated.
Eliminator started.
Freed constraints in eliminator : 0
Eliminator terminated.
Eliminator - tries : 2 time : 0.00
Lin. dep. - tries : 1 time : 0.00
Lin. dep. - number : 0
Presolve terminated. Time: 0.02
Matrix reordering started.
Local matrix reordering started.
Local matrix reordering terminated.
Matrix reordering terminated.
Optimizer - threads : 2
Optimizer - solved problem : the primal
Optimizer - Constraints : 849
Optimizer - Cones : 0
Optimizer - Scalar variables : 3522 conic : 0
Optimizer - Semi-definite variables: 0 scalarized : 0
Factor - setup time : 0.01 dense det. time : 0.00
Factor - ML order time : 0.00 GP order time : 0.01
Factor - nonzeros before factor : 1.46e+004 after factor : 3.43e+004
Factor - dense dim. : 0 flops : 1.03e+006
Factor - GP saved nzs : 3.38e+004 GP saved flops : 1.05e+006
ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME
0 2.3e+003 2.9e+003 1.2e+005 0.00e+000 -1.222588320e+005 1.208560077e+002 1.0e+000 0.03
1 1.4e+003 1.8e+003 7.5e+004 -9.70e-001 -1.170841649e+005 3.976486798e+003 6.2e-001 0.05
2 5.7e+002 7.1e+002 3.0e+004 -9.46e-001 -1.038483420e+005 1.185472423e+004 2.4e-001 0.06
3 2.5e+002 3.1e+002 1.3e+004 -8.47e-001 -8.800689924e+004 1.662241147e+004 1.1e-001 0.06
4 1.8e+002 2.2e+002 9.4e+003 -6.48e-001 -8.119483369e+004 1.619741176e+004 7.7e-002 0.06
5 1.7e+002 2.1e+002 8.9e+003 -5.24e-001 -8.017733095e+004 1.591197301e+004 7.3e-002 0.08
6 6.2e+001 7.8e+001 3.3e+003 -5.02e-001 -5.309651934e+004 1.352115173e+004 2.7e-002 0.08
7 4.1e+001 5.1e+001 2.1e+003 -9.71e-003 -4.078549978e+004 1.163579100e+004 1.8e-002 0.09
8 1.4e+001 1.8e+001 7.5e+002 2.21e-001 -1.808997866e+004 6.328259165e+003 6.2e-003 0.11
9 6.4e+000 8.0e+000 3.4e+002 6.70e-001 -8.420006746e+003 3.523609328e+003 2.8e-003 0.11
10 3.5e+000 4.4e+000 1.9e+002 8.58e-001 -4.651579130e+003 2.083071125e+003 1.5e-003 0.13
11 1.1e+000 1.3e+000 5.8e+001 9.27e-001 -1.456679967e+003 6.825676446e+002 4.8e-004 0.13
12 9.1e-001 1.3e+000 4.8e+001 9.73e-001 -1.220905822e+003 5.899744556e+002 4.0e-004 0.14
13 6.9e-001 9.8e-001 3.7e+001 9.61e-001 -9.428529364e+002 4.436360171e+002 3.0e-004 0.16
14 3.4e-001 5.0e-001 1.8e+001 9.91e-001 -4.631656204e+002 2.308355610e+002 1.5e-004 0.16
15 1.5e-001 2.3e-001 8.0e+000 9.93e-001 -1.991455962e+002 1.040022890e+002 6.7e-005 0.17
16 7.9e-002 1.4e-001 4.3e+000 1.00e+000 -1.025991468e+002 5.925919524e+001 3.6e-005 0.17
17 3.8e-002 9.6e-002 2.1e+000 1.01e+000 -4.514566686e+001 3.285864431e+001 1.7e-005 0.17
18 1.9e-002 7.6e-002 1.0e+000 1.00e+000 -1.866683884e+001 2.003465078e+001 8.7e-006 0.19
19 1.7e-002 6.9e-002 9.6e-001 1.02e+000 -1.598980338e+001 2.018755841e+001 8.2e-006 0.20
20 7.5e-003 6.3e-002 4.2e-001 1.01e+000 -7.024393117e-001 1.481469052e+001 3.5e-006 0.20
21 3.2e-003 5.5e-002 1.8e-001 1.02e+000 6.210098664e+000 1.271678575e+001 1.5e-006 0.22
22 1.8e-003 4.9e-002 1.0e-001 1.02e+000 8.118520523e+000 1.191991683e+001 8.8e-007 0.22
23 5.8e-004 8.6e-002 3.3e-002 1.02e+000 9.951743852e+000 1.116740015e+001 2.9e-007 0.23
24 2.3e-004 8.6e-002 1.3e-002 1.02e+000 1.046016871e+001 1.093855548e+001 1.1e-007 0.27
25 8.8e-005 8.6e-002 5.2e-003 1.01e+000 1.066018841e+001 1.084698215e+001 4.5e-008 0.28
26 7.9e-005 7.8e-002 4.7e-003 1.01e+000 1.067492485e+001 1.084310056e+001 4.1e-008 0.30
27 7.1e-005 7.1e-002 4.2e-003 1.01e+000 1.068594428e+001 1.083724867e+001 3.6e-008 0.31
28 6.4e-005 6.5e-002 3.8e-003 1.01e+000 1.069600577e+001 1.083214808e+001 3.3e-008 0.33
29 5.8e-005 5.9e-002 3.4e-003 1.01e+000 1.070501243e+001 1.082751199e+001 3.0e-008 0.34
30 5.2e-005 5.4e-002 3.1e-003 1.01e+000 1.071310874e+001 1.082333561e+001 2.7e-008 0.34
31 4.7e-005 4.9e-002 2.8e-003 1.00e+000 1.072038071e+001 1.081956605e+001 2.4e-008 0.34
32 4.2e-005 4.5e-002 2.5e-003 1.00e+000 1.072691468e+001 1.081616604e+001 2.2e-008 0.36
33 3.8e-005 4.1e-002 2.2e-003 1.00e+000 1.073278600e+001 1.081309943e+001 1.9e-008 0.36
34 3.4e-005 3.8e-002 2.0e-003 1.00e+000 1.073806257e+001 1.081033429e+001 1.7e-008 0.38
35 3.1e-005 3.5e-002 1.8e-003 1.00e+000 1.074280497e+001 1.080784106e+001 1.6e-008 0.39
36 2.8e-005 3.2e-002 1.6e-003 1.00e+000 1.074706767e+001 1.080559327e+001 1.4e-008 0.39
37 2.5e-005 3.0e-002 1.5e-003 1.00e+000 1.075089945e+001 1.080356689e+001 1.3e-008 0.41
38 2.2e-005 2.8e-002 1.3e-003 1.00e+000 1.075434412e+001 1.080174018e+001 1.1e-008 0.41
39 2.0e-005 2.6e-002 1.2e-003 1.00e+000 1.075744097e+001 1.080009392e+001 1.0e-008 0.42
40 8.2e-006 1.0e-002 4.9e-004 1.00e+000 1.077379181e+001 1.079121211e+001 4.2e-009 0.44
41 7.4e-006 9.9e-003 4.4e-004 1.00e+000 1.077498752e+001 1.079066627e+001 3.8e-009 0.45
42 6.6e-006 9.7e-003 3.9e-004 1.00e+000 1.077600074e+001 1.079011143e+001 3.4e-009 0.45
43 6.0e-006 9.5e-003 3.5e-004 1.00e+000 1.077691379e+001 1.078961323e+001 3.1e-009 0.45
44 5.4e-006 9.3e-003 3.2e-004 1.00e+000 1.077773428e+001 1.078916368e+001 2.8e-009 0.47
45 4.8e-006 9.1e-003 2.9e-004 1.00e+000 1.077847231e+001 1.078875840e+001 2.5e-009 0.48
46 4.4e-006 9.0e-003 2.6e-004 1.00e+000 1.077913611e+001 1.078839348e+001 2.2e-009 0.50
47 3.9e-006 8.8e-003 2.3e-004 1.00e+000 1.077973327e+001 1.078806467e+001 2.0e-009 0.50
48 3.5e-006 8.7e-003 2.1e-004 1.00e+000 1.078027049e+001 1.078776851e+001 1.8e-009 0.52
49 3.2e-006 8.6e-003 1.9e-004 1.00e+000 1.078075381e+001 1.078750187e+001 1.6e-009 0.52
50 2.9e-006 8.5e-003 1.7e-004 1.00e+000 1.078118862e+001 1.078726192e+001 1.5e-009 0.53
51 2.6e-006 8.4e-003 1.5e-004 1.00e+000 1.078157986e+001 1.078704576e+001 1.3e-009 0.53
52 2.3e-006 8.3e-003 1.4e-004 1.00e+000 1.078193190e+001 1.078685112e+001 1.2e-009 0.55
