QