QPLIB_3913 QBL minimize 300 # number of variables 61 # number of constraints 45150 # number of quadratic terms in objective 1 1 1.1095332628 2 1 0.8767144228 3 1 -0.4332915352 4 1 0.0667084701 5 1 0.3767143666 6 1 0.2842082112 7 1 -0.1319555633 8 1 0.0180443717 9 1 0.1342080522 10 1 0.7051440442 11 1 -0.3457723604 12 1 0.054227716 13 1 0.3051440432 14 1 0.4739209402 15 1 -0.2091588816 16 1 0.0408412032 17 1 0.2239210356 18 1 0.4976323544 19 1 0.4976323684 20 1 0.751071888 21 1 0.0070489526 22 1 -0.0158266662 23 1 -0.0158265839 24 1 0.0070489448 25 1 0.0377722176 26 1 0.0001706419 27 1 0.0001707621 28 1 0.037772375 29 1 -0.0103720489 30 1 -0.0254647243 31 1 -0.0254647704 32 1 -0.0103720834 33 1 -0.0089482554 34 1 -0.0280439885 35 1 -0.0280439597 36 1 -0.0089482012 37 1 -0.0165262368 38 1 -0.0296619668 39 1 -0.029662136 40 1 -0.016526352 41 1 -0.0130848958 42 1 -0.0284785983 43 1 -0.0284785811 44 1 -0.0130848526 45 1 -0.0108187911 46 1 -0.0244698439 47 1 -0.024469838 48 1 -0.0108187226 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281 -0.3864174712 293 281 -0.3998201834 294 281 -0.369759916 295 281 -0.3876316336 296 281 -0.3379523624 297 281 -0.3860884844 298 281 -0.3588023436 299 281 -0.4031239444 300 281 -0.3946624176 282 282 12.274766958 283 282 -0.2253090202 284 282 -0.333263033 285 282 -0.3773578972 286 282 -0.3879769054 287 282 -0.379477885 288 282 -0.3446383042 289 282 -0.391402724 290 282 -0.2653015142 291 282 -0.4194934868 292 282 -0.3814656892 293 282 -0.4032789698 294 282 -0.411155706 295 282 -0.3285175646 296 282 -0.3583161114 297 282 -0.3620364938 298 282 -0.3937551454 299 282 -0.399365024 300 282 -0.4012683196 283 283 12.26320396 284 283 -0.2072484934 285 283 -0.3496168652 286 283 -0.4210565216 287 283 -0.3824459858 288 283 -0.3461193062 289 283 -0.341850102 290 283 -0.387252823 291 283 -0.3129318758 292 283 -0.4112926332 293 283 -0.3845462964 294 283 -0.3909784216 295 283 -0.368188455 296 283 -0.3250116612 297 283 -0.3755106986 298 283 -0.3958611436 299 283 -0.38648697 300 283 -0.4117350818 284 284 12.34720554 285 284 -0.2318202358 286 284 -0.3889979874 287 284 -0.4018641496 288 284 -0.3473735972 289 284 -0.3266122524 290 284 -0.3543956234 291 284 -0.4030381862 292 284 -0.4047891336 293 284 -0.4042460984 294 284 -0.3863755544 295 284 -0.3613615402 296 284 -0.3558523998 297 284 -0.3634351036 298 284 -0.3773252522 299 284 -0.4017921454 300 284 -0.4037559484 285 285 12.52167678 286 285 -0.2956285502 287 285 -0.3867069248 288 285 -0.3626973958 289 285 -0.3476453794 290 285 -0.3449447738 291 285 -0.4032092442 292 285 -0.34483409 293 285 -0.4415375932 294 285 -0.4036124992 295 285 -0.3665503274 296 285 -0.3467968936 297 285 -0.3826631958 298 285 -0.3807471096 299 285 -0.4269461956 300 285 -0.405282747 286 286 13.88836706 287 286 -0.4381955542 288 286 -0.3895093056 289 286 -0.394484542 290 286 -0.3999968226 291 286 -0.4161620894 292 286 -0.475895086 293 286 -0.4009234004 294 286 -0.4443221688 295 286 -0.4023628384 296 286 -0.3912921168 297 286 -0.408006338 298 286 -0.4410315484 299 286 -0.4382125854 300 286 -0.4701958782 287 287 13.83991804 288 287 -0.2832944566 289 287 -0.3896447672 290 287 -0.4183093058 291 287 -0.4297809508 292 287 -0.4440550046 293 287 -0.4418309516 294 287 -0.3766389704 295 287 -0.3969452834 296 287 -0.4611079308 297 287 -0.395717789 298 287 -0.4404921574 299 287 -0.4402707838 300 287 -0.454313657 288 288 12.494652524 289 288 -0.2238901664 290 288 -0.3648376328 291 288 -0.405637515 292 288 -0.3915399226 293 288 -0.411718491 294 288 -0.3910818012 295 288 -0.3456941346 296 288 -0.3191776068 297 288 -0.4423699326 298 288 -0.3870318078 299 288 -0.4144663498 300 288 -0.40355629 289 289 12.195976132 290 289 -0.2128021994 291 289 -0.387288527 292 289 -0.3967229398 293 289 -0.3910569354 294 289 -0.4642354956 295 289 -0.3091844214 296 289 -0.3060866284 297 289 -0.331505631 298 289 -0.4577862722 299 289 -0.3853176282 300 289 -0.4098292786 290 290 12.493305658 291 290 -0.2724666034 292 290 -0.419368401 293 290 -0.39765861 294 290 -0.3866875236 295 290 -0.44666976 296 290 -0.3217877708 297 290 -0.3551830294 298 290 -0.3730107484 299 290 -0.4070689028 300 290 -0.412477907 291 291 13.584972482 292 291 -0.3829079676 293 291 -0.4598409968 294 291 -0.4367329308 295 291 -0.3926077688 296 291 -0.4472574738 297 291 -0.398776169 298 291 -0.3590831422 299 291 -0.4631173882 300 291 -0.438658264 292 292 13.956278824 293 292 -0.3554383358 294 292 -0.4456375498 295 292 -0.406146655 296 292 -0.3953265532 297 292 -0.4129807468 298 292 -0.4620151624 299 292 -0.3831647712 300 292 -0.4691269848 293 293 14.154097468 294 293 -0.4479995144 295 293 -0.4197108012 296 293 -0.3993696988 297 293 -0.4320808574 298 293 -0.4316928602 299 293 -0.4696892826 300 293 -0.3986492972 294 294 14.006362108 295 294 -0.2932816932 296 294 -0.414170863 297 294 -0.4076749566 298 294 -0.4630485524 299 294 -0.4437556202 300 294 -0.4602463316 295 295 12.818021628 296 295 -0.1984136045 297 295 -0.497535306 298 295 -0.333921269 299 295 -0.432186871 300 295 -0.4113152362 296 296 12.328951182 297 296 -0.209250696 298 296 -0.42565664 299 296 -0.393837925 300 296 -0.412702726 297 297 13.11663914 298 297 -0.2920513486 299 297 -0.4499456902 300 297 -0.4172318546 298 298 13.632036218 299 298 -0.3899891994 300 298 -0.4672975212 299 299 14.146305564 300 299 -0.3698311256 300 300 14.344640362 -5.963542394 # default value for linear coefficients in objective 299 # number of non-default linear coefficients in objective 1 0.5155248644 2 0.5654935831 3 0.5412959867 4 0.5412959887 5 0.565493578 6 0.5805996318 7 0.5557943348 8 0.5557943067 9 0.5805996401 10 0.5159552666 11 0.4969671418 12 0.4969671726 13 0.5159552783 14 0.5649948627 15 0.5375542496 16 0.5375542567 17 0.5649948767 18 0.499450053 19 0.4994500764 20 0.5155248557 21 0.572488856 22 0.5469221424 23 0.5469221098 24 0.5724888603 25 0.580585906 26 0.5526980108 27 0.5526979584 28 0.5805859105 29 0.5722764033 30 0.5467234399 31 0.5467234297 32 0.5722764093 33 