53 2.1e-006 8.2e-003 1.2e-004 1.00e+000 1.078224864e+001 1.078667600e+001 1.1e-009 0.55
54 1.9e-006 8.2e-003 1.1e-004 1.00e+000 1.078253365e+001 1.078651839e+001 9.6e-010 0.56
55 1.7e-006 8.1e-003 1.0e-004 1.00e+000 1.078279014e+001 1.078637637e+001 8.7e-010 0.58
56 1.5e-006 8.1e-003 9.0e-005 1.00e+000 1.078302098e+001 1.078624838e+001 7.8e-010 0.58
57 1.4e-006 8.0e-003 8.1e-005 1.00e+000 1.078322868e+001 1.078613328e+001 7.0e-010 0.59
58 1.2e-006 8.0e-003 7.3e-005 1.00e+000 1.078341556e+001 1.078602979e+001 6.3e-010 0.61
59 1.1e-006 7.9e-003 6.6e-005 9.99e-001 1.078358373e+001 1.078593667e+001 5.7e-010 0.63
60 1.0e-006 7.9e-003 5.9e-005 1.00e+000 1.078373510e+001 1.078585272e+001 5.1e-010 0.63
61 9.0e-007 7.9e-003 5.3e-005 9.99e-001 1.078387128e+001 1.078577727e+001 4.6e-010 0.64
62 8.1e-007 7.8e-003 4.8e-005 1.00e+000 1.078399387e+001 1.078570925e+001 4.2e-010 0.66
63 7.3e-007 7.8e-003 4.3e-005 1.00e+000 1.078410421e+001 1.078564789e+001 3.7e-010 0.66
64 6.5e-007 7.8e-003 3.9e-005 1.00e+000 1.078420349e+001 1.078559277e+001 3.4e-010 0.69
65 5.9e-007 7.8e-003 3.5e-005 1.00e+000 1.078429284e+001 1.078554310e+001 3.0e-010 0.69
66 5.3e-007 7.7e-003 3.1e-005 1.00e+000 1.078437324e+001 1.078549843e+001 2.7e-010 0.69
67 4.8e-007 7.7e-003 2.8e-005 1.00e+000 1.078444575e+001 1.078545807e+001 2.5e-010 0.70
68 4.3e-007 7.7e-003 2.5e-005 1.00e+000 1.078451095e+001 1.078542180e+001 2.2e-010 0.72
69 3.9e-007 7.7e-003 2.3e-005 9.97e-001 1.078456949e+001 1.078538938e+001 2.0e-010 0.73
70 3.5e-007 7.7e-003 2.1e-005 9.96e-001 1.078462218e+001 1.078536021e+001 1.8e-010 0.73
71 3.1e-007 7.6e-003 1.9e-005 9.94e-001 1.078466958e+001 1.078533401e+001 1.6e-010 0.73
72 2.8e-007 7.6e-003 1.7e-005 9.96e-001 1.078471225e+001 1.078531034e+001 1.4e-010 0.75
73 2.5e-007 7.6e-003 1.5e-005 1.00e+000 1.078475067e+001 1.078528894e+001 1.3e-010 0.77
74 2.3e-007 7.6e-003 1.4e-005 1.00e+000 1.078478525e+001 1.078526969e+001 1.2e-010 0.78
75 2.1e-007 7.6e-003 1.2e-005 1.00e+000 1.078481637e+001 1.078525234e+001 1.1e-010 0.78
76 1.8e-007 6.8e-003 1.1e-005 1.02e+000 1.078484635e+001 1.078523539e+001 9.6e-011 0.78
77 1.7e-007 6.1e-003 9.8e-006 9.90e-001 1.078487133e+001 1.078522163e+001 8.6e-011 0.80
78 1.5e-007 5.5e-003 8.9e-006 1.01e+000 1.078489490e+001 1.078520835e+001 7.8e-011 0.83
79 1.3e-007 5.0e-003 8.0e-006 9.73e-001 1.078491499e+001 1.078519745e+001 7.0e-011 0.83
80 1.2e-007 4.5e-003 7.2e-006 9.77e-001 1.078493306e+001 1.078518757e+001 6.3e-011 0.84
81 1.1e-007 4.0e-003 6.5e-006 1.02e+000 1.078495091e+001 1.078517738e+001 5.7e-011 0.84
82 9.8e-008 3.6e-003 5.8e-006 9.78e-001 1.078496541e+001 1.078516947e+001 5.2e-011 0.86
83 8.8e-008 3.3e-003 5.2e-006 9.96e-001 1.078497849e+001 1.078516217e+001 4.6e-011 0.88
84 8.0e-008 2.9e-003 4.7e-006 9.98e-001 1.078499026e+001 1.078515560e+001 4.2e-011 0.89
85 7.2e-008 2.6e-003 4.2e-006 9.96e-001 1.078500087e+001 1.078514965e+001 3.8e-011 0.89
86 6.5e-008 2.4e-003 3.8e-006 9.60e-001 1.078501036e+001 1.078514455e+001 3.4e-011 0.89
87 5.8e-008 2.1e-003 3.4e-006 9.70e-001 1.078501891e+001 1.078513989e+001 3.1e-011 0.91
88 5.2e-008 1.9e-003 3.1e-006 9.81e-001 1.078502663e+001 1.078513558e+001 2.7e-011 0.92
89 4.7e-008 1.7e-003 2.8e-006 1.02e+000 1.078503407e+001 1.078513146e+001 2.5e-011 0.94
90 4.3e-008 1.6e-003 2.5e-006 1.02e+000 1.078504072e+001 1.078512765e+001 2.3e-011 0.94
91 3.8e-008 1.4e-003 2.3e-006 1.02e+000 1.078504664e+001 1.078512425e+001 2.0e-011 0.95
92 3.5e-008 1.3e-003 2.0e-006 1.07e+000 1.078505313e+001 1.078512035e+001 1.9e-011 0.95
93 3.1e-008 1.1e-003 1.8e-006 1.00e+000 1.078505744e+001 1.078511793e+001 1.7e-011 0.95
94 3.0e-008 1.0e-003 1.6e-006 1.12e+000 1.078506356e+001 1.078511377e+001 1.6e-011 0.97
95 5.9e-008 2.9e-004 4.7e-007 1.01e+000 1.078508676e+001 1.078510076e+001 4.5e-012 0.98
96 3.5e-008 1.7e-004 2.5e-007 1.00e+000 1.078509126e+001 1.078509881e+001 2.6e-012 1.00
97 8.1e-008 2.5e-005 1.4e-007 1.00e+000 1.078510070e+001 1.078509659e+001 3.8e-013 1.00
Interior-point optimizer terminated. Time: 1.00.
Optimizer terminated. Time: 1.05
solsta = 1, prosta = 1
Interior-point solution summary
Problem status : PRIMAL_AND_DUAL_FEASIBLE
Solution status : OPTIMAL
Primal. obj: 1.0785100699e+001 nrm: 1e+002 Viol. con: 1e-006 var: 0e+000
Dual. obj: 1.0785096591e+001 nrm: 8e+002 Viol. con: 0e+000 var: 1e-004
* End solution on dual form. *
Transforming to primal solution.
Solving took 1.07 seconds.
result packing took 9.8% of solve time
solution checking took 7.8% of solve time
Using solver 'mosek'
Solving for 1902 variables.
MOSEK warning 710: #1 (nearly) zero elements are specified in sparse col '' (6284) of matrix 'A'.
MOSEK warning 710: #1 (nearly) zero elements are specified in sparse col '' (6336) of matrix 'A'.
Number of Hessian non-zeros: 1954
* Solving exponential optimization problem on dual form. *
* The following log information refers to the solution of the dual problem. *
Problem
Name :
Objective sense : max
Type : GECO (general convex optimization problem)
Constraints : 1903
Cones : 0
Scalar variables : 6549
Matrix variables : 0
Integer variables : 0
Optimizer started.
Interior-point optimizer started.
Presolve started.
Linear dependency checker started.
Linear dependency checker terminated.
Eliminator started.
Freed constraints in eliminator : 548
Eliminator terminated.
Eliminator started.
Freed constraints in eliminator : 0
Eliminator terminated.
Eliminator - tries : 2 time : 0.00
Lin. dep. - tries : 1 time : 0.00
Lin. dep. - number : 0
Presolve terminated. Time: 0.03
Matrix reordering started.
Local matrix reordering started.
Local matrix reordering terminated.
Matrix reordering terminated.
