MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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watersym1 - point p2

Solution found by SBB.

Formatsⓘ	gdx sol
Added to libraryⓘ	14 Sep 2009
Objective Valueⓘ	1111.221174
Infeasibilityⓘ	1.421e-14

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Variables with value 0.0 are omitted in the following.

x1                                1.920543455838140
x2                                0.444456544161856
x5                                0.904000000000000
x11                               0.252543455838144
x13                               0.456000000000000
x18                               0.007543455838144
x23                               0.252000000000000
x29                               0.181112645550961
x30                              20.092952116432201
x33                               2.402352180676260
x39                              24.389266720081601
x41                              32.623834730150399
x46                           30677.414283949099627
x51                              31.395199453302201
x57                              23.531701367120601
x58                              14.223240639683500
x59                              22.863669698448600
x60                              19.562507062524801
x61                              21.308166238775801
x62                              12.260000000000000
x63                              10.266279253917499
x64                              16.079999999999998
x67                               7.451701367120610
x68                              -8.640429058765021
x70                               3.956961385766030
x71                              -1.856759360316470
x72                              -0.668031668672054
x73                               8.640429058765021
x74                               3.301162635923700
x76                              10.603669698448600
x77                              -0.000000000000000
x78                              -3.969194304595750
x79                              -3.301162635923700
x80                              -1.745659176250920
x81                              -1.555503459672780
x83                               9.048166238775771
x84                              -1.963240639683530
x85                             -10.603669698448600
x86                              -9.048166238775771
x87                              -0.000000000000001
x88                              -3.956961385766030
x89                              -1.993720746082500
x90                              -7.451701367120610
x91                               1.856759360316470
x92                              -6.783669698448550
x93                               2.365000000000000
x94                               0.904000000000000
x95                              51.203778936944403
x96                             592.916585035453977
x97                               0.626680000000000
objvar                         1111.221174404900012
b99                               1.000000000000000
b100                              1.000000000000000
b103                              1.000000000000000
b109                              1.000000000000000
b111                              1.000000000000000
b116                              1.000000000000000
b121                              1.000000000000000
s1s1(132)                         1.000000000000000
s1s2(137)                         1.000000000000000
s1s5(159)                         1.000000000000000
s1s11(200)                        1.000000000000000
s1s13(214)                        1.000000000000000
s1s18(246)                        1.000000000000000
s1s23(284)                        1.000000000000000

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