0.5708990204 34 0.5418896327 35 0.5418895864 36 0.5708990339 37 0.5805078569 38 0.5557799553 39 0.5557799538 40 0.5805078512 41 0.5720754256 42 0.5431482292 43 0.5431482162 44 0.5720754448 45 0.565651047 46 0.5414920185 47 0.5414920348 48 0.5656510397 49 0.5833127478 50 0.5587493649 51 0.5587493807 52 0.5833127492 53 0.5154547449 54 0.4993466518 55 0.4993466664 56 0.5154547352 57 0.5663579178 58 0.5390138753 59 0.5390139084 60 0.5663579154 61 0.5150513271 62 0.4959531178 63 0.4959531491 64 0.5150513246 65 0.5157855494 66 0.4966990322 67 0.496699042 68 0.5157855346 69 0.563417981 70 0.5357523298 71 0.5357523584 72 0.5634179803 73 0.5857554864 74 0.5583192881 75 0.5583192982 76 0.585755481 77 0.5633023879 78 0.5355640373 79 0.5355640476 80 0.5633023859 81 0.5163811795 82 0.4942732366 83 0.4942732199 84 0.5163811761 85 0.50648596 86 0.4851822914 87 0.4851823181 88 0.5064859532 89 0.5061766562 90 0.4878093907 91 0.4878094212 92 0.5061766407 93 0.516008394 94 0.4969447749 95 0.496944787 96 0.5160083994 97 0.5629894576 98 0.5352681293 99 0.5352681299 100 0.5629894578 101 0.5851852214 102 0.557691948 103 0.557691962 104 0.585185215 105 0.5629899343 106 0.5352087685 107 0.5352087826 108 0.5629899358 109 0.5165338026 110 0.4944409534 111 0.4944409486 112 0.5165337984 113 0.5065297778 114 0.4852393254 115 0.4852393484 116 0.5065297548 117 0.5061660968 118 0.4877987614 119 0.4877988084 120 0.5061660803 121 0.5158007978 122 0.4967434014 123 0.4967434229 124 0.5158007948 125 0.5645585071 126 0.5370115188 127 0.5370115379 128 0.5645584793 129 0.5810579208 130 0.5531634159 131 0.5531634548 132 0.5810579173 133 0.5708202851 134 0.5417407126 135 0.5417407176 136 0.5708202561 137 0.5709703652 138 0.5418896778 139 0.5418896999 140 0.5709703538 141 0.5657947758 142 0.5383471917 143 0.5383472149 144 0.565794767 145 0.5147391919 146 0.4955092645 147 0.4955092865 148 0.5147391796 149 0.5167001548 150 0.4977356396 151 0.4977356118 152 0.5167001438 153 0.5632351306 154 0.5355100477 155 0.5355100382 156 0.5632351247 157 0.5788550277 158 0.5506536926 159 0.5506537086 160 0.5788550339 161 0.5700557329 162 0.5408779922 163 0.5408779822 164 0.570055718 165 0.5825685321 166 0.5579361672 167 0.5579361955 168 0.5825685198 169 0.5722264501 170 0.5433552309 171 0.5433552181 172 0.5722264406 173 0.5837575155 174 0.5592712433 175 0.5592712504 176 0.583757503 177 0.5662373696 178 0.5388573941 179 0.5388573871 180 0.5662373455 181 0.5143730079 182 0.4951015936 183 0.4951015922 184 0.5143729958 185 0.5197940491 186 0.5013260563 187 0.5013260822 188 0.5197940464 189 0.5689212521 190 0.5419886202 191 0.5419886422 192 0.5689212496 193 0.5810204501 194 0.5529238523 195 0.55292386 196 0.5810204592 197 0.5681179985 198 0.5409970046 199 0.540996988 200 0.5681180028 201 0.5275338619 202 0.506921633 203 0.5069216146 204 0.5275338751 205 0.5077904213 206 0.4868277305 207 0.4868277128 208 0.5077904237 209 0.5066410745 210 0.4884370111 211 0.4884369996 212 0.5066410838 213 0.5220167354 214 