Optimizer - threads : 2
Optimizer - solved problem : the primal
Optimizer - Constraints : 849
Optimizer - Cones : 0
Optimizer - Scalar variables : 3522 conic : 0
Optimizer - Semi-definite variables: 0 scalarized : 0
Factor - setup time : 0.01 dense det. time : 0.00
Factor - ML order time : 0.00 GP order time : 0.01
Factor - nonzeros before factor : 1.46e+004 after factor : 3.43e+004
Factor - dense dim. : 0 flops : 1.03e+006
Factor - GP saved nzs : 3.38e+004 GP saved flops : 1.05e+006
ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME
0 2.3e+003 2.9e+003 1.2e+005 0.00e+000 -1.219751967e+005 1.208560077e+002 1.0e+000 0.05
1 1.4e+003 1.8e+003 7.5e+004 -9.70e-001 -1.159705953e+005 4.812933638e+003 6.2e-001 0.06
2 5.8e+002 7.2e+002 3.1e+004 -9.47e-001 -1.026638562e+005 1.299677172e+004 2.5e-001 0.09
3 2.5e+002 3.1e+002 1.3e+004 -8.52e-001 -8.699479649e+004 1.759127428e+004 1.1e-001 0.09
4 1.9e+002 2.3e+002 9.8e+003 -6.52e-001 -8.101418479e+004 1.709972580e+004 8.0e-002 0.13
5 1.8e+002 2.2e+002 9.2e+003 -5.40e-001 -8.023358623e+004 1.656928417e+004 7.6e-002 0.13
6 6.6e+001 8.2e+001 3.5e+003 -5.18e-001 -5.413146947e+004 1.427142362e+004 2.9e-002 0.14
7 3.3e+001 4.0e+001 1.7e+003 -4.19e-002 -3.453057434e+004 1.078883730e+004 1.4e-002 0.14
8 1.3e+001 1.6e+001 6.8e+002 3.36e-001 -1.650622846e+004 5.954198609e+003 5.7e-003 0.14
9 5.3e+000 6.6e+000 2.8e+002 7.01e-001 -6.990172412e+003 2.911039453e+003 2.3e-003 0.17
10 2.5e+000 3.1e+000 1.3e+002 8.87e-001 -3.331016478e+003 1.490051949e+003 1.1e-003 0.17
11 1.7e+000 2.1e+000 8.8e+001 9.56e-001 -2.246286782e+003 1.013082697e+003 7.3e-004 0.19
12 9.6e-001 1.2e+000 5.1e+001 9.69e-001 -1.279109469e+003 6.028784950e+002 4.2e-004 0.19
13 8.5e-001 1.4e+000 4.5e+001 9.50e-001 -1.156237057e+003 5.278021038e+002 3.7e-004 0.20
14 3.6e-001 6.2e-001 1.9e+001 9.80e-001 -4.866180201e+002 2.350633774e+002 1.6e-004 0.23
15 1.7e-001 3.1e-001 9.3e+000 9.95e-001 -2.333319589e+002 1.187285455e+002 7.8e-005 0.23
16 6.6e-002 1.6e-001 3.6e+000 1.00e+000 -8.500731620e+001 4.947360047e+001 3.0e-005 0.23
17 4.4e-002 1.2e-001 2.4e+000 1.00e+000 -5.419683986e+001 3.586792968e+001 2.0e-005 0.23
18 2.2e-002 9.7e-002 1.2e+000 1.00e+000 -2.357329432e+001 2.124484168e+001 1.0e-005 0.25
19 1.9e-002 8.5e-002 1.0e+000 1.02e+000 -1.901564706e+001 2.013858181e+001 8.9e-006 0.28
20 8.5e-003 5.8e-002 4.7e-001 1.02e+000 -2.021572438e+000 1.526316776e+001 4.0e-006 0.28
21 2.6e-003 7.5e-002 1.5e-001 1.02e+000 6.852866102e+000 1.222948841e+001 1.2e-006 0.28
22 1.7e-003 5.6e-002 9.6e-002 1.02e+000 8.178150161e+000 1.167684668e+001 8.2e-007 0.30
23 6.8e-004 6.7e-002 3.9e-002 1.02e+000 9.680735727e+000 1.109946354e+001 3.3e-007 0.30
24 2.8e-004 7.3e-002 1.6e-002 1.02e+000 1.026553865e+001 1.085803624e+001 1.4e-007 0.33
25 1.3e-004 7.3e-002 7.3e-003 1.01e+000 1.048988752e+001 1.075300273e+001 6.3e-008 0.34
26 1.1e-004 6.6e-002 6.6e-003 1.01e+000 1.050973781e+001 1.074655782e+001 5.7e-008 0.34
27 1.0e-004 6.0e-002 5.9e-003 1.01e+000 1.052538045e+001 1.073842742e+001 5.1e-008 0.36
28 9.1e-005 5.5e-002 5.3e-003 1.01e+000 1.053974261e+001 1.073142860e+001 4.6e-008 0.36
29 8.2e-005 5.0e-002 4.8e-003 1.01e+000 1.055258296e+001 1.072505238e+001 4.2e-008 0.39
30 7.4e-005 4.6e-002 4.3e-003 1.01e+000 1.056411126e+001 1.071929526e+001 3.7e-008 0.39
31 6.7e-005 4.2e-002 3.9e-003 1.01e+000 1.057445297e+001 1.071408740e+001 3.4e-008 0.39
32 6.0e-005 3.9e-002 3.5e-003 1.01e+000 1.058373118e+001 1.070937701e+001 3.0e-008 0.41
33 5.4e-005 3.6e-002 3.1e-003 1.00e+000 1.059205516e+001 1.070511602e+001 2.7e-008 0.44
34 4.9e-005 3.3e-002 2.8e-003 1.00e+000 1.059952344e+001 1.070126177e+001 2.5e-008 0.44
35 4.4e-005 3.0e-002 2.5e-003 1.00e+000 1.060622459e+001 1.069777586e+001 2.2e-008 0.45
36 3.9e-005 2.8e-002 2.3e-003 1.00e+000 1.061223835e+001 1.069462399e+001 2.0e-008 0.45
37 3.5e-005 2.6e-002 2.1e-003 1.00e+000 1.061763636e+001 1.069177497e+001 1.8e-008 0.47
38 3.2e-005 2.4e-002 1.9e-003 1.00e+000 1.062248294e+001 1.068920084e+001 1.6e-008 0.48
39 2.9e-005 2.3e-002 1.7e-003 1.00e+000 1.062683544e+001 1.068687618e+001 1.4e-008 0.50
40 2.6e-005 2.1e-002 1.5e-003 1.00e+000 1.063074500e+001 1.068477726e+001 1.3e-008 0.50
41 2.3e-005 2.0e-002 1.4e-003 1.00e+000 1.063425739e+001 1.068288307e+001 1.2e-008 0.50
42 2.1e-005 1.9e-002 1.2e-003 1.00e+000 1.063741343e+001 1.068117377e+001 1.1e-008 0.52
43 1.9e-005 1.7e-002 1.1e-003 1.00e+000 1.064024975e+001 1.067963191e+001 9.5e-009 0.53
44 1.7e-005 1.7e-002 9.9e-004 1.00e+000 1.064279910e+001 1.067824128e+001 8.6e-009 0.55
45 1.5e-005 1.6e-002 8.9e-004 1.00e+000 1.064509082e+001 1.067698732e+001 7.7e-009 0.55
46 1.4e-005 1.5e-002 8.0e-004 1.00e+000 1.064715118e+001 1.067585684e+001 6.9e-009 0.55
47 1.2e-005 1.4e-002 7.2e-004 1.00e+000 1.064900373e+001 1.067483777e+001 6.2e-009 0.56
48 1.1e-005 1.3e-002 6.5e-004 1.00e+000 1.065066954e+001 1.067391953e+001 5.6e-009 0.58
49 1.0e-005 1.3e-002 5.8e-004 1.00e+000 1.065216753e+001 1.067309193e+001 5.1e-009 0.59
50 9.0e-006 1.2e-002 5.2e-004 1.00e+000 1.065351469e+001 1.067234619e+001 4.5e-009 0.59
51 8.1e-006 1.2e-002 4.7e-004 1.00e+000 1.065472623e+001 1.067167424e+001 4.1e-009 0.59
52 7.3e-006 1.1e-002 4.3e-004 1.00e+000 1.065581582e+001 1.067106879e+001 3.7e-009 0.61
53 6.6e-006 1.1e-002 3.8e-004 1.00e+000 1.065679575e+001 1.067052333e+001 3.3e-009 0.63
54 5.9e-006 1.1e-002 3.4e-004 1.00e+000 1.065767710e+001 1.067003186e+001 3.0e-009 0.64
55 5.3e-006 1.0e-002 3.1e-004 1.00e+000 1.065846980e+001 1.066958907e+001 2.7e-009 0.64
56 4.8e-006 1.0e-002 2.8e-004 1.00e+000 1.065918285e+001 1.066919010e+001 2.4e-009 0.66
57 4.3e-006 9.9e-003 2.5e-004 1.00e+000 1.065982429e+001 1.066883070e+001 2.2e-009 0.66
58 3.9e-006 9.7e-003 2.3e-004 1.00e+000 1.066040132e+001 1.066850711e+001 2.0e-009 0.67
59 3.5e-006 9.5e-003 2.0e-004 1.00e+000 1.066092050e+001 1.066821562e+001 1.8e-009 0.69
60 3.1e-006 9.3e-003 1.8e-004 1.00e+000 1.066138760e+001 1.066795323e+001 1.6e-009 0.69
61 2.8e-006 9.1e-003 1.6e-004 1.00e+000 1.066180792e+001 1.066771691e+001 1.4e-009 0.69
62 2.5e-006 9.0e-003 1.5e-004 1.00e+000 1.066218615e+001 1.066750416e+001 1.3e-009 0.70
63 2.3e-006 8.8e-003 1.3e-004 1.00e+000 1.066252648e+001 1.066731275e+001 1.2e-009 0.72
64 2.1e-006 8.7e-003 1.2e-004 1.00e+000 1.066283277e+001 1.066714038e+001 1.0e-009 0.73
65 1.9e-006 8.6e-003 1.1e-004 1.00e+000 1.066310841e+001 1.066698524e+001 9.4e-010 0.73
66 1.7e-006 8.5e-003 9.7e-005 1.00e+000 1.066335647e+001 1.066684568e+001 8.4e-010 0.73
67 1.5e-006 8.4e-003 8.8e-005 1.00e+000 1.066357976e+001 1.066671994e+001 7.6e-010 0.75
68 1.3e-006 8.3e-003 7.9e-005 1.00e+000 1.066378071e+001 1.066660683e+001 6.8e-010 0.77
69 1.2e-006 8.2e-003 7.1e-005 9.99e-001 1.066396156e+001 1.066650516e+001 6.1e-010 0.78
70 1.1e-006 8.2e-003 6.4e-005 1.00e+000 1.066412433e+001 1.066641364e+001 5.5e-010 0.78
71 9.8e-007 8.1e-003 5.7e-005 1.00e+000 1.066427085e+001 1.066633128e+001 5.0e-010 0.78
72 8.9e-007 8.1e-003 5.2e-005 1.00e+000 1.066440273e+001 1.066625713e+001 4.5e-010 0.80
73 8.0e-007 8.0e-003 4.7e-005 9.99e-001 1.066452143e+001 1.066619045e+001 4.0e-010 0.83
74 7.2e-007 8.0e-003 4.2e-005 1.00e+000 1.066462829e+001 1.066613034e+001 3.6e-010 0.83
75 6.5e-007 7.9e-003 3.8e-005 9.98e-001 1.066472444e+001 1.066607639e+001 3.3e-010 0.83
76 5.8e-007 7.9e-003 3.4e-005 9.99e-001 1.066481100e+001 1.066602782e+001 2.9e-010 0.84
77 5.2e-007 7.8e-003 3.1e-005 9.98e-001 1.066488889e+001 1.066598415e+001 2.6e-010 0.84
78 4.7e-007 7.8e-003 2.7e-005 9.99e-001 1.066495900e+001 1.066594482e+001 2.4e-010 0.88
79 4.2e-007 7.8e-003 2.5e-005 9.99e-001 1.066502212e+001 1.066590942e+001 2.1e-010 0.88
80 3.8e-007 7.7e-003 2.2e-005 1.00e+000 1.066507893e+001 1.066587751e+001 1.9e-010 0.88
81 3.4e-007 7.7e-003 2.0e-005 1.00e+000 1.066513006e+001 1.066584881e+001 1.7e-010 0.88
82 3.1e-007 7.7e-003 1.8e-005 9.99e-001 1.066517608e+001 1.066582300e+001 1.6e-010 0.89
83 2.8e-007 7.7e-003 1.6e-005 1.00e+000 1.066521752e+001 1.066579970e+001 1.4e-010 0.92
84 2.5e-007 7.6e-003 1.5e-005 9.94e-001 1.066525477e+001 1.066577890e+001 1.3e-010 0.92
85 2.3e-007 6.9e-003 1.3e-005 1.00e+000 1.066528860e+001 1.066575982e+001 1.1e-010 0.92
86 2.0e-007 6.2e-003 1.2e-005 1.00e+000 1.066531910e+001 1.066574275e+001 1.0e-010 0.92
87 1.8e-007 5.6e-003 1.1e-005 9.98e-001 1.066534622e+001 1.066572755e+001 9.2e-011 0.94
88 1.6e-007 5.0e-003 9.6e-006 1.00e+000 1.066537063e+001 1.066571382e+001 8.3e-011 0.97
89 1.5e-007 4.5e-003 8.6e-006 1.01e+000 1.066539333e+001 1.066570099e+001 7.5e-011 0.97
90 1.3e-007 4.1e-003 7.8e-006 9.91e-001 1.066541301e+001 1.066569002e+001 6.8e-011 0.97
91 1.2e-007 3.7e-003 7.0e-006 9.95e-001 1.066543073e+001 1.066568010e+001 6.1e-011 0.97
92 1.1e-007 3.3e-003 6.3e-006 9.96e-001 1.066544668e+001 1.066567117e+001 5.5e-011 0.98
93 9.7e-008 3.0e-003 5.7e-006 9.94e-001 1.066546104e+001 1.066566313e+001 4.9e-011 1.00
94 8.7e-008 2.7e-003 5.1e-006 1.00e+000 1.066547399e+001 1.066565583e+001 4.4e-011 1.02
95 7.9e-008 2.4e-003 4.6e-006 1.00e+000 1.066548576e+001 1.066564918e+001 4.0e-011 1.03
96 7.1e-008 2.2e-003 4.1e-006 1.01e+000 1.066549644e+001 1.066564314e+001 3.6e-011 1.03
97 6.4e-008 1.9e-003 3.7e-006 9.78e-001 1.066550580e+001 1.066563797e+001 3.2e-011 1.03
98 5.7e-008 1.7e-003 3.3e-006 1.01e+000 1.066551440e+001 1.066563312e+001 2.9e-011 1.05
99 5.2e-008 1.6e-003 3.0e-006 9.84e-001 1.066552197e+001 1.066562891e+001 2.6e-011 1.06
100 4.6e-008 1.4e-003 2.7e-006 9.87e-001 1.066552879e+001 1.066562510e+001 2.4e-011 1.08
101 4.2e-008 1.3e-003 2.4e-006 1.01e+000 1.066553526e+001 1.066562140e+001 2.1e-011 1.08
102 3.8e-008 1.1e-003 2.2e-006 1.02e+000 1.066554113e+001 1.066561803e+001 1.9e-011 1.08
103 3.4e-008 1.0e-003 2.0e-006 1.00e+000 1.066554605e+001 1.066561527e+001 1.8e-011 1.09
104 3.4e-008 9.3e-004 1.8e-006 1.05e+000 1.066555121e+001 1.066561304e+001 1.6e-011 1.11
105 3.1e-008 8.4e-004 1.6e-006 1.01e+000 1.066555527e+001 1.066561063e+001 1.5e-011 1.13
106 2.8e-008 7.5e-004 1.4e-006 9.86e-001 1.066555876e+001 1.066560863e+001 1.3e-011 1.13
107 2.5e-008 6.8e-004 1.3e-006 1.01e+000 1.066556202e+001 1.066560672e+001 1.2e-011 1.13
108 9.0e-009 7.8e-005 1.8e-007 1.00e+000 1.066558593e+001 1.066559218e+001 1.4e-012 1.14
109 7.7e-010 5.3e-006 1.2e-008 1.03e+000 1.066558996e+001 1.066559038e+001 7.9e-014 1.17
Interior-point optimizer terminated. Time: 1.17.
Optimizer terminated. Time: 1.20
solsta = 1, prosta = 1
Interior-point solution summary
Problem status : PRIMAL_AND_DUAL_FEASIBLE
Solution status : OPTIMAL
Primal. obj: 1.0665589959e+001 nrm: 5e+001 Viol. con: 1e-008 var: 0e+000
Dual. obj: 1.0665590376e+001 nrm: 8e+002 Viol. con: 0e+000 var: 4e-005
* End solution on dual form. *
Transforming to primal solution.
Solving took 1.22 seconds.
result packing took 7.7% of solve time
solution checking took 6% of solve time
Using solver 'mosek'
Solving for 1902 variables.
MOSEK warning 710: #1 (nearly) zero elements are specified in sparse col '' (6284) of matrix 'A'.
MOSEK warning 710: #1 (nearly) zero elements are specified in sparse col '' (6336) of matrix 'A'.
Number of Hessian non-zeros: 1954
* Solving exponential optimization problem on dual form. *
* The following log information refers to the solution of the dual problem. *
Problem
Name :
Objective sense : max
Type : GECO (general convex optimization problem)
Constraints : 1903
Cones : 0
Scalar variables : 6549
Matrix variables : 0
Integer variables : 0
Optimizer started.
Interior-point optimizer started.
Presolve started.
Linear dependency checker started.
Linear dependency checker terminated.
Eliminator started.
Freed constraints in eliminator : 548
Eliminator terminated.
Eliminator started.
Freed constraints in eliminator : 0
Eliminator terminated.
Eliminator - tries : 2 time : 0.00
Lin. dep. - tries : 1 time : 0.00
Lin. dep. - number : 0
Presolve terminated. Time: 0.01
Matrix reordering started.
Local matrix reordering started.
Local matrix reordering terminated.
Matrix reordering terminated.
Optimizer - threads : 2
Optimizer - solved problem : the primal
Optimizer - Constraints : 849
Optimizer - Cones : 0
Optimizer - Scalar variables : 3524 conic : 0
Optimizer - Semi-definite variables: 0 scalarized : 0
Factor - setup time : 0.03 dense det. time : 0.00
Factor - ML order time : 0.00 GP order time : 0.01
Factor - nonzeros before factor : 1.46e+004 after factor : 3.43e+004
