MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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syn20m02m - point p1

Solution found by ALPHAECP

Formatsⓘ	gdx sol
Added to libraryⓘ	30 Sep 2013
Objective Valueⓘ	1752.133203
Infeasibilityⓘ	2.132e-14

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Variables with value 0.0 are omitted in the following.

objvar                         1752.133202854379988
x2                               40.000000000000000
x3                               40.000000000000000
x6                               40.000000000000000
x7                               40.000000000000000
x10                               4.456286480045170
x11                               4.456286480045170
x12                               4.456286480045170
x13                               4.456286480045170
x16                               4.456286480045170
x17                               4.456286480045170
x22                               4.456286480045170
x23                               4.456286480045170
x24                               8.912572960090341
x25                               8.912572960090341
x30                               4.456286480045170
x31                               4.456286480045170
x38                               4.071472403494950
x39                               4.292471688672690
x40                               0.384814076550217
x41                               0.163814791372477
x50                               2.442883442096970
x51                               2.575483013203620
x52                               0.358122478857263
x53                               0.166873544978920
x66                               2.442883442096970
x67                               2.575483013203620
x69                               0.166873544978920
x72                               0.358122478857263
x84                               2.442883442096970
x85                               2.575483013203620
x87                               0.115745991281110
x90                               0.260187733333199
b94                               1.000000000000000
b95                               1.000000000000000
b100                              1.000000000000000
b101                              1.000000000000000
b110                              1.000000000000000
b111                              1.000000000000000
b112                              1.000000000000000
b113                              1.000000000000000
b124                              1.000000000000000
b125                              1.000000000000000
b126                              1.000000000000000
b127                              1.000000000000000
b130                              1.000000000000000
b131                              1.000000000000000
b134                              1.000000000000000
b140                              1.000000000000000
b150                              1.000000000000000
b152                              1.000000000000000
b164                              1.000000000000000
b166                              1.000000000000000
b170                              1.000000000000000
x174                             -8.000000000000000
x180                             -6.000000000000000
x190                             -4.000000000000000
x192                             -3.000000000000000
x204                             -3.000000000000000
x206                             -5.000000000000000
x210                             -1.000000000000000

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