0.5064961597 215 0.5064961747 216 0.5220167269 217 0.5495395552 218 0.5231036077 219 0.5231036067 220 0.5495395446 221 0.5852754984 222 0.5603046837 223 0.5603046757 224 0.5852755167 225 0.5357944246 226 0.5105307144 227 0.5105307086 228 0.5357944532 229 0.5220579845 230 0.5005927808 231 0.5005927756 232 0.5220579924 233 0.5076111476 234 0.4895752132 235 0.4895752065 236 0.5076111489 237 0.5060637238 238 0.4907171864 239 0.4907171778 240 0.5060637278 241 -5.937649345 242 -5.82293693 243 -5.79403767 244 -5.799510758 245 -5.801254294 246 -5.794371275 247 -5.823827435 248 -5.93736152 249 -5.923545187 250 -5.80989027 251 -5.780676207 252 -5.788568759 253 -5.789596662 254 -5.78966609 255 -5.810913679 256 -5.924601373 257 -5.922029189 258 -5.810976021 259 -5.775198641 260 -5.809727769 261 -5.906226377 262 -5.933871046 263 -5.948400922 264 -5.921985159 265 -5.81155166 266 -5.775387171 267 -5.810363265 268 -5.906205697 269 -5.933659552 270 -5.948636062 271 -5.922567396 272 -5.80875777 273 -5.779266019 274 -5.786691668 275 -5.789633612 276 -5.790207403 277 -5.810561172 278 -5.923457403 279 -5.921678792 280 -5.810132228 281 -5.781273619 282 -5.787462724 283 -5.788768735 284 -5.788690344 285 -5.810224579 286 -5.923932768 287 -5.919278118 288 -5.807235463 289 -5.780810491 290 -5.807120464 291 -5.895884793 292 -5.93359772 293 -5.949252174 294 -5.930338027 295 -5.839648237 296 -5.788158895 297 -5.863178129 298 -5.902066569 299 -5.948571827 0.0 # objective constant 360 # number of linear terms in all constraints 1 1 1.0 1 18 1.0 1 19 1.0 1 20 1.0 1 241 1.0 2 2 1.0 2 3 1.0 2 4 1.0 2 5 1.0 2 242 1.0 3 6 1.0 3 7 1.0 3 8 1.0 3 9 1.0 3 243 1.0 4 21 1.0 4 22 1.0 4 23 1.0 4 24 1.0 4 244 1.0 5 29 1.0 5 30 1.0 5 31 1.0 5 32 1.0 5 245 1.0 6 37 1.0 6 38 1.0 6 39 1.0 6 40 1.0 6 246 1.0 7 45 1.0 7 46 1.0 7 47 1.0 7 48 1.0 7 247 1.0 8 53 1.0 8 54 1.0 8 55 1.0 8 56 1.0 8 248 1.0 9 10 1.0 9 11 1.0 9 12 1.0 9 13 1.0 9 249 1.0 10 14 1.0 10 15 1.0 10 16 1.0 10 17 1.0 10 250 1.0 11 25 1.0 11 26 1.0 11 27 1.0 11 28 1.0 11 251 1.0 12 33 1.0 12 34 1.0 12 35 1.0 12 36 1.0 12 252 1.0 13 41 1.0 13 42 1.0 13 43 1.0 13 44 1.0 13 253 1.0 14 49 1.0 14 50 1.0 14 51 1.0 14 52 1.0 14 254 1.0 15 57 1.0 15 58 1.0 15 59 1.0 15 60 1.0 15 255 1.0 16 61 1.0 16 62 1.0 16 63 1.0 16 64 1.0 16 256 1.0 17 65 1.0 17 66 1.0 17 67 1.0 17 68 1.0 17 257 1.0 18 69 1.0 18 70 1.0 18 71 1.0 18 72 1.0 18 258 1.0 19 73 1.0 19 74 1.0 19 75 1.0 19 76 1.0 19 259 1.0 20 77 1.0 20 78 1.0 20 79 1.0 20 80 1.0 20 260 1.0 21 81 1.0 21 82 1.0 21 83 1.0 21 84 1.0 21 261 1.0 22 85 1.0 22 86 1.0 22 87 1.0 22 88 1.0 22 262 1.0 23 89 1.0 23 90 1.0 23 91 1.0 23 92 1.0 23 263 1.0 24 93 1.0 24 94 1.0 24 95 1.0 24 96 1.0 24 264 1.0 25 97 1.0 25 98 1.0 25 99 1.0 25 100 1.0 25 265 1.0 26 101 1.0 26 102 1.0 26 103 1.0 26 104 1.0 26 266 1.0 27 105 1.0 27 106 1.0 27 107 1.0 27 108 1.0 27 267 1.0 28 109 1.0 28 110 1.0 28 111 1.0 28 112 1.0 28 268 1.0 29 113 1.0 29 114 1.0 29 115 1.0 29 116 1.0 29 269 1.0 30 117 1.0 30 118 1.0 30 119 1.0 30 