Factor - dense dim. : 0 flops : 1.03e+006
Factor - GP saved nzs : 3.38e+004 GP saved flops : 1.05e+006
ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME
0 2.3e+003 2.9e+003 1.2e+005 0.00e+000 -1.219684514e+005 1.208560077e+002 1.0e+000 0.05
1 1.5e+003 1.8e+003 7.6e+004 -9.70e-001 -1.157691666e+005 5.022874802e+003 6.2e-001 0.05
2 5.8e+002 7.1e+002 3.0e+004 -9.47e-001 -1.016755141e+005 1.384528913e+004 2.5e-001 0.06
3 2.5e+002 3.1e+002 1.3e+004 -8.49e-001 -8.627176474e+004 1.807419359e+004 1.1e-001 0.06
4 1.8e+002 2.2e+002 9.4e+003 -6.48e-001 -7.976033647e+004 1.746404417e+004 7.7e-002 0.08
5 1.7e+002 2.1e+002 8.8e+003 -5.25e-001 -7.896265914e+004 1.689187157e+004 7.3e-002 0.08
6 6.5e+001 8.1e+001 3.4e+003 -5.02e-001 -5.344973730e+004 1.431657439e+004 2.8e-002 0.08
7 3.2e+001 4.0e+001 1.7e+003 -3.16e-002 -3.409874006e+004 1.070851637e+004 1.4e-002 0.09
8 1.3e+001 1.6e+001 6.6e+002 3.44e-001 -1.613728419e+004 5.763417712e+003 5.5e-003 0.09
9 5.3e+000 6.5e+000 2.8e+002 7.10e-001 -6.856435172e+003 3.035949812e+003 2.3e-003 0.11
10 1.7e+000 2.1e+000 9.0e+001 8.87e-001 -2.277984063e+003 1.050103280e+003 7.5e-004 0.11
11 1.3e+000 1.6e+000 6.8e+001 9.74e-001 -1.736836455e+003 7.845686916e+002 5.7e-004 0.11
12 8.7e-001 1.1e+000 4.6e+001 9.75e-001 -1.181412112e+003 5.450739231e+002 3.8e-004 0.13
13 6.1e-001 8.6e-001 3.2e+001 9.58e-001 -8.423635838e+002 3.783517948e+002 2.7e-004 0.13
14 2.5e-001 3.6e-001 1.4e+001 9.92e-001 -3.472464147e+002 1.653444852e+002 1.1e-004 0.14
15 1.1e-001 1.8e-001 5.9e+000 1.00e+000 -1.452404469e+002 7.740595215e+001 5.0e-005 0.14
16 5.6e-002 1.1e-001 3.1e+000 1.01e+000 -7.086059183e+001 4.415421663e+001 2.6e-005 0.16
17 2.3e-002 9.1e-002 1.2e+000 1.01e+000 -2.485453094e+001 2.208066954e+001 1.1e-005 0.16
18 2.2e-002 8.5e-002 1.2e+000 1.01e+000 -2.238612933e+001 2.213587450e+001 1.0e-005 0.17
19 1.6e-002 6.8e-002 8.7e-001 1.02e+000 -1.343987308e+001 1.902866583e+001 7.4e-006 0.17
20 5.7e-003 6.9e-002 3.2e-001 1.02e+000 1.989220264e+000 1.371924171e+001 2.7e-006 0.19
21 2.3e-003 5.9e-002 1.3e-001 1.02e+000 7.232035777e+000 1.201029388e+001 1.1e-006 0.19
22 1.5e-003 4.8e-002 8.3e-002 1.02e+000 8.480561010e+000 1.152818844e+001 7.1e-007 0.19
23 5.9e-004 6.9e-002 3.4e-002 1.02e+000 9.798138068e+000 1.103349365e+001 2.9e-007 0.20
24 2.6e-004 6.9e-002 1.5e-002 1.01e+000 1.028216421e+001 1.082191693e+001 1.3e-007 0.20
25 1.2e-004 6.8e-002 7.0e-003 1.01e+000 1.047812452e+001 1.072927689e+001 6.0e-008 0.22
26 1.1e-004 6.2e-002 6.3e-003 1.01e+000 1.049781567e+001 1.072398514e+001 5.4e-008 0.22
27 9.6e-005 5.7e-002 5.6e-003 1.01e+000 1.051257176e+001 1.071603618e+001 4.9e-008 0.23
28 8.7e-005 5.2e-002 5.1e-003 1.01e+000 1.052630956e+001 1.070937663e+001 4.4e-008 0.23
29 7.8e-005 4.8e-002 4.6e-003 1.01e+000 1.053856409e+001 1.070327980e+001 4.0e-008 0.25
30 7.0e-005 4.4e-002 4.1e-003 1.01e+000 1.054956817e+001 1.069777663e+001 3.6e-008 0.25
31 6.3e-005 4.0e-002 3.7e-003 1.01e+000 1.055943832e+001 1.069279667e+001 3.2e-008 0.27
32 5.7e-005 3.7e-002 3.3e-003 1.01e+000 1.056829402e+001 1.068829269e+001 2.9e-008 0.27
33 5.1e-005 3.4e-002 3.0e-003 1.00e+000 1.057623985e+001 1.068421922e+001 2.6e-008 0.28
34 4.6e-005 3.1e-002 2.7e-003 1.00e+000 1.058337008e+001 1.068053557e+001 2.3e-008 0.28
35 4.1e-005 2.9e-002 2.4e-003 1.00e+000 1.058976924e+001 1.067720523e+001 2.1e-008 0.28
36 3.7e-005 2.7e-002 2.2e-003 1.00e+000 1.059551319e+001 1.067419515e+001 1.9e-008 0.30
37 3.4e-005 2.5e-002 2.0e-003 1.00e+000 1.060067006e+001 1.067147517e+001 1.7e-008 0.30
38 3.0e-005 2.3e-002 1.8e-003 1.00e+000 1.060530095e+001 1.066901862e+001 1.5e-008 0.31
39 2.7e-005 2.2e-002 1.6e-003 1.00e+000 1.060946024e+001 1.066680044e+001 1.4e-008 0.31
40 2.4e-005 2.0e-002 1.4e-003 1.00e+000 1.061319665e+001 1.066479818e+001 1.2e-008 0.33
41 2.2e-005 1.9e-002 1.3e-003 1.00e+000 1.061655365e+001 1.066299128e+001 1.1e-008 0.33
42 2.0e-005 1.8e-002 1.2e-003 1.00e+000 1.061957019e+001 1.066136114e+001 1.0e-008 0.34
43 1.8e-005 1.7e-002 1.0e-003 1.00e+000 1.062228111e+001 1.065989045e+001 9.1e-009 0.34
44 1.6e-005 1.6e-002 9.4e-004 1.00e+000 1.062471771e+001 1.065856425e+001 8.2e-009 0.36
45 1.4e-005 1.5e-002 8.5e-004 1.00e+000 1.062690791e+001 1.065736829e+001 7.3e-009 0.36
46 1.3e-005 1.4e-002 7.6e-004 1.00e+000 1.062887685e+001 1.065628994e+001 6.6e-009 0.36
47 1.2e-005 1.4e-002 6.9e-004 1.00e+000 1.063064702e+001 1.065531767e+001 5.9e-009 0.38
48 7.1e-006 8.3e-003 4.1e-004 1.00e+000 1.063691282e+001 1.065180922e+001 3.6e-009 0.38
49 6.4e-006 8.1e-003 3.7e-004 1.00e+000 1.063789754e+001 1.065130406e+001 3.2e-009 0.39
50 5.7e-006 8.0e-003 3.4e-004 1.00e+000 1.063875839e+001 1.065082402e+001 2.9e-009 0.39
51 5.2e-006 8.0e-003 3.0e-004 1.00e+000 1.063953239e+001 1.065039135e+001 2.6e-009 0.41
52 4.6e-006 7.9e-003 2.7e-004 1.00e+000 1.064022831e+001 1.065000106e+001 2.4e-009 0.41
53 4.2e-006 7.9e-003 2.4e-004 1.00e+000 1.064085419e+001 1.064964955e+001 2.1e-009 0.41
54 3.8e-006 7.9e-003 2.2e-004 1.00e+000 1.064141714e+001 1.064933293e+001 1.9e-009 0.42
55 3.4e-006 7.9e-003 2.0e-004 1.00e+000 1.064192356e+001 1.064904772e+001 1.7e-009 0.42
56 3.0e-006 7.8e-003 1.8e-004 1.00e+000 1.064237914e+001 1.064879088e+001 1.5e-009 0.44
57 2.7e-006 7.8e-003 1.6e-004 1.00e+000 1.064278904e+001 1.064855949e+001 1.4e-009 0.44
58 2.5e-006 7.8e-003 1.4e-004 1.00e+000 1.064315782e+001 1.064835123e+001 1.3e-009 0.45
59 2.2e-006 7.8e-003 1.3e-004 1.00e+000 1.064348963e+001 1.064816373e+001 1.1e-009 0.45
60 2.0e-006 7.7e-003 1.2e-004 1.00e+000 1.064378820e+001 1.064799492e+001 1.0e-009 0.47
61 1.8e-006 7.7e-003 1.1e-004 9.99e-001 1.064405683e+001 1.064784307e+001 9.1e-010 0.47
62 1.6e-006 7.7e-003 9.5e-005 1.00e+000 1.064429861e+001 1.064770612e+001 8.2e-010 0.48
63 1.5e-006 7.7e-003 8.5e-005 1.00e+000 1.064451617e+001 1.064758292e+001 7.4e-010 0.48
64 1.3e-006 7.7e-003 7.7e-005 1.00e+000 1.064471196e+001 1.064747196e+001 6.7e-010 0.50
65 1.2e-006 7.7e-003 6.9e-005 1.00e+000 1.064488813e+001 1.064737217e+001 6.0e-010 0.50
66 1.1e-006 7.7e-003 6.2e-005 1.00e+000 1.064504667e+001 1.064728235e+001 5.4e-010 0.52
67 9.5e-007 7.6e-003 5.6e-005 9.99e-001 1.064518932e+001 1.064720160e+001 4.9e-010 0.52
