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Started by upstream project "gpkit_commons_PR_Models" build number 41 originally caused by: GitHub pull request #131 of commit 92a81975b5b94ee1ad7bfce09d34cd220ed4f657, no merge conflicts. Building remotely on windows10x64 in workspace C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek Wiping out workspace first. Cloning the remote Git repository Cloning repository https://github.com/convexengineering/gplibrary > C:\Program Files\Git\cmd\git init C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek # timeout=10 Fetching upstream changes from https://github.com/convexengineering/gplibrary > C:\Program Files\Git\cmd\git --version # timeout=10 > C:\Program Files\Git\cmd\git fetch --tags --progress https://github.com/convexengineering/gplibrary +refs/heads/*:refs/remotes/origin/* > C:\Program Files\Git\cmd\git config remote.origin.url https://github.com/convexengineering/gplibrary # timeout=10 > C:\Program Files\Git\cmd\git config --add remote.origin.fetch +refs/heads/*:refs/remotes/origin/* # timeout=10 > C:\Program Files\Git\cmd\git config remote.origin.url https://github.com/convexengineering/gplibrary # timeout=10 Fetching upstream changes from https://github.com/convexengineering/gplibrary > C:\Program Files\Git\cmd\git fetch --tags --progress https://github.com/convexengineering/gplibrary +refs/pull/*:refs/remotes/origin/pr/* +refs/heads/master:refs/remotes/origin/master Merging Revision 797d2e8fe5678f0f95c7e5d50ec1d95c7f851ad3 (refs/remotes/origin/pr/131/merge) to origin/master, UserMergeOptions{mergeRemote='origin', mergeTarget='master', mergeStrategy='default', fastForwardMode='--ff'} > C:\Program Files\Git\cmd\git rev-parse "origin/master^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git config core.sparsecheckout # timeout=10 > C:\Program Files\Git\cmd\git checkout -f origin/master # timeout=3 > C:\Program Files\Git\cmd\git merge --ff 797d2e8fe5678f0f95c7e5d50ec1d95c7f851ad3 # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "HEAD^{commit}" # timeout=10 Seen branch in repository origin/1682literate Seen branch in repository origin/1682master Seen branch in repository origin/Breakdown Seen branch in repository origin/SPaircraft Seen branch in repository origin/aerosurf Seen branch in repository origin/atmosphere 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162 remote branches > C:\Program Files\Git\cmd\git tag -l # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/include^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/DF70^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/linking^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/csv^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/start^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/pay^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/sum^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/clean^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/sys^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/pshaft^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/solarmd^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/climb^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/fuse^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/mission^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/discret^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/plot^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/md^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/atm^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/make^{commit}" # timeout=10 > C:\Program Files\Git\cmd\git rev-parse "refs/tags/eng^{commit}" # timeout=10 Checking out Revision 797d2e8fe5678f0f95c7e5d50ec1d95c7f851ad3 (origin/pr/131/merge, origin/master) > C:\Program Files\Git\cmd\git config core.sparsecheckout # timeout=10 > C:\Program Files\Git\cmd\git checkout -f 797d2e8fe5678f0f95c7e5d50ec1d95c7f851ad3 # timeout=3 Commit message: "Merge 92a81975b5b94ee1ad7bfce09d34cd220ed4f657 into c13ae8da1eecdbc7b4565103c85e7999caa9d41a" Using 'Changelog to branch' strategy. Run condition [Execution node ] enabling prebuild for step [Execute shell] Run condition [Execution node ] enabling prebuild for step [Execute Windows batch command] [description-setter] Description set: <a title="allow for beam model to modify loading distribution, shear and moment calculations" href="https://github.com/convexengineering/gplibrary/pull/131">PR 131</a>: allow for beam model to modify loading distribution, shear and moment calculations [Execution node] check if [windows10x64] is in [[macys, macys_Sierra, reynolds, reynolds-ubuntu16]] Run condition [Execution node ] preventing perform for step [Execute shell] [Execution node] check if [windows10x64] is in [[windows10x64, windows7x64]] Run condition [Execution node ] enabling perform for step [Execute Windows batch command] [mosek] $ cmd /c call C:\Users\jenkins\AppData\Local\Temp\jenkins3239495638815863612.bat C:\Users\jenkins\workspace\gpkit_commons_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\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>REM turn on the anaconda console C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>call activate.bat || exit /b 666 (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>REM Create a virtualenv to install everything into (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>SET VENV=C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>virtualenv --system-site-packages C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit New python executable in C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\Scripts\python.exe Installing setuptools, pip, wheel...done. (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>call C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\Scripts\activate.bat (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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 0.01. 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: 0.02 Interior-point optimizer terminated. Time: 0.02. Optimizer terminated. Time: 0.11 ************************************ A license was checked out correctly. ************************************ (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>SET GPKITBUILD=C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek\build_gpkit (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_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\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>if mosek == cvxopt set GPKITSOLVERS=cvxopt (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>if mosek == mosek set GPKITSOLVERS=mosek, mosek_cli (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>dir C:\Users\jenkins\workspace\gpkit_commons_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\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek File Not Found (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>python -c "import scipy; print scipy.__version__" 0.18.1 (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>python -c "import numpy; print numpy.__version__" 1.11.3 (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>python -c "import pint; print pint.__version__" 0.7.2 (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>REM Install gpkit to run the documentation examples (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_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\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>pip install -e C:\Users\jenkins\workspace\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>pip install -e C:\Users\jenkins\workspace\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_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\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>REM Show the settings file (venv2_gpkit) (root) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek>type C:\Users\jenkins\workspace\gpkit_commons_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\gpkit_commons_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/gpkit_commons_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 0.398 seconds. Using solver 'mosek' Solving for 25 variables. Solving took 0.142 seconds. Using solver 'mosek_cli' Solving for 25 variables. Solving took 0.16 seconds. Running tests... ---------------------------------------------------------------------- ... ---------------------------------------------------------------------- Ran 3 tests in 1.367s OK Generating XML reports... Cloning into 'gassolar'... 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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\gpkit_commons_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-rnug3f-build Requirement already satisfied: numpy in c:\users\jenkins\workspace\gpkit_commons_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\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit (from gpfit==0.1) Requirement already satisfied: pint 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\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\gassolar Requirement already satisfied: numpy in c:\users\jenkins\workspace\gpkit_commons_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\gpkit_commons_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\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from gassolar==0.0.0.0) Requirement already satisfied: pint 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' \mathcal{V}_Mission/Aircraft/Fuselage has no lower bound Using solver 'mosek' Solving for 572 variables. Solving took 0.165 seconds. Allowing negative dual variable(s) as small as -6.58110867884e-11. 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 0.1410 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 \mathcal{V}_Mission/Aircraft/Fuselage has no lower bound Using solver 'mosek' Solving for 572 variables. Solving took 0.141 seconds. Allowing negative dual variable(s) as small as -6.58324090461e-11. 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 0.1410 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 \mathcal{V}_Mission/Aircraft/Fuselage has no lower bound Using solver 'mosek' Solving for 572 variables. Solving took 1.72 seconds. Allowing negative dual variable(s) as small as -6.58829588175e-11. 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 0.1410 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 \mathcal{V}_Mission/Aircraft/Fuselage has no lower bound Using solver 'mosek_cli' Solving for 572 variables. Solving took 0.221 seconds. Allowing negative dual variable(s) as small as -6.588074e-11. 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 0.1410 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 Warning: Constraint [z_{bre}_Mission/Climb/FlightSegment/BreguetEndurance_(4,)... >= 4.02*BSFC_Mission/Climb/FlightSegment/AircraftPerf/EnginePerf_(4,)*P_{total}_Mission/Climb/FlightSeg...] is not tight because the left hand side evaluated to 0.000820827155425 but the right hand side evaluated to 0.000820828009721 (Allowable error: 0.0001%, Actual error: 0.0001%) Warning: Constraint [z_{bre}_Mission/Climb/FlightSegment/BreguetEndurance_(8,)... >= 4.02*BSFC_Mission/Climb/FlightSegment/AircraftPerf/EnginePerf_(8,)*P_{total}_Mission/Climb/FlightSeg...] is not tight because the left hand side evaluated to 0.00122871545603 but the right hand side evaluated to 0.00122871704202 (Allowable error: 0.0001%, Actual error: 0.00013%) Using solver 'mosek' Solving for 79 variables. Solving took 0.031 seconds. Using solver 'mosek_cli' Solving for 79 variables. Solving took 0.076 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 0.214980239515 (Allowable error: 0.0001%, Actual error: 0.00068%) 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 0.201783656225 (Allowable error: 0.0001%, Actual error: 0.0063%) 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 0.197670060366 but the right hand side evaluated to 0.197679318597 (Allowable error: 0.0001%, Actual error: 0.0047%) 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 0.201771179179 but the right hand side evaluated to 0.201783656225 (Allowable error: 0.0001%, Actual error: 0.0062%) 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 0.214969490772 (Allowable error: 0.0001%, Actual error: 0.0044%) Using solver 'mosek' Solving for 1155 variables. Solving took 0.528 seconds. Warning: Variable Re_Mission/FlightSegment/AircraftPerf/WingAero could cause inaccurate result because it is below lower bound. Solution is 130051.7183 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 130053.4110 but bound is 150000.0000 1 is a constraining latitude 11 is a constraining latitude Beginning signomial solve. Solving took 4 GP solves and 3.32 seconds. Warning: Variable Re_Mission.1/FlightSegment.11/AircraftPerf.11/WingAero.11 could cause inaccurate result because it is below lower bound. Solution is 132099.7148 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 132101.4461 but bound is 150000.0000 1 is a constraining latitude 11 is a constraining latitude Using solver 'mosek_cli' Solving for 1155 variables. Solving took 0.579 seconds. Warning: Variable Re_Mission/FlightSegment/AircraftPerf/WingAero could cause inaccurate result because it is below lower bound. Solution is 130052.0456 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 4.67 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\gpkit_commons_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 45.835s 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\gpkit_commons_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-iovj4g-build Requirement already satisfied (use --upgrade to upgrade): gpfit==0.1 from git+https://github.com/hoburg/gpfit.git in c:\users\jenkins\workspace\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages Requirement already satisfied: numpy in c:\users\jenkins\workspace\gpkit_commons_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\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit (from gpfit==0.1) Requirement already satisfied: pint 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 -2.339894771e-13. Allowing negative dual variable(s) as small as -4.13777519193e-13. Solving took 4 GP solves and 3.06 seconds. Beginning signomial solve. Allowing negative dual variable(s) as small as -1.14771473575e-13. Allowing negative dual variable(s) as small as -2.69759041494e-13. Solving took 4 GP solves and 7.9 seconds. Allowing negative dual variable(s) as small as -2.37151444316e-12. Allowing negative dual variable(s) as small as -2.68444121099e-13. Allowing negative dual variable(s) as small as -1.09756127797e-12. Allowing negative dual variable(s) as small as -1.10499998908e-12. Allowing negative dual variable(s) as small as -1.09763999105e-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 -2.21186957639e-12. Allowing negative dual variable(s) as small as -6.9988286e-14. Allowing negative dual variable(s) as small as -1.1824764258e-13. Allowing negative dual variable(s) as small as -1.18540160327e-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 -1.02021648997e-13. Allowing negative dual variable(s) as small as -2.06069445712e-12. Allowing negative dual variable(s) as small as -2.07997781443e-12. Solving took 4 GP solves and 40.6 seconds. Max Speed [m/s]: 74.36 Beginning signomial solve. Allowing negative dual variable(s) as small as -4.18472808489e-12. Solving took 4 GP solves and 2.42 seconds. Max payload weight [lbf] = 27.204 Max take off weight [lbf] = 165.012 Allowing negative dual variable(s) as small as -2.372497164e-12. Allowing negative dual variable(s) as small as -2.66445285974e-13. Allowing negative dual variable(s) as small as -1.0965580657e-12. Allowing negative dual variable(s) as small as -1.10482283044e-12. Allowing negative dual variable(s) as small as -1.09695564264e-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 -2.21182490726e-12. Allowing negative dual variable(s) as small as -7.02515302875e-14. Allowing negative dual variable(s) as small as -1.18109840484e-13. Allowing negative dual variable(s) as small as -1.18488552303e-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 -1.01792132979e-13. Allowing negative dual variable(s) as small as -2.06330061572e-12. Allowing negative dual variable(s) as small as -2.07714561859e-12. Solving took 