MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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feedtray - point p1

Solution found by SBB with MINOS as subsolver.
Formats gdx sol
Added to library 01 May 2001
Objective Value -13.405998
Infeasibility 1.421e-14


x1                                0.333413731412918
x2                                0.666586268587082
x3                                0.487723431791898
x4                                0.512276568208102
x5                                0.601983055429421
x6                                0.398016944570578
x7                                0.668177463908283
x8                                0.331822536091717
x9                                0.704452605697690
x10                               0.295547394302310
x11                               0.753041546491936
x12                               0.246958453508064
x13                               0.813319710668462
x14                               0.186680289331538
x15                               0.881291139538973
x16                               0.118708860461028
x17                               0.950000000000000
x18                               0.050000000000000
x19                               0.545861754638718
x20                               0.454138245361281
x21                               0.700894160278680
x22                               0.299105839721319
x23                               0.790183104699969
x24                               0.209816895300031
x25                               0.834649740758025
x26                               0.165350259241975
x27                               0.857109375466237
x28                               0.142890624533763
x29                               0.885206223064309
x30                               0.114793776935691
x31                               0.917227078718393
x32                               0.082772921281607
x33                               0.950000000000000
x34                               0.050000000000000
x35                               0.980020806391345
x36                               0.019979193608655
x37                              40.545826713410101
x38                             148.161837382464000
x39                             150.638270718624000
x40                             151.797013130820005
x41                              52.674387177930399
x42                              53.068612482477100
x43                              53.588083681323603
x44                              54.221121959720101
x45                              54.755124188071697
x46                             107.616010669054006
x47                             110.092444005214006
x48                             111.251186417409997
x49                             112.128560464520007
x50                             112.522785769066999
x51                             113.042256967914000
x52                             113.675295246310000
x53                             114.209297474661994
x54                             376.496190716996011
x55                             369.150726364430000
x56                             365.711782015398001
x57                             363.765504662243018
x58                             362.643625063977993
x59                             361.249925079602008
x60                             359.629244535790008
x61                             357.900668289699979
x62                             355.503308135393013
x65                             100.000000000000000
x70                               0.920963511243069
x71                              59.454173286589899
x72                              40.545826713410101
x73                              -0.978094247298313
x74                              -0.996693593337093
x75                              -0.999949975798394
x76                              -1.001271710893430
x77                              -1.002130740241500
x78                              -1.002680481435330
x79                              -1.002712179648280
x80                              -1.002100550506990
x81                              -1.003953587833060
x82                               0.077082979114340
x83                               0.048473641290703
x84                               0.035750286185656
x85                               0.028862231022237
x86                               0.024990859393055
x87                               0.020253300852617
x88                               0.014848317412373
x89                               0.009205026850622
x90                               0.001579675735509
b93                               1.000000000000000
objvar                          -13.405997724436400


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