68 8.6e-007 7.6e-003 5.0e-005 1.00e+000 1.064531773e+001 1.064712878e+001 4.4e-010 0.52
69 7.7e-007 7.6e-003 4.5e-005 1.00e+000 1.064543328e+001 1.064706328e+001 3.9e-010 0.53
70 7.0e-007 7.6e-003 4.1e-005 9.99e-001 1.064553727e+001 1.064700432e+001 3.5e-010 0.53
71 6.3e-007 7.6e-003 3.7e-005 1.00e+000 1.064563087e+001 1.064695117e+001 3.2e-010 0.55
72 5.6e-007 7.6e-003 3.3e-005 9.99e-001 1.064571509e+001 1.064690344e+001 2.9e-010 0.55
73 5.1e-007 7.6e-003 3.0e-005 1.00e+000 1.064579094e+001 1.064686028e+001 2.6e-010 0.56
74 4.6e-007 7.6e-003 2.7e-005 1.00e+000 1.064585917e+001 1.064682151e+001 2.3e-010 0.56
75 4.1e-007 7.6e-003 2.4e-005 9.99e-001 1.064592055e+001 1.064678671e+001 2.1e-010 0.58
76 3.7e-007 7.6e-003 2.2e-005 9.99e-001 1.064597579e+001 1.064675539e+001 1.9e-010 0.58
77 3.3e-007 7.6e-003 2.0e-005 1.00e+000 1.064602551e+001 1.064672716e+001 1.7e-010 0.58
78 3.0e-007 7.6e-003 1.8e-005 1.00e+000 1.064607028e+001 1.064670168e+001 1.5e-010 0.59
79 2.7e-007 7.5e-003 1.6e-005 1.00e+000 1.064611055e+001 1.064667881e+001 1.4e-010 0.59
80 2.4e-007 7.5e-003 1.4e-005 1.00e+000 1.064614680e+001 1.064665819e+001 1.2e-010 0.61
81 2.2e-007 7.5e-003 1.3e-005 9.98e-001 1.064617941e+001 1.064663971e+001 1.1e-010 0.61
82 2.0e-007 7.5e-003 1.2e-005 9.98e-001 1.064620876e+001 1.064662307e+001 1.0e-010 0.63
83 1.8e-007 7.5e-003 1.0e-005 9.99e-001 1.064623517e+001 1.064660806e+001 9.0e-011 0.63
84 1.6e-007 7.5e-003 9.3e-006 1.00e+000 1.064625895e+001 1.064659453e+001 8.1e-011 0.64
85 1.4e-007 7.5e-003 8.4e-006 9.97e-001 1.064628034e+001 1.064658241e+001 7.3e-011 0.64
86 1.3e-007 7.5e-003 7.6e-006 9.91e-001 1.064629958e+001 1.064657155e+001 6.6e-011 0.66
87 1.2e-007 7.5e-003 6.8e-006 9.98e-001 1.064631690e+001 1.064656171e+001 5.9e-011 0.66
88 1.0e-007 7.5e-003 6.1e-006 9.95e-001 1.064633249e+001 1.064655286e+001 5.3e-011 0.66
89 9.4e-008 6.7e-003 5.5e-006 1.01e+000 1.064634681e+001 1.064654466e+001 4.8e-011 0.67
90 8.5e-008 6.0e-003 5.0e-006 9.93e-001 1.064635940e+001 1.064653753e+001 4.3e-011 0.67
91 7.6e-008 5.4e-003 4.5e-006 9.92e-001 1.064637074e+001 1.064653111e+001 3.9e-011 0.69
92 6.9e-008 4.9e-003 4.0e-006 9.93e-001 1.064638095e+001 1.064652532e+001 3.5e-011 0.69
93 6.2e-008 4.4e-003 3.6e-006 9.91e-001 1.064639013e+001 1.064652012e+001 3.1e-011 0.70
94 5.6e-008 4.0e-003 3.3e-006 1.00e+000 1.064639840e+001 1.064651538e+001 2.8e-011 0.70
95 5.0e-008 3.6e-003 2.9e-006 1.01e+000 1.064640603e+001 1.064651100e+001 2.6e-011 0.72
96 4.5e-008 3.2e-003 2.6e-006 1.02e+000 1.064641336e+001 1.064650672e+001 2.3e-011 0.72
97 4.0e-008 2.9e-003 2.4e-006 1.01e+000 1.064641960e+001 1.064650312e+001 2.1e-011 0.73
98 3.6e-008 2.6e-003 2.1e-006 1.00e+000 1.064642495e+001 1.064650007e+001 1.9e-011 0.73
99 3.3e-008 2.3e-003 1.9e-006 9.86e-001 1.064642975e+001 1.064649727e+001 1.7e-011 0.73
100 3.0e-008 2.1e-003 1.7e-006 9.84e-001 1.064643405e+001 1.064649486e+001 1.5e-011 0.75
101 2.7e-008 1.9e-003 1.6e-006 1.00e+000 1.064643793e+001 1.064649267e+001 1.4e-011 0.75
102 2.4e-008 1.7e-003 1.4e-006 9.95e-001 1.064644142e+001 1.064649069e+001 1.2e-011 0.77
103 2.2e-008 1.5e-003 1.3e-006 9.48e-001 1.064644454e+001 1.064648898e+001 1.1e-011 0.77
104 1.9e-008 1.4e-003 1.1e-006 9.59e-001 1.064644736e+001 1.064648745e+001 1.0e-011 0.78
105 1.7e-008 1.2e-003 1.0e-006 9.19e-001 1.064644988e+001 1.064648608e+001 9.1e-012 0.78
106 7.6e-008 1.1e-003 9.2e-007 8.77e-001 1.064645175e+001 1.064648687e+001 8.2e-012 0.80
107 1.3e-007 1.0e-003 8.3e-007 9.93e-001 1.064645389e+001 1.064648518e+001 7.3e-012 0.80
108 1.2e-007 9.1e-004 7.5e-007 1.03e+000 1.064645605e+001 1.064648374e+001 6.7e-012 0.81
109 1.1e-007 8.2e-004 6.7e-007 8.73e-001 1.064645772e+001 1.064648272e+001 6.0e-012 0.81
110 9.7e-008 7.3e-004 6.0e-007 1.16e+000 1.064646036e+001 1.064648051e+001 5.9e-012 0.83
111 8.8e-008 6.6e-004 5.4e-007 8.59e-001 1.064646163e+001 1.064647955e+001 5.3e-012 0.83
112 7.9e-008 5.9e-004 4.9e-007 2.10e+000 1.064646273e+001 1.064647901e+001 4.8e-012 0.84
113 7.1e-008 5.3e-004 4.4e-007 1.46e+000 1.064646378e+001 1.064647811e+001 4.3e-012 0.84
114 6.4e-008 4.8e-004 4.0e-007 1.01e+000 1.064646469e+001 1.064647770e+001 3.9e-012 0.86
115 5.8e-008 4.3e-004 3.6e-007 8.14e-001 1.064646552e+001 1.064647710e+001 3.5e-012 0.86
116 5.2e-008 3.9e-004 3.2e-007 2.23e+000 1.064646620e+001 1.064647693e+001 3.1e-012 0.88
117 1.1e-006 3.7e-004 3.0e-007 8.45e-001 1.064646636e+001 1.064647772e+001 2.9e-012 0.89
118 9.8e-007 3.3e-004 2.7e-007 9.73e-001 1.064646701e+001 1.064647685e+001 2.6e-012 0.89
119 8.8e-007 3.0e-004 2.5e-007 1.07e+000 1.064646777e+001 1.064647631e+001 2.4e-012 0.91
120 8.2e-007 2.7e-004 1.2e-007 1.00e+000 1.064647190e+001 1.064647596e+001 2.2e-012 0.92
121 7.4e-007 2.4e-004 1.1e-007 9.97e-001 1.064647197e+001 1.064647560e+001 2.0e-012 0.94
122 7.5e-007 2.4e-004 1.1e-007 1.01e+000 1.064647195e+001 1.064647555e+001 2.0e-012 0.94
123 6.7e-007 2.2e-004 9.6e-008 1.06e+000 1.064647171e+001 1.064647444e+001 1.8e-012 0.95
124 6.8e-007 2.2e-004 9.6e-008 1.00e+000 1.064647171e+001 1.064647443e+001 1.7e-012 0.97
125 6.7e-007 2.2e-004 9.4e-008 1.07e+000 1.064647165e+001 1.064647404e+001 1.7e-012 1.00
126 6.2e-007 2.0e-004 8.8e-008 2.32e+000 1.064647165e+001 1.064647343e+001 1.5e-012 1.00
127 5.6e-007 1.8e-004 7.9e-008 9.97e-001 1.064647177e+001 1.064647337e+001 1.3e-012 1.01
128 5.0e-007 1.6e-004 7.0e-008 1.00e+000 1.064647190e+001 1.064647332e+001 1.2e-012 1.01
129 4.5e-007 1.5e-004 6.3e-008 3.67e+000 1.064647195e+001 1.064647351e+001 1.0e-012 1.01
130 4.0e-007 1.3e-004 6.1e-008 1.00e+000 1.064647195e+001 1.064647344e+001 9.4e-013 1.03
Interior-point optimizer terminated. Time: 1.03.
Optimizer terminated. Time: 1.05
solsta = 1, prosta = 1
Interior-point solution summary
Problem status : PRIMAL_AND_DUAL_FEASIBLE
Solution status : OPTIMAL
Primal. obj: 1.0646471946e+001 nrm: 4e+001 Viol. con: 5e-006 var: 0e+000
Dual. obj: 1.0646473438e+001 nrm: 8e+002 Viol. con: 0e+000 var: 6e-004
* End solution on dual form. *
Transforming to primal solution.
Solving took 1.07 seconds.
result packing took 9.4% of solve time
solution checking took 7.9% of solve time
Solving took 6 GP solves and 10.5 seconds.