4 GP solves and 471 seconds. Max Speed [m/s]: 74.36 Beginning signomial solve. Allowing negative dual variable(s) as small as -4.17995239116e-12. Solving took 4 GP solves and 274 seconds. Max payload weight [lbf] = 27.204 Max take off weight [lbf] = 165.012 Running tests... ---------------------------------------------------------------------- .... ---------------------------------------------------------------------- Ran 4 tests in 1668.138s OK Generating XML reports... Cloning into 'turbofan'... Processing c:\users\jenkins\workspace\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\turbofan Requirement already satisfied: numpy in c:\users\jenkins\workspace\gpkit_commons_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' adding test for 'turbofan/engine_flight_profile_fleet.py' T_{t_{4.1_{max}}}_FleetMission/Aircraft/Engine has no upper bound Beginning signomial solve. Using solver 'mosek' Solving for 2480 variables. Warning: The variable with index '1860' has only negative coefficients akj. The problem is possibly ill-posed. Number of Hessian non-zeros: 1090 * 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 : 2481 Cones : 0 Scalar variables : 5898 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 : 746 Eliminator terminated. Eliminator started. Freed constraints in eliminator : 7 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 : 366 Optimizer - Cones : 0 Optimizer - Scalar variables : 1075 conic : 0 Optimizer - Semi-definite variables: 0 scalarized : 0 Factor - setup time : 0.00 dense det. time : 0.00 Factor - ML order time : 0.00 GP order time : 0.00 Factor - nonzeros before factor : 5857 after factor : 1.07e+004 Factor - dense dim. : 0 flops : 1.01e+005 Factor - GP saved nzs : 1.05e+004 GP saved flops : 1.12e+005 ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME 0 1.2e+003 4.3e+003 2.0e+004 0.00e+000 -2.004159770e+004 1.023181539e-012 1.0e+000 0.03 1 8.0e+002 2.8e+003 1.3e+004 -9.19e-002 -1.644778994e+004 3.599090741e+000 6.6e-001 0.81 2 4.4e+002 1.5e+003 7.2e+003 7.81e-002 -1.282434951e+004 7.951796877e+000 3.7e-001 1.02 3 2.2e+002 7.9e+002 3.7e+003 4.64e-001 -6.937878109e+003 1.272377409e+001 1.9e-001 1.78 4 8.8e+001 3.1e+002 1.5e+003 1.09e+000 -2.513951913e+003 1.563895659e+001 8.1e-002 2.55 5 4.8e+001 1.7e+002 8.0e+002 1.61e+000 -1.124177681e+003 1.604477884e+001 4.5e-002 2.94 6 3.2e+001 1.1e+002 5.2e+002 1.58e+000 -6.264822421e+002 1.590172588e+001 3.0e-002 3.69 7 1.8e+001 6.1e+001 2.9e+002 1.43e+000 -3.022521222e+002 1.563219668e+001 1.7e-002 3.89 8 5.7e+000 1.6e+001 9.5e+001 1.30e+000 -7.836292951e+001 1.507964148e+001 5.7e-003 4.66 9 2.6e+000 8.2e+000 4.3e+001 9.39e-001 -3.220641555e+001 1.446566804e+001 2.7e-003 5.24 10 1.8e+000 1.1e+001 3.1e+001 5.35e-001 -2.652686266e+001 1.422410233e+001 2.0e-003 5.61 11 5.0e-001 4.5e+000 8.4e+000 5.31e-001 -1.509895622e+000 1.345749072e+001 6.5e-004 5.63 12 1.9e-001 5.2e+000 3.3e+000 4.97e-001 5.634136052e+000 1.303855068e+001 2.8e-004 6.02 13 1.2e-001 3.3e+000 2.1e+000 7.09e-001 7.937548713e+000 1.288181420e+001 1.8e-004 6.59 14 6.2e-002 2.5e+000 1.1e+000 7.78e-001 1.009079350e+001 1.272309032e+001 9.4e-005 7.17 15 1.9e-002 1.8e+000 3.3e-001 8.72e-001 1.173248752e+001 1.258254213e+001 3.2e-005 7.55 16 6.8e-003 1.3e+000 1.2e-001 9.75e-001 1.223246150e+001 1.253875105e+001 1.2e-005 8.13 17 2.3e-003 1.3e+000 4.1e-002 1.01e+000 1.241675874e+001 1.252170752e+001 4.3e-006 8.72 18 7.2e-004 1.2e+000 1.3e-002 9.99e-001 1.248334291e+001 1.251589723e+001 1.4e-006 9.09 19 6.5e-004 1.1e+000 1.1e-002 9.92e-001 1.248634363e+001 1.251572381e+001 1.2e-006 9.86 20 5.8e-004 1.0e+000 1.0e-002 9.94e-001 1.248905168e+001 1.251550658e+001 1.1e-006 10.42 21 5.2e-004 9.3e-001 9.2e-003 9.94e-001 1.249148316e+001 1.251529939e+001 9.9e-007 10.44 22 4.7e-004 8.4e-001 8.3e-003 9.95e-001 1.249367605e+001 1.251511603e+001 8.9e-007 11.20 23 4.2e-004 7.7e-001 7.5e-003 9.95e-001 1.249565183e+001 1.251495242e+001 8.0e-007 11.77 24 3.8e-004 7.0e-001 6.7e-003 9.95e-001 1.249743170e+001 1.251480613e+001 7.2e-007 11.95 25 3.4e-004 6.4e-001 6.1e-003 9.96e-001 1.249903506e+001 1.251467537e+001 6.5e-007 12.53 26 3.1e-004 5.9e-001 5.5e-003 9.96e-001 1.250047937e+001 1.251455846e+001 5.9e-007 13.48 27 2.8e-004 5.4e-001 4.9e-003 9.96e-001 1.250178037e+001 1.251445392e+001 5.3e-007 13.69 28 2.5e-004 4.9e-001 4.4e-003 9.96e-001 1.250295221e+001 1.251436041e+001 4.8e-007 14.45 29 2.3e-004 4.5e-001 4.0e-003 9.97e-001 1.250400766e+001 1.251427674e+001 4.3e-007 14.83 30 2.0e-004 4.2e-001 3.6e-003 9.97e-001 1.250495825e+001 1.251420183e+001 3.9e-007 15.59 31 1.8e-004 3.8e-001 3.2e-003 9.97e-001 1.250581435e+001 1.251413476e+001 3.5e-007 16.16 32 1.6e-004 3.6e-001 2.9e-003 9.97e-001 1.250658531e+001 1.251407467e+001 3.1e-007 16.73 33 1.5e-004 3.3e-001 2.6e-003 9.97e-001 1.250727957e+001 1.251402083e+001 2.8e-007 17.31 34 1.3e-004 3.1e-001 2.4e-003 9.98e-001 1.250790473e+001 1.251397255e+001 2.5e-007 18.27 35 1.2e-004 2.8e-001 2.1e-003 9.98e-001 1.250846765e+001 1.251392926e+001 2.3e-007 18.84 36 1.1e-004 2.6e-001 1.9e-003 9.98e-001 1.250897450e+001 1.251389043e+001 2.0e-007 19.22 37 9.7e-005 2.5e-001 1.7e-003 9.98e-001 1.250943085e+001 1.251385559e+001 1.8e-007 20.38 38 8.7e-005 2.3e-001 1.5e-003 9.98e-001 1.250984173e+001 1.251382431e+001 1.7e-007 20.58 39 7.9e-005 2.2e-001 1.4e-003 9.98e-001 1.251021164e+001 1.251379624e+001 1.5e-007 21.17 40 7.1e-005 2.1e-001 1.2e-003 9.99e-001 1.251054466e+001 1.251377102e+001 1.3e-007 21.38 41 6.4e-005 1.9e-001 1.1e-003 9.99e-001 1.251084447e+001 1.251374838e+001 1.2e-007 22.14 42 5.7e-005 1.8e-001 1.0e-003 9.99e-001 1.251111437e+001 1.251372804e+001 1.1e-007 22.52 43 5.2e-005 1.8e-001 9.1e-004 9.99e-001 1.251135733e+001 1.251370976e+001 9.8e-008 23.47 44 4.6e-005 1.7e-001 8.2e-004 9.99e-001 1.251157605e+001 1.251369334e+001 8.8e-008 24.05 45 4.2e-005 1.6e-001 7.4e-004 9.99e-001 1.251177293e+001 1.251367858e+001 7.9e-008 24.42 46 3.8e-005 1.5e-001 6.6e-004 9.99e-001 1.251195016e+001 1.251366531e+001 7.1e-008 25.00 47 3.4e-005 1.5e-001 6.0e-004 9.99e-001 1.251210969e+001 1.251365338e+001 6.4e-008 25.58 48 3.0e-005 1.4e-001 5.4e-004 9.99e-001 1.251225329e+001 1.251364266e+001 5.8e-008 26.34 49 2.7e-005 1.4e-001 4.8e-004 9.99e-001 1.251238254e+001 1.251363302e+001 5.2e-008 26.92 50 2.5e-005 1.3e-001 4.4e-004 9.99e-001 1.251249889e+001 1.251362435e+001 4.7e-008 27.69 51 2.2e-005 1.3e-001 3.9e-004 1.00e+000 1.251260361e+001 1.251361655e+001 4.2e-008 28.45 52 2.0e-005 1.3e-001 3.5e-004 1.00e+000 1.251269787e+001 1.251360954e+001 3.8e-008 29.41 53 1.8e-005 1.2e-001 3.2e-004 1.00e+000 1.251278271e+001 1.251360323e+001 3.4e-008 30.36 54 1.6e-005 1.2e-001 2.9e-004 1.00e+000 1.251285907e+001 1.251359755e+001 3.1e-008 31.11 55 1.5e-005 1.2e-001 2.6e-004 1.00e+000 1.251292780e+001 1.251359245e+001 2.8e-008 31.88 56 1.3e-005 1.2e-001 2.3e-004 1.00e+000 1.251298966e+001 1.251358786e+001 2.5e-008 32.27 57 1.2e-005 1.1e-001 2.1e-004 1.00e+000 1.251304534e+001 1.251358372e+001 2.2e-008 33.22 58 1.1e-005 1.1e-001 1.9e-004 1.00e+000 1.251309546e+001 1.251358001e+001 2.0e-008 33.80 59 9.6e-006 1.1e-001 1.7e-004 1.00e+000 1.251314056e+001 1.251357666e+001 1.8e-008 34.19 60 8.6e-006 1.1e-001 1.5e-004 1.00e+000 1.251318116e+001 1.251357365e+001 1.6e-008 34.75 61 7.7e-006 1.1e-001 1.4e-004 1.00e+000 1.251321769e+001 1.251357094e+001 1.5e-008 35.70 62 7.0e-006 1.1e-001 1.2e-004 1.00e+000 1.251325058e+001 1.251356851e+001 1.3e-008 36.28 63 6.3e-006 1.0e-001 1.1e-004 1.00e+000 1.251328018e+001 1.251356631e+001 1.2e-008 37.05 64 5.6e-006 1.0e-001 1.0e-004 1.00e+000 1.251330681e+001 1.251356434e+001 1.1e-008 37.42 65 5.1e-006 1.0e-001 9.0e-005 1.00e+000 1.251333079e+001 1.251356256e+001 9.6e-009 37.44 66 4.6e-006 1.0e-001 8.1e-005 1.00e+000 1.251335237e+001 1.251356096e+001 8.7e-009 38.00 67 4.1e-006 1.0e-001 7.3e-005 1.00e+000 1.251337179e+001 1.251355952e+001 7.8e-009 38.58 68 3.7e-006 1.0e-001 6.5e-005 1.00e+000 1.251338927e+001 1.251355823e+001 7.0e-009 39.34 69 3.3e-006 1.0e-001 5.9e-005 1.00e+000 1.251340500e+001 1.251355706e+001 6.3e-009 40.13 70 3.0e-006 9.9e-002 5.3e-005 1.00e+000 1.251341916e+001 1.251355601e+001 5.7e-009 40.33 71 2.7e-006 9.9e-002 4.8e-005 1.00e+000 1.251343190e+001 1.251355507e+001 5.1e-009 40.53 72 2.4e-006 9.9e-002 4.3e-005 1.00e+000 1.251344337e+001 1.251355422e+001 4.6e-009 40.92 73 2.2e-006 9.8e-002 3.9e-005 1.00e+000 1.251345369e+001 1.251355346e+001 4.2e-009 41.13 74 2.0e-006 9.8e-002 3.5e-005 1.00e+000 1.251346298e+001 1.251355277e+001 3.7e-009 41.50 75 1.8e-006 9.8e-002 3.1e-005 1.00e+000 1.251347134e+001 1.251355215e+001 3.4e-009 42.64 76 1.6e-006 9.7e-002 2.8e-005 1.00e+000 1.251347886e+001 1.251355159e+001 3.0e-009 43.41 77 1.4e-006 9.7e-002 2.5e-005 1.00e+000 1.251348564e+001 1.251355109e+001 2.7e-009 43.80 78 1.3e-006 9.7e-002 2.3e-005 1.00e+000 1.251349173e+001 1.251355064e+001 2.5e-009 44.17 79 1.2e-006 9.7e-002 2.1e-005 1.00e+000 1.251349721e+001 1.251355023e+001 2.2e-009 44.56 80 1.0e-006 9.6e-002 1.8e-005 1.00e+000 1.251350215e+001 1.251354986e+001 2.0e-009 45.36 81 9.4e-007 9.6e-002 1.7e-005 1.00e+000 1.251350659e+001 1.251354954e+001 1.8e-009 45.94 82 8.5e-007 9.6e-002 1.5e-005 9.99e-001 1.251351059e+001 1.251354924e+001 1.6e-009 46.70 83 7.6e-007 9.6e-002 1.3e-005 9.99e-001 1.251351418e+001 1.251354897e+001 1.4e-009 47.84 84 7.8e-008 9.8e-003 1.4e-006 1.00e+000 1.251354326e+001 1.251354682e+001 1.5e-010 48.41 85 4.4e-009 5.5e-004 7.7e-008 1.00e+000 1.251354638e+001 1.251354658e+001 8.3e-012 49.17 86 3.9e-009 4.9e-004 6.9e-008 1.10e+000 1.251354641e+001 1.251354658e+001 7.8e-012 49.94 87 2.3e-010 2.9e-005 4.0e-009 9.88e-001 1.251354656e+001 1.251354657e+001 4.3e-013 50.70 Interior-point optimizer terminated. Time: 50.70. Optimizer terminated. Time: 50.72 solsta = 1, prosta = 1 Interior-point solution summary Problem status : PRIMAL_AND_DUAL_FEASIBLE Solution status : OPTIMAL Primal. obj: 1.2513546561e+001 nrm: 9e+000 Viol. con: 1e-010 var: 0e+000 Dual. obj: 1.2513546570e+001 nrm: 9e+001 Viol. con: 0e+000 var: 1e-005 * End solution on dual form. * Transforming to primal solution. Solving took 50.8 seconds. result packing took 0.27% of solve time solution checking took 0.2% of solve time Using solver 'mosek' Solving for 2480 variables. Warning: The variable with index '1860' has only negative coefficients akj. The problem is possibly ill-posed. Number of Hessian non-zeros: 1090 * 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 : 2481 Cones : 0 Scalar variables : 5898 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 : 771 Eliminator terminated. Eliminator started. Freed constraints in eliminator : 3 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 : 345 Optimizer - Cones : 0 Optimizer - Scalar variables : 1054 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 : 5894 after factor : 1.09e+004 Factor - dense dim. : 0 flops : 1.08e+005 Factor - GP saved nzs : 1.06e+004 GP saved flops : 1.18e+005 ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME 0 1.2e+003 4.0e+003 2.3e+004 0.00e+000 -2.313089896e+004 1.023181539e-012 1.0e+000 0.03 1 6.5e+002 2.1e+003 1.2e+004 2.59e-002 -1.531524449e+004 6.000661066e+000 5.4e-001 0.22 2 4.2e+002 1.4e+003 8.0e+003 7.75e-001 -9.393417701e+003 9.614365621e+000 3.6e-001 0.42 3 1.1e+002 3.7e+002 2.2e+003 1.10e+000 -2.279498444e+003 1.395778987e+001 1.1e-001 1.00 4 4.9e+001 1.6e+002 9.3e+002 1.74e+000 -7.571302255e+002 1.377098734e+001 4.7e-002 1.58 5 1.3e+001 4.4e+001 2.5e+002 1.40e+000 -1.651973271e+002 1.254361052e+001 1.3e-002 2.14 6 3.7e+000 1.4e+001 7.1e+001 1.13e+000 -3.756114295e+001 1.118113228e+001 4.3e-003 2.34 7 9.8e-001 9.3e+000 1.9e+001 1.04e+000 -2.048782073e+000 1.065205257e+001 1.3e-003 2.53 8 9.0e-001 1.1e+001 1.7e+001 7.91e-001 -1.456094825e+000 1.063799972e+001 1.2e-003 2.73 9 4.0e-001 1.1e+001 7.7e+000 7.32e-001 3.780601688e+000 1.050672835e+001 5.5e-004 3.27 10 3.2e-001 8.9e+000 6.2e+000 3.11e-001 4.368799736e+000 1.047713322e+001 4.5e-004 3.45 11 1.1e-001 3.2e+000 2.1e+000 4.12e-001 7.529581478e+000 1.033494916e+001 1.8e-004 4.03 12 2.4e-002 3.7e+000 4.8e-001 7.14e-001 9.493550853e+000 1.024454350e+001 5.0e-005 4.80 13 6.8e-003 3.5e+000 1.4e-001 9.11e-001 9.997494062e+000 1.021637518e+001 1.5e-005 5.56 14 2.1e-003 3.1e+000 4.3e-002 9.74e-001 1.013845326e+001 1.020775130e+001 5.0e-006 6.14 15 6.6e-004 3.0e+000 1.3e-002 9.92e-001 1.018326963e+001 1.020498357e+001 1.6e-006 6.53 16 2.1e-004 2.9e+000 4.1e-003 9.98e-001 1.019734872e+001 1.020409884e+001 5.0e-007 6.72 17 8.0e-005 2.6e+000 1.6e-003 9.99e-001 1.020123888e+001 1.020386508e+001 1.9e-007 7.30 18 7.2e-005 2.4e+000 1.4e-003 1.00e+000 1.020147935e+001 1.020384730e+001 1.7e-007 8.06 19 6.5e-005 2.2e+000 1.3e-003 1.00e+000 1.020170126e+001 1.020383280e+001 1.6e-007 8.67 20 5.8e-005 2.0e+000 1.2e-003 1.00e+000 1.020190169e+001 1.020382013e+001 1.4e-007 8.92 21 5.2e-005 1.8e+000 1.1e-003 1.00e+000 1.020208216e+001 1.020380877e+001 1.3e-007 9.31 22 4.7e-005 1.6e+000 9.5e-004 1.00e+000 1.020224463e+001 1.020379859e+001 1.1e-007 9.89 23 4.2e-005 1.5e+000 8.5e-004 1.00e+000 1.020239088e+001 1.020378944e+001 1.0e-007 10.27 24 3.8e-005 1.4e+000 7.7e-004 1.00e+000 1.020252252e+001 1.020378124e+001 9.3e-008 10.66 25 3.4e-005 1.2e+000 6.9e-004 1.00e+000 1.020264102e+001 1.020377387e+001 8.4e-008 11.05 26 3.1e-005 1.1e+000 6.2e-004 1.00e+000 1.020274769e+001 1.020376726e+001 7.5e-008 12.00 27 2.8e-005 1.0e+000 5.6e-004 1.00e+000 1.020284370e+001 1.020376132e+001 6.8e-008 12.56 28 2.5e-005 9.5e-001 5.0e-004 1.00e+000 1.020293012e+001 1.020375599e+001 6.1e-008 12.95 29 2.3e-005 8.7e-001 4.5e-004 1.00e+000 1.020300791e+001 1.020375120e+001 5.5e-008 13.16 30 2.0e-005 8.0e-001 4.1e-004 1.00e+000 1.020307793e+001 1.020374689e+001 4.9e-008 13.72 31 1.8e-005 7.4e-001 3.7e-004 1.00e+000 1.020314096e+001 1.020374302e+001 4.4e-008 14.48 32 1.6e-005 6.8e-001 3.3e-004 1.00e+000 1.020319769e+001 1.020373955e+001 4.0e-008 15.23 33 1.5e-005 6.3e-001 3.0e-004 1.00e+000 1.020324875e+001 1.020373643e+001 3.6e-008 15.81 34 1.3e-005 5.8e-001 2.7e-004 1.00e+000 1.020329471e+001 1.020373362e+001 3.2e-008 16.39 35 1.2e-005 5.4e-001 2.4e-004 1.00e+000 1.020333608e+001 1.020373110e+001 2.9e-008 16.97 36 1.1e-005 5.1e-001 2.2e-004 1.00e+000 1.020337331e+001 1.020372883e+001 2.6e-008 17.36 37 9.7e-006 4.7e-001 2.0e-004 1.00e+000 1.020340683e+001 1.020372680e+001 2.4e-008 17.73 38 8.7e-006 4.4e-001 1.8e-004 1.00e+000 1.020343699e+001 1.020372497e+001 2.1e-008 18.89 39 7.9e-006 4.2e-001 1.6e-004 1.00e+000 1.020346414e+001 1.020372332e+001 1.9e-008 19.47 40 7.1e-006 3.9e-001 1.4e-004 1.00e+000 1.020348858e+001 1.020372184e+001 1.7e-008 19.66 41 6.4e-006 3.7e-001 1.3e-004 1.00e+000 1.020351057e+001 1.020372051e+001 1.5e-008 20.42 42 5.7e-006 3.5e-001 1.2e-004 1.00e+000 1.020353037e+001 1.020371931e+001 1.4e-008 21.19 43 5.2e-006 3.3e-001 1.0e-004 1.00e+000 1.020354819e+001 1.020371823e+001 1.3e-008 21.77 44 5.5e-007 3.6e-002 1.1e-005 1.00e+000 1.020369150e+001 1.020370963e+001 1.3e-009 22.14 45 3.0e-008 2.0e-003 6.1e-007 1.00e+000 1.020370764e+001 1.020370865e+001 7.5e-011 22.92 46 2.9e-010 1.2e-005 3.9e-009 1.00e+000 1.020370859e+001 1.020370859e+001 4.7e-013 24.06 Interior-point optimizer terminated. Time: 24.06. Optimizer terminated. Time: 24.08 solsta = 1, prosta = 1 Interior-point solution summary Problem status : PRIMAL_AND_DUAL_FEASIBLE Solution status : OPTIMAL Primal. obj: 1.0203708586e+001 nrm: 8e+000 Viol. con: 2e-010 var: 0e+000 Dual. obj: 1.0203708593e+001 nrm: 5e+001 Viol. con: 0e+000 var: 4e-006 * End solution on dual form. * Transforming to primal solution. Solving took 24.1 seconds. result packing took 0.46% of solve time solution checking took 0.29% of solve time Using solver 'mosek' Solving for 2480 variables. Warning: The variable with index '1860' has only negative coefficients akj. The problem is possibly ill-posed. Number of Hessian non-zeros: 1090 * 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 : 2481 Cones : 0 Scalar variables : 5898 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 : 771 Eliminator terminated. Eliminator started. Freed constraints in eliminator : 3 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 : 345 Optimizer - Cones : 0 Optimizer - Scalar variables : 1054 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 : 0.00 Factor - nonzeros before factor : 5894 after factor : 1.09e+004 Factor - dense dim. : 0 