MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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pooling_epa3 - point p3

Solution found by LINDO
Formats gdx sol
Added to library 15 Feb 2022
Objective Value -14965.258860
Infeasibility 4.592e-11


Variables with value 0.0 are omitted in the following.
x1                                0.005567631397096
x2                                0.298329710580871
x3                                0.250000000000000
x4                                0.268334614391195
x5                                1.000000000000000
x7                                1.000000000000000
x8                                0.696102658022033
x12                               0.750000000000000
x13                               0.424997254876010
x14                               0.306668130732794
x15                              22.575833584610201
x16                             229.828993915432989
x17                              98.035831064693994
x18                               6.446662890012190
x19                              86.185872717397800
x20                              14.030254336625299
x21                              16.709827974033399
x23                              28.986125252738201
x25                             113.873463664504001
x26                             111.997766853838002
x28                              52.184338009683898
x29                              41.999162571238102
x30                               7.386905981415530
x32                              41.683916503111703
x33                               1.173372215127820
x34                               4.701074201081330
x35                             308.619398719925982
x37                              54.332488484105497
x38                              81.656099902198903
x41                               5.349128636013840
x42                              50.042884257755397
x46                             165.698845650853002
x47                             137.841248883589998
x48                             166.941590682413988
x49                              62.137067118637702
x50                              10.246296868110800
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x52                             144.779994912445005
x53                              70.054923825241303
x54                              30.911495081741599
x55                             180.356008897070012
x56                             207.245484855390998
x57                              67.175977205387795
x58                              50.156854153468601
x59                              77.717056821059202
x60                              13.009736018570500
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x62                              31.532363555020300
x63                              13.751618372486600
x66                               0.000000000034472
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x199                             14.177713578167300
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x206                             56.497111022223301
x207                             85.733292535398604
x208                             19.884915936591000
x209                              1.584309823580600
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x215                            237.712555864414014
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x217                             58.462678483909698
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x220                              1.738771598347970
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x222                              0.119744811304545
x224                              3.580255188695450
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x1104                             8.654450842291389
x1105                             9.438301837003291


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