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A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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waterno2_01 - point p1

Solution found by SCIP

Formatsⓘ	gdx sol
Added to libraryⓘ	13 Aug 2014
Objective Valueⓘ	19.456680
Infeasibilityⓘ	9.095e-13

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Variables with value 0.0 are omitted in the following.

objvar                           19.456680461976301
b2                                1.000000000000000
x12                              48.929407731200001
x15                               0.640000000000000
x16                              48.929407731200001
x19                              50.138773075475001
x22                               0.722500000000000
x23                              50.138773075475001
x26                              17.114390102600002
x29                               0.490000000000000
x30                              17.114390102600002
x33                               0.296666667000000
x34                               0.296666667000000
x35                               0.296666667000000
x41                               0.296666667000000
x42                               3.500000000000000
x43                               4.093333334000000
x44                               4.100000000000000
x45                               4.100000000000000
x46                               4.000000000000000
x47                               3.332499999250000
x48                               0.296666667000000
x49                              14.940055556544500
x51                               0.088011111308889
x53                               0.194658397670060
x55                               0.430535317869774
x57                              24.661670966502999
x63                              24.661670966502999
x66                              63.500000000000000
x67                              94.099999999999994
x68                             107.000000000000000
x69                              63.940055556544401
x70                               0.440055556544445
x71                              94.099999999999994
x72                              94.099999999999994
x74                             107.000000000000000
x76                              49.000000000000000
x77                              14.940055556544401
x78                              30.600000000000001
x79                              12.900000000000000
x80                               0.296666667000000
x81                               0.200000000000000
x82                               0.200000000000000
x83                               0.250000000000000
x84                               0.250000000000000
x85                               0.400000000000000
x86                               0.400000000000000
x87                               0.240000000000000
x88                               0.240000000000000
x89                               0.656151901521380
x90                               0.800000000000000
x91                               0.850000000000000
x92                               0.700000000000000
x93                             100.000000000000000
x94                              19.456680461976301
x95                               0.282496567491905
x96                               0.127725477778211
x97                               0.057748658040337
x98                               0.026109963050974
x139                              0.088011111308889
x142                              0.088011111308889
x143                              0.026109963050974
x160                              0.430535317869774
x161                              0.282496567491905
x162                              0.640000000000000
x163                              0.512000000000000
x164                              0.722500000000000
x165                              0.614125000000000
x166                              0.490000000000000
x167                              0.343000000000000

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