flops : 1.08e+005 Factor - GP saved nzs : 1.06e+004 GP saved flops : 1.18e+005 ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME 0 1.9e+003 4.0e+003 2.3e+004 0.00e+000 -2.318780677e+004 1.023181539e-012 1.0e+000 0.03 1 9.3e+002 2.0e+003 1.1e+004 -3.82e-002 -1.486259349e+004 6.449435416e+000 5.0e-001 0.61 2 7.6e+002 1.6e+003 9.3e+003 8.13e-001 -1.147556318e+004 8.473070912e+000 4.1e-001 0.80 3 4.0e+002 8.6e+002 4.9e+003 9.96e-001 -5.785256005e+003 1.205892996e+001 2.2e-001 1.58 4 1.2e+002 2.5e+002 1.5e+003 1.51e+000 -1.302356199e+003 1.412017556e+001 7.2e-002 1.95 5 3.7e+001 7.8e+001 4.5e+002 1.59e+000 -3.102892012e+002 1.328594095e+001 2.3e-002 2.34 6 1.1e+001 2.6e+001 1.4e+002 1.16e+000 -8.202651998e+001 1.173293678e+001 7.8e-003 2.92 7 2.6e+000 9.8e+000 3.3e+001 1.05e+000 -1.099595389e+001 1.080412774e+001 2.1e-003 3.52 8 1.4e+000 1.3e+001 1.8e+001 9.23e-001 -1.866124353e+000 1.065886594e+001 1.2e-003 3.94 9 1.3e+000 1.4e+001 1.6e+001 6.47e-001 -1.308974384e+000 1.063937276e+001 1.1e-003 4.50 10 5.2e-001 8.3e+000 6.5e+000 5.94e-001 3.823208181e+000 1.047743053e+001 4.8e-004 4.89 11 3.1e-001 9.5e+000 3.9e+000 5.20e-001 5.730549917e+000 1.040036198e+001 3.0e-004 5.28 12 9.4e-002 4.5e+000 1.2e+000 5.36e-001 8.520063190e+000 1.028186749e+001 1.1e-004 5.66 13 1.8e-002 4.4e+000 2.3e-001 8.09e-001 9.842863503e+000 1.021297118e+001 2.6e-005 6.05 14 3.8e-003 4.3e+000 5.0e-002 9.66e-001 1.011467987e+001 1.019609071e+001 6.3e-006 7.00 15 1.4e-003 3.1e+000 1.9e-002 9.95e-001 1.016249621e+001 1.019305049e+001 2.4e-006 7.77 16 4.3e-004 2.7e+000 5.7e-003 9.98e-001 1.018241192e+001 1.019171463e+001 7.4e-007 7.97 17 1.2e-004 2.7e+000 1.6e-003 9.99e-001 1.018871045e+001 1.019130450e+001 2.1e-007 7.97 18 3.9e-005 2.4e+000 5.1e-004 1.00e+000 1.019036743e+001 1.019119989e+001 6.7e-008 7.97 19 1.2e-005 2.3e+000 1.6e-004 1.00e+000 1.019090467e+001 1.019116693e+001 2.1e-008 8.17 20 1.1e-005 2.1e+000 1.4e-004 1.00e+000 1.019092875e+001 1.019116537e+001 1.9e-008 8.38 21 9.8e-006 1.9e+000 1.3e-004 1.00e+000 1.019095099e+001 1.019116399e+001 1.7e-008 8.75 22 8.9e-006 1.7e+000 1.2e-004 1.00e+000 1.019097105e+001 1.019116275e+001 1.5e-008 9.52 23 8.0e-006 1.6e+000 1.0e-004 1.00e+000 1.019098911e+001 1.019116164e+001 1.4e-008 10.09 24 7.2e-006 1.4e+000 9.4e-005 1.00e+000 1.019100537e+001 1.019116064e+001 1.2e-008 10.67 25 6.5e-006 1.3e+000 8.5e-005 1.00e+000 1.019102001e+001 1.019115975e+001 1.1e-008 10.86 26 5.8e-006 1.2e+000 7.6e-005 1.00e+000 1.019103318e+001 1.019115894e+001 1.0e-008 11.63 27 5.2e-006 1.1e+000 6.9e-005 1.00e+000 1.019104503e+001 1.019115822e+001 9.1e-009 12.02 28 4.7e-006 1.0e+000 6.2e-005 1.00e+000 1.019105570e+001 1.019115756e+001 8.2e-009 12.41 29 4.2e-006 9.2e-001 5.6e-005 1.00e+000 1.019106530e+001 1.019115698e+001 7.4e-009 12.80 30 3.8e-006 8.5e-001 5.0e-005 1.00e+000 1.019107394e+001 1.019115645e+001 6.6e-009 13.41 31 3.4e-006 7.8e-001 4.5e-005 1.00e+000 1.019108172e+001 1.019115598e+001 6.0e-009 13.80 32 3.1e-006 7.2e-001 4.0e-005 1.00e+000 1.019108872e+001 1.019115555e+001 5.4e-009 14.19 33 2.8e-006 6.6e-001 3.6e-005 1.00e+000 1.019109502e+001 1.019115517e+001 4.8e-009 14.56 34 2.5e-006 6.1e-001 3.3e-005 9.99e-001 1.019110069e+001 1.019115483e+001 4.3e-009 15.33 35 2.3e-006 5.7e-001 3.0e-005 9.99e-001 1.019110579e+001 1.019115452e+001 3.9e-009 16.28 36 2.0e-006 5.3e-001 2.7e-005 1.00e+000 1.019111039e+001 1.019115424e+001 3.5e-009 16.86 37 1.8e-006 4.9e-001 2.4e-005 1.00e+000 1.019111452e+001 1.019115399e+001 3.2e-009 17.44 38 1.6e-006 4.6e-001 2.2e-005 1.00e+000 1.019111825e+001 1.019115376e+001 2.9e-009 18.02 39 1.5e-006 4.3e-001 1.9e-005 1.00e+000 1.019112159e+001 1.019115356e+001 2.6e-009 18.59 40 1.3e-006 4.0e-001 1.7e-005 9.99e-001 1.019112460e+001 1.019115338e+001 2.3e-009 18.98 41 1.2e-006 3.8e-001 1.6e-005 9.98e-001 1.019112731e+001 1.019115322e+001 2.1e-009 19.56 42 1.1e-006 3.6e-001 1.4e-005 1.00e+000 1.019112976e+001 1.019115307e+001 1.9e-009 20.33 43 9.7e-007 3.4e-001 1.3e-005 9.97e-001 1.019113194e+001 1.019115294e+001 1.7e-009 20.52 44 8.7e-007 3.2e-001 1.1e-005 9.98e-001 1.019113391e+001 1.019115282e+001 1.5e-009 21.09 45 7.8e-007 3.1e-001 1.0e-005 1.00e+000 1.019113569e+001 1.019115272e+001 1.4e-009 21.67 46 7.1e-007 2.9e-001 9.3e-006 1.00e+000 1.019113731e+001 1.019115262e+001 1.2e-009 22.05 47 6.4e-007 2.8e-001 8.3e-006 1.00e+000 1.019113876e+001 1.019115253e+001 1.1e-009 22.25 48 5.7e-007 2.7e-001 7.5e-006 1.00e+000 1.019114006e+001 1.019115245e+001 1.0e-009 22.83 49 5.2e-007 2.6e-001 6.8e-006 1.00e+000 1.019114123e+001 1.019115238e+001 9.0e-010 23.61 50 4.6e-007 2.5e-001 6.1e-006 9.98e-001 1.019114228e+001 1.019115232e+001 8.1e-010 23.81 51 4.2e-007 2.4e-001 5.5e-006 1.01e+000 1.019114325e+001 1.019115226e+001 7.3e-010 24.02 52 3.8e-007 2.4e-001 4.9e-006 9.97e-001 1.019114410e+001 1.019115221e+001 6.6e-010 24.61 53 3.4e-007 2.3e-001 4.4e-006 1.00e+000 1.019114487e+001 1.019115216e+001 5.9e-010 25.00 54 3.0e-007 2.2e-001 4.0e-006 9.94e-001 1.019114556e+001 1.019115212e+001 5.3e-010 25.38 55 2.7e-007 2.2e-001 3.6e-006 1.00e+000 1.019114618e+001 1.019115208e+001 4.8e-010 25.95 56 2.5e-007 2.2e-001 3.2e-006 1.01e+000 1.019114676e+001 1.019115205e+001 4.3e-010 26.53 57 2.2e-007 2.1e-001 2.9e-006 9.81e-001 1.019114726e+001 1.019115202e+001 3.9e-010 26.73 58 2.0e-007 1.9e-001 2.6e-006 1.03e+000 1.019114778e+001 1.019115198e+001 3.6e-010 27.31 59 1.8e-007 1.9e-001 2.4e-006 9.87e-001 1.019114818e+001 1.019115196e+001 3.2e-010 27.89 60 1.6e-007 1.8e-001 2.1e-006 9.88e-001 1.019114853e+001 1.019115194e+001 2.9e-010 28.66 61 1.5e-007 1.7e-001 1.9e-006 1.02e+000 1.019114887e+001 1.019115192e+001 2.6e-010 29.05 62 1.3e-007 1.5e-001 1.7e-006 1.06e+000 1.019114924e+001 1.019115190e+001 2.4e-010 29.64 63 1.2e-007 1.5e-001 1.5e-006 9.27e-001 1.019114948e+001 1.019115188e+001 2.2e-010 30.20 64 1.1e-007 1.3e-001 1.4e-006 9.96e-001 1.019114971e+001 1.019115187e+001 2.0e-010 30.97 65 9.5e-008 1.2e-001 1.3e-006 9.56e-001 1.019114990e+001 1.019115186e+001 1.8e-010 31.55 66 1.0e-008 1.3e-002 1.3e-007 9.48e-001 1.019115156e+001 1.019115176e+001 1.8e-011 32.31 67 9.1e-009 1.1e-002 1.2e-007 7.99e-001 1.019115157e+001 1.019115176e+001 1.6e-011 32.89 68 2.1e-009 1.5e-003 1.5e-008 8.60e-001 1.019115172e+001 1.019115175e+001 3.9e-012 33.47 69 5.2e-010 1.4e-004 1.5e-009 1.06e+000 1.019115174e+001 1.019115175e+001 2.4e-013 34.23 Interior-point optimizer terminated. Time: 34.23. Optimizer terminated. Time: 34.25 solsta = 1, prosta = 1 Interior-point solution summary Problem status : PRIMAL_AND_DUAL_FEASIBLE Solution status : OPTIMAL Primal. obj: 1.0191151745e+001 nrm: 1e+001 Viol. con: 6e-010 var: 0e+000 Dual. obj: 1.0191151747e+001 nrm: 6e+001 Viol. con: 0e+000 var: 5e-005 * End solution on dual form. * Transforming to primal solution. Solving took 34.3 seconds. result packing took 0.32% of solve time solution checking took 0.24% of solve time Using solver 'mosek' Solving for 2480 variables. Warning: The variable with index '1860' has only negative coefficients akj. The problem is possibly ill-posed. Number of Hessian non-zeros: 1090 * 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 : 2481 Cones : 0 Scalar variables : 5898 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 : 771 Eliminator terminated. Eliminator started. Freed constraints in eliminator : 3 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 : 345 Optimizer - Cones : 0 Optimizer - Scalar variables : 1054 conic : 0 Optimizer - Semi-definite variables: 0 scalarized : 0 Factor - setup time : 0.00 dense det. time : 0.00 Factor - ML order time : 0.00 GP order time : 0.00 Factor - nonzeros before factor : 5894 after factor : 1.09e+004 Factor - dense dim. : 0 flops : 1.08e+005 Factor - GP saved nzs : 1.06e+004 GP saved flops : 1.18e+005 ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME 0 1.9e+003 4.0e+003 2.3e+004 0.00e+000 -2.319472418e+004 1.023181539e-012 1.0e+000 0.03 1 9.6e+002 2.0e+003 1.2e+004 -4.04e-002 -1.526860992e+004 6.135820949e+000 5.2e-001 0.63 2 7.8e+002 1.7e+003 9.5e+003 7.69e-001 -1.183108464e+004 8.224968503e+000 4.2e-001 1.38 3 3.9e+002 8.2e+002 4.7e+003 9.59e-001 -5.573353239e+003 1.221630988e+001 2.2e-001 1.76 4 1.4e+002 3.0e+002 1.7e+003 1.57e+000 -1.520128011e+003 1.396951265e+001 8.2e-002 2.72 5 3.7e+001 8.0e+001 4.6e+002 1.60e+000 -3.085559076e+002 1.331746279e+001 2.3e-002 2.91 6 1.1e+001 2.4e+001 1.3e+002 1.14e+000 -7.812367027e+001 1.165825602e+001 7.5e-003 3.50 7 2.5e+000 1.0e+001 3.0e+001 1.04e+000 -9.366532744e+000 1.074143818e+001 2.0e-003 4.08 8 1.4e+000 1.6e+001 1.7e+001 8.97e-001 -1.344016288e+000 1.061049924e+001 1.1e-003 4.84 9 1.1e+000 1.8e+001 1.4e+001 6.21e-001 -1.926189448e-001 1.057140770e+001 9.2e-004 5.41 10 4.0e-001 9.1e+000 4.9e+000 5.48e-001 5.020035757e+000 1.040386973e+001 3.8e-004 5.98 11 2.3e-001 9.6e+000 2.9e+000 5.64e-001 6.653605903e+000 1.033845125e+001 2.4e-004 6.56 12 5.6e-002 4.4e+000 7.2e-001 6.07e-001 9.150093425e+000 1.023002787e+001 7.1e-005 7.14 13 1.8e-002 3.2e+000 2.4e-001 8.60e-001 9.818421280e+000 1.019157142e+001 2.5e-005 7.70 14 1.1e-002 3.0e+000 1.4e-001 9.60e-001 9.966995701e+000 1.018356070e+001 1.5e-005 8.30 15 2.8e-003 2.9e+000 3.6e-002 9.74e-001 1.011637027e+001 1.017373532e+001 4.1e-006 8.72 16 7.9e-004 2.8e+000 1.0e-002 9.95e-001 1.015482822e+001 1.017122900e+001 1.2e-006 9.09 17 2.8e-004 2.5e+000 3.6e-003 9.99e-001 1.016481619e+001 1.017060522e+001 4.2e-007 9.67 18 1.2e-004 2.1e+000 1.5e-003 1.00e+000 1.016800133e+001 1.017040683e+001 1.8e-007 10.06 19 1.0e-004 2.0e+000 1.3e-003 1.00e+000 1.016822623e+001 1.017039492e+001 1.6e-007 10.44 20 9.3e-005 1.8e+000 1.2e-003 1.00e+000 1.016842949e+001 1.017038160e+001 1.4e-007 10.83 21 8.4e-005 1.7e+000 1.1e-003 1.00e+000 1.016861298e+001 1.017036994e+001 1.3e-007 11.22 22 7.6e-005 1.5e+000 9.8e-004 1.00e+000 1.016877814e+001 1.017035942e+001 1.1e-007 11.80 23 6.8e-005 1.4e+000 8.8e-004 1.00e+000 1.016892682e+001 1.017034998e+001 1.0e-007 12.75 24 6.1e-005 1.3e+000 7.9e-004 1.00e+000 1.016906065e+001 1.017034151e+001 9.3e-008 13.33 25 5.5e-005 1.2e+000 7.1e-004 1.00e+000 1.016918111e+001 1.017033390e+001 8.4e-008 14.09 26 5.0e-005 1.1e+000 6.4e-004 1.00e+000 1.016928954e+001 1.017032707e+001 7.5e-008 14.48 27 4.5e-005 9.7e-001 5.8e-004 1.00e+000 1.016938715e+001 1.017032093e+001 6.8e-008 15.05 28 4.0e-005 8.9e-001 5.2e-004 1.00e+000 1.016947500e+001 1.017031541e+001 6.1e-008 15.81 29 3.6e-005 8.2e-001 4.7e-004 1.00e+000 1.016955408e+001 1.017031045e+001 5.5e-008 16.58 30 3.3e-005 7.6e-001 4.2e-004 1.00e+000 1.016962525e+001 1.017030600e+001 4.9e-008 17.16 31 2.9e-005 7.0e-001 3.8e-004 1.00e+000 1.016968932e+001 1.017030200e+001 4.5e-008 17.94 32 2.6e-005 6.4e-001 3.4e-004 1.00e+000 1.016974699e+001 1.017029840e+001 4.0e-008 18.31 33 2.4e-005 6.0e-001 3.1e-004 1.00e+000 1.016979889e+001 1.017029517e+001 3.6e-008 19.09 34 2.1e-005 5.6e-001 2.8e-004 1.00e+000 1.016984561e+001 1.017029226e+001 3.2e-008 19.47 35 1.9e-005 5.2e-001 2.5e-004 1.00e+000 1.016988766e+001 1.017028965e+001 2.9e-008 20.28 36 1.7e-005 4.8e-001 2.2e-004 1.00e+000 1.016992550e+001 1.017028730e+001 2.6e-008 21.05 37 1.6e-005 4.5e-001 2.0e-004 1.00e+000 1.016995957e+001 1.017028518e+001 2.4e-008 21.44 38 1.4e-005 4.2e-001 1.8e-004 1.00e+000 1.016999023e+001 1.017028328e+001 2.1e-008 22.02 39 1.3e-005 4.0e-001 1.6e-004 1.00e+000 1.017001782e+001 1.017028157e+001 1.9e-008 22.58 40 1.1e-005 3.8e-001 1.5e-004 1.00e+000 1.017004266e+001 1.017028004e+001 1.7e-008 23.16 41 1.0e-005 3.6e-001 1.3e-004 1.00e+000 1.017006502e+001 1.017027865e+001 1.6e-008 23.73 42 9.2e-006 3.4e-001 1.2e-004 1.00e+000 1.017008513e+001 1.017027741e+001 1.4e-008 24.30 43 8.3e-006 3.2e-001 1.1e-004 1.00e+000 1.017010324e+001 1.017027629e+001 1.3e-008 24.69 44 7.4e-006 3.1e-001 9.6e-005 1.00e+000 1.017011954e+001 1.017027528e+001 1.1e-008 25.34 45 6.7e-006 3.0e-001 8.6e-005 1.00e+000 1.017013421e+001 1.017027438e+001 1.0e-008 26.31 46 6.0e-006 2.8e-001 7.8e-005 1.00e+000 1.017014741e+001 1.017027356e+001 9.2e-009 26.69 47 5.4e-006 2.7e-001 7.0e-005 1.00e+000 1.017015929e+001 1.017027283e+001 8.3e-009 27.27 48 4.9e-006 2.6e-001 6.3e-005 1.00e+000 1.017016998e+001 1.017027217e+001 7.4e-009 27.83 49 4.4e-006 2.5e-001 5.7e-005 1.00e+000 1.017017961e+001 1.017027158e+001 6.7e-009 28.03 50 4.0e-006 2.5e-001 5.1e-005 1.00e+000 1.017018827e+001 1.017027104e+001 6.0e-009 28.64 51 3.6e-006 2.4e-001 4.6e-005 1.00e+000 1.017019607e+001 1.017027056e+001 5.4e-009 29.03 52 3.2e-006 2.3e-001 4.1e-005 1.00e+000 1.017020308e+001 1.017027013e+001 4.9e-009 29.98 53 2.9e-006 2.3e-001 3.7e-005 1.00e+000 1.017020940e+001 1.017026974e+001 4.4e-009 30.56 54 2.6e-006 2.2e-001 3.4e-005 1.00e+000 1.017021508e+001 1.017026939e+001 4.0e-009 31.28 55 2.3e-006 2.2e-001 3.0e-005 1.00e+000 1.017022020e+001 1.017026907e+001 3.6e-009 31.47 56 2.1e-006 2.1e-001 2.7e-005 1.00e+000 1.017022480e+001 1.017026879e+001 3.2e-009 32.23 57 1.9e-006 2.1e-001 2.4e-005 9.99e-001 1.017022894e+001 1.017026853e+001 2.9e-009 32.63 58 1.7e-006 2.1e-001 2.2e-005 9.98e-001 1.017023266e+001 1.017026830e+001 2.6e-009 33.58 59 1.5e-006 2.0e-001 2.0e-005 1.00e+000 1.017023602e+001 1.017026809e+001 2.3e-009 33.77 60 1.4e-006 2.0e-001 1.8e-005 9.97e-001 1.017023903e+001 1.017026791e+001 2.1e-009 34.34 61 1.2e-006 2.0e-001 1.6e-005 9.98e-001 1.017024175e+001 1.017026774e+001 1.9e-009 34.73 62 1.1e-006 2.0e-001 1.4e-005 9.97e-001 1.017024420e+001 1.017026759e+001 1.7e-009 35.69 63 1.0e-006 2.0e-001 1.3e-005 9.98e-001 1.017024640e+001 1.017026745e+001 1.5e-009 36.08 64 9.0e-007 1.9e-001 1.2e-005 9.99e-001 1.017024838e+001 1.017026733e+001 1.4e-009 36.66 65 8.1e-007 1.9e-001 1.1e-005 9.97e-001 1.017025017e+001 1.017026722e+001 1.2e-009 37.23 66 7.3e-007 1.9e-001 9.5e-006 1.00e+000 1.017025176e+001 1.017026712e+001 1.1e-009 37.81 67 6.6e-007 1.9e-001 8.5e-006 9.98e-001 1.017025320e+001 1.017026703e+001 1.0e-009 38.59 68 5.9e-007 1.9e-001 7.7e-006 1.00e+000 1.017025450e+001 1.017026695e+001 9.0e-010 38.97 69 5.3e-007 1.9e-001 6.9e-006 1.00e+000 1.017025567e+001 1.017026688e+001 8.1e-010 39.55 70 4.8e-007 1.9e-001 6.2e-006 1.00e+000 1.017025673e+001 1.017026681e+001 7.3e-010 40.31 71 4.3e-007 1.8e-001 5.6e-006 9.99e-001 1.017025768e+001 1.017026675e+001 6.6e-010 40.70 72 3.9e-007 1.8e-001 5.0e-006 9.99e-001 1.017025853e+001 1.017026670e+001 5.9e-010 41.08 73 3.5e-007 1.8e-001 4.5e-006 1.00e+000 1.017025930e+001 1.017026665e+001 5.3e-010 41.84 74 3.2e-007 1.6e-001 4.1e-006 1.01e+000 1.017026000e+001 1.017026661e+001 4.8e-010 42.42 75 2.8e-007 1.5e-001 3.7e-006 1.01e+000 1.017026065e+001 1.017026657e+001 4.3e-010 42.63 76 2.6e-007 1.3e-001 3.3e-006 9.91e-001 1.017026121e+001 1.017026653e+001 3.9e-010 43.34 77 2.3e-007 1.2e-001 3.0e-006 9.96e-001 1.017026171e+001 1.017026650e+001 3.5e-010 43.72 78 2.1e-007 1.1e-001 2.7e-006 9.91e-001 1.017026216e+001 1.017026647e+001 3.2e-010 43.92 79 1.9e-007 9.7e-002 2.4e-006 9.96e-001 1.017026256e+001 1.017026645e+001 2.9e-010 44.69 80 1.7e-007 8.7e-002 2.2e-006 1.01e+000 1.017026294e+001 1.017026642e+001 2.6e-010 45.44 81 1.5e-007 7.9e-002 1.9e-006 9.93e-001 1.017026327e+001 1.017026640e+001 2.3e-010 46.02 82 3.3e-008 1.7e-002 4.2e-007 1.02e+000 1.017026559e+001 1.017026626e+001 4.9e-011 46.41 83 4.0e-009 2.0e-003 4.9e-008 9.84e-001 1.017026615e+001 1.017026622e+001 5.2e-012 46.80 84 3.6e-009 1.8e-003 4.4e-008 1.21e+000 1.017026616e+001 1.017026622e+001 5.2e-012 46.98 85 6.0e-010 2.9e-004 7.2e-009 1.11e+000 1.017026621e+001 1.017026622e+001 6.4e-013 48.33 Interior-point optimizer terminated. Time: 48.33. Optimizer terminated. Time: 48.34 solsta = 1, prosta = 1 Interior-point solution summary Problem status : PRIMAL_AND_DUAL_FEASIBLE Solution status : OPTIMAL Primal. obj: 1.0170266211e+001 nrm: 6e+000 Viol. con: 2e-010 var: 0e+000 Dual. obj: 1.0170266220e+001 nrm: 6e+001 Viol. con: 0e+000 var: 6e-005 * End solution on dual form. * Transforming to primal solution. Solving took 48.4 seconds. result packing took 0.21% of solve time solution checking took 0.16% of solve time Using solver 'mosek' Solving for 2480 variables. Warning: The variable with index '1860' has only negative coefficients akj. The problem is possibly ill-posed. Number of Hessian non-zeros: 1090 * 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 : 2481 Cones : 0 Scalar variables : 5898 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 : 770 Eliminator terminated. Eliminator