QPLIB_3719 LGQ minimize 161 # number of variables 72 # number of constraints 0.0 # default value for linear coefficients in objective 140 # number of non-default linear coefficients in objective 1 213.0631163 2 273.2662693 3 273.9741747 4 254.1501354 5 185.731929 6 179.6643479 7 237.7503298 8 537.1214687 9 599.0643224 10 647.1394746 11 334.656279 12 367.3582965 13 141.4116377 14 360.746107 15 413.406755 16 817.8148845 17 787.8797294 18 659.7907348 19 129.4676262 20 463.1974327 21 76.27986547 22 92.6304042 23 656.9795445 24 545.8167617 25 779.4674839 26 292.944834 27 643.9088685 28 454.2625706 29 359.6284181 30 249.165614 31 309.5735105 32 26.87043579 33 307.4559026 34 110.2400194 35 292.7192996 36 380.4988147 37 111.5474758 38 170.2478092 39 317.1396627 40 436.6317263 41 333.1251237 42 505.7632239 43 213.4461305 44 218.5927177 45 241.3628596 46 110.7677232 47 153.9299168 48 42.19318 49 150.9700374 50 708.7983375 51 603.6749047 52 704.7640964 53 147.3929976 54 549.3094796 55 71.20614426 56 506.3490762 57 55.85668644 58 372.5533962 59 316.2821487 60 422.527547 61 136.47537 62 342.0377211 63 226.6692607 64 425.7960449 65 352.0663077 66 178.075578 67 770.9235677 68 658.9580025 69 745.6982564 70 808.0514983 71 43.29777327 72 355.0894845 73 294.9237 74 421.4169821 75 156.0790391 76 347.0157573 77 245.5114521 78 86.38642962 79 335.6992935 80 297.1820316 81 345.8721255 82 80.17741012 83 270.8427571 84 149.3623696 85 348.7631848 86 137.9673142 87 49.45259945 88 450.867971 89 471.4708067 90 461.2477367 91 556.4053138 92 34.37429853 93 613.4594133 94 492.5537391 95 781.4902816 96 330.5102278 97 646.8558388 98 515.3608306 99 463.5008767 100 367.8301527 101 421.9575793 102 300.8849455 103 424.2730717 104 241.0690216 105 479.3278772 106 249.164007 107 420.5796774 108 339.2155712 109 611.5328902 110 394.081037 111 515.3380377 112 547.4016157 113 272.1866122 114 99.71466111 115 64.01331973 116 378.143072 117 122.8802743 118 74.29500349 119 423.2353407 120 129.1430428 121 75.66230593 122 452.3234963 123 144.6954787 124 86.80049229 125 435.074808 126 143.488032 127 87.3989207 128 289.7138777 129 101.5368703 130 63.7552459 131 407.3980487 132 136.6356884 133 83.92693834 134 81781.48845 135 81781.48845 136 81781.48845 137 81781.48845 138 81781.48845 139 81781.48845 140 81781.48845 0.0 # objective constant 63 # number of quadratic terms in all constraints 52 134 113 -2.0 52 141 113 2.0 52 141 134 2.0 53 134 114 -2.0 53 142 114 2.0 53 142 134 2.0 54 134 115 -2.0 54 143 115 2.0 54 143 134 2.0 55 135 116 -2.0 55 144 116 2.0 55 144 135 2.0 56 135 117 -2.0 56 145 117 2.0 56 145 135 2.0 57 135 118 -2.0 57 146 118 2.0 57 146 135 2.0 58 136 119 -2.0 58 147 119 2.0 58 147 136 2.0 59 136 120 -2.0 59 148 120 2.0 59 148 136 2.0 60 136 121 -2.0 60 149 121 2.0 60 149 136 2.0 61 137 122 -2.0 61 150 122 2.0 61 150 137 2.0 62 137 123 -2.0 62 151 123 2.0 62 151 137 2.0 63 137 124 -2.0 63 152 124 2.0 63 152 137 2.0 64 138 125 -2.0 64 153 125 2.0 64 153 138 2.0 65 138 126 -2.0 65 154 126 2.0 65 154 138 2.0 66 138 127 -2.0 66 155 127 2.0 66 155 138 2.0 67 139 128 -2.0 67 156 128 2.0 67 156 139 2.0 68 139 129 -2.0 68 157 129 2.0 68 157 139 2.0 69 139 130 -2.0 69 158 130 2.0 69 158 139 2.0 70 140 131 -2.0 70 159 131 2.0 70 159 140 2.0 71 140 132 -2.0 71 160 132 2.0 71 160 140 2.0 72 140 133 -2.0 72 161 133 2.0 72 161 140 2.0 308 # number of linear terms in all constraints 1 1 0.758108132 1 8 1.33888976 1 15 1.20095942 1 22 1.132281133 1 29 0.540135431 1 36 0.914702055 1 43 0.504999442 1 50 1.289521543 1 57 0.637213608 1 64 1.164412792 1 71 0.624195834 1 78 0.531968424 1 85 0.766940956 1 92 1.287734319 1 99 1.226844689 1 106 1.318512368 1 141 -1.672751511 1 142 -3.345503023 1 143 -5.018254534 2 2 0.758108132 2 9 1.33888976 2 16 1.20095942 2 23 1.132281133 2 30 0.540135431 2 37 0.914702055 2 44 0.504999442 2 51 1.289521543 2 58 0.637213608 2 65 1.164412792 2 72 0.624195834 2 79 0.531968424 2 86 0.766940956 2 93 1.287734319 2 100 1.226844689 2 107 1.318512368 2 144 -1.621886868 2 145 -3.243773736 2 146 -4.865660604 3 3 0.758108132 3 10 1.33888976 3 17 1.20095942 3 24 1.132281133 3 31 0.540135431 3 38 0.914702055 3 45 0.504999442 3 52 1.289521543 3 59 0.637213608 3 66 1.164412792 3 73 0.624195834 3 80 0.531968424 3 87 0.766940956 3 94 1.287734319 3 101 1.226844689 3 108 1.318512368 3 147 -1.502916013 3 148 -3.005832026 3 149 -4.508748039 4 4 0.758108132 4 11 1.33888976 4 18 1.20095942 4 25 1.132281133 4 32 0.540135431 4 39 0.914702055 4 46 0.504999442 4 53 1.289521543 4 60 0.637213608 4 67 1.164412792 4 74 0.624195834 4 81 0.531968424 4 88 0.766940956 4 95 1.287734319 4 102 1.226844689 4 109 1.318512368 4 150 -1.850771142 4 151 -3.701542283 4 152 -5.552313425 5 5 0.758108132 5 12 1.33888976 5 19 1.20095942 5 26 1.132281133 5 33 0.540135431 5 40 0.914702055 5 47 0.504999442 5 54 1.289521543 5 61 0.637213608 5 68 1.164412792 5 75 0.624195834 5 82 0.531968424 5 89 0.766940956 5 96 1.287734319 5 103 1.226844689 5 110 1.318512368 5 153 -1.950768312 5 154 -3.901536624 5 155 -5.852304936 6 6 0.758108132 6 13 1.33888976 6 20 1.20095942 6 27 1.132281133 6 34 0.540135431 6 41 0.914702055 6 48 0.504999442 6 55 1.289521543 6 62 0.637213608 6 69 1.164412792 6 76 0.624195834 6 83 0.531968424 6 90 0.766940956 6 97 1.287734319 6 104 1.226844689 6 111 1.318512368 6 156 -1.558906406 6 157 -3.117812813 6 158 -4.676719219 7 7 0.758108132 7 14 1.33888976 7 21 1.20095942 7 28 1.132281133 7 35 0.540135431 7 42 0.914702055 7 49 0.504999442 7 56 1.289521543 7 63 0.637213608 7 70 1.164412792 7 77 0.624195834 7 84 0.531968424 7 91 0.766940956 7 98 1.287734319 7 105 1.226844689 7 112 1.318512368 7 159 -1.921061669 7 160 -3.842123338 7 161 -5.763185007 8 1 1.0 8 2 1.0 8 3 1.0 8 4 1.0 8 5 1.0 8 6 1.0 8 7 1.0 9 8 1.0 9 9 1.0 9 10 1.0 9 11 1.0 9 12 1.0 9 13 1.0 9 14 1.0 10 15 1.0 10 16 1.0 10 17 1.0 10 18 1.0 10 19 1.0 10 20 1.0 10 21 1.0 11 22 1.0 11 23 1.0 11 24 1.0 11 25 1.0 11 26 1.0 11 27 1.0 11 28 1.0 12 29 1.0 12 30 1.0 12 31 1.0 12 32 1.0 12 33 1.0 12 34 1.0 12 35 1.0 13 36 1.0 13 37 1.0 13 38 1.0 13 39 1.0 13 40 1.0 13 41 1.0 13 42 1.0 14 43 1.0 14 44 1.0 14 45 1.0 14 46 1.0 14 47 1.0 14 48 1.0 14 49 1.0 15 