120 1.0 30 270 1.0 31 121 1.0 31 122 1.0 31 123 1.0 31 124 1.0 31 271 1.0 32 125 1.0 32 126 1.0 32 127 1.0 32 128 1.0 32 272 1.0 33 129 1.0 33 130 1.0 33 131 1.0 33 132 1.0 33 273 1.0 34 133 1.0 34 134 1.0 34 135 1.0 34 136 1.0 34 274 1.0 35 137 1.0 35 138 1.0 35 139 1.0 35 140 1.0 35 275 1.0 36 165 1.0 36 166 1.0 36 167 1.0 36 168 1.0 36 276 1.0 37 141 1.0 37 142 1.0 37 143 1.0 37 144 1.0 37 277 1.0 38 145 1.0 38 146 1.0 38 147 1.0 38 148 1.0 38 278 1.0 39 149 1.0 39 150 1.0 39 151 1.0 39 152 1.0 39 279 1.0 40 153 1.0 40 154 1.0 40 155 1.0 40 156 1.0 40 280 1.0 41 157 1.0 41 158 1.0 41 159 1.0 41 160 1.0 41 281 1.0 42 161 1.0 42 162 1.0 42 163 1.0 42 164 1.0 42 282 1.0 43 169 1.0 43 170 1.0 43 171 1.0 43 172 1.0 43 283 1.0 44 173 1.0 44 174 1.0 44 175 1.0 44 176 1.0 44 284 1.0 45 177 1.0 45 178 1.0 45 179 1.0 45 180 1.0 45 285 1.0 46 181 1.0 46 182 1.0 46 183 1.0 46 184 1.0 46 286 1.0 47 185 1.0 47 186 1.0 47 187 1.0 47 188 1.0 47 287 1.0 48 189 1.0 48 190 1.0 48 191 1.0 48 192 1.0 48 288 1.0 49 193 1.0 49 194 1.0 49 195 1.0 49 196 1.0 49 289 1.0 50 197 1.0 50 198 1.0 50 199 1.0 50 200 1.0 50 290 1.0 51 201 1.0 51 202 1.0 51 203 1.0 51 204 1.0 51 291 1.0 52 205 1.0 52 206 1.0 52 207 1.0 52 208 1.0 52 292 1.0 53 209 1.0 53 210 1.0 53 211 1.0 53 212 1.0 53 293 1.0 54 213 1.0 54 214 1.0 54 215 1.0 54 216 1.0 54 294 1.0 55 217 1.0 55 218 1.0 55 219 1.0 55 220 1.0 55 295 1.0 56 221 1.0 56 222 1.0 56 223 1.0 56 224 1.0 56 296 1.0 57 225 1.0 57 226 1.0 57 227 1.0 57 228 1.0 57 297 1.0 58 229 1.0 58 230 1.0 58 231 1.0 58 232 1.0 58 298 1.0 59 233 1.0 59 234 1.0 59 235 1.0 59 236 1.0 59 299 1.0 60 237 1.0 60 238 1.0 60 239 1.0 60 240 1.0 60 300 1.0 61 241 1.0 61 242 1.0 61 243 1.0 61 244 1.0 61 245 1.0 61 246 1.0 61 247 1.0 61 248 1.0 61 249 1.0 61 250 1.0 61 251 1.0 61 252 1.0 61 253 1.0 61 254 1.0 61 255 1.0 61 256 1.0 61 257 1.0 61 258 1.0 61 259 1.0 61 260 1.0 61 261 1.0 61 262 1.0 61 263 1.0 61 264 1.0 61 265 1.0 61 266 1.0 61 267 1.0 61 268 1.0 61 269 1.0 61 270 1.0 61 271 1.0 61 272 1.0 61 273 1.0 61 274 1.0 61 275 1.0 61 276 1.0 61 277 1.0 61 278 1.0 61 279 1.0 61 280 1.0 61 281 1.0 61 282 1.0 61 283 1.0 61 284 1.0 61 285 1.0 61 286 1.0 61 287 1.0 61 288 1.0 61 289 1.0 61 290 1.0 61 291 1.0 61 292 1.0 61 293 1.0 61 294 1.0 61 295 1.0 61 296 1.0 61 297 1.0 61 298 1.0 61 299 1.0 61 300 1.0 1.79769313486232E+308 # value for infinity 1.0 # default left-hand-side value 1 # number of non-default left-hand-sides 61 0.0 1.0 # default right-hand-side value 1 # number of non-default right-hand-sides 61 0.0 0.0 # default variable primal value in starting point 0 # number of non-default variable primal values in starting point 0.0 # default constraint dual value in starting point 0 # number of non-default constraint dual values in starting point 0.0 # default variable bound dual value in starting point 0 # number of non-default variable bound dual values in starting point 0 # number of non-default variable names 0 # number of non-default constraint names