started. Freed constraints in eliminator : 3 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 : 346 Optimizer - Cones : 0 Optimizer - Scalar variables : 1055 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 : 0.00 Factor - nonzeros before factor : 5889 after factor : 1.09e+004 Factor - dense dim. : 0 flops : 1.09e+005 Factor - GP saved nzs : 1.06e+004 GP saved flops : 1.18e+005 ITE PFEAS DFEAS GFEAS PRSTATUS POBJ DOBJ MU TIME 0 1.9e+003 4.0e+003 2.3e+004 0.00e+000 -2.322140345e+004 1.023181539e-012 1.0e+000 0.03 1 9.7e+002 2.0e+003 1.2e+004 -4.21e-002 -1.529869846e+004 6.125183830e+000 5.2e-001 1.63 2 7.8e+002 1.7e+003 9.5e+003 7.67e-001 -1.176070425e+004 8.277750228e+000 4.2e-001 3.52 3 3.9e+002 8.1e+002 4.7e+003 9.66e-001 -5.515825867e+003 1.224969377e+001 2.1e-001 5.22 4 1.4e+002 3.0e+002 1.7e+003 1.57e+000 -1.536332146e+003 1.395188029e+001 8.3e-002 6.75 5 3.8e+001 8.0e+001 4.6e+002 1.60e+000 -3.104618962e+002 1.331938476e+001 2.3e-002 8.28 6 1.1e+001 2.5e+001 1.4e+002 1.14e+000 -7.977046810e+001 1.166560763e+001 7.6e-003 9.36 7 2.5e+000 9.9e+000 3.1e+001 1.04e+000 -9.776763633e+000 1.074383418e+001 2.0e-003 10.31 8 1.4e+000 1.5e+001 1.7e+001 9.01e-001 -1.447709516e+000 1.060975365e+001 1.1e-003 11.64 9 1.1e+000 1.7e+001 1.4e+001 6.28e-001 -1.936484637e-001 1.056865804e+001 9.2e-004 12.03 10 4.0e-001 8.9e+000 5.0e+000 5.48e-001 4.988931311e+000 1.040281207e+001 3.8e-004 12.03 11 2.4e-001 9.6e+000 2.9e+000 5.65e-001 6.635464501e+000 1.033780469e+001 2.4e-004 12.98 12 5.7e-002 4.4e+000 7.2e-001 6.07e-001 9.142474056e+000 1.022999961e+001 7.1e-005 14.13 13 1.7e-002 3.3e+000 2.2e-001 8.59e-001 9.840859066e+000 1.019008526e+001 2.4e-005 15.27 14 1.0e-002 3.0e+000 1.3e-001 9.63e-001 9.974539064e+000 1.018292299e+001 1.4e-005 15.47 15 2.7e-003 2.9e+000 3.4e-002 9.75e-001 1.011831046e+001 1.017346786e+001 3.9e-006 15.86 16 7.6e-004 2.8e+000 9.7e-003 9.95e-001 1.015529381e+001 1.017106306e+001 1.1e-006 16.63 17 2.4e-004 2.7e+000 3.1e-003 9.99e-001 1.016538887e+001 1.017042705e+001 3.7e-007 16.81 18 1.0e-004 2.2e+000 1.3e-003 1.00e+000 1.016816307e+001 1.017025353e+001 1.5e-007 17.78 19 9.0e-005 2.1e+000 1.2e-003 1.00e+000 1.016835820e+001 1.017024303e+001 1.4e-007 18.92 20 8.1e-005 1.9e+000 1.0e-003 1.00e+000 1.016853482e+001 1.017023145e+001 1.2e-007 19.70 21 7.3e-005 1.7e+000 9.4e-004 1.00e+000 1.016869427e+001 1.017022128e+001 1.1e-007 20.66 22 6.6e-005 1.5e+000 8.5e-004 1.00e+000 1.016883779e+001 1.017021212e+001 1.0e-007 21.42 23 5.9e-005 1.4e+000 7.6e-004 1.00e+000 1.016896699e+001 1.017020390e+001 9.1e-008 22.58 24 5.3e-005 1.3e+000 6.9e-004 1.00e+000 1.016908328e+001 1.017019652e+001 8.1e-008 23.91 25 4.8e-005 1.2e+000 6.2e-004 1.00e+000 1.016918796e+001 1.017018988e+001 7.3e-008 24.30 26 4.3e-005 1.1e+000 5.6e-004 1.00e+000 1.016928219e+001 1.017018392e+001 6.6e-008 25.56 27 3.9e-005 9.8e-001 5.0e-004 1.00e+000 1.016936700e+001 1.017017857e+001 5.9e-008 26.14 28 3.5e-005 9.0e-001 4.5e-004 1.00e+000 1.016944334e+001 1.017017376e+001 5.3e-008 26.91 29 3.2e-005 8.3e-001 4.0e-004 1.00e+000 1.016951205e+001 1.017016944e+001 4.8e-008 27.28 30 2.8e-005 7.6e-001 3.6e-004 1.00e+000 1.016957390e+001 1.017016555e+001 4.3e-008 28.05 31 2.6e-005 7.0e-001 3.3e-004 1.00e+000 1.016962956e+001 1.017016206e+001 3.9e-008 29.19 32 2.3e-005 6.5e-001 3.0e-004 1.00e+000 1.016967967e+001 1.017015892e+001 3.5e-008 30.34 33 2.1e-005 6.0e-001 2.7e-004 1.00e+000 1.016972477e+001 1.017015609e+001 3.2e-008 31.66 34 1.9e-005 5.6e-001 2.4e-004 1.00e+000 1.016976536e+001 1.017015356e+001 2.8e-008 32.63 35 1.7e-005 5.2e-001 2.2e-004 1.00e+000 1.016980189e+001 1.017015127e+001 2.6e-008 33.77 36 1.5e-005 4.9e-001 1.9e-004 1.00e+000 1.016983477e+001 1.017014922e+001 2.3e-008 34.16 37 1.4e-005 4.6e-001 1.7e-004 1.00e+000 1.016986437e+001 1.017014738e+001 2.1e-008 35.13 38 1.2e-005 4.3e-001 1.6e-004 1.00e+000 1.016989101e+001 1.017014571e+001 1.9e-008 35.70 39 1.1e-005 4.0e-001 1.4e-004 1.00e+000 1.016991498e+001 1.017014422e+001 1.7e-008 36.81 40 9.9e-006 3.8e-001 1.3e-004 1.00e+000 1.016993656e+001 1.017014288e+001 1.5e-008 37.02 41 8.9e-006 3.6e-001 1.1e-004 1.00e+000 1.016995598e+001 1.017014167e+001 1.4e-008 38.16 42 8.0e-006 3.4e-001 1.0e-004 1.00e+000 1.016997347e+001 1.017014058e+001 1.2e-008 38.92 43 7.2e-006 3.3e-001 9.3e-005 1.00e+000 1.016998920e+001 1.017013960e+001 1.1e-008 39.91 44 6.5e-006 3.1e-001 8.3e-005 1.00e+000 1.017000336e+001 1.017013872e+001 9.9e-009 40.69 45 5.8e-006 3.0e-001 7.5e-005 1.00e+000 1.017001610e+001 1.017013793e+001 8.9e-009 41.45 46 5.3e-006 2.8e-001 6.7e-005 1.00e+000 1.017002757e+001 1.017013721e+001 8.0e-009 42.59 47 4.7e-006 2.7e-001 6.1e-005 1.00e+000 1.017003789e+001 1.017013657e+001 7.2e-009 42.97 48 4.3e-006 2.6e-001 5.5e-005 1.00e+000 1.017004718e+001 1.017013599e+001 6.5e-009 43.92 49 3.8e-006 2.6e-001 4.9e-005 9.99e-001 1.017005554e+001 1.017013547e+001 5.9e-009 45.25 50 3.5e-006 2.5e-001 4.4e-005 1.00e+000 1.017006307e+001 1.017013501e+001 5.3e-009 46.02 51 3.1e-006 2.4e-001 4.0e-005 1.00e+000 1.017006984e+001 1.017013458e+001 4.7e-009 46.80 52 2.8e-006 2.3e-001 3.6e-005 1.00e+000 1.017007594e+001 1.017013421e+001 4.3e-009 47.94 53 2.5e-006 2.3e-001 3.2e-005 1.00e+000 1.017008142e+001 1.017013386e+001 3.8e-009 48.92 54 2.3e-006 2.2e-001 2.9e-005 1.00e+000 1.017008635e+001 1.017013356e+001 3.5e-009 49.31 55 2.0e-006 2.2e-001 2.6e-005 9.99e-001 1.017009079e+001 1.017013328e+001 3.1e-009 50.08 56 1.8e-006 2.1e-001 2.4e-005 9.99e-001 1.017009479e+001 1.017013303e+001 2.8e-009 50.66 57 1.7e-006 2.1e-001 2.1e-005 1.00e+000 1.017009839e+001 1.017013281e+001 2.5e-009 51.61 58 1.5e-006 2.1e-001 1.9e-005 9.98e-001 1.017010162e+001 1.017013261e+001 2.3e-009 52.38 59 1.3e-006 2.0e-001 1.7e-005 1.00e+000 1.017010454e+001 1.017013242e+001 2.0e-009 53.52 60 1.2e-006 2.0e-001 1.5e-005 1.00e+000 1.017010717e+001 1.017013226e+001 1.8e-009 54.39 61 1.1e-006 2.0e-001 1.4e-005 1.00e+000 1.017010953e+001 1.017013211e+001 1.7e-009 55.92 62 9.7e-007 2.0e-001 1.3e-005 1.00e+000 1.017011166e+001 1.017013198e+001 1.5e-009 56.50 63 8.8e-007 2.0e-001 1.1e-005 1.00e+000 1.017011357e+001 1.017013186e+001 1.3e-009 57.64 64 7.9e-007 1.9e-001 1.0e-005 1.00e+000 1.017011531e+001 1.017013175e+001 1.2e-009 58.78 65 7.1e-007 1.9e-001 9.1e-006 9.99e-001 1.017011686e+001 1.017013165e+001 1.1e-009 59.73 66 6.4e-007 1.9e-001 8.2e-006 1.00e+000 1.017011825e+001 1.017013157e+001 9.8e-010 60.91 67 5.8e-007 1.9e-001 7.4e-006 9.98e-001 1.017011950e+001 1.017013149e+001 8.8e-010 61.88 68 5.2e-007 1.9e-001 6.6e-006 1.01e+000 1.017012065e+001 1.017013142e+001 7.9e-010 62.84 69 4.7e-007 1.9e-001 6.0e-006 1.00e+000 1.017012167e+001 1.017013135e+001 7.1e-010 64.17 70 4.2e-007 1.9e-001 5.4e-006 9.99e-001 1.017012258e+001 1.017013130e+001 6.4e-010 65.52 71 3.8e-007 1.9e-001 4.8e-006 9.97e-001 1.017012340e+001 1.017013124e+001 5.8e-010 66.28 72 3.4e-007 1.7e-001 4.4e-006 1.01e+000 1.017012415e+001 1.017013120e+001 5.2e-010 67.23 73 3.1e-007 1.5e-001 3.9e-006 1.00e+000 1.017012481e+001 1.017013116e+001 4.7e-010 68.39 74 2.8e-007 1.4e-001 3.5e-006 9.98e-001 1.017012541e+001 1.017013112e+001 4.2e-010 69.16 75 2.5e-007 1.2e-001 3.2e-006 1.00e+000 1.017012596e+001 1.017013108e+001 3.8e-010 69.73 76 2.2e-007 1.1e-001 2.9e-006 9.95e-001 1.017012644e+001 1.017013105e+001 3.4e-010 70.52 77 2.0e-007 9.9e-002 2.6e-006 1.01e+000 1.017012689e+001 1.017013103e+001 3.1e-010 71.08 78 1.8e-007 8.9e-002 2.3e-006 9.94e-001 1.017012728e+001 1.017013100e+001 2.8e-010 71.09 79 1.6e-007 8.0e-002 2.1e-006 1.01e+000 1.017012765e+001 1.017013098e+001 2.5e-010 71.86 80 1.5e-007 7.2e-002 1.9e-006 1.01e+000 1.017012797e+001 1.017013096e+001 2.3e-010 73.19 81 1.3e-007 6.5e-002 1.7e-006 1.01e+000 1.017012826e+001 1.017013094e+001 2.1e-010 74.33 82 1.2e-007 5.8e-002 1.5e-006 1.01e+000 1.017012852e+001 1.017013092e+001 1.9e-010 75.67 83 1.1e-007 5.3e-002 1.4e-006 1.03e+000 1.017012878e+001 1.017013091e+001 1.7e-010 76.42 84 9.6e-008 4.7e-002 1.2e-006 9.92e-001 1.017012898e+001 1.017013089e+001 1.5e-010 77.19 85 8.7e-008 4.3e-002 1.1e-006 1.03e+000 1.017012919e+001 1.017013088e+001 1.4e-010 78.33 86 7.8e-008 3.8e-002 1.0e-006 1.02e+000 1.017012936e+001 1.017013087e+001 1.3e-010 78.53 87 7.0e-008 3.5e-002 9.0e-007 1.01e+000 1.017012951e+001 1.017013086e+001 1.1e-010 79.72 88 6.3e-008 3.1e-002 8.1e-007 1.06e+000 1.017012968e+001 1.017013085e+001 1.1e-010 80.67 89 4.3e-009 2.0e-003 5.1e-008 9.07e-001 1.017013071e+001 1.017013079e+001 1.0e-011 82.00 90 5.9e-010 2.7e-004 7.0e-009 1.21e+000 1.017013077e+001 1.017013078e+001 8.7e-013 82.95 Interior-point optimizer terminated. Time: 82.95. Optimizer terminated. Time: 82.97 solsta = 1, prosta = 1 Interior-point solution summary Problem status : PRIMAL_AND_DUAL_FEASIBLE Solution status : OPTIMAL Primal. obj: 1.0170130774e+001 nrm: 7e+000 Viol. con: 2e-010 var: 0e+000 Dual. obj: 1.0170130783e+001 nrm: 6e+001 Viol. con: 0e+000 var: 6e-005 * End solution on dual form. * Transforming to primal solution. Solving took 83 seconds. result packing took 0.17% of solve time solution checking took 0.11% of solve time Solving took 5 GP solves and 244 seconds. Warning: Constraint [W_{total}_FleetMission_(0,) [N]... >= W_{dry}_FleetMission_(0,) + W_{f_{total}}_FleetMission_(0,) [N]...] is not tight because the left hand side evaluated to 366641.68085 newton but the right hand side evaluated to 366630.069067 newton (Allowable error: 0.0001%, Actual error: 0.0032%) Warning: Constraint [W_{total}_FleetMission_(1,) [N]... >= W_{dry}_FleetMission_(1,) + W_{f_{total}}_FleetMission_(1,) [N]...] is not tight because the left hand side evaluated to 377162.194878 newton but the right hand side evaluated to 377115.44417 newton (Allowable error: 0.0001%, Actual error: 0.012%) Warning: Constraint [W_{total}_FleetMission_(2,) [N]... >= W_{dry}_FleetMission_(2,) + W_{f_{total}}_FleetMission_(2,) [N]...] is not tight because the left hand side evaluated to 388105.093288 newton but the right hand side evaluated to 387998.862855 newton (Allowable error: 0.0001%, Actual error: 0.027%) Warning: Constraint [W_{total}_FleetMission_(3,) [N]... >= W_{dry}_FleetMission_(3,) + W_{f_{total}}_FleetMission_(3,) [N]...] is not tight because the left hand side evaluated to 399470.247372 newton but the right hand side evaluated to 399279.096077 newton (Allowable error: 0.0001%, Actual error: 0.048%) Warning: Constraint [W_{start}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(0, 0) [N]... >= W_{burn}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(0, 0) + W_{end}_FleetMission/CruiseSegment/...] is not tight because the left hand side evaluated to 361212.197104 newton but the right hand side evaluated to 361206.372479 newton (Allowable error: 0.0001%, Actual error: 0.0016%) Warning: Constraint [W_{start}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(0, 1) [N]... >= W_{burn}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(0, 1) + W_{end}_FleetMission/CruiseSegment/...] is not tight because the left hand side evaluated to 371522.14377 newton but the right hand side evaluated to 371498.547262 newton (Allowable error: 0.0001%, Actual error: 0.0064%) Warning: Constraint [W_{start}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(0, 2) [N]... >= W_{burn}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(0, 2) + W_{end}_FleetMission/CruiseSegment/...] is not tight because the left hand side evaluated to 382190.30937 newton but the right hand side evaluated to 382135.971009 newton (Allowable error: 0.0001%, Actual error: 0.014%) Warning: Constraint [W_{start}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(0, 3) [N]... >= W_{burn}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(0, 3) + W_{end}_FleetMission/CruiseSegment/...] is not tight because the left hand side evaluated to 393255.646114 newton but the right hand side evaluated to 393156.480928 newton (Allowable error: 0.0001%, Actual error: 0.025%) Warning: Constraint [W_{start}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(1, 0) [N]... >= W_{burn}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(1, 0) + W_{end}_FleetMission/CruiseSegment/...] is not tight because the left hand side evaluated to 356181.889657 newton but the right hand side evaluated to 356176.102539 newton (Allowable error: 0.0001%, Actual error: 0.0016%) Warning: Constraint [W_{start}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(1, 1) [N]... >= W_{burn}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(1, 1) + W_{end}_FleetMission/CruiseSegment/...] is not tight because the left hand side evaluated to 361243.206642 newton but the right hand side evaluated to 361220.052478 newton (Allowable error: 0.0001%, Actual error: 0.0064%) Warning: Constraint [W_{start}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(1, 2) [N]... >= W_{burn}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(1, 2) + W_{end}_FleetMission/CruiseSegment/...] is not tight because the left hand side evaluated to 366354.228166 newton but the right hand side evaluated to 366302.336205 newton (Allowable error: 0.0001%, Actual error: 0.014%) Warning: Constraint [W_{start}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(1, 3) [N]... >= W_{burn}_FleetMission/CruiseSegment/CruiseP/AircraftP.1_(1, 3) + W_{end}_FleetMission/CruiseSegment/...] is not tight because the left hand side evaluated to 371535.458028 newton but the right hand side evaluated to 371443.472021 newton (Allowable error: 0.0001%, Actual error: 0.025%) Warning: Constraint [F_{6}_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(0, 0) + F_{8}_FleetMission/A... >= F_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(0, 0) [N]...] is not tight because the left hand side evaluated to 18366.9604919 newton but the right hand side evaluated to 18366.7176789 newton (Allowable error: 0.0001%, Actual error: 0.0013%) Warning: Constraint [F_{6}_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(0, 1) + F_{8}_FleetMission/A... >= F_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(0, 1) [N]...] is not tight because the left hand side evaluated to 18344.4543844 newton but the right hand side evaluated to 18344.2050421 newton (Allowable error: 0.0001%, Actual error: 0.0014%) Warning: Constraint [F_{6}_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(0, 2) + F_{8}_FleetMission/A... >= F_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(0, 2) [N]...] is not tight because the left hand side evaluated to 18344.4543196 newton but the right hand side evaluated to 18344.2049474 newton (Allowable error: 0.0001%, Actual error: 0.0014%) Warning: Constraint [F_{6}_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(0, 3) + F_{8}_FleetMission/A... >= F_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(0, 3) [N]...] is not tight because the left hand side evaluated to 18344.4543453 newton but the right hand side evaluated to 18344.2049716 newton (Allowable error: 0.0001%, Actual error: 0.0014%) Warning: Constraint [F_{6}_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(1, 0) + F_{8}_FleetMission/A... >= F_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(1, 0) [N]...] is not tight because the left hand side evaluated to 18924.2855428 newton but the right hand side evaluated to 18924.2650551 newton (Allowable error: 0.0001%, Actual error: 0.00011%) Warning: Constraint [F_{6}_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(2, 2) + F_{8}_FleetMission/A... >= F_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(2, 2) [N]...] is not tight because the left hand side evaluated to 8445.89963839 newton but the right hand side evaluated to 8445.84800411 newton (Allowable error: 0.0001%, Actual error: 0.00061%) Warning: Constraint [F_{6}_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(2, 3) + F_{8}_FleetMission/A... >= F_FleetMission/Aircraft/Engine/EnginePerformance/ThrustPerformance_(2, 3) [N]...] is not tight because the left hand side evaluated to 8626.29336615 newton but the right hand side evaluated to 8626.24784641 newton (Allowable error: 0.0001%, Actual error: 0.00053%) 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 24184.752832 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 26232.848506 newton but the right hand side evaluated to 26232.36 newton (Allowable error: 0.0001%, Actual error: 0.0019%) Running tests... ---------------------------------------------------------------------- .. ---------------------------------------------------------------------- Ran 2 tests in 261.779s OK Generating XML reports... Cloning into 'SPaircraft'... 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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-4k1blb-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\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages Requirement already satisfied: numpy in c:\users\jenkins\workspace\gpkit_commons_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 0.13 2 6.3e+002 8.0e+002 3.4e+004 -9.47e-001 -1.079091452e+005 8.864160822e+003 2.8e-001 0.22 3 2.7e+002 3.4e+002 1.4e+004 -8.65e-001 -9.105212521e+004 1.510653333e+004 1.2e-001 0.28 4 2.2e+002 2.8e+002 1.2e+004 -6.75e-001 -8.702320552e+004 1.500784526e+004 9.5e-002 0.84 5 2.0e+002 2.6e+002 1.1e+004 -6.03e-001 -8.604289015e+004 1.472462307e+004 9.0e-002 1.72 6 7.8e+001 9.9e+001 4.2e+003 -5.82e-001 -6.045569886e+004 1.387856642e+004 3.4e-002 2.00 7 4.8e+001 6.1e+001 2.6e+003 -1.39e-001 -4.588530950e+004 1.236168614e+004 2.1e-002 2.03 8 2.2e+001 2.7e+001 1.2e+003 1.24e-001 -2.585243269e+004 8.501302012e+003 9.5e-003 2.05 9 8.8e+000 1.1e+001 4.7e+002 5.10e-001 -1.141920304e+004 4.869311263e+003 3.9e-003 2.05 10 3.4e+000 4.3e+000 1.8e+002 7.96e-001 -4.383543496e+003 2.276676032e+003 1.5e-003 2.05 11 1.8e+000 2.3e+000 9.7e+001 9.33e-001 -2.072230483e+003 1.525802251e+003 8.1e-004 2.06 12 6.7e-001 8.4e-001 3.6e+001 9.67e-001 -5.657815654e+002 7.880405549e+002 3.0e-004 2.06 13 5.7e-001 7.6e-001 3.1e+001 9.73e-001 -4.343567529e+002 7.249776115e+002 2.6e-004 2.06 14 4.1e-001 1.0e+000 2.2e+001 9.67e-001 -2.194533891e+002 6.197190607e+002 1.8e-004 2.06 15 2.2e-001 6.4e-001 1.2e+001 9.81e-001 3.431423782e+001 5.005959603e+002 1.0e-004 2.06 16 7.2e-002 2.6e-001 4.0e+000 9.98e-001 2.514256141e+002 4.039320381e+002 3.4e-005 2.08 17 2.2e-002 1.4e-001 1.3e+000 1.00e+000 3.237546439e+002 3.719214265e+002 1.1e-005 2.08 18 5.1e-003 1.4e-001 3.0e-001 1.00e+000 3.493795499e+002 3.608609670e+002 2.6e-006 2.08 19 3.0e-003 1.1e-001 1.8e-001 1.00e+000 3.526376578e+002 3.593583049e+002 1.5e-006 2.08 20 5.1e-004 1.6e-001 3.1e-002 1.00e+000 3.565990779e+002 3.577619242e+002 2.7e-007 2.09 21 2.0e-004 1.1e-001 1.2e-002 9.90e-001 3.571048127e+002 3.575700176e+002 1.1e-007 2.09 22 8.2e-005 9.0e-002 5.0e-003 1.00e+000 3.573040925e+002 3.574934388e+002 4.4e-008 2.09 23 3.0e-005 8.1e-002 1.9e-003 9.92e-001 3.573885255e+002 3.574594528e+002 1.7e-008 2.11 24 2.7e-005 7.6e-002 1.7e-003 9.97e-001 3.573937983e+002 3.574576190e+002 1.5e-008 2.11 25 2.5e-005 6.9e-002 1.5e-003 1.00e+000 3.573983537e+002 3.574557946e+002 1.3e-008 2.11 26 2.2e-005 6.3e-002 1.4e-003 1.00e+000 3.574024667e+002 3.574541630e+002 1.2e-008 2.11 27 2.0e-005 5.7e-002 1.2e-003 1.00e+000 3.574061657e+002 3.574526920e+002 1.1e-008 2.13 28 1.8e-005 5.2e-002 1.1e-003 1.00e+000 3.574094958e+002 3.574513691e+002 9.8e-009 2.13 29 1.6e-005 4.7e-002 9.9e-004 1.00e+000 3.574124934e+002 3.574501788e+002 8.8e-009 2.13 30 1.5e-005 4.3e-002 8.9e-004 1.00e+000 3.574151918e+002 3.574491082e+002 7.9e-009 2.14 31 1.3e-005 4.0e-002 8.0e-004 1.00e+000 3.574176208e+002 3.574481451e+002 7.1e-009 2.14 32 1.2e-005 3.6e-002 7.2e-004 1.00e+000 3.574198072e+002 3.574472787e+002 6.4e-009 2.14 33 1.1e-005 3.3e-002 6.5e-004 1.00e+000 3.574217754e+002 3.574464994e+002 5.8e-009 2.14 34 9.6e-006 3.1e-002 5.9e-004 1.00e+000 3.574235470e+002 3.574457983e+002 5.2e-009 2.16 35 8.6e-006 2.8e-002 5.3e-004 1.00e+000 3.574251418e+002 3.574451676e+002 4.7e-009 2.16 36 7.7e-006 2.6e-002 4.7e-004 1.00e+000 3.574265772e+002 3.574446003e+002 4.2e-009 2.27 37 7.0e-006 2.4e-002 4.3e-004 1.00e+000 3.574278693e+002 3.574440898e+002 3.8e-009 2.28 38 6.3e-006 2.2e-002 3.8e-004 1.00e+000 3.574290323e+002 3.574436306e+002 3.4e-009 2.69 39 5.6e-006 2.1e-002 3.5e-004 1.00e+000 3.574300791e+002 3.574432175e+002 3.1e-009 3.42 40 5.1e-006 2.0e-002 3.1e-004 1.00e+000 3.574310213e+002 3.574428457e+002 2.8e-009 3.44 41 4.6e-006 1.8e-002 2.8e-004 1.00e+000 3.574318693e+002 3.574425112e+002 2.5e-009 3.44 42 4.1e-006 1.7e-002 2.5e-004 1.00e+000 3.574326326e+002 3.574422102e+002 2.2e-009 3.64 43 3.7e-006 1.6e-002 2.3e-004 1.00e+000 3.574333195e+002 3.574419393e+002 2.0e-009 3.84 44 3.3e-006 1.5e-002 2.0e-004 1.00e+000 3.574339378e+002 3.574416956e+002 1.8e-009 3.88 45 3.0e-006 1.4e-002 1.8e-004 1.00e+000 3.574344942e+002 3.574414762e+002 1.6e-009 3.88 46 2.7e-006 1.4e-002 1.7e-004 1.00e+000 3.574349950e+002 3.574412788e+002 1.5e-009 3.88 47 2.4e-006 1.3e-002 1.5e-004 1.00e+000 3.574354457e+002 3.574411011e+002 1.3e-009 3.88 48 2.2e-006 1.2e-002 1.3e-004 1.00e+000 3.574358513e+002 3.574409411e+002 1.2e-009 3.89 49 2.0e-006 1.2e-002 1.2e-004 1.00e+000 3.574362164e+002 3.574407972e+002 1.1e-009 3.89 50 1.8e-006 1.1e-002 1.1e-004 1.00e+000 3.574365449e+002 3.574406676e+002 9.6e-010 3.89 51 1.6e-006 1.1e-002 9.8e-005 1.00e+000 3.574368406e+002 3.574405510e+002 8.7e-010 3.91 52 1.4e-006 1.1e-002 8.8e-005 1.00e+000 3.574371067e+002 3.574404461e+002 7.8e-010 3.91 53 1.3e-006 1.0e-002 7.9e-005 1.00e+000 3.574373462e+002 3.574403516e+002 7.0e-010 3.91 54 1.2e-006 9.9e-003 7.1e-005 1.00e+000 3.574375617e+002 3.574402666e+002 6.3e-010 3.91 55 1.0e-006 9.7e-003 6.4e-005 1.00e+000 3.574377556e+002 3.574401901e+002 5.7e-010 3.92 56 9.4e-007 9.4e-003 5.8e-005 1.00e+000 3.574379302e+002 3.574401212e+002 5.1e-010 3.92 57 8.5e-007 9.2e-003 5.2e-005 1.00e+000 3.574380873e+002 3.574400592e+002 4.6e-010 3.92 58 7.6e-007 9.0e-003 4.7e-005 1.00e+000 3.574382287e+002 3.574400033e+002 4.1e-010 3.94 59 6.9e-007 8.8e-003 4.2e-005 1.00e+000 3.574383559e+002 3.574399531e+002 3.7e-010 3.94 60 6.2e-007 8.7e-003 3.8e-005 1.00e+000 3.574384704e+002 3.574399079e+002 3.4e-010 3.94 61 5.6e-007 8.5e-003 3.4e-005 1.00e+000 3.574385734e+002 3.574398672e+002 3.0e-010 3.94 62 5.0e-007 8.4e-003 3.1e-005 1.00e+000 3.574386661e+002 3.574398305e+002 2.7e-010 3.95 63 4.5e-007 8.3e-003 2.8e-005 1.00e+000 3.574387496e+002 3.574397975e+002 2.4e-010 3.95 64 4.1e-007 8.1e-003 2.5e-005 1.00e+000 3.574388246e+002 3.574397678e+002 2.2e-010 3.95 65 3.6e-007 8.1e-003 2.2e-005 1.00e+000 3.574388922e+002 3.574397410e+002 2.0e-010 3.97 66 3.3e-007 8.0e-003 2.0e-005 1.00e+000 3.574389530e+002 3.574397169e+002 1.8e-010 3.97 67 3.0e-007 7.9e-003 1.8e-005 1.00e+000 3.574390077e+002 3.574396953e+002 1.6e-010 3.98 68 2.7e-007 7.8e-003 1.6e-005 1.00e+000 3.574390569e+002 3.574396757e+002 1.4e-010 3.98 69 2.4e-007 7.7e-003 1.5e-005 1.00e+000 3.574391012e+002 3.574396582e+002 1.3e-010 3.98 70 2.2e-007 7.7e-003 1.3e-005 1.00e+000 3.574391411e+002 3.574396424e+002 1.2e-010 4.00 71 1.9e-007 7.6e-003 1.2e-005 1.00e+000 3.574391770e+002 3.574396281e+002 1.1e-010 4.00 72 1.7e-007 7.6e-003 1.1e-005 1.00e+000 3.574392093e+002 3.574396153e+002 9.5e-011 4.01 73 1.6e-007 7.5e-003 9.6e-006 1.00e+000 3.574392383e+002 3.574396037e+002 8.5e-011 4.01 74 1.4e-007 7.5e-003 8.7e-006 1.00e+000 3.574392645e+002 3.574395933e+002 7.7e-011 4.01 75 1.3e-007 7.5e-003 7.8e-006 1.00e+000 3.574392880e+002 3.574395840e+002 6.9e-011 4.03 76 1.1e-007 7.4e-003 7.0e-006 1.00e+000 3.574393092e+002 3.574395755e+002 6.2e-011 4.03 77 1.0e-007 7.4e-003 6.3e-006 1.00e+000 3.574393282e+002 3.574395680e+002 5.6e-011 4.03 78 9.3e-008 7.4e-003 5.7e-006 1.00e+000 3.574393454e+002 3.574395611e+002 5.0e-011 4.05 79 8.3e-008 7.3e-003 5.1e-006 1.00e+000 3.574393608e+002 3.574395550e+002 4.5e-011 4.44 80 7.5e-008 7.3e-003 4.6e-006 1.00e+000 3.574393747e+002 3.574395495e+002 4.1e-011 4.59 81 6.8e-008 7.3e-003 4.1e-006 1.00e+000 3.574393872e+002 3.574395445e+002 3.7e-011 4.73 82 6.1e-008 7.3e-003 3.7e-006 1.00e+000 3.574393984e+002 3.574395400e+002 3.3e-011 5.14 83 5.5e-008 7.3e-003 3.4e-006 1.00e+000 3.574394086e+002 3.574395360e+002 3.0e-011 5.26 84 4.9e-008 7.3e-003 3.0e-006 1.00e+000 3.574394177e+002 3.574395324e+002 2.7e-011 5.39 85 4.4e-008 7.2e-003 2.7e-006 1.00e+000 3.574394259e+002 3.574395291e+002 2.4e-011 5.48 86 4.7e-009 7.6e-004 2.9e-007 1.00e+000 3.574394919e+002 3.574395028e+002 2.5e-012 5.69 87 4.2e-009 6.9e-004 2.6e-007 1.00e+000 3.574394927e+002 3.574395025e+002 2.3e-012 5.73 88 2.4e-010 3.8e-005 1.4e-008 1.00e+000 3.574394993e+002 3.574394998e+002 1.3e-013 5.84 Interior-point optimizer terminated. Time: 5.84. Optimizer terminated. Time: 5.88 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 5.91 seconds. result packing took 2.1% of solve time solution checking took 2.1% 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 : 0.03 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 0.06 1 1.4e+003 1.7e+003 7.4e+004 -9.70e-001 -1.168128227e+005 4.330706076e+003 6.0e-001 0.36 2 4.8e+002 6.0e+002 2.5e+004 -9.45e-001 -1.004124436e+005 1.392381764e+004 2.1e-001 0.38 3 2.0e+002 2.5e+002 1.1e+004 -8.18e-001 -8.383765760e+004 1.662930174e+004 8.7e-002 0.39 4 9.0e+001 1.1e+002 4.7e+003 -5.74e-001 -6.395443912e+004 1.466208378e+004 3.9e-002 0.41 5 4.2e+001 5.2e+001 2.2e+003 -2.10e-001 -4.162478480e+004 1.192746031e+004 1.8e-002 0.42 6 1.6e+001 2.0e+001 8.4e+002 2.04e-001 -1.981948299e+004 6.982425500e+003 6.9e-003 0.44 7 6.7e+000 8.4e+000 3.6e+002 6.36e-001 -8.831591095e+003 3.706971506e+003 2.9e-003 0.45 8 2.2e+000 2.7e+000 1.2e+002 8.55e-001 -2.884271543e+003 1.400270662e+003 9.6e-004 0.45 9 1.1e+000 1.4e+000 5.9e+001 9.63e-001 -1.441302718e+003 7.546795695e+002 4.9e-004 0.47 10 8.7e-001 1.1e+000 4.6e+001 9.74e-001 -1.128565730e+003 6.100011921e+002 3.8e-004 0.47 11 6.3e-001 1.0e+000 3.4e+001 9.59e-001 -8.272324149e+002 4.524497526e+002 2.8e-004 0.47 12 3.6e-001 5.9e-001 1.9e+001 9.89e-001 -4.537671949e+002 2.813133144e+002 1.6e-004 0.47 13 1.1e-001 2.1e-001 5.8e+000 9.91e-001 -1.127857961e+002 1.070638385e+002 4.9e-005 0.47 14 2.8e-002 1.4e-001 1.6e+000 1.00e+000 -5.192630568e+000 5.549165615e+001 1.4e-005 0.48 15 2.0e-002 1.2e-001 1.1e+000 9.99e-001 7.214982546e+000 4.965983181e+001 9.6e-006 0.48 16 7.0e-003 1.1e-001 4.0e-001 1.00e+000 2.591005985e+001 4.111615269e+001 3.5e-006 0.48 17 2.3e-003 9.8e-002 1.3e-001 1.00e+000 3.298469177e+001 3.807557179e+001 1.2e-006 0.48 18 1.3e-003 7.5e-002 7.7e-002 1.00e+000 3.449419764e+001 3.741876994e+001 6.7e-007 0.48 19 4.1e-004 9.5e-002 2.4e-002 1.00e+000 3.590261709e+001 3.680642233e+001 2.1e-007 0.50 20 1.6e-004 8.4e-002 9.3e-003 1.00e+000 3.628521066e+001 3.663738665e+001 8.2e-008 0.50 21 1.4e-004 7.6e-002 8.4e-003 1.00e+000 3.631034237e+001 3.662729748e+001 7.4e-008 0.50 22 1.3e-004 6.9e-002 7.5e-003 1.00e+000 3.633215350e+001 3.661739797e+001 6.6e-008 0.50 23 1.2e-004 6.3e-002 6.8e-003 1.00e+000 3.635178948e+001 3.660849753e+001 6.0e-008 0.50 24 1.0e-004 5.7e-002 6.1e-003 1.00e+000 3.636944365e+001 3.660047093e+001 5.4e-008 0.52 25 9.4e-005 5.2e-002 5.5e-003 1.00e+000 3.638532338e+001 3.659323979e+001 4.8e-008 0.52 26 8.4e-005 4.8e-002 4.9e-003 1.00e+000 3.639960796e+001 3.658672610e+001 4.3e-008 0.52 27 7.6e-005 4.4e-002 4.4e-003 1.00e+000 3.641245850e+001 3.658085942e+001 3.9e-008 0.52 28 6.8e-005 4.0e-002 4.0e-003 1.00e+000 3.642401949e+001 3.657557595e+001 3.5e-008 0.53 29 6.2e-005 3.7e-002 3.6e-003 1.00e+000 3.643442077e+001 3.657081806e+001 3.2e-008 0.53 30 5.5e-005 3.4e-002 3.2e-003 1.00e+000 3.644377902e+001 3.656653374e+001 2.8e-008 0.53 31 5.0e-005 3.1e-002 2.9e-003 1.00e+000 3.645219909e+001 3.656267606e+001 2.6e-008 0.53 32 4.5e-005 2.9e-002 2.6e-003 1.00e+000 3.645977526e+001 3.655920272e+001 2.3e-008 0.53 33 4.0e-005 2.7e-002 2.4e-003 1.00e+000 3.646659229e+001 3.655607557e+001 2.1e-008 0.55 34 3.6e-005 2.5e-002 2.1e-003 1.00e+000 3.647272640e+001 3.655326023e+001 1.9e-008 0.55 35 3.3e-005 2.3e-002 1.9e-003 1.00e+000 3.647824614e+001 3.655072569e+001 1.7e-008 0.55 36 2.9e-005 2.1e-002 1.7e-003 1.00e+000 3.648321314e+001 3.654844405e+001 1.5e-008 0.55 37 2.6e-005 2.0e-002 1.5e-003 1.00e+000 3.648768284e+001 3.654639012e+001 1.4e-008 0.56 38 2.4e-005 1.9e-002 1.4e-003 1.00e+000 3.649170510e+001 3.654454125e+001 1.2e-008 0.56 39 2.1e-005 1.7e-002 1.3e-003 1.00e+000 3.649532478e+001 3.654287701e+001 1.1e-008 0.56 40 1.9e-005 1.6e-002 1.1e-003 1.00e+000 3.649858221e+001 3.654137899e+001 9.9e-009 0.56 41 1.7e-005 1.6e-002 1.0e-003 1.00e+000 3.650151368e+001 3.654003063e+001 8.9e-009 0.56 42 1.6e-005 1.5e-002 9.1e-004 1.00e+000 3.650415185e+001 3.653881699e+001 8.0e-009 0.58 43 1.4e-005 1.4e-002 8.2e-004 1.00e+000 3.650652607e+001 3.653772463e+001 7.2e-009 0.58 44 1.3e-005 1.3e-002 7.4e-004 1.00e+000 3.650866277e+001 3.653674143e+001 6.5e-009 0.58 45 1.1e-005 1.3e-002 6.7e-004 1.00e+000 3.651058573e+001 3.653585649e+001 5.9e-009 0.58 46 1.0e-005 1.2e-002 6.0e-004 1.00e+000 3.651231632e+001 3.653506000e+001 5.3e-009 0.59 47 9.2e-006 1.2e-002 5.4e-004 1.00e+000 3.651387380e+001 3.653434312e+001 4.8e-009 0.59 48 8.3e-006 1.1e-002 4.9e-004 1.00e+000 3.651527548e+001 3.653369788e+001 4.3e-009 0.59 49 7.5e-006 1.1e-002 4.4e-004 1.00e+000 3.651653695e+001 3.653311714e+001 3.9e-009 0.59 50 6.7e-006 1.0e-002 3.9e-004 1.00e+000 3.651767223e+001 3.653259443e+001 3.5e-009 0.59 51 6.1e-006 1.0e-002 3.5e-004 1.00e+000 3.651869395e+001 3.653212395e+001 3.1e-009 0.61 52 5.5e-006 9.8e-003 3.2e-004 1.00e+000 3.651961346e+001 3.653170049e+001 2.8e-009 0.61 53 4.9e-006 9.5e-003 2.9e-004 1.00e+000 3.652044099e+001 3.653131934e+001 2.5e-009 0.61 54 4.4e-006 9.3e-003 2.6e-004 1.00e+000 3.652118573e+001 3.653097628e+001 2.3e-009 0.61 55 4.0e-006 9.1e-003 2.3e-004 1.00e+000 3.652185597e+001 3.653066750e+001 2.0e-009 0.61 56 3.6e-006 8.9e-003 2.1e-004 1.00e+000 3.652245916e+001 3.653038956e+001 1.8e-009 0.63 57 3.2e-006 8.7e-003 1.9e-004 1.00e+000 3.652300201e+001 3.653013939e+001 1.7e-009 0.63 58 2.9e-006 8.6e-003 1.7e-004 1.00e+000 3.652349055e+001 3.652991422e+001 1.5e-009 0.63 59 2.6e-006 8.4e-003 1.5e-004 1.00e+000 3.652393021e+001 3.652971154e+001 1.3e-009 0.63 60 2.3e-006 8.3e-003 1.4e-004 1.00e+000 3.652432589e+001 3.652952910e+001 1.2e-009 0.64 61 2.1e-006 8.2e-003 1.2e-004 1.00e+000 3.652468198e+001 3.652936489e+001 1.1e-009 0.64 62 1.9e-006 8.1e-003 1.1e-004 1.00e+000 3.652500244e+001 3.652921708e+001 9.8e-010 0.64 63 1.7e-006 8.0e-003 1.0e-004 1.00e+000 3.652529085e+001 3.652908404e+001 8.8e-010 0.64 64 1.5e-006 7.9e-003 9.0e-005 1.00e+000 3.652555040e+001 3.652896429e+001 7.9e-010 0.66 65 1.4e-006 7.8e-003 8.1e-005 1.00e+000 3.652578398e+001 3.652885650e+001 7.1e-010 0.66 66 1.2e-006 7.7e-003 7.3e-005 1.00e+000 3.652599420e+001 3.652875947e+001 6.4e-010 0.66 67 1.1e-006 7.7e-003 6.6e-005 1.00e+000 3.652618338e+001 3.652867214e+001 5.8e-010 0.66 68 1.0e-006 7.6e-003 5.9e-005 1.00e+000 3.652635364e+001 3.652859353e+001 5.2e-010 0.67 69 9.1e-007 7.6e-003 5.3e-005 1.00e+000 3.652650686e+001 3.652852277e+001 4.7e-010 0.67 70 8.2e-007 7.5e-003 4.8e-005 1.00e+000 3.652664476e+001 3.652845908e+001 4.2e-010 0.67 71 7.4e-007 7.5e-003 4.3e-005 1.00e+000 3.652676885e+001 3.652840176e+001 3.8e-010 0.67 72 6.6e-007 7.4e-003 3.9e-005 1.00e+000 3.652688054e+001 3.652835016e+001 3.4e-010 0.67 73 6.0e-007 7.4e-003 3.5e-005 1.00e+000 3.652698105e+001 3.652830371e+001 3.1e-010 0.69 74 5.4e-007 7.4e-003 3.1e-005 1.00e+000 3.652707150e+001 3.652826190e+001 2.8e-010 0.69 75 4.8e-007 7.3e-003 2.8e-005 1.00e+000 3.652715291e+001 3.652822427e+001 2.5e-010 0.69 76 4.4e-007 7.3e-003 2.5e-005 1.00e+000 3.652722617e+001 3.652819041e+001 2.2e-010 0.69 77 3.9e-007 7.3e-003 2.3e-005 1.00e+000 3.652729210e+001 3.652815992e+001 2.0e-010 0.70 78 3.5e-007 7.3e-003 2.1e-005 1.00e+000 3.652735144e+001 3.652813247e+001 1.8e-010 0.70 79 3.2e-007 7.2e-003 1.9e-005 1.00e+000 3.652740484e+001 3.652810778e+001 1.6e-010 0.70 80 2.9e-007 7.2e-003 1.7e-005 1.00e+000 3.652745290e+001 3.652808554e+001 1.5e-010 0.70 81 2.6e-007 7.2e-003 1.5e-005 1.00e+000 3.652749615e+001 3.652806553e+001 1.3e-010 0.72 82 2.3e-007 7.2e-003 1.4e-005 1.00e+000 3.652753507e+001 3.652804752e+001 1.2e-010 0.72 83 2.1e-007 7.2e-003 1.2e-005 1.00e+000 3.652757010e+001 3.652803130e+001 1.1e-010 0.72 84 1.9e-007 7.1e-003 1.1e-005 1.00e+000 3.652760163e+001 3.652801671e+001 9.6e-011 0.73 85 1.7e-007 7.1e-003 9.9e-006 1.00e+000 3.652763000e+001 3.652800358e+001 8.7e-011 0.73 86 1.5e-007 7.1e-003 8.9e-006 1.00e+000 3.652765554e+001 3.652799176e+001 7.8e-011 0.75 87 1.4e-007 7.1e-003 8.0e-006 1.00e+000 3.652767851e+001 3.652798112e+001 7.0e-011 0.75 88 1.2e-007 7.1e-003 7.2e-006 1.00e+000 3.652769920e+001 3.652797154e+001 6.3e-011 0.75 89 1.1e-007 7.1e-003 6.5e-006 1.00e+000 3.652771781e+001 3.652796292e+001 5.7e-011 0.77 90 1.0e-007 7.1e-003 5.8e-006 1.00e+000 3.652773456e+001 3.652795516e+001 5.1e-011 0.77 91 9.0e-008 7.1e-003 5.2e-006 1.00e+000 3.652774963e+001 3.652794818e+001 4.6e-011 0.77 92 8.1e-008 7.1e-003 4.7e-006 1.00e+000 3.652776320e+001 3.652794189e+001 4.2e-011 0.78 93 7.3e-008 7.0e-003 4.2e-006 1.00e+000 3.652777541e+001 3.652793623e+001 3.7e-011 0.78 94 6.5e-008 7.0e-003 3.8e-006 1.00e+000 3.652778640e+001 3.652793114e+001 3.4e-011 0.78 95 5.9e-008 7.0e-003 3.4e-006 1.00e+000 3.652779629e+001 3.652792655e+001 3.0e-011 0.80 96 5.3e-008 7.0e-003 3.1e-006 9.99e-001 3.652780519e+001 3.652792243e+001 2.7e-011 0.80 97 4.8e-008 7.0e-003 2.8e-006 1.00e+000 3.652781320e+001 3.652791872e+001 2.5e-011 0.80 98 4.3e-008 7.0e-003 2.5e-006 1.00e+000 3.652782041e+001 3.652791537e+001 2.2e-011 0.80 99 3.9e-008 7.0e-003 2.3e-006 9.99e-001 3.652782689e+001 3.652791237e+001 2.0e-011 0.81 100 3.5e-008 7.0e-003 2.0e-006 9.98e-001 3.652783273e+001 3.652790967e+001 1.8e-011 0.81 101 3.1e-008 6.3e-003 1.8e-006 1.00e+000 3.652783799e+001 3.652790722e+001 1.6e-011 0.81 102 2.8e-008 5.7e-003 1.6e-006 9.99e-001 3.652784272e+001 3.652790503e+001 1.4e-011 0.83 103 2.5e-008 5.1e-003 1.5e-006 9.99e-001 3.652784698e+001 3.652790305e+001 1.3e-011 0.83 104 2.3e-008 4.6e-003 1.3e-006 9.98e-001 3.652785080e+001 3.652790128e+001 1.2e-011 0.83 105 2.0e-008 4.1e-003 1.2e-006 1.00e+000 3.652785428e+001 3.652789966e+001 1.1e-011 0.83 106 1.8e-008 3.7e-003 1.1e-006 1.00e+000 3.652785738e+001 3.652789822e+001 9.5e-012 0.84 107 1.7e-008 3.3e-003 9.7e-007 1.00e+000 3.652786017e+001 3.652789692e+001 8.6e-012 0.84 108 1.5e-008 3.0e-003 8.7e-007 1.00e+000 3.652786268e+001 3.652789576e+001 7.7e-012 0.84 109 1.3e-008 2.7e-003 7.9e-007 1.00e+000 3.652786494e+001 3.652789471e+001 6.9e-012 0.84 110 1.2e-008 2.4e-003 7.1e-007 9.99e-001 3.652786697e+001 3.652789377e+001 6.2e-012 0.86 111 1.1e-008 2.2e-003 6.4e-007 1.00e+000 3.652786880e+001 3.652789292e+001 5.6e-012 0.86 112 9.8e-009 2.0e-003 5.7e-007 9.99e-001 3.652787045e+001 3.652789215e+001 5.1e-012 0.86 113 8.8e-009 1.8e-003 5.2e-007 9.99e-001 3.652787193e+001 3.652789146e+001 4.5e-012 0.88 114 7.9e-009 1.6e-003 4.6e-007 1.00e+000 3.652787326e+001 3.652789084e+001 4.1e-012 0.88 115 7.1e-009 1.4e-003 4.2e-007 1.00e+000 3.652787446e+001 3.652789029e+001 3.7e-012 0.88 116 6.4e-009 1.3e-003 3.8e-007 1.00e+000 3.652787554e+001 3.652788978e+001 3.3e-012 0.88 117 5.8e-009 1.2e-003 3.4e-007 9.99e-001 3.652787651e+001 3.652788933e+001 3.0e-012 0.89 118 5.2e-009 1.0e-003 3.0e-007 9.99e-001 3.652787739e+001 3.652788893e+001 2.7e-012 0.89 119 4.7e-009 9.4e-004 2.7e-007 9.99e-001 3.652787818e+001 3.652788856e+001 2.4e-012 0.89 120 4.2e-009 8.5e-004 2.5e-007 1.00e+000 3.652787889e+001 3.652788823e+001 2.2e-012 0.89 121 3.8e-009 7.6e-004 2.2e-007 1.00e+000 3.652787952e+001 3.652788793e+001 2.0e-012 0.89 122 3.4e-009 6.9e-004 2.0e-007 9.99e-001 3.652788010e+001 3.652788767e+001 1.8e-012 0.91 123 3.1e-009 6.2e-004 1.8e-007 1.00e+000 3.652788061e+001 3.652788743e+001 1.6e-012 0.91 124 2.8e-009 5.6e-004 1.6e-007 9.99e-001 3.652788108e+001 3.652788721e+001 1.4e-012 0.91 125 2.5e-009 5.0e-004 1.5e-007 1.00e+000 3.652788150e+001 3.652788701e+001 1.3e-012 0.91 126 2.2e-009 4.5e-004 1.3e-007 1.00e+000 3.652788188e+001 3.652788684e+001 1.2e-012 0.92 127 2.0e-009 4.1e-004 1.2e-007 1.01e+000 3.652788222e+001 3.652788667e+001 1.0e-012 0.92 128 1.8e-009 3.7e-004 1.1e-007 1.00e+000 3.652788253e+001 3.652788653e+001 9.4e-013 0.92 Interior-point optimizer terminated. Time: 0.92. Optimizer terminated. Time: 1.31 solsta = 1, prosta = 1 Interior-point solution summary Problem status : PRIMAL_AND_DUAL_FEASIBLE Solution status : OPTIMAL Primal. obj: 3.6527882527e+001 nrm: 2e+002 Viol. con: 3e-008 var: 0e+000 Dual. obj: 3.6527886532e+001 nrm: 8e+002 Viol. con: 0e+000 var: 3e-003 * End solution on dual form. * Transforming to primal solution. Solving took 1.36 seconds. result packing took 7.9% of solve time solution checking took 6.3% 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 : 0.03 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 -1.222202021e+005 1.208560077e+002 1.0e+000 0.05 1 1.4e+003 1.7e+003 7.3e+004 -9.70e-001 -1.176519974e+005 3.271389301e+003 6.0e-001 0.05 2 4.9e+002 6.2e+002 2.6e+004 -9.44e-001 -1.025262958e+005 1.199032408e+004 2.2e-001 0.06 3 3.1e+002 3.9e+002 1.7e+004 -8.24e-001 -9.482489945e+004 1.358752186e+004 1.4e-001 0.06 4 1.4e+002 1.8e+002 7.4e+003 -7.17e-001 -7.664027889e+004 1.473113839e+004 6.1e-002 0.06 5 6.2e+001 7.8e+001 3.3e+003 -4.24e-001 -5.326147902e+004 1.298520310e+004 2.7e-002 0.08 6 2.6e+001 3.3e+001 1.4e+003 -7.69e-003 -2.889629895e+004 1.020897765e+004 1.1e-002 0.08 7 1.1e+001 1.4e+001 6.1e+002 4.35e-001 -1.453522339e+004 5.743950578e+003 5.0e-003 0.08 8 3.7e+000 4.7e+000 2.0e+002 7.36e-001 -4.949859890e+003 2.225287272e+003 1.6e-003 0.08 9 2.2e+000 2.8e+000 1.2e+002 9.27e-001 -2.882413062e+003 1.511264775e+003 9.9e-004 0.09 10 9.7e-001 1.2e+000 5.2e+001 9.60e-001 -1.272728926e+003 6.679789896e+002 4.3e-004 0.09 11 8.8e-001 1.1e+000 4.7e+001 9.64e-001 -1.176106301e+003 5.940906978e+002 3.9e-004 0.09 12 5.0e-001 6.5e-001 2.7e+001 9.69e-001 -6.768192361e+002 3.493438872e+002 2.3e-004 0.11 13 2.2e-001 3.4e-001 1.2e+001 9.90e-001 -2.929749310e+002 1.530560974e+002 9.8e-005 0.11 14 1.1e-001 1.9e-001 6.0e+000 1.00e+000 -1.416080711e+002 8.649925467e+001 5.1e-005 0.11 15 5.2e-002 1.1e-001 2.9e+000 1.00e+000 -6.026151191e+001 4.839733413e+001 2.4e-005 0.11 16 2.4e-002 8.1e-002 1.3e+000 1.00e+000 -2.123352259e+001 2.916800456e+001 1.1e-005 0.13 17 1.6e-002 6.7e-002 8.8e-001 1.00e+000 -9.579316032e+000 2.374281702e+001 7.5e-006 0.13 18 1.1e-002 5.4e-002 6.1e-001 1.00e+000 -2.226167576e+000 2.064731676e+001 5.1e-006 0.13 19 9.9e-003 5.0e-002 5.5e-001 1.00e+000 -8.094906999e-001 2.007038952e+001 4.7e-006 0.13 20 6.0e-003 4.4e-002 3.4e-001 1.00e+000 4.997469964e+000 1.769148128e+001 2.9e-006 0.14 21 3.5e-003 3.8e-002 1.9e-001 1.00e+000 8.962550277e+000 1.627997227e+001 1.7e-006 0.14 22 2.5e-003 3.2e-002 1.4e-001 1.02e+000 1.050758735e+001 1.571323626e+001 1.2e-006 0.14 23 2.1e-003 2.9e-002 1.2e-001 1.01e+000 1.113349539e+001 1.548583546e+001 1.0e-006 0.14 24 9.6e-004 4.2e-002 5.5e-002 1.01e+000 1.283724798e+001 1.486139087e+001 4.7e-007 0.16 25 3.6e-004 6.4e-002 2.1e-002 1.02e+000 1.371521492e+001 1.447926718e+001 1.8e-007 0.16 26 1.7e-004 6.5e-002 9.7e-003 1.01e+000 1.399940833e+001 1.435418765e+001 8.4e-008 0.16 27 8.1e-005 6.3e-002 4.7e-003 1.01e+000 1.412512491e+001 1.429819912e+001 4.1e-008 0.16 28 7.3e-005 5.8e-002 4.3e-003 1.00e+000 1.413923279e+001 1.429503955e+001 3.7e-008 0.17 29 6.6e-005 5.3e-002 3.8e-003 1.00e+000 1.414968031e+001 1.428987691e+001 3.3e-008 0.17 30 5.9e-005 4.8e-002 3.4e-003 1.00e+000 1.415920861e+001 1.428536490e+001 3.0e-008 0.17 31 5.3e-005 4.4e-002 3.1e-003 1.00e+000 1.416774357e+001 1.428126693e+001 2.7e-008 0.17 32 4.8e-005 4.0e-002 2.8e-003 1.00e+000 1.417540701e+001 1.427756412e+001 2.4e-008 0.19 33 4.3e-005 3.7e-002 2.5e-003 1.00e+000 1.418228767e+001 1.427421785e+001 2.2e-008 0.19 34 3.9e-005 3.4e-002 2.3e-003 1.00e+000 1.418846729e+001 1.427119513e+001 2.0e-008 0.19 35 3.5e-005 3.2e-002 2.0e-003 1.00e+000 1.419401886e+001 1.426846631e+001 1.8e-008 0.19 36 3.2e-005 2.9e-002 1.8e-003 1.00e+000 1.419900738e+001 1.426600366e+001 1.6e-008 0.20 37 2.8e-005 2.7e-002 1.6e-003 1.00e+000 1.420349079e+001 1.426378256e+001 1.4e-008 0.20 38 2.6e-005 2.5e-002 1.5e-003 1.00e+000 1.420752073e+001 1.426177921e+001 1.3e-008 0.20 39 2.3e-005 2.3e-002 1.3e-003 1.00e+000 1.421114358e+001 1.425997280e+001 1.2e-008 0.20 40 2.1e-005 2.2e-002 1.2e-003 1.00e+000 1.421440076e+001 1.425834458e+001 1.0e-008 0.20 41 1.9e-005 2.0e-002 1.1e-003 1.00e+000 1.421732940e+001 1.425687667e+001 9.4e-009 0.22 42 1.7e-005 1.9e-002 9.7e-004 1.00e+000 1.421996287e+001 1.425555370e+001 8.5e-009 0.22 43 1.5e-005 1.8e-002 8.8e-004 1.00e+000 1.422233100e+001 1.425436115e+001 7.6e-009 0.22 44 1.4e-005 1.7e-002 7.9e-004 1.00e+000 1.422446056e+001 1.425328704e+001 6.8e-009 0.25 45 1.2e-005 1.6e-002 7.1e-004 1.00e+000 1.422637558e+001 1.425231831e+001 6.2e-009 0.27 46 1.1e-005 1.5e-002 6.4e-004 1.00e+000 1.422809768e+001 1.425144570e+001 5.5e-009 0.33 47 9.9e-006 1.4e-002 5.7e-004 1.00e+000 1.422964625e+001 1.425065841e+001 5.0e-009 0.34 48 8.9e-006 1.4e-002 5.2e-004 1.00e+000 1.423103868e+001 1.424994929e+001 4.5e-009 0.36 49 8.0e-006 1.3e-002 4.7e-004 1.00e+000 1.423229062e+001 1.424930968e+001 4.0e-009 0.39 50 7.2e-006 1.2e-002 4.2e-004 1.00e+000 1.423341623e+001 1.424873324e+001 3.6e-009 0.39 51 6.5e-006 1.2e-002 3.8e-004 1.00e+000 1.423442823e+001 1.424821364e+001 3.3e-009 0.41 52 5.8e-006 1.1e-002 3.4e-004 1.00e+000 1.423533828e+001 1.424774456e+001 2.9e-009 0.52 53 5.3e-006 1.1e-002 3.1e-004 1.00e+000 1.423615660e+001 1.424732221e+001 2.7e-009 0.55 54 4.7e-006 1.1e-002 2.8e-004 1.00e+000 1.423689248e+001 1.424694186e+001 2.4e-009 0.67 55 4.3e-006 1.0e-002 2.5e-004 1.00e+000 1.423755450e+001 1.424659863e+001 2.1e-009 0.69 56 3.8e-006 1.0e-002 2.2e-004 1.00e+000 1.423814997e+001 1.424628982e+001 1.9e-009 0.72 57 3.5e-006 9.8e-003 2.0e-004 1.00e+000 1.423868569e+001 1.424601166e+001 1.7e-009 0.83 58 3.1e-006 9.6e-003 1.8e-004 1.00e+000 1.423916772e+001 1.424576095e+001 1.6e-009 0.84 59 2.8e-006 9.4e-003 1.6e-004 1.00e+000 1.423960141e+001 1.424553536e+001 1.4e-009 0.88 60 2.5e-006 9.2e-003 1.5e-004 1.00e+000 1.423999164e+001 1.424533218e+001 1.3e-009 0.95 61 2.3e-006 9.0e-003 1.3e-004 1.00e+000 1.424034278e+001 1.424514922e+001 1.1e-009 0.97 62 2.0e-006 8.9e-003 1.2e-004 1.00e+000 1.424065881e+001 1.424498421e+001 1.0e-009 0.97 63 1.8e-006 8.7e-003 1.1e-004 9.99e-001 1.424094307e+001 1.424483622e+001 9.3e-010 1.13 64 1.7e-006 8.6e-003 9.6e-005 9.98e-001 1.424119883e+001 1.424470306e+001 8.3e-010 1.13 65 1.5e-006 8.5e-003 8.6e-005 1.00e+000 1.424142905e+001 1.424458282e+001 7.5e-010 1.14 66 1.3e-006 8.4e-003 7.8e-005 1.00e+000 1.424163630e+001 1.424447430e+001 6.7e-010 1.16 67 1.2e-006 8.3e-003 7.0e-005 9.99e-001 1.424182271e+001 1.424437701e+001 6.1e-010 1.16 68 1.1e-006 8.2e-003 6.3e-005 1.00e+000 1.424199048e+001 1.424428929e+001 5.5e-010 1.38 69 9.8e-007 8.1e-003 5.7e-005 9.99e-001 1.424214142e+001 1.424421045e+001 4.9e-010 2.16 70 8.8e-007 8.0e-003 5.1e-005 1.00e+000 1.424227727e+001 1.424413943e+001 4.4e-010 2.53 71 7.9e-007 7.9e-003 4.6e-005 9.96e-001 1.424239945e+001 1.424407578e+001 4.0e-010 2.64 72 7.1e-007 7.9e-003 4.1e-005 9.99e-001 1.424250945e+001 1.424401824e+001 3.6e-010 2.66 73 6.4e-007 7.9e-003 3.7e-005 1.01e+000 1.424261034e+001 1.424396509e+001 3.2e-010 2.86 74 5.8e-007 7.8e-003 3.3e-005 9.98e-001 1.424269923e+001 1.424391864e+001 2.9e-010 3.44 75 5.2e-007 7.0e-003 3.0e-005 1.01e+000 1.424278360e+001 1.424387385e+001 2.6e-010 4.08 76 4.7e-007 6.3e-003 2.7e-005 1.01e+000 1.424285729e+001 1.424383499e+001 2.4e-010 4.84 77 4.2e-007 5.7e-003 2.4e-005 9.99e-001 1.424292148e+001 1.424380148e+001 2.1e-010 5.44 78 3.8e-007 5.1e-003 2.2e-005 9.93e-001 1.424297920e+001 1.424377146e+001 1.9e-010 6.00 79 3.4e-007 4.6e-003 2.0e-005 1.00e+000 1.424303120e+001 1.424374420e+001 1.7e-010 6.38 80 3.1e-007 4.2e-003 1.8e-005 9.93e-001 1.424307795e+001 1.424371987e+001 1.6e-010 6.41 81 2.8e-007 3.7e-003 1.6e-005 1.01e+000 1.424312167e+001 1.424369673e+001 1.4e-010 6.42 82 2.5e-007 3.4e-003 1.4e-005 9.93e-001 1.424315937e+001 1.424367714e+001 1.3e-010 6.48 83 2.2e-007 3.0e-003 1.3e-005 1.00e+000 1.424319368e+001 1.424365908e+001 1.1e-010 6.52 84 2.0e-007 2.7e-003 1.2e-005 1.01e+000 1.424322598e+001 1.424364209e+001 1.0e-010 6.55 85 1.8e-007 2.5e-003 1.0e-005 9.99e-001 1.424325327e+001 1.424362780e+001 9.3e-011 6.56 86 1.6e-007 2.2e-003 9.4e-006 1.02e+000 1.424328001e+001 1.424361349e+001 8.5e-011 6.63 87 1.5e-007 2.0e-003 8.5e-006 9.88e-001 1.424330186e+001 1.424360219e+001 7.6e-011 6.67 88 1.3e-007 1.8e-003 7.7e-006 1.02e+000 1.424332292e+001 1.424359099e+001 6.9e-011 6.69 89 1.2e-007 1.6e-003 6.9e-006 1.00e+000 1.424334079e+001 1.424358159e+001 6.2e-011 6.72 90 1.1e-007 1.4e-003 6.2e-006 9.95e-001 1.424335659e+001 1.424357337e+001 5.6e-011 6.73 91 9.6e-008 1.3e-003 5.6e-006 9.63e-001 1.424337075e+001 1.424356620e+001 5.0e-011 6.75 92 8.7e-008 1.2e-003 5.0e-006 1.02e+000 1.424338461e+001 1.424355878e+001 4.6e-011 6.77 93 7.8e-008 1.1e-003 4.5e-006 9.40e-001 1.424339595e+001 1.424355317e+001 4.1e-011 6.80 94 7.0e-008 9.5e-004 4.1e-006 9.18e-001 1.424340613e+001 1.424354821e+001 3.7e-011 6.83 95 6.3e-008 8.5e-004 3.7e-006 1.07e+000 1.424341815e+001 1.424354144e+001 3.5e-011 6.84 96 5.7e-008 7.7e-004 3.3e-006 1.01e+000 1.424342637e+001 1.424353710e+001 3.1e-011 6.89 97 5.1e-008 6.9e-004 3.0e-006 1.02e+000 1.424343408e+001 1.424353297e+001 2.8e-011 6.91 98 4.6e-008 6.2e-004 2.7e-006 9.62e-001 1.424344052e+001 1.424352969e+001 2.5e-011 6.95 99 4.1e-008 5.6e-004 2.4e-006 8.90e-001 1.424344627e+001 1.424352696e+001 2.3e-011 7.08 100 3.7e-008 5.0e-004 2.2e-006 9.92e-001 1.424345151e+001 1.424352417e+001 2.1e-011 7.27 101 3.4e-008 4.5e-004 1.9e-006 9.97e-001 1.424345624e+001 1.424352164e+001 1.9e-011 7.69 102 3.0e-008 4.1e-004 1.8e-006 9.91e-001 1.424346049e+001 1.424351938e+001 1.7e-011 8.00 103 2.7e-008 3.7e-004 1.6e-006 1.02e+000 1.424346458e+001 1.424351712e+001 1.5e-011 8.00 104 2.4e-008 3.3e-004 1.4e-006 1.00e+000 1.424346804e+001 1.424351526e+001 1.4e-011 8.02 105 2.2e-008 3.0e-004 1.3e-006 1.01e+000 1.424347118e+001 1.424351356e+001 1.2e-011 8.41 106 2.0e-008 2.7e-004 1.1e-006 1.00e+000 1.424347394e+001 1.424351208e+001 1.1e-011 8.98 107 1.8e-008 2.4e-004 1.0e-006 9.75e-001 1.424347642e+001 1.424351079e+001 1.0e-011 9.17 108 1.6e-008 2.2e-004 9.3e-007 1.01e+000 1.424347871e+001 1.424350955e+001 9.0e-012 9.27 109 1.4e-008 2.0e-004 8.4e-007 9.93e-001 1.424348072e+001 1.424350848e+001 8.1e-012 9.28 110 1.3e-008 1.8e-004 7.5e-007 9.96e-001 1.424348252e+001 1.424350751e+001 7.3e-012 9.30 111 1.2e-008 1.6e-004 6.8e-007 9.66e-001 1.424348414e+001 1.424350667e+001 6.6e-012 9.88 112 1.1e-008 1.4e-004 6.1e-007 9.58e-001 1.424348560e+001 1.424350592e+001 5.9e-012 10.45 113 9.5e-009 1.3e-004 5.5e-007 9.80e-001 1.424348692e+001 1.424350522e+001 5.3e-012 11.09 114 8.5e-009 1.2e-004 4.9e-007 1.01e+000 1.424348812e+001 1.424350456e+001 4.8e-012 11.84 115 7.7e-009 1.0e-004 4.4e-007 1.04e+000 1.424348938e+001 1.424350383e+001 4.4e-012 12.56 116 6.9e-009 9.4e-005 4.0e-007 1.08e+000 1.424349064e+001 1.424350308e+001 4.1e-012 13.20 117 6.2e-009 8.4e-005 3.6e-007 1.04e+000 1.424349159e+001 1.424350254e+001 3.8e-012 13.97 118 5.6e-009 7.6e-005 3.2e-007 1.06e+000 1.424349249e+001 1.424350203e+001 3.5e-012 14.61 119 5.0e-009 6.8e-005 2.9e-007 1.11e+000 1.424349341e+001 1.424350149e+001 3.3e-012 15.20 120 4.5e-009 6.1e-005 2.6e-007 1.07e+000 1.424349410e+001 1.424350110e+001 3.1e-012 15.56 121 4.1e-009 5.5e-005 2.4e-007 1.00e+000 1.424349457e+001 1.424350087e+001 2.8e-012 15.58 122 3.7e-009 5.0e-005 2.1e-007 1.04e+000 1.424349505e+001 1.424350061e+001 2.6e-012 15.64 123 3.3e-009 4.5e-005 1.9e-007 1.02e+000 1.424349545e+001 1.424350040e+001 2.3e-012 15.66 124 3.0e-009 4.0e-005 1.7e-007 1.09e+000 1.424349591e+001 1.424350015e+001 2.2e-012 15.67 125 2.7e-009 3.6e-005 1.6e-007 1.03e+000 1.424349623e+001 1.424349999e+001 2.0e-012 15.67 126 1.5e-009 3.8e-006 1.6e-008 9.08e-001 1.424349858e+001 1.424349899e+001 2.8e-013 15.69 Interior-point optimizer terminated. Time: 15.70. Optimizer terminated. Time: 15.72 solsta = 1, prosta = 1 Interior-point solution summary Problem status : PRIMAL_AND_DUAL_FEASIBLE Solution status : OPTIMAL Primal. obj: 1.4243498579e+001 nrm: 4e+002 Viol. con: 3e-008 var: 0e+000 Dual. obj: 1.4243498992e+001 nrm: 8e+002 Viol. con: 0e+000 var: 2e-005 * End solution on dual form. * Transforming to primal solution. Solving took 15.8 seconds. result packing took 0.98% of solve time solution checking took 0.62% 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: 0.06 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 : 0.08 dense det. time : 0.00 Factor - ML order time : 0.00 GP order time : 0.05 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 -1.222588321e+005 1.208560077e+002 1.0e+000 0.16 1 1.4e+003 1.8e+003 7.5e+004 -9.70e-001 -1.170841650e+005 3.976486766e+003 6.2e-001 0.17 2 5.7e+002 7.1e+002 3.0e+004 -9.46e-001 -1.038483404e+005 1.185472502e+004 2.4e-001 0.19 3 2.5e+002 