Warning: Constraint [W_{avg}_Mission/CruiseSegment/CruiseP/AircraftP.1_(1, 0)*x_{CG}_Mission/CruiseSegment/CruiseP/Aircra... >= 0.225*W_{ht}_Mission/Aircraft/HorizontalTail*x_{CG_{ht}}_Mission/Aircraft/HorizontalTail/HorizontalT...] is not tight because the left hand side evaluated to 2442869.35507 force_pound * meter but the right hand side evaluated to 2402169.96483 force_pound * meter (Allowable error: 0.1%, Actual error: 1.7%)
Warning: Constraint [W_{pass}_Mission/Aircraft/Fuselage_(0,) [lbf]... >= W_{avg. pass}_Mission/Aircraft/Fuselage*n_{pass}_Mission/Aircraft/Fuselage_(0,) [lbf]...] is not tight because the left hand side evaluated to 32774.7149554 force_pound but the right hand side evaluated to 32399.9999961 force_pound (Allowable error: 0.1%, Actual error: 1.2%)
Warning: Constraint [0.0417*S_Mission/Aircraft/Wing/WingNoStruct**-1*\tan(\Lambda)_Mission/Aircraft/Wing/WingNoStruct*b_M... >= \Delta x_{AC_{wing}}_Mission/Aircraft/Wing [m]...] is not tight because the left hand side evaluated to 2.2151011672 meter but the right hand side evaluated to 2.13432822777 meter (Allowable error: 0.1%, Actual error: 3.6%)
Warning: Constraint [-C_{p_{fuel}_Mission/Aircraft/Engine/Combustor*T_{t_f}_Mission/Aircraft/Engine/Combustor*f_Mission/A... <= \eta_{B}_Mission/Aircraft/Engine/Combustor*f_Mission/Aircraft/Engine/EnginePerformance/CombustorPerf...] is not tight because the left hand side evaluated to 1249362.5565 joule / kilogram but the right hand side evaluated to 1.61743424283 megajoule / kilogram (Allowable error: 0.1%, Actual error: 14%)
Warning: Constraint [-C_{p_{fuel}_Mission/Aircraft/Engine/Combustor*T_{t_f}_Mission/Aircraft/Engine/Combustor*f_Mission/A... <= \eta_{B}_Mission/Aircraft/Engine/Combustor*f_Mission/Aircraft/Engine/EnginePerformance/CombustorPerf...] is not tight because the left hand side evaluated to 671452.484584 joule / kilogram but the right hand side evaluated to 0.674669818103 megajoule / kilogram (Allowable error: 0.1%, Actual error: 0.21%)
Warning: Constraint [W_{lg}_Mission/Aircraft/LandingGear*x_{CG_{lg}}_Mission/Aircraft/LandingGear [N*m]... >= W_{mg}_Mission/Aircraft/LandingGear*x_m_Mission/Aircraft/LandingGear + W_{ng}_Mission/Aircraft/Landi...] is not tight because the left hand side evaluated to 272621.795252 meter * newton but the right hand side evaluated to 263810.5662 meter * newton (Allowable error: 1.0%, Actual error: 3.3%)
Warning: Constraint [x_m_Mission/Aircraft/LandingGear [m]... >= x_{wing}_Mission/Aircraft/Fuselage [m]...] is not tight because the left hand side evaluated to 18.5188076683 meter but the right hand side evaluated to 16.3863531172 meter (Allowable error: 0.1%, Actual error: 13%)
Warning: Constraint [C_{L_{ht}}_Mission/ClimbSegment/ClimbP/AircraftP/HorizontalTailPerformance_(0, 0)*C_{L}_Mission/Clim... >= mac_Mission/Aircraft/Wing/WingNoStruct**-1*x_{AC}_Mission/ClimbSegment/ClimbP/AircraftP_(0, 0)...] is not tight because the left hand side evaluated to 10.9083857487 but the right hand side evaluated to 4.81753344832 (Allowable error: 0.1%, Actual error: 56%)
Warning: Constraint [C_{L_{ht}}_Mission/ClimbSegment/ClimbP/AircraftP/HorizontalTailPerformance_(1, 0)*C_{L}_Mission/Clim... >= mac_Mission/Aircraft/Wing/WingNoStruct**-1*x_{AC}_Mission/ClimbSegment/ClimbP/AircraftP_(1, 0)...] is not tight because the left hand side evaluated to 10.050294454 but the right hand side evaluated to 4.81753342478 (Allowable error: 0.1%, Actual error: 52%)
Warning: Constraint [C_{L_{ht}}_Mission/ClimbSegment/ClimbP/AircraftP/HorizontalTailPerformance_(2, 0)*C_{L}_Mission/Clim... >= mac_Mission/Aircraft/Wing/WingNoStruct**-1*x_{AC}_Mission/ClimbSegment/ClimbP/AircraftP_(2, 0)...] is not tight because the left hand side evaluated to 8.15397595727 but the right hand side evaluated to 4.81753345372 (Allowable error: 0.1%, Actual error: 41%)
Warning: Constraint [0.25*\Delta x_{AC_{wing}}_Mission/Aircraft/Wing + x_{NP}_Mission/CruiseSegment/CruiseP/AircraftP.1_(... >= x_{AC}_Mission/CruiseSegment/CruiseP/AircraftP.1_(0, 0) [m]...] is not tight because the left hand side evaluated to 18.4376186266 meter but the right hand side evaluated to 18.2294859272 meter (Allowable error: 0.1%, Actual error: 1.1%)
Warning: Constraint [0.25*\Delta x_{AC_{wing}}_Mission/Aircraft/Wing + x_{NP}_Mission/CruiseSegment/CruiseP/AircraftP.1_(... >= x_{AC}_Mission/CruiseSegment/CruiseP/AircraftP.1_(1, 0) [m]...] is not tight because the left hand side evaluated to 18.4376186266 meter but the right hand side evaluated to 18.3277667021 meter (Allowable error: 0.1%, Actual error: 0.6%)
Warning: Constraint [SM_Mission/CruiseSegment/CruiseP/AircraftP.1_(0, 0) + mac_Mission/Aircraft/Wing/WingNoStruct**-1*x_{... <= mac_Mission/Aircraft/Wing/WingNoStruct**-1*x_{AC}_Mission/CruiseSegment/CruiseP/AircraftP.1_(0, 0)...] is not tight because the left hand side evaluated to 4.66374485093 but the right hand side evaluated to 4.76328510918 (Allowable error: 0.1%, Actual error: 2.1%)
Warning: Constraint [SM_Mission/CruiseSegment/CruiseP/AircraftP.1_(1, 0) + mac_Mission/Aircraft/Wing/WingNoStruct**-1*x_{... <= mac_Mission/Aircraft/Wing/WingNoStruct**-1*x_{AC}_Mission/CruiseSegment/CruiseP/AircraftP.1_(1, 0)...] is not tight because the left hand side evaluated to 4.73470511244 but the right hand side evaluated to 4.78896544673 (Allowable error: 0.1%, Actual error: 1.1%)
Warning: Constraint [C_{L_{ht}}_Mission/CruiseSegment/CruiseP/AircraftP.1/HorizontalTailPerformance.1_(0, 0)*C_{L}_Missio... >= mac_Mission/Aircraft/Wing/WingNoStruct**-1*x_{AC}_Mission/CruiseSegment/CruiseP/AircraftP.1_(0, 0)...] is not tight because the left hand side evaluated to 7.60592248006 but the right hand side evaluated to 4.76328510918 (Allowable error: 0.1%, Actual error: 37%)
Warning: Constraint [C_{L_{ht}}_Mission/CruiseSegment/CruiseP/AircraftP.1/HorizontalTailPerformance.1_(1, 0)*C_{L}_Missio... >= mac_Mission/Aircraft/Wing/WingNoStruct**-1*x_{AC}_Mission/CruiseSegment/CruiseP/AircraftP.1_(1, 0)...] is not tight because the left hand side evaluated to 7.60343022305 but the right hand side evaluated to 4.78896544673 (Allowable error: 0.1%, Actual error: 37%)
Solves with these variables bounded:
value near lower bound: CruiseAlt_Mission
value near upper bound: A_{tri}_Mission/Aircraft/Wing/WingNoStruct, ClimbDistance_Mission, \bar{A}_{fuel, max}_Mission/Aircraft/Wing/WingNoStruct, MaxClimbDistance_Mission, TotalTime_Mission
Checking for relaxed constants...
WEIGHT DIFFERENCES
Total Fuel Weight Percent Diff: [-6.68697112]
Total Aircraft Weight Percent Diff: [-4.4786989]
Engine Weight Percent Diff: -6.38910262417
Fuselage Weight Percent Diff: -10.4334140053
Payload Weight Percent Diff: [-0.0400356]
VT Weight Percent Diff: -24.5909387221
HT Weight Percent Diff: -85.2569656752
Wing Weight Percent Diff: 0.63397074928
WING DIFFERENCES
Wing Span Percent Diff: 0.921607288898
Wing Area Percent Diff: -7.00706768133
HORIZONTAL TAIL DIFFERENCES
HT Area Percent Diff: -55.2605400938
VERTICAL TAIL DIFFERENCES
VT Span Percent Diff: -16.3498005904
VT Area Percent Diff: -30.0414827614
CRUISE SEGMENT 1 DRAG DIFFERENCES
Overall Cd Percent Diff: [-0.2057585]
Nacelle Cd Percent Diff: [ 25.20588707]
HT Cd Percent Diff: [-64.05929449] dimensionless
Fuselage Cd Percent Diff: [ 45.32349081]
VT Cd Percent Diff: [ 60.65402764] dimensionless
Induced Drag Cd Percent Diff: [ 0.48606566]
Wing Profile Cd Percent Diff: [-15.87618764]
CRUISE SEGMENT 1 TSFC DIFFERENCES
Initial Cruise TSFC Percent Diff: [ 2.22556182]
FUSELAGE DIFFERENCES
Fan Propulsive Efficiency in Cruise Segment 1
---------------------
0.791364845657
Running tests...
----------------------------------------------------------------------
.
----------------------------------------------------------------------
Ran 1 test in 16.947s
OK
Generating XML reports...
Cloning into 'solar'...
