MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

Home // Instances // Documentation // Download // Statistics

---

waterful2 - point p3

Solution found by SBB with CONOPT as subsolver.

Formatsⓘ	gdx sol
Added to libraryⓘ	14 Sep 2009
Objective Valueⓘ	1369.094431
Infeasibilityⓘ	1.421e-14

---

Variables with value 0.0 are omitted in the following.

x1                                0.007351533847741
x2                                1.854202801174470
x3                                0.259396866637196
x11                               1.155400332188340
x17                               0.192603133362804
x21                               0.449599667811664
x33                               0.910400332188336
x41                               0.258400332188336
x49                               0.006400332188336
x57                           79411.582707282999763
x58                               1.572226764814800
x59                             174.425573683687986
x67                               3.355018479829880
x73                             170.668274619734007
x77                              32.623834730150399
x89                               1.151575008412390
x97                              31.395199453302201
x105                           4361.765009625920356
x113                             28.079999999999998
x114                             23.788197048796700
x115                             22.674577427307899
x116                             16.343472747281002
x117                             19.309415371981000
x118                             18.354956880128000
x119                             16.258676441547099
x120                             16.079999999999998
x124                              8.770584628019041
x125                              9.725043119872030
x126                             11.821323558452900
x127                             12.000000000000000
x128                             -4.291802951203300
x129                              1.113619621488780
x130                              7.444724301515670
x132                              5.433240168668730
x133                              7.529520607249610
x134                              7.708197048796700
x135                             -5.405422572692070
x136                             -1.113619621488780
x138                              3.365162055326960
x139                              4.319620547179960
x140                              6.415900985760840
x142                            -11.736527252719000
x143                             -7.444724301515670
x144                             -6.331104680026900
x145                             -2.965942624699930
x146                             -2.011484132846940
x147                              0.084796305733942
x148                              0.263472747281034
x149                             -8.770584628019041
x150                             -4.478781676815740
x151                             -3.365162055326960
x152                              2.965942624699930
x154                              3.050738930433870
x155                              3.229415371980960
x156                             -9.725043119872030
x157                             -5.433240168668730
x158                             -4.319620547179960
x159                              2.011484132846940
x160                             -0.954458491852993
x162                              2.274956880127970
x163                            -11.821323558452900
x164                             -7.529520607249610
x165                             -6.415900985760840
x166                             -0.084796305733942
x167                             -3.050738930433870
x168                             -2.096280438580880
x170                            -12.000000000000000
x171                             -7.708197048796700
x172                             -6.594577427307930
x173                             -0.263472747281034
x174                             -3.229415371980960
x175                             -2.274956880127970
x176                             -0.178676441547092
x177                              2.120951201659400
x178                              1.148048798340590
x179                             70.735958961238595
x180                            655.541256322156983
x181                              0.619358536049782
objvar                         1369.094431295040067
b183                              1.000000000000000
b184                              1.000000000000000
b185                              1.000000000000000
b193                              1.000000000000000
b199                              1.000000000000000
b203                              1.000000000000000
b215                              1.000000000000000
b223                              1.000000000000000
b231                              1.000000000000000
s1s1(239)                         1.000000000000000
s1s2(250)                         1.000000000000000
s1s3(255)                         1.000000000000000
s1s11(313)                        1.000000000000000
s1s17(353)                        1.000000000000000
s1s21(382)                        1.000000000000000
s1s33(467)                        1.000000000000000
s1s41(522)                        1.000000000000000
s1s49(576)                        1.000000000000000

---