3.1e+002 1.3e+004 -8.47e-001 -8.800689846e+004 1.662241063e+004 1.1e-001 0.20 4 1.8e+002 2.2e+002 9.4e+003 -6.48e-001 -8.119482795e+004 1.619741084e+004 7.7e-002 0.22 5 1.7e+002 2.1e+002 8.9e+003 -5.24e-001 -8.017732451e+004 1.591197255e+004 7.3e-002 0.45 6 6.2e+001 7.8e+001 3.3e+003 -5.02e-001 -5.309651128e+004 1.352115032e+004 2.7e-002 0.48 7 4.1e+001 5.1e+001 2.1e+003 -9.71e-003 -4.078550312e+004 1.163579137e+004 1.8e-002 0.50 8 1.4e+001 1.8e+001 7.5e+002 2.21e-001 -1.808999351e+004 6.328262328e+003 6.2e-003 0.50 9 6.4e+000 8.0e+000 3.4e+002 6.70e-001 -8.420007303e+003 3.523608884e+003 2.8e-003 0.52 10 3.5e+000 4.4e+000 1.9e+002 8.58e-001 -4.651582297e+003 2.083072284e+003 1.5e-003 0.52 11 1.1e+000 1.3e+000 5.8e+001 9.27e-001 -1.456680469e+003 6.825677842e+002 4.8e-004 0.55 12 9.1e-001 1.3e+000 4.8e+001 9.73e-001 -1.220906189e+003 5.899745115e+002 4.0e-004 0.56 13 6.9e-001 9.8e-001 3.7e+001 9.61e-001 -9.428502024e+002 4.436346975e+002 3.0e-004 0.56 14 3.4e-001 5.0e-001 1.8e+001 9.91e-001 -4.631657495e+002 2.308356985e+002 1.5e-004 0.58 15 1.5e-001 2.3e-001 8.0e+000 9.93e-001 -1.991455635e+002 1.040023078e+002 6.7e-005 0.64 16 7.9e-002 1.4e-001 4.3e+000 1.00e+000 -1.025976384e+002 5.925852239e+001 3.6e-005 0.84 17 3.8e-002 9.6e-002 2.1e+000 1.01e+000 -4.514444841e+001 3.285806744e+001 1.7e-005 0.86 18 1.9e-002 7.6e-002 1.0e+000 1.00e+000 -1.866669524e+001 2.003459398e+001 8.7e-006 0.89 19 1.7e-002 6.9e-002 9.6e-001 1.02e+000 -1.599082367e+001 2.018738424e+001 8.2e-006 1.03 20 7.5e-003 6.3e-002 4.2e-001 1.01e+000 -7.044077354e-001 1.481534527e+001 3.5e-006 1.03 21 3.2e-003 5.5e-002 1.8e-001 1.02e+000 6.208010631e+000 1.271749565e+001 1.5e-006 1.05 22 1.8e-003 4.9e-002 1.0e-001 1.02e+000 8.116635573e+000 1.192058973e+001 8.8e-007 1.05 23 5.8e-004 8.6e-002 3.3e-002 1.02e+000 9.951580227e+000 1.116749772e+001 2.9e-007 1.06 24 2.3e-004 8.6e-002 1.3e-002 1.02e+000 1.046008618e+001 1.093860166e+001 1.1e-007 1.06 25 8.8e-005 8.6e-002 5.2e-003 1.01e+000 1.066016496e+001 1.084699478e+001 4.5e-008 1.08 26 7.9e-005 7.8e-002 4.7e-003 1.01e+000 1.067490384e+001 1.084311209e+001 4.1e-008 1.09 27 7.1e-005 7.1e-002 4.2e-003 1.01e+000 1.068592549e+001 1.083725927e+001 3.6e-008 1.09 28 6.4e-005 6.5e-002 3.8e-003 1.01e+000 1.069598884e+001 1.083215756e+001 3.3e-008 1.11 29 5.8e-005 5.9e-002 3.4e-003 1.01e+000 1.070499722e+001 1.082752038e+001 3.0e-008 1.11 30 5.2e-005 5.4e-002 3.1e-003 1.01e+000 1.071309509e+001 1.082334295e+001 2.7e-008 1.13 31 4.7e-005 4.9e-002 2.8e-003 1.00e+000 1.072036848e+001 1.081957253e+001 2.4e-008 1.16 32 4.2e-005 4.5e-002 2.5e-003 1.00e+000 1.072690371e+001 1.081617195e+001 2.2e-008 1.19 33 3.8e-005 4.1e-002 2.2e-003 1.00e+000 1.073277611e+001 1.081310484e+001 1.9e-008 1.20 34 3.4e-005 3.8e-002 2.0e-003 1.00e+000 1.073805365e+001 1.081033919e+001 1.7e-008 1.22 35 3.1e-005 3.5e-002 1.8e-003 1.00e+000 1.074279693e+001 1.080784563e+001 1.6e-008 1.22 36 2.8e-005 3.2e-002 1.6e-003 1.00e+000 1.074706039e+001 1.080559743e+001 1.4e-008 1.23 37 2.5e-005 3.0e-002 1.5e-003 1.00e+000 1.075089288e+001 1.080357065e+001 1.3e-008 1.81 38 2.2e-005 2.8e-002 1.3e-003 1.00e+000 1.075433820e+001 1.080174360e+001 1.1e-008 2.02 39 2.0e-005 2.6e-002 1.2e-003 1.00e+000 1.075743564e+001 1.080009662e+001 1.0e-008 2.03 40 8.2e-006 1.0e-002 4.9e-004 1.00e+000 1.077379000e+001 1.079121236e+001 4.2e-009 2.05 41 7.4e-006 9.9e-003 4.4e-004 1.00e+000 1.077498591e+001 1.079066650e+001 3.8e-009 2.06 42 6.6e-006 9.7e-003 3.9e-004 1.00e+000 1.077599931e+001 1.079011150e+001 3.4e-009 2.06 43 6.0e-006 9.5e-003 3.5e-004 1.00e+000 1.077691250e+001 1.078961329e+001 3.1e-009 2.08 44 5.4e-006 9.3e-003 3.2e-004 1.00e+000 1.077773312e+001 1.078916371e+001 2.8e-009 2.09 45 4.8e-006 9.1e-003 2.9e-004 1.00e+000 1.077847124e+001 1.078875848e+001 2.5e-009 2.09 46 4.4e-006 9.0e-003 2.6e-004 1.00e+000 1.077913516e+001 1.078839348e+001 2.2e-009 2.11 47 3.9e-006 8.8e-003 2.3e-004 1.00e+000 1.077973239e+001 1.078806470e+001 2.0e-009 2.13 48 3.5e-006 8.7e-003 2.1e-004 1.00e+000 1.078026967e+001 1.078776867e+001 1.8e-009 2.13 49 3.2e-006 8.6e-003 1.9e-004 1.00e+000 1.078075304e+001 1.078750205e+001 1.6e-009 2.14 50 2.9e-006 8.5e-003 1.7e-004 1.00e+000 1.078118793e+001 1.078726204e+001 1.5e-009 2.14 51 2.6e-006 8.4e-003 1.5e-004 1.00e+000 1.078157923e+001 1.078704589e+001 1.3e-009 2.16 52 2.3e-006 8.3e-003 1.4e-004 1.00e+000 1.078193131e+001 1.078685125e+001 1.2e-009 2.17 53 2.1e-006 8.2e-003 1.2e-004 1.00e+000 1.078224818e+001 1.078667578e+001 1.1e-009 2.17 54 1.9e-006 8.2e-003 1.1e-004 1.00e+000 1.078253327e+001 1.078651799e+001 9.6e-010 2.61 55 1.7e-006 8.1e-003 1.0e-004 9.99e-001 1.078278974e+001 1.078637624e+001 8.7e-010 2.78 56 1.5e-006 8.1e-003 9.0e-005 9.98e-001 1.078302052e+001 1.078624865e+001 7.8e-010 2.80 57 1.4e-006 8.0e-003 8.1e-005 1.00e+000 1.078322824e+001 1.078613359e+001 7.0e-010 2.80 58 1.2e-006 8.0e-003 7.3e-005 1.00e+000 1.078341518e+001 1.078602996e+001 6.3e-010 2.81 59 1.1e-006 7.9e-003 6.6e-005 1.00e+000 1.078358339e+001 1.078593677e+001 5.7e-010 2.81 60 1.0e-006 7.9e-003 5.9e-005 1.00e+000 1.078373478e+001 1.078585279e+001 5.1e-010 2.81 61 9.0e-007 7.8e-003 5.3e-005 9.98e-001 1.078387099e+001 1.078577735e+001 4.6e-010 2.83 62 8.1e-007 7.8e-003 4.8e-005 9.99e-001 1.078399358e+001 1.078570937e+001 4.2e-010 2.83 63 7.3e-007 7.8e-003 4.3e-005 1.00e+000 1.078410413e+001 1.078564784e+001 3.7e-010 2.84 64 6.5e-007 7.8e-003 3.9e-005 1.00e+000 1.078420343e+001 1.078559262e+001 3.4e-010 2.84 65 5.9e-007 7.8e-003 3.5e-005 1.00e+000 1.078429277e+001 1.078554301e+001 3.0e-010 2.86 66 5.3e-007 7.7e-003 3.1e-005 9.98e-001 1.078437314e+001 1.078549849e+001 2.7e-010 2.94 67 4.8e-007 7.7e-003 2.8e-005 1.00e+000 1.078444550e+001 1.078545823e+001 2.5e-010 2.94 68 4.3e-007 7.7e-003 2.5e-005 9.99e-001 1.078451061e+001 1.078542209e+001 2.2e-010 2.95 69 3.9e-007 7.7e-003 2.3e-005 9.99e-001 1.078456919e+001 1.078538958e+001 2.0e-010 2.97 70 3.5e-007 7.7e-003 2.1e-005 1.00e+000 1.078462192e+001 1.078536025e+001 1.8e-010 2.97 71 3.1e-007 7.6e-003 1.9e-005 9.90e-001 1.078466932e+001 1.078533413e+001 1.6e-010 2.98 72 2.8e-007 6.9e-003 1.7e-005 1.00e+000 1.078471203e+001 1.078531032e+001 1.4e-010 2.98 73 2.5e-007 6.2e-003 1.5e-005 1.00e+000 1.078475047e+001 1.078528893e+001 1.3e-010 2.98 74 2.3e-007 5.6e-003 1.4e-005 9.87e-001 1.078478500e+001 1.078526993e+001 1.2e-010 3.00 75 2.1e-007 5.0e-003 1.2e-005 9.85e-001 1.078481608e+001 1.078525282e+001 1.1e-010 3.00 76 1.8e-007 4.5e-003 1.1e-005 1.01e+000 1.078484452e+001 1.078523685e+001 9.5e-011 3.02 77 1.7e-007 4.0e-003 9.8e-006 9.90e-001 1.078486967e+001 1.078522294e+001 8.6e-011 3.02 78 1.5e-007 3.6e-003 8.9e-006 9.98e-001 1.078489233e+001 1.078521029e+001 7.7e-011 3.03 79 1.3e-007 3.3e-003 8.0e-006 1.00e+000 1.078491273e+001 1.078519886e+001 6.9e-011 3.03 80 1.2e-007 2.9e-003 7.2e-006 9.97e-001 1.078493107e+001 1.078518864e+001 6.2e-011 3.05 81 1.1e-007 2.7e-003 6.5e-006 9.89e-001 1.078494756e+001 1.078517949e+001 5.6e-011 3.05 82 9.8e-008 2.4e-003 5.8e-006 9.85e-001 1.078496240e+001 1.078517131e+001 5.1e-011 3.06 83 8.9e-008 2.2e-003 5.2e-006 9.93e-001 1.078497576e+001 1.078516386e+001 4.6e-011 3.06 84 8.0e-008 1.9e-003 4.7e-006 9.84e-001 1.078498778e+001 1.078515720e+001 4.1e-011 3.08 85 7.2e-008 1.7e-003 4.2e-006 9.68e-001 1.078499857e+001 1.078515132e+001 3.7e-011 3.08 86 6.5e-008 1.6e-003 3.8e-006 1.08e+000 1.078501184e+001 1.078514321e+001 3.4e-011 3.09 87 5.8e-008 1.4e-003 3.4e-006 9.85e-001 1.078502026e+001 1.078513856e+001 3.1e-011 3.11 88 5.2e-008 1.3e-003 3.1e-006 1.05e+000 1.078502944e+001 1.078513322e+001 2.9e-011 3.11 89 4.7e-008 1.1e-003 2.8e-006 9.82e-001 1.078503609e+001 1.078512960e+001 2.6e-011 3.13 90 1.1e-008 2.2e-004 5.3e-007 9.37e-001 1.078508533e+001 1.078510367e+001 5.4e-012 3.14 91 4.3e-009 2.7e-005 6.7e-008 9.75e-001 1.078509466e+001 1.078509692e+001 6.1e-013 3.14 Interior-point optimizer terminated. Time: 3.16. Optimizer terminated. Time: 3.34 solsta = 1, prosta = 1 Interior-point solution summary Problem status : PRIMAL_AND_DUAL_FEASIBLE Solution status : OPTIMAL Primal. obj: 1.0785094656e+001 nrm: 1e+002 Viol. con: 7e-008 var: 0e+000 Dual. obj: 1.0785096920e+001 nrm: 8e+002 Viol. con: 0e+000 var: 2e-004 * End solution on dual form. * Transforming to primal solution. Solving took 3.37 seconds. result packing took 6.9% of solve time solution checking took 2.9% 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 : 0.03 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 -1.219751981e+005 1.208560077e+002 1.0e+000 0.05 1 1.4e+003 1.8e+003 7.5e+004 -9.70e-001 -1.159705863e+005 4.812943683e+003 6.2e-001 0.06 2 5.8e+002 7.2e+002 3.1e+004 -9.47e-001 -1.026638089e+005 1.299680788e+004 2.5e-001 0.06 3 2.5e+002 3.1e+002 1.3e+004 -8.52e-001 -8.699477528e+004 1.759127658e+004 1.1e-001 0.09 4 1.9e+002 2.3e+002 9.8e+003 -6.52e-001 -8.101411697e+004 1.709972481e+004 8.0e-002 0.11 5 1.8e+002 2.2e+002 9.2e+003 -5.40e-001 -8.023351382e+004 1.656928664e+004 7.6e-002 0.11 6 6.6e+001 8.2e+001 3.5e+003 -5.18e-001 -5.413136024e+004 1.427140958e+004 2.9e-002 0.13 7 3.3e+001 4.0e+001 1.7e+003 -4.19e-002 -3.453074757e+004 1.078887088e+004 1.4e-002 0.13 8 1.3e+001 1.6e+001 6.8e+002 3.36e-001 -1.650599760e+004 5.954127765e+003 5.7e-003 0.13 9 5.3e+000 6.6e+000 2.8e+002 7.01e-001 -6.990390744e+003 2.911120961e+003 2.3e-003 0.19 10 2.5e+000 3.1e+000 1.3e+002 8.87e-001 -3.331030488e+003 1.490049476e+003 1.1e-003 0.22 11 1.7e+000 2.1e+000 8.8e+001 9.56e-001 -2.246331277e+003 1.013099094e+003 7.3e-004 0.22 12 9.6e-001 1.2e+000 5.1e+001 9.69e-001 -1.279101408e+003 6.028742297e+002 4.2e-004 0.23 13 8.5e-001 1.4e+000 4.5e+001 9.50e-001 -1.156234219e+003 5.278002406e+002 3.7e-004 0.23 14 3.6e-001 6.2e-001 1.9e+001 9.80e-001 -4.866160346e+002 2.350626812e+002 1.6e-004 0.25 15 1.7e-001 3.1e-001 9.3e+000 9.95e-001 -2.333341675e+002 1.187296900e+002 7.8e-005 0.27 16 6.6e-002 1.6e-001 3.6e+000 1.00e+000 -8.500699862e+001 4.947339486e+001 3.0e-005 0.28 17 4.4e-002 1.2e-001 2.4e+000 1.00e+000 -5.419696696e+001 3.586799204e+001 2.0e-005 0.28 18 2.2e-002 9.7e-002 1.2e+000 1.00e+000 -2.357275882e+001 2.124456558e+001 1.0e-005 0.30 19 1.9e-002 8.5e-002 1.0e+000 1.02e+000 -1.901401698e+001 2.013807599e+001 8.9e-006 0.31 20 8.5e-003 5.8e-002 4.7e-001 1.02e+000 -2.021920242e+000 1.526349693e+001 4.0e-006 0.31 21 2.6e-003 7.5e-002 1.5e-001 1.02e+000 6.853664219e+000 1.222928970e+001 1.2e-006 0.33 22 1.7e-003 5.6e-002 9.6e-002 1.02e+000 8.178038297e+000 1.167695807e+001 8.2e-007 0.34 23 6.8e-004 6.7e-002 3.9e-002 1.02e+000 9.680522054e+000 1.109961621e+001 3.3e-007 0.34 24 2.8e-004 7.3e-002 1.6e-002 1.02e+000 1.026556865e+001 1.085804515e+001 1.4e-007 0.36 25 1.3e-004 7.3e-002 7.3e-003 1.01e+000 1.048987709e+001 1.075301113e+001 6.3e-008 0.38 26 1.1e-004 6.6e-002 6.6e-003 1.01e+000 1.050972690e+001 1.074656466e+001 5.7e-008 0.38 27 1.0e-004 6.0e-002 5.9e-003 1.01e+000 1.052537069e+001 1.073843367e+001 5.1e-008 0.39 28 9.1e-005 5.5e-002 5.3e-003 1.01e+000 1.053973384e+001 1.073143424e+001 4.6e-008 0.41 29 8.2e-005 5.0e-002 4.8e-003 1.01e+000 1.055257508e+001 1.072505752e+001 4.2e-008 0.41 30 7.4e-005 4.6e-002 4.3e-003 1.01e+000 1.056410418e+001 1.071929999e+001 3.7e-008 0.42 31 6.7e-005 4.2e-002 3.9e-003 1.01e+000 1.057444654e+001 1.071409148e+001 3.4e-008 0.45 32 6.0e-005 3.9e-002 3.5e-003 1.01e+000 1.058372545e+001 1.070938072e+001 3.0e-008 0.45 33 5.4e-005 3.6e-002 3.1e-003 1.00e+000 1.059205000e+001 1.070511929e+001 2.7e-008 0.47 34 4.9e-005 3.3e-002 2.8e-003 1.00e+000 1.059951883e+001 1.070126468e+001 2.5e-008 0.48 35 4.4e-005 3.0e-002 2.5e-003 1.00e+000 1.060622047e+001 1.069777864e+001 2.2e-008 0.52 36 3.9e-005 2.8e-002 2.3e-003 1.00e+000 1.061223461e+001 1.069462650e+001 2.0e-008 0.52 37 3.5e-005 2.6e-002 2.1e-003 1.00e+000 1.061763299e+001 1.069177718e+001 1.8e-008 0.55 38 3.2e-005 2.4e-002 1.9e-003 1.00e+000 1.062247992e+001 1.068920290e+001 1.6e-008 0.56 39 2.9e-005 2.3e-002 1.7e-003 1.00e+000 1.062683271e+001 1.068687789e+001 1.4e-008 0.59 40 2.6e-005 2.1e-002 1.5e-003 1.00e+000 1.063074258e+001 1.068477898e+001 1.3e-008 0.63 41 2.3e-005 2.0e-002 1.4e-003 1.00e+000 1.063425518e+001 1.068288441e+001 1.2e-008 0.64 42 2.1e-005 1.9e-002 1.2e-003 1.00e+000 1.063741147e+001 1.068117498e+001 1.1e-008 0.66 43 1.9e-005 1.7e-002 1.1e-003 1.00e+000 1.064024800e+001 1.067963305e+001 9.5e-009 0.67 44 1.7e-005 1.7e-002 9.9e-004 1.00e+000 1.064279751e+001 1.067824230e+001 8.6e-009 0.70 45 1.5e-005 1.6e-002 8.9e-004 1.00e+000 1.064508939e+001 1.067698830e+001 7.7e-009 0.70 46 1.4e-005 1.5e-002 8.0e-004 1.00e+000 1.064714987e+001 1.067585784e+001 6.9e-009 0.72 47 1.2e-005 1.4e-002 7.2e-004 1.00e+000 1.064900253e+001 1.067483879e+001 6.2e-009 0.73 48 1.1e-005 1.3e-002 6.5e-004 1.00e+000 1.065066845e+001 1.067392040e+001 5.6e-009 0.77 49 1.0e-005 1.3e-002 5.8e-004 1.00e+000 1.065216655e+001 1.067309277e+001 5.1e-009 0.78 50 9.0e-006 1.2e-002 5.2e-004 1.00e+000 1.065351380e+001 1.067234696e+001 4.5e-009 0.78 51 8.1e-006 1.2e-002 4.7e-004 1.00e+000 1.065472541e+001 1.067167504e+001 4.1e-009 0.80 52 7.3e-006 1.1e-002 4.3e-004 1.00e+000 1.065581507e+001 1.067106957e+001 3.7e-009 0.81 53 6.6e-006 1.1e-002 3.8e-004 1.00e+000 1.065679507e+001 1.067052400e+001 3.3e-009 0.81 54 5.9e-006 1.1e-002 3.4e-004 1.00e+000 1.065767649e+001 1.067003245e+001 3.0e-009 0.83 55 5.3e-006 1.0e-002 3.1e-004 1.00e+000 1.065846929e+001 1.066958943e+001 2.7e-009 0.84 56 4.8e-006 1.0e-002 2.8e-004 1.00e+000 1.065918239e+001 1.066919042e+001 2.4e-009 0.86 57 4.3e-006 9.9e-003 2.5e-004 1.00e+000 1.065982389e+001 1.066883091e+001 2.2e-009 0.88 58 3.9e-006 9.7e-003 2.3e-004 1.00e+000 1.066040099e+001 1.066850718e+001 2.0e-009 0.88 59 3.5e-006 9.5e-003 2.0e-004 1.00e+000 1.066092018e+001 1.066821574e+001 1.8e-009 0.89 60 3.1e-006 9.3e-003 1.8e-004 1.00e+000 1.066138732e+001 1.066795335e+001 1.6e-009 0.94 61 2.8e-006 9.1e-003 1.6e-004 1.00e+000 1.066180765e+001 1.066771709e+001 1.4e-009 1.77 62 2.5e-006 9.0e-003 1.5e-004 1.00e+000 1.066218590e+001 1.066750432e+001 1.3e-009 1.84 63 2.3e-006 8.8e-003 1.3e-004 1.00e+000 1.066252626e+001 1.066731286e+001 1.2e-009 1.86 64 2.1e-006 8.7e-003 1.2e-004 1.00e+000 1.066283256e+001 1.066714052e+001 1.0e-009 1.88 65 1.9e-006 8.6e-003 1.1e-004 1.00e+000 1.066310822e+001 1.066698540e+001 9.4e-010 2.02 66 1.7e-006 8.5e-003 9.7e-005 1.00e+000 1.066335631e+001 1.066684576e+001 8.4e-010 2.20 67 1.5e-006 8.4e-003 8.8e-005 1.00e+000 1.066357959e+001 1.066672011e+001 7.6e-010 2.22 68 1.3e-006 8.3e-003 7.9e-005 1.00e+000 1.066378056e+001 1.066660701e+001 6.8e-010 2.28 69 1.2e-006 8.2e-003 7.1e-005 1.00e+000 1.066396143e+001 1.066650524e+001 6.1e-010 2.41 70 1.1e-006 8.2e-003 6.4e-005 1.00e+000 1.066412425e+001 1.066641360e+001 5.5e-010 2.41 71 9.8e-007 8.1e-003 5.7e-005 9.99e-001 1.066427076e+001 1.066633129e+001 5.0e-010 2.42 72 8.9e-007 8.1e-003 5.2e-005 1.00e+000 1.066440265e+001 1.066625712e+001 4.5e-010 2.44 73 8.0e-007 8.0e-003 4.7e-005 9.98e-001 1.066452134e+001 1.066619051e+001 4.0e-010 2.44 74 7.2e-007 8.0e-003 4.2e-005 1.00e+000 1.066462822e+001 1.066613038e+001 3.6e-010 2.45 75 6.5e-007 7.9e-003 3.8e-005 1.00e+000 1.066472440e+001 1.066607632e+001 3.3e-010 2.47 76 5.8e-007 7.9e-003 3.4e-005 9.99e-001 1.066481096e+001 1.066602774e+001 2.9e-010 2.47 77 5.2e-007 7.8e-003 3.1e-005 1.00e+000 1.066488888e+001 1.066598396e+001 2.6e-010 2.48 78 4.7e-007 7.8e-003 2.7e-005 9.97e-001 1.066495899e+001 1.066594470e+001 2.4e-010 2.50 79 4.2e-007 7.8e-003 2.5e-005 1.00e+000 1.066502212e+001 1.066590923e+001 2.1e-010 2.58 80 3.8e-007 7.7e-003 2.2e-005 1.00e+000 1.066507893e+001 1.066587733e+001 1.9e-010 2.58 81 3.4e-007 7.7e-003 2.0e-005 1.00e+000 1.066513006e+001 1.066584865e+001 1.7e-010 2.59 82 3.1e-007 7.7e-003 1.8e-005 1.00e+000 1.066517609e+001 1.066582282e+001 1.6e-010 2.59 83 2.8e-007 7.7e-003 1.6e-005 9.99e-001 1.066521750e+001 1.066579960e+001 1.4e-010 2.70 84 2.5e-007 7.7e-003 1.5e-005 1.00e+000 1.066525486e+001 1.066577859e+001 1.3e-010 2.75 85 2.3e-007 7.6e-003 1.3e-005 9.99e-001 1.066528840e+001 1.066575980e+001 1.1e-010 3.09 86 2.0e-007 7.6e-003 1.2e-005 9.96e-001 1.066531858e+001 1.066574293e+001 1.0e-010 3.38 87 1.8e-007 7.6e-003 1.1e-005 9.97e-001 1.066534574e+001 1.066572773e+001 9.2e-011 3.39 88 1.6e-007 6.8e-003 9.6e-006 1.00e+000 1.066537055e+001 1.066571373e+001 8.3e-011 3.48 89 1.5e-007 6.1e-003 8.6e-006 1.00e+000 1.066539253e+001 1.066570140e+001 