MINLPLib
A Library of Mixed-Integer and Continuous Nonlinear Programming Instances
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tls12 - point p1
Solution found by AlphaECP with options "MIPsolstrat 4" and "NLPcalliter 1".
Formatsⓘ | gdx sol |
Added to libraryⓘ | 01 Aug 2011 |
Objective Valueⓘ | 112.800000 |
Infeasibilityⓘ | 0 |
Variables with value 0.0 are omitted in the following.
b1 1.000000000000000 b2 1.000000000000000 b3 1.000000000000000 b4 1.000000000000000 b5 1.000000000000000 b6 1.000000000000000 b7 1.000000000000000 b8 1.000000000000000 b9 1.000000000000000 b10 1.000000000000000 b11 1.000000000000000 b12 1.000000000000000 i13 100.000000000000000 i14 100.000000000000000 i15 100.000000000000000 i16 100.000000000000000 i17 100.000000000000000 i18 100.000000000000000 i19 100.000000000000000 i20 100.000000000000000 i21 100.000000000000000 i22 81.000000000000000 i23 81.000000000000000 i24 81.000000000000000 x25 1.000000000000000 x26 1.000000000000000 x27 4.000000000000000 x28 1.000000000000000 x29 1.000000000000000 x30 1.000000000000000 x31 1.000000000000000 x32 1.000000000000000 x33 1.000000000000000 x34 1.000000000000000 x35 4.000000000000000 x36 1.000000000000000 x37 4.000000000000000 x38 4.000000000000000 x39 1.000000000000000 x40 4.000000000000000 x41 1.000000000000000 x42 1.000000000000000 x43 1.000000000000000 x44 4.000000000000000 x45 1.000000000000000 x46 1.000000000000000 x47 1.000000000000000 x48 1.000000000000000 x49 1.000000000000000 x50 1.000000000000000 x51 1.000000000000000 x52 16.000000000000000 x53 1.000000000000000 x54 1.000000000000000 x55 1.000000000000000 x56 16.000000000000000 x57 4.000000000000000 x58 1.000000000000000 x59 1.000000000000000 x60 4.000000000000000 x61 1.000000000000000 x62 1.000000000000000 x63 1.000000000000000 x64 1.000000000000000 x65 1.000000000000000 x66 1.000000000000000 x67 9.000000000000000 x68 1.000000000000000 x69 1.000000000000000 x70 4.000000000000000 x71 1.000000000000000 x72 4.000000000000000 x73 1.000000000000000 x74 1.000000000000000 x75 1.000000000000000 x76 1.000000000000000 x77 1.000000000000000 x78 16.000000000000000 x79 1.000000000000000 x80 1.000000000000000 x81 1.000000000000000 x82 9.000000000000000 x83 1.000000000000000 x84 1.000000000000000 x85 4.000000000000000 x86 1.000000000000000 x87 4.000000000000000 x88 1.000000000000000 x89 1.000000000000000 x90 1.000000000000000 x91 1.000000000000000 x92 1.000000000000000 x93 9.000000000000000 x94 1.000000000000000 x95 1.000000000000000 x96 1.000000000000000 x97 1.000000000000000 x98 9.000000000000000 x99 1.000000000000000 x100 1.000000000000000 x101 1.000000000000000 x102 1.000000000000000 x103 4.000000000000000 x104 1.000000000000000 x105 1.000000000000000 x106 1.000000000000000 x107 1.000000000000000 x108 1.000000000000000 x109 1.000000000000000 x110 1.000000000000000 x111 1.000000000000000 x112 1.000000000000000 x113 1.000000000000000 x114 1.000000000000000 x115 1.000000000000000 x116 1.000000000000000 x117 1.000000000000000 x118 1.000000000000000 x119 9.000000000000000 x120 4.000000000000000 x121 4.000000000000000 x122 1.000000000000000 x123 1.000000000000000 x124 1.000000000000000 x125 1.000000000000000 x126 1.000000000000000 x127 1.000000000000000 x128 1.000000000000000 x129 1.000000000000000 x130 1.000000000000000 x131 1.000000000000000 x132 1.000000000000000 x133 1.000000000000000 x134 1.000000000000000 x135 4.000000000000000 x136 1.000000000000000 x137 1.000000000000000 x138 1.000000000000000 x139 1.000000000000000 x140 1.000000000000000 x141 1.000000000000000 x142 1.000000000000000 x143 1.000000000000000 x144 1.000000000000000 x145 1.000000000000000 x146 1.000000000000000 x147 1.000000000000000 x148 1.000000000000000 x149 4.000000000000000 x150 1.000000000000000 x151 1.000000000000000 x152 1.000000000000000 x153 1.000000000000000 x154 1.000000000000000 x155 1.000000000000000 x156 1.000000000000000 x157 1.000000000000000 x158 1.000000000000000 x159 1.000000000000000 x160 1.000000000000000 x161 4.000000000000000 x162 1.000000000000000 x163 1.000000000000000 x164 1.000000000000000 x165 1.000000000000000 x166 1.000000000000000 x167 1.000000000000000 x168 1.000000000000000 b177 1.000000000000000 b225 1.000000000000000 b265 1.000000000000000 b295 1.000000000000000 b323 1.000000000000000 b351 1.000000000000000 b373 1.000000000000000 b394 1.000000000000000 b404 1.000000000000000 b412 1.000000000000000 b420 1.000000000000000 b428 1.000000000000000 b441 1.000000000000000 b489 1.000000000000000 b501 1.000000000000000 b505 1.000000000000000 b513 1.000000000000000 b529 1.000000000000000 b560 1.000000000000000 b572 1.000000000000000 b573 1.000000000000000 b582 1.000000000000000 b604 1.000000000000000 b612 1.000000000000000 b618 1.000000000000000 b638 1.000000000000000 b649 1.000000000000000 b657 1.000000000000000 b661 1.000000000000000 b674 1.000000000000000 b684 1.000000000000000 b693 1.000000000000000 b726 1.000000000000000 b727 1.000000000000000 b729 1.000000000000000 b757 1.000000000000000 b785 1.000000000000000 b805 1.000000000000000 objvar 112.799999999999997
Last updated: 2024-12-17 Git hash: 8eaceb91