50 1.0 15 51 1.0 15 52 1.0 15 53 1.0 15 54 1.0 15 55 1.0 15 56 1.0 16 57 1.0 16 58 1.0 16 59 1.0 16 60 1.0 16 61 1.0 16 62 1.0 16 63 1.0 17 64 1.0 17 65 1.0 17 66 1.0 17 67 1.0 17 68 1.0 17 69 1.0 17 70 1.0 18 71 1.0 18 72 1.0 18 73 1.0 18 74 1.0 18 75 1.0 18 76 1.0 18 77 1.0 19 78 1.0 19 79 1.0 19 80 1.0 19 81 1.0 19 82 1.0 19 83 1.0 19 84 1.0 20 85 1.0 20 86 1.0 20 87 1.0 20 88 1.0 20 89 1.0 20 90 1.0 20 91 1.0 21 92 1.0 21 93 1.0 21 94 1.0 21 95 1.0 21 96 1.0 21 97 1.0 21 98 1.0 22 99 1.0 22 100 1.0 22 101 1.0 22 102 1.0 22 103 1.0 22 104 1.0 22 105 1.0 23 106 1.0 23 107 1.0 23 108 1.0 23 109 1.0 23 110 1.0 23 111 1.0 23 112 1.0 24 113 1.0 24 114 1.0 24 115 1.0 25 116 1.0 25 117 1.0 25 118 1.0 26 119 1.0 26 120 1.0 26 121 1.0 27 122 1.0 27 123 1.0 27 124 1.0 28 125 1.0 28 126 1.0 28 127 1.0 29 128 1.0 29 129 1.0 29 130 1.0 30 131 1.0 30 132 1.0 30 133 1.0 31 113 -1.0 31 141 1.0 32 114 -1.0 32 142 1.0 33 115 -1.0 33 143 1.0 34 116 -1.0 34 144 1.0 35 117 -1.0 35 145 1.0 36 118 -1.0 36 146 1.0 37 119 -1.0 37 147 1.0 38 120 -1.0 38 148 1.0 39 121 -1.0 39 149 1.0 40 122 -1.0 40 150 1.0 41 123 -1.0 41 151 1.0 42 124 -1.0 42 152 1.0 43 125 -1.0 43 153 1.0 44 126 -1.0 44 154 1.0 45 127 -1.0 45 155 1.0 46 128 -1.0 46 156 1.0 47 129 -1.0 47 157 1.0 48 130 -1.0 48 158 1.0 49 131 -1.0 49 159 1.0 50 132 -1.0 50 160 1.0 51 133 -1.0 51 161 1.0 1.79769313486232E+308 # value for infinity -1.79769313486232E+308 # default left-hand-side value 23 # number of non-default left-hand-sides 1 0.0 2 0.0 3 0.0 4 0.0 5 0.0 6 0.0 7 0.0 8 1.0 9 1.0 10 1.0 11 1.0 12 1.0 13 1.0 14 1.0 15 1.0 16 1.0 17 1.0 18 1.0 19 1.0 20 1.0 21 1.0 22 1.0 23 1.0 0.0 # default right-hand-side value 23 # number of non-default right-hand-sides 8 1.0 9 1.0 10 1.0 11 1.0 12 1.0 13 1.0 14 1.0 15 1.0 16 1.0 17 1.0 18 1.0 19 1.0 20 1.0 21 1.0 22 1.0 23 1.0 24 1.0 25 1.0 26 1.0 27 1.0 28 1.0 29 1.0 30 1.0 0.0 # default variable lower bound value 0 # number of non-default variable lower bounds 1.0 # default variable upper bound value 28 # number of non-default variable upper bounds 134 1.79769313486232E+308 135 1.79769313486232E+308 136 1.79769313486232E+308 137 1.79769313486232E+308 138 1.79769313486232E+308 139 1.79769313486232E+308 140 1.79769313486232E+308 141 1.79769313486232E+308 142 1.79769313486232E+308 143 1.79769313486232E+308 144 1.79769313486232E+308 145 1.79769313486232E+308 146 1.79769313486232E+308 147 1.79769313486232E+308 148 1.79769313486232E+308 149 1.79769313486232E+308 150 1.79769313486232E+308 151 1.79769313486232E+308 152 1.79769313486232E+308 153 1.79769313486232E+308 154 1.79769313486232E+308 155 1.79769313486232E+308 156 1.79769313486232E+308 157 1.79769313486232E+308 158 1.79769313486232E+308 159 1.79769313486232E+308 160 1.79769313486232E+308 161 1.79769313486232E+308 1 # default variable type 28 # number of non-default variable types 134 0 135 0 136 0 137 0 138 0 139 0 140 0 141 0 142 0 143 0 144 0 145 0 146 0 147 0 148 0 149 0 150 0 151 0 152 0 153 0 154 0 155 0 156 0 157 0 158 0 159 0 160 0 161 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