Requirement already satisfied: pandas in c:\anaconda2\lib\site-packages
Requirement already satisfied: python-dateutil in c:\anaconda2\lib\site-packages (from pandas)
Requirement already satisfied: pytz>=2011k in c:\anaconda2\lib\site-packages (from pandas)
Requirement already satisfied: numpy>=1.7.0 in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from pandas)
Requirement already satisfied: six>=1.5 in c:\anaconda2\lib\site-packages (from python-dateutil->pandas)
Collecting git+https://github.com/convexengineering/gpfit.git
Cloning https://github.com/convexengineering/gpfit.git to c:\users\jenkins\appdata\local\temp\pip-9nca8o-build
Requirement already satisfied (use --upgrade to upgrade): gpfit==0.1 from git+https://github.com/convexengineering/gpfit.git in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages
Requirement already satisfied: numpy in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from gpfit==0.1)
Requirement already satisfied: scipy in c:\anaconda2\lib\site-packages (from gpfit==0.1)
Requirement already satisfied: gpkit in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit (from gpfit==0.1)
Requirement already satisfied: pint>=0.7 in c:\anaconda2\lib\site-packages (from gpkit->gpfit==0.1)
Collecting git+https://github.com/convexengineering/gassolar.git
Cloning https://github.com/convexengineering/gassolar.git to c:\users\jenkins\appdata\local\temp\pip-liubqk-build
Requirement already satisfied (use --upgrade to upgrade): gassolar==0.0.0.0 from git+https://github.com/convexengineering/gassolar.git in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages
Requirement already satisfied: numpy in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from gassolar==0.0.0.0)
Requirement already satisfied: scipy in c:\anaconda2\lib\site-packages (from gassolar==0.0.0.0)
Requirement already satisfied: gpkit in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit (from gassolar==0.0.0.0)
Requirement already satisfied: pandas in c:\anaconda2\lib\site-packages (from gassolar==0.0.0.0)
Requirement already satisfied: gpfit in c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from gassolar==0.0.0.0)
Requirement already satisfied: pint>=0.7 in c:\anaconda2\lib\site-packages (from gpkit->gassolar==0.0.0.0)
Requirement already satisfied: python-dateutil in c:\anaconda2\lib\site-packages (from pandas->gassolar==0.0.0.0)
Requirement already satisfied: pytz>=2011k in c:\anaconda2\lib\site-packages (from pandas->gassolar==0.0.0.0)
Requirement already satisfied: six>=1.5 in c:\anaconda2\lib\site-packages (from python-dateutil->pandas->gassolar==0.0.0.0)
Running tests...
----------------------------------------------------------------------
EEEEEE
======================================================================
ERROR [0.965s]: test_solar_season_py_mosek (gpkit.tests.from_paths.TestFiles)
----------------------------------------------------------------------
Traceback (most recent call last):
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\helpers.py", line 62, in test
testfn(name, import_dict, path)(self)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 50, in <lambda>
lambda self: getattr(self, name)())) # pylint:disable=undefined-variable
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 36, in test_fn
mod = __import__(os.path.basename(path)[:-3])
File "season.py", line 6, in <module>
File "solar.py", line 15, in <module>
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkitmodels\GP\aircraft\wing\boxspar.py", line 3, in <module>
from sparloading import ChordSparL
ImportError: cannot import name ChordSparL
======================================================================
ERROR [0.008s]: test_solar_season_py_mosek_cli (gpkit.tests.from_paths.TestFiles)
----------------------------------------------------------------------
Traceback (most recent call last):
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\helpers.py", line 62, in test
testfn(name, import_dict, path)(self)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 50, in <lambda>
lambda self: getattr(self, name)())) # pylint:disable=undefined-variable
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 36, in test_fn
mod = __import__(os.path.basename(path)[:-3])
File "season.py", line 6, in <module>
File "solar.py", line 15, in <module>
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkitmodels\GP\aircraft\wing\boxspar.py", line 3, in <module>
from sparloading import ChordSparL
ImportError: cannot import name ChordSparL
======================================================================
ERROR [0.016s]: test_solar_sens_chart_py_mosek (gpkit.tests.from_paths.TestFiles)
----------------------------------------------------------------------
Traceback (most recent call last):
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\helpers.py", line 62, in test
testfn(name, import_dict, path)(self)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 50, in <lambda>
lambda self: getattr(self, name)())) # pylint:disable=undefined-variable
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 36, in test_fn
mod = __import__(os.path.basename(path)[:-3])
File "sens_chart.py", line 6, in <module>
File "solar.py", line 15, in <module>
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkitmodels\GP\aircraft\wing\boxspar.py", line 3, in <module>
from sparloading import ChordSparL
ImportError: cannot import name ChordSparL
======================================================================
ERROR [0.007s]: test_solar_sens_chart_py_mosek_cli (gpkit.tests.from_paths.TestFiles)
----------------------------------------------------------------------
Traceback (most recent call last):
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\helpers.py", line 62, in test
testfn(name, import_dict, pathadding test for 'solar/solar.py'
adding test for 'solar/sens_chart.py'
adding test for 'solar/season.py'
)(self)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 50, in <lambda>
lambda self: getattr(self, name)())) # pylint:disable=undefined-variable
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 36, in test_fn
mod = __import__(os.path.basename(path)[:-3])
File "sens_chart.py", line 6, in <module>
File "solar.py", line 15, in <module>
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkitmodels\GP\aircraft\wing\boxspar.py", line 3, in <module>
from sparloading import ChordSparL
ImportError: cannot import name ChordSparL
======================================================================
ERROR [0.005s]: test_solar_solar_py_mosek (gpkit.tests.from_paths.TestFiles)
----------------------------------------------------------------------
Traceback (most recent call last):
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\helpers.py", line 62, in test
testfn(name, import_dict, path)(self)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 50, in <lambda>
lambda self: getattr(self, name)())) # pylint:disable=undefined-variable
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 36, in test_fn
mod = __import__(os.path.basename(path)[:-3])
File "solar.py", line 15, in <module>
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkitmodels\GP\aircraft\wing\boxspar.py", line 3, in <module>
from sparloading import ChordSparL
ImportError: cannot import name ChordSparL
======================================================================
ERROR [0.005s]: test_solar_solar_py_mosek_cli (gpkit.tests.from_paths.TestFiles)
----------------------------------------------------------------------
Traceback (most recent call last):
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\helpers.py", line 62, in test
testfn(name, import_dict, path)(self)
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 50, in <lambda>
lambda self: getattr(self, name)())) # pylint:disable=undefined-variable
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 36, in test_fn
mod = __import__(os.path.basename(path)[:-3])
File "solar.py", line 15, in <module>
File "c:\users\jenkins\workspace\gplibrary_pr_models\buildnode\windows10x64\optimizer\mosek\gpkitmodels\GP\aircraft\wing\boxspar.py", line 3, in <module>
from sparloading import ChordSparL
ImportError: cannot import name ChordSparL
----------------------------------------------------------------------
Ran 6 tests in 1.006s
FAILED (errors=6)
Generating XML reports...
USING LOCAL DIRECTORY AS GPKITMODELS DIRECTORY
calling ['pip', 'install', '--no-cache-dir', '--no-deps', '-e', '.']
attempt 1
calling ['git', 'clone', '--depth', '1', '-b', 'master', 'https://github.com/convexengineering/shopping.git']
attempt 1
SETTINGS
defaultdict(<type 'str'>, {})
calling ['git', 'clone', '--depth', '1', '-b', 'master', 'https://github.com/convexengineering/gassolar.git']
attempt 1
SETTINGS
defaultdict(<type 'str'>, {'skipsolvers': 'cvxopt', 'pip install': 'pandas, git+https://github.com/hoburg/gpfit.git', 'gpkit-models branch': 'master'})
calling ['pip', 'install', 'pandas']
attempt 1
calling ['pip', 'install', 'git+https://github.com/hoburg/gpfit.git']
attempt 1
calling ['pip', 'install', '.']
attempt 1
calling ['git', 'clone', '--depth', '1', '-b', 'master', 'https://github.com/convexengineering/jho.git']
attempt 1
SETTINGS
defaultdict(<type 'str'>, {'skipsolvers': 'cvxopt', 'pip install': 'pandas, git+https://github.com/hoburg/gpfit.git', 'gpkit-models branch': 'master'})
calling ['pip', 'install', 'pandas']
attempt 1
calling ['pip', 'install', 'git+https://github.com/hoburg/gpfit.git']
attempt 1
calling ['git', 'clone', '--depth', '1', '-b', 'master', 'https://github.com/convexengineering/turbofan.git']
attempt 1
SETTINGS
defaultdict(<type 'str'>, {'skipsolvers': 'cvxopt, mosek_cli', 'gpkit-models branch': 'master'})
calling ['pip', 'install', '.']
attempt 1
calling ['git', 'clone', '--depth', '1', '-b', 'master', 'https://github.com/convexengineering/SPaircraft.git']
attempt 1
SETTINGS
defaultdict(<type 'str'>, {'skipsolvers': 'cvxopt, mosek_cli', 'pip install': 'git+https://github.com/hoburg/turbofan.git', 'gpkit-models branch': 'master'})
calling ['pip', 'install', 'git+https://github.com/hoburg/turbofan.git']
attempt 1
calling ['git', 'clone', '--depth', '1', '-b', 'master', 'https://github.com/convexengineering/solar.git']
attempt 1
SETTINGS
defaultdict(<type 'str'>, {'skipsolvers': 'cvxopt', 'pip install': 'pandas, git+https://github.com/convexengineering/gpfit.git, git+https://github.com/convexengineering/gassolar.git', 'gpkit-models branch': 'master'})
calling ['pip', 'install', 'pandas']
attempt 1
calling ['pip', 'install', 'git+https://github.com/convexengineering/gpfit.git']
attempt 1
calling ['pip', 'install', 'git+https://github.com/convexengineering/gassolar.git']
attempt 1
(venv2_gpkit) (root) C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek>exit 0
Build step 'Console output (build log) parsing' changed build result to FAILURE
[xUnit] [INFO] - Starting to record.
[xUnit] [INFO] - Processing JUnit
[xUnit] [INFO] - [JUnit] - 6 test report file(s) were found with the pattern '**/test_reports/*.xml, **/test_reports_nounits/*.xml' relative to 'C:\Users\jenkins\workspace\gplibrary_PR_Models\buildnode\windows10x64\optimizer\mosek' for the testing framework 'JUnit'.
[xUnit] [INFO] - Check 'Failed Tests' threshold.
[xUnit] [INFO] - Check 'Skipped Tests' threshold.
[xUnit] [INFO] - Setting the build status to FAILURE
[xUnit] [INFO] - Stopping recording.
[WS-CLEANUP] Deleting project workspace...[WS-CLEANUP] done
Finished: FAILURE
![[Jenkins]](/csi/static/a404d988/images/svgs/logo.svg){kind=logo}