7.5e-011 3.75 90 1.3e-007 5.5e-003 7.8e-006 1.00e+000 1.066541260e+001 1.066569009e+001 6.7e-011 3.75 91 1.2e-007 5.0e-003 7.0e-006 1.00e+000 1.066543037e+001 1.066568011e+001 6.1e-011 3.77 92 1.1e-007 4.5e-003 6.3e-006 9.96e-001 1.066544636e+001 1.066567117e+001 5.5e-011 3.77 93 9.7e-008 4.0e-003 5.7e-006 1.02e+000 1.066546199e+001 1.066566225e+001 5.0e-011 3.77 94 8.7e-008 3.6e-003 5.1e-006 9.91e-001 1.066547480e+001 1.066565513e+001 4.5e-011 3.78 95 7.9e-008 3.3e-003 4.6e-006 9.97e-001 1.066548635e+001 1.066564867e+001 4.0e-011 3.78 96 7.1e-008 2.9e-003 4.1e-006 1.00e+000 1.066549687e+001 1.066564274e+001 3.6e-011 3.78 97 6.4e-008 2.6e-003 3.7e-006 9.86e-001 1.066550620e+001 1.066563757e+001 3.3e-011 3.80 98 5.7e-008 2.4e-003 3.3e-006 9.82e-001 1.066551459e+001 1.066563293e+001 2.9e-011 3.80 99 5.2e-008 2.1e-003 3.0e-006 1.01e+000 1.066552237e+001 1.066562852e+001 2.7e-011 3.81 100 4.6e-008 1.9e-003 2.7e-006 1.02e+000 1.066552981e+001 1.066562426e+001 2.4e-011 3.83 101 4.2e-008 1.7e-003 2.4e-006 9.72e-001 1.066553583e+001 1.066562095e+001 2.2e-011 3.83 102 3.8e-008 1.6e-003 2.2e-006 9.67e-001 1.066554126e+001 1.066561799e+001 2.0e-011 3.84 103 3.4e-008 1.4e-003 2.0e-006 1.03e+000 1.066554689e+001 1.066561471e+001 1.8e-011 3.84 104 3.0e-008 1.3e-003 1.8e-006 1.06e+000 1.066555242e+001 1.066561143e+001 1.7e-011 3.86 105 2.7e-008 1.1e-003 1.6e-006 1.05e+000 1.066555706e+001 1.066560873e+001 1.5e-011 3.86 106 2.5e-008 1.0e-003 1.4e-006 1.05e+000 1.066556118e+001 1.066560634e+001 1.4e-011 3.88 107 6.0e-009 1.1e-004 1.5e-007 9.79e-001 1.066558752e+001 1.066559231e+001 1.7e-012 3.89 108 4.3e-010 5.9e-006 8.3e-009 9.91e-001 1.066559012e+001 1.066559039e+001 1.0e-013 3.89 Interior-point optimizer terminated. Time: 3.91. Optimizer terminated. Time: 3.94 solsta = 1, prosta = 1 Interior-point solution summary Problem status : PRIMAL_AND_DUAL_FEASIBLE Solution status : OPTIMAL Primal. obj: 1.0665590124e+001 nrm: 5e+001 Viol. con: 6e-009 var: 0e+000 Dual. obj: 1.0665590391e+001 nrm: 8e+002 Viol. con: 0e+000 var: 4e-005 * End solution on dual form. * Transforming to primal solution. Solving took 3.96 seconds. result packing took 3.5% of solve time solution checking took 3% 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: 0.05 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 : 3523 conic : 0 Optimizer - Semi-definite variables: 0 scalarized : 0 Factor - setup time : 0.08 dense det. time : 0.00 Factor - ML order time : 0.00 GP order time : 0.03 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 -1.219684515e+005 1.208560077e+002 1.0e+000 0.13 1 1.5e+003 1.8e+003 7.6e+004 -9.70e-001 -1.157657733e+005 5.025532889e+003 6.2e-001 0.38 2 5.8e+002 7.2e+002 3.0e+004 -9.47e-001 -1.018095456e+005 1.375720554e+004 2.5e-001 0.38 3 2.5e+002 3.1e+002 1.3e+004 -8.50e-001 -8.634521737e+004 1.806467841e+004 1.1e-001 0.39 4 1.8e+002 2.3e+002 9.5e+003 -6.49e-001 -8.001360055e+004 1.747398630e+004 7.8e-002 0.41 5 1.7e+002 2.1e+002 8.9e+003 -5.29e-001 -7.924037134e+004 1.688886503e+004 7.4e-002 0.42 6 6.6e+001 8.2e+001 3.4e+003 -5.07e-001 -5.384602324e+004 1.438741857e+004 2.8e-002 0.42 7 3.1e+001 3.9e+001 1.6e+003 -3.94e-002 -3.346105382e+004 1.058497513e+004 1.3e-002 0.44 8 1.2e+001 1.5e+001 6.4e+002 3.57e-001 -1.568897496e+004 5.670673322e+003 5.3e-003 0.45 9 4.9e+000 6.1e+000 2.6e+002 7.19e-001 -6.435845026e+003 2.858371932e+003 2.1e-003 0.45 10 1.7e+000 2.1e+000 9.0e+001 8.96e-001 -2.263539020e+003 1.060375671e+003 7.5e-004 0.48 11 1.3e+000 1.6e+000 6.7e+001 9.74e-001 -1.711119604e+003 7.856986979e+002 5.6e-004 0.50 12 8.6e-001 1.1e+000 4.5e+001 9.74e-001 -1.161146012e+003 5.415184759e+002 3.8e-004 0.55 13 5.5e-001 7.9e-001 2.9e+001 9.59e-001 -7.618290120e+002 3.448671564e+002 2.4e-004 0.64 14 2.2e-001 3.2e-001 1.2e+001 9.95e-001 -2.985516395e+002 1.442623302e+002 9.8e-005 0.66 15 8.3e-002 1.5e-001 4.5e+000 1.00e+000 -1.085096647e+002 6.035009612e+001 3.8e-005 0.88 16 4.3e-002 1.0e-001 2.4e+000 1.01e+000 -5.344759498e+001 3.566815647e+001 2.0e-005 0.91 17 2.2e-002 7.7e-002 1.2e+000 1.01e+000 -2.320848981e+001 2.142770171e+001 1.0e-005 0.94 18 2.1e-002 7.5e-002 1.2e+000 1.01e+000 -2.192239528e+001 2.124314196e+001 9.8e-006 1.00 19 1.5e-002 5.8e-002 8.4e-001 1.01e+000 -1.288368606e+001 1.844638957e+001 7.2e-006 1.05 20 7.5e-003 4.9e-002 4.1e-001 1.02e+000 -4.777495668e-001 1.479363037e+001 3.5e-006 1.09 21 1.8e-003 1.1e-001 1.0e-001 1.02e+000 8.059482699e+000 1.178955691e+001 8.7e-007 1.16 22 1.4e-003 8.5e-002 7.8e-002 1.02e+000 8.685615607e+000 1.151881506e+001 6.6e-007 1.22 23 5.8e-004 7.5e-002 3.3e-002 1.02e+000 9.825633900e+000 1.103588272e+001 2.8e-007 1.28 24 3.0e-004 6.3e-002 1.7e-002 1.01e+000 1.022636694e+001 1.084989888e+001 1.5e-007 1.86 25 2.7e-004 5.8e-002 1.5e-002 1.01e+000 1.027160267e+001 1.083276824e+001 1.3e-007 2.63 26 2.4e-004 5.3e-002 1.4e-002 1.01e+000 1.030982429e+001 1.081458952e+001 1.2e-007 2.94 27 2.2e-004 4.8e-002 1.3e-002 1.01e+000 1.034450148e+001 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3.1e-013 6.89 163 1.0e-006 1.7e-005 8.9e-007 1.00e+000 1.064645571e+001 1.064647294e+001 2.8e-013 6.89 164 1.3e-006 1.7e-005 8.8e-007 1.22e+000 1.064645660e+001 1.064647293e+001 2.8e-013 6.91 165 1.3e-006 1.7e-005 8.8e-007 1.23e+000 1.064645660e+001 1.064647293e+001 2.8e-013 6.91 166 1.3e-006 1.6e-005 8.4e-007 1.09e+001 1.064645819e+001 1.064647291e+001 2.6e-013 6.91 167 1.1e-006 1.5e-005 7.6e-007 1.00e+000 1.064645961e+001 1.064647290e+001 2.3e-013 6.92 168 2.6e-006 1.4e-005 7.5e-006 1.00e+000 1.064634089e+001 1.064647290e+001 2.3e-013 6.92 169 2.6e-006 1.4e-005 7.5e-006 1.00e+000 1.064634088e+001 1.064647290e+001 2.3e-013 6.92 170 2.6e-006 1.4e-005 7.5e-006 -6.75e-001 1.064631563e+001 1.064647294e+001 2.2e-013 6.92 171 2.6e-006 1.4e-005 7.5e-006 1.25e+000 1.064632048e+001 1.064647293e+001 2.2e-013 6.94 172 2.6e-006 1.5e-005 7.5e-006 1.33e-001 1.064632029e+001 1.064647293e+001 2.2e-013 6.94 173 2.6e-006 1.5e-005 7.3e-006 1.00e+000 1.064632462e+001 1.064647293e+001 2.2e-013 6.94 174 2.6e-006 1.5e-005 7.2e-006 1.87e+000 1.064632791e+001 1.064647292e+001 2.2e-013 6.95 175 2.6e-006 1.5e-005 7.1e-006 2.59e+000 1.064631157e+001 1.064647295e+001 2.2e-013 6.95 176 2.3e-006 1.3e-005 6.5e-006 1.00e+000 1.064632635e+001 1.064647294e+001 2.0e-013 6.95 177 2.1e-006 1.2e-005 5.8e-006 1.56e-001 1.064632988e+001 1.064647295e+001 1.8e-013 6.95 178 2.1e-006 1.2e-005 5.8e-006 7.14e+000 1.064632978e+001 1.064647295e+001 1.8e-013 6.97 179 1.9e-006 1.1e-005 5.4e-006 1.00e+000 1.064634022e+001 1.064647293e+001 1.7e-013 6.97 180 1.7e-006 1.0e-005 4.9e-006 1.00e+000 1.064635335e+001 1.064647292e+001 1.5e-013 6.97 181 1.6e-006 9.2e-006 4.4e-006 1.00e+000 1.064636521e+001 1.064647291e+001 1.3e-013 6.99 182 1.4e-006 8.3e-006 4.0e-006 8.92e-001 1.064637241e+001 1.064647291e+001 1.2e-013 6.99 183 1.3e-006 7.5e-006 3.6e-006 4.49e-001 1.064637965e+001 1.064647291e+001 1.1e-013 6.99 184 1.1e-006 6.7e-006 3.2e-006 1.00e+000 1.064639004e+001 1.064647290e+001 9.9e-014 6.99 185 1.0e-006 6.1e-006 2.9e-006 1.00e+000 1.064639823e+001 1.064647289e+001 8.9e-014 7.00 186 9.2e-007 5.5e-006 2.6e-006 1.00e+000 1.064640568e+001 1.064647288e+001 8.1e-014 7.00 187 8.3e-007 4.9e-006 2.3e-006 9.37e-001 1.064641513e+001 1.064647287e+001 7.1e-014 7.00 188 7.5e-007 4.4e-006 2.1e-006 1.00e+000 1.064642089e+001 1.064647287e+001 6.4e-014 7.00 189 6.7e-007 4.0e-006 1.9e-006 7.87e-001 1.064642543e+001 1.064647287e+001 5.9e-014 7.00 190 6.0e-007 3.6e-006 1.7e-006 1.00e+000 1.064643019e+001 1.064647286e+001 5.3e-014 7.02 191 6.0e-007 3.9e-006 1.7e-006 -7.00e-001 1.064643014e+001 1.064647286e+001 5.3e-014 7.02 192 5.4e-007 3.5e-006 1.5e-006 9.76e-001 1.064643460e+001 1.064647285e+001 4.8e-014 7.02 193 4.9e-007 3.2e-006 1.4e-006 1.00e+000 1.064643844e+001 1.064647285e+001 4.3e-014 7.03 194 4.4e-007 2.9e-006 1.2e-006 1.07e+000 1.064644248e+001 1.064647284e+001 3.9e-014 7.03 195 4.4e-007 2.9e-006 1.2e-006 1.09e+000 1.064644326e+001 1.064647284e+001 3.7e-014 7.03 196 4.0e-007 2.6e-006 1.1e-006 1.00e+000 1.064644586e+001 1.064647284e+001 3.3e-014 7.03 197 3.6e-007 2.3e-006 1.0e-006 1.00e+000 1.064644857e+001 1.064647284e+001 3.0e-014 7.05 198 3.3e-007 2.1e-006 9.1e-007 9.82e-001 1.064645153e+001 1.064647283e+001 2.6e-014 7.05 199 3.2e-007 7.4e-006 8.9e-007 9.73e-001 1.064645156e+001 1.064647284e+001 2.5e-014 7.05 200 2.5e-007 7.3e-006 8.9e-007 1.00e+000 1.064645178e+001 1.064647283e+001 2.5e-014 7.05 Interior-point optimizer terminated. Time: 7.06. Optimizer terminated. Time: 7.08 Return code from optimize - 10000 Interior-point solution summary Problem status : UNKNOWN Solution status : UNKNOWN Primal. obj: 1.0646451784e+001 nrm: 4e+001 Viol. con: 2e-006 var: 0e+000 Dual. obj: 1.0646472835e+001 nrm: 8e+002 Viol. con: 0e+000 var: 4e-005 * End solution on dual form. * Transforming to primal solution. Solving took 7.1 seconds. Using solver 'mosek' Solving for 1903 variables. MOSEK warning 710: #1 (nearly) zero elements are specified in sparse col '' (6285) of matrix 'A'. MOSEK warning 710: #1 (nearly) zero elements are specified in sparse col '' (6337) 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 : 1904 Cones : 0 Scalar variables : 6550 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 : 166 Eliminator terminated. Eliminator - tries : 1 time : 0.00 Lin. dep. - tries : 1 time : 0.00 Lin. dep. - number : 0 Presolve terminated. Time: 0.03 Interior-point optimizer terminated. Time: 0.03. Optimizer terminated. Time: 0.30 solsta = 5, prosta = 4 Interior-point solution summary Problem status : PRIMAL_INFEASIBLE Solution status : PRIMAL_INFEASIBLE_CER * End solution on dual form. * Transforming to primal solution. Solving took 0.342 seconds. Running tests... ---------------------------------------------------------------------- E ====================================================================== ERROR [52.289s]: test_SP_aircraft_py_mosek (gpkit.tests.from_paths.TestFiles) ---------------------------------------------------------------------- Traceback (most recent call last): File "c:\users\jenkins\workspace\gpkit_commons_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\gpkit_commons_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\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\tests\from_paths.py", line 41, in test_fn mod.test() File "SP_aircraft.py", line 520, in test run_optimal_737('W_{f_{total}}', True, False) File "SP_aircraft.py", line 374, in run_optimal_737 sol = m_relax.localsolve(verbosity=4, iteration_limit=200, reltol=0.01) File "c:\users\jenkins\workspace\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\constraints\prog_factories.py", line 82, in solvefn result = solvefn(solver, verbosity, *args, **kwargs) File "c:\users\jenkins\workspace\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\constraints\sgp.py", line 133, in localsolve result = primal_feas.solve(solver, verbosity=verbosity-1) File "c:\users\jenkins\workspace\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit\gpkit\constraints\gp.py", line 203, in solve (solvername, solver_status)) RuntimeWarning: final status of solver 'mosek' was 'DUAL_INFEAS_CER', not 'optimal'. The solver's result is stored in model.program.solver_out. A result dict can be generated via program._compile_result(program.solver_out). ---------------------------------------------------------------------- Ran 1 test in 52.289s FAILED (errors=1) 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\gpkit_commons_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-hqdi1c-build Requirement already satisfied (use --upgrade to upgrade): gpfit==0.1 from git+https://github.com/convexengineering/gpfit.git in c:\users\jenkins\workspace\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages Requirement already satisfied: numpy in c:\users\jenkins\workspace\gpkit_commons_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\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\gpkit (from gpfit==0.1) Requirement already satisfied: pint 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-cvp9vc-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\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages Requirement already satisfied: numpy in c:\users\jenkins\workspace\gpkit_commons_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\gpkit_commons_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\gpkit_commons_pr_models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages (from gassolar==0.0.0.0) Requirement already satisfied: pint 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) adding test for 'solar/solar.py' adding test for 'solar/sens_chart.py' adding test for 'solar/season.py' Using solver 'mosek' Solving for 3968 variables. Solving took 1.59 seconds. Warning: Variable Re_Mission/FlightSegment.38/AircraftPerf.38/WingAero.38 could cause inaccurate result because it is below lower bound. Solution is 128640.2432 but bound is 150000.0000 20 is a constraining latitude Using solver 'mosek' Solving for 3968 variables. Solving took 1.72 seconds. Warning: Variable Re_Mission.1/FlightSegment.79/AircraftPerf.79/WingAero.79 could cause inaccurate result because it is below lower bound. Solution is 136876.8740 but bound is 150000.0000 20 is a constraining latitude Using solver 'mosek' Solving for 3968 variables. Solving took 1.51 seconds. Warning: Variable Re_Mission.2/FlightSegment.120/AircraftPerf.120/WingAero.120 could cause inaccurate result because it is below lower bound. Solution is 149883.2870 but bound is 150000.0000 20 is a constraining latitude Using solver 'mosek' Solving for 2028 variables. Solving took 0.561 seconds. 20 is a constraining latitude Using solver 'mosek' Solving for 3968 variables. Solving took 1.89 seconds. Warning: Variable Re_Mission/FlightSegment.38/AircraftPerf.38/WingAero.38 could cause inaccurate result because it is below lower bound. Solution is 128640.2500 but bound is 150000.0000 20 is a constraining latitude Using solver 'mosek' Solving for 3968 variables. Solving took 1.47 seconds. Warning: Variable Re_Mission.1/FlightSegment.79/AircraftPerf.79/WingAero.79 could cause inaccurate result because it is below lower bound. Solution is 136876.8741 but bound is 150000.0000 20 is a constraining latitude Using solver 'mosek' Solving for 3968 variables. Solving took 1.45 seconds. Warning: Variable Re_Mission.2/FlightSegment.120/AircraftPerf.120/WingAero.120 could cause inaccurate result because it is below lower bound. Solution is 149883.2872 but bound is 150000.0000 20 is a constraining latitude Using solver 'mosek' Solving for 2028 variables. Solving took 0.683 seconds. 20 is a constraining latitude Using solver 'mosek' Solving for 185 variables. Solving took 12.5 seconds. Warning: Variable Re_Mission/FlightSegment/AircraftPerf/WingAero could cause inaccurate result because it is below lower bound. Solution is 136944.0213 but bound is 150000.0000 10 is a constraining latitude Using solver 'mosek' Solving for 185 variables. Solving took 22.3 seconds. Warning: Variable Re_Mission/FlightSegment/AircraftPerf/WingAero could cause inaccurate result because it is below lower bound. Solution is 136944.0213 but bound is 150000.0000 10 is a constraining latitude Using solver 'mosek' Solving for 2028 variables. Solving took 0.528 seconds. 20 is a constraining latitude Beginning signomial solve. Solving took 4 GP solves and 4.27 seconds. 20 is a constraining latitude Using solver 'mosek_cli' Solving for 2028 variables. Solving took 1.09 seconds. 20 is a constraining latitude Beginning signomial solve. Solving took 4 GP solves and 4.07 seconds. 20 is a constraining latitude Running tests... ---------------------------------------------------------------------- C:\Users\jenkins\workspace\gpkit_commons_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) C:\Users\jenkins\workspace\gpkit_commons_PR_Models\buildnode\windows10x64\optimizer\mosek\venv2_gpkit\lib\site-packages\gassolar\environment\solar_irradiance.py:40: RuntimeWarning: divide by zero encountered in divide tau = np.exp(-0.175/costhsun) ...... ---------------------------------------------------------------------- Ran 6 tests in 294.535s OK 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\gpkit_commons_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\gpkit_commons_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