MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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watersym2 - point p1

Solution found by SBB with CONOPT as subsolver.

Formatsⓘ	gdx sol
Added to libraryⓘ	01 May 2001
Objective Valueⓘ	953.544180
Infeasibilityⓘ	2.665e-14

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Variables with value 0.0 are omitted in the following.

x1                                1.975307590362960
x2                                0.444535308257756
x3                                0.025962561789092
x5                                0.149376377907453
x6                                0.243780723471830
x7                                0.430037438210908
x11                               0.252464691742244
x12                               0.510842898620717
x18                               0.007464691742244
x23                               0.008219276528169
x29                               0.181112645550961
x30                              20.092952116432201
x31                            4169.693619562230197
x33                             317.436542928413019
x34                             176.929733450443990
x35                              20.917080187449599
x39                              24.389266720081601
x40                              20.381418774289301
x46                           30677.414283949099627
x51                           50797.577343588898657
x57                              18.890601225952800
x58                              19.948241620308501
x59                              18.183928647172799
x60                              14.920000000000000
x61                              16.629395307415699
x62                              12.865184084260299
x63                               9.433477212821090
x64                              16.079999999999998
x68                               1.764312973135660
x72                              -0.706672578779923
x73                              -1.764312973135660
x74                               3.263928647172840
x77                               2.103928647172840
x78                              -3.970601225952760
x79                              -3.263928647172840
x80                              -1.709395307415690
x81                              -1.554533339757150
x83                               3.764211223155440
x84                              -7.083057536048250
x85                              -5.318744562912580
x86                              -3.764211223155440
x88                             -10.514764407487400
x89                              -3.431706871439160
x90                              -2.810601225952760
x91                              -3.868241620308500
x92                              -2.103928647172840
x93                               2.445805460409810
x94                               0.823194539590191
x95                              44.931919487967200
x96                             497.933943674156012
x97                               0.629104163812294
objvar                          953.544180191949977
b99                               1.000000000000000
b100                              1.000000000000000
b101                              1.000000000000000
b103                              1.000000000000000
b104                              1.000000000000000
b105                              1.000000000000000
b109                              1.000000000000000
b110                              1.000000000000000
b116                              1.000000000000000
b121                              1.000000000000000
s1s1(132)                         1.000000000000000
s1s2(137)                         1.000000000000000
s1s3(142)                         1.000000000000000
s1s5(157)                         1.000000000000000
s1s6(164)                         1.000000000000000
s1s7(172)                         1.000000000000000
s1s11(200)                        1.000000000000000
s1s12(207)                        1.000000000000000
s1s18(246)                        1.000000000000000
s1s23(281)                        1.000000000000000

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