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A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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gastrans - point p1

Solution found by SBB with CONOPT as subsolver.
Formats gdx sol
Added to library 01 May 2001
Objective Value 89.085840
Infeasibility 2.007e-11


x1                                5.797000000000000
x2                                5.797000000000000
x3                                9.997000000000000
x4                                9.997000000000000
x5                               16.076000000000001
x6                                2.152000000000000
x7                               -1.882000000000000
x8                               -7.138000000000000
x9                                8.938000000000001
x10                              20.300550000000001
x11                               1.711450000000000
x12                              19.625224392615799
x13                               2.386775607384230
x14                              13.932554133354900
x15                               1.694445866645120
x16                              13.486000000000001
x17                              11.366000000000000
x18                              12.566000000000001
x19                              22.463999999999999
x20                              15.616000000000000
x21                               2.141000000000000
x22                               2.141000000000000
x23                               2.141000000000000
x24                               1.919000000000000
x25                               1.000000000000000
x26                               1.000000000000000
x27                               1.000000000000000
x28                               1.000000000000000
x29                               1.000000000000000
x30                               1.000000000000000
x31                              -1.000000000000000
x32                              -1.000000000000000
x33                               1.000000000000000
x34                               1.000000000000000
x35                               1.000000000000000
x36                               1.000000000000000
x37                               1.000000000000000
x38                               1.000000000000000
x39                               1.000000000000000
x40                               1.000000000000000
x41                               1.000000000000000
x42                               1.000000000000000
x43                               1.000000000000000
x44                               1.000000000000000
x45                               1.000000000000000
b46                               1.000000000000000
b47                               1.000000000000000
b48                               1.000000000000000
b49                               1.000000000000000
b50                               1.000000000000000
b51                               1.000000000000000
b54                               1.000000000000000
b55                               1.000000000000000
b56                               1.000000000000000
b57                               1.000000000000000
b58                               1.000000000000000
b59                               1.000000000000000
b60                               1.000000000000000
b61                               1.000000000000000
b62                               1.000000000000000
b63                               1.000000000000000
b64                               1.000000000000000
b65                               1.000000000000000
b66                               1.000000000000000
x67                               1.200000000000000
x68                              -4.034000000000000
x69                              -0.222000000000000
x71                             -15.616000000000000
x72                              -3.918000000000000
x73                               8.400000000000000
x74                              -5.256000000000000
x75                              -6.385000000000000
x76                               2.152000000000000
x77                              -6.848000000000000
x78                              -2.120000000000000
x79                              -1.919000000000000
x80                               0.960000000000000
x82                              22.012000000000000
x85                              11.593999999999999
x87                            2831.793903649080221
x88                            2681.435432653060161
x89                            1103.203577866539945
x90                            3537.016622580670173
x91                            2500.000000000000000
x92                            3118.857750449019932
x93                            3135.531531850529973
x94                            2705.472579736710031
x95                            3322.824878686159991
x96                            2728.036801583019951
x97                            2669.520833161179780
x98                            2975.481329205169914
x99                             969.657129298269979
x100                           2809.840210790110177
x101                           3818.333110662500076
x102                           3479.719622580670148
x103                           3097.992110662500181
x104                           3187.883558164529859
x105                           3139.269280221949884
x106                           2932.016479909339978
objvar                           89.085840000000005


Last updated: 2018-09-14 Git hash: ac5a5314
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