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A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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waters - point p1

Solution found by SBB with CONOPT as subsolver.
Formats gdx sol
Added to library 01 May 2001
Objective Value 1646.399234
Infeasibility 1.843e-14


Variables with value 0.0 are omitted in the following.
x2                                1.279052925334910
x6                                1.989947074665090
x11                               0.456000000000000
x24                               1.668000000000000
x26                               0.827052925334915
x27                               0.582052925334915
x28                               1.737947074665090
x30                               0.152062982061963
x34                               0.154246090843839
x38                               1.339000000000000
x39                              32.623834730150399
x40                               1.245618822112130
x41                               1.151575008412390
x42                               0.237598120158509
x43                              28.079999999999998
x44                              27.917520714570099
x45                              22.863669698448600
x46                              27.831228552191099
x47                              26.979204673705500
x48                              26.589067634448600
x49                              27.306723260620899
x50                              16.079999999999998
x51                               5.216330301551440
x53                              12.000000000000000
x54                               5.053851016121550
x55                               1.328453080121550
x57                              11.837520714570100
x58                              -4.967558853742560
x59                              -4.115534975256980
x65                               1.279052925334910
x66                               1.989947074665090
x67                              78.222803270205205
x68                             858.230185294062949
x69                               0.594101587760048
objvar                         1646.399233873720050
b71                               1.000000000000000
b72                               1.000000000000000
b76                               1.000000000000000
b81                               1.000000000000000
s1s1(85)                          1.000000000000000
s1s2(99)                          1.000000000000000
s1s3(101)                         1.000000000000000
s1s4(109)                         1.000000000000000
s1s5(117)                         1.000000000000000
s1s6(131)                         1.000000000000000
s1s7(133)                         1.000000000000000
s1s8(141)                         1.000000000000000
s1s9(149)                         1.000000000000000
s1s10(162)                        1.000000000000000
s1s11(169)                        1.000000000000000
s1s12(178)                        1.000000000000000
s1s13(186)                        1.000000000000000
s1s14(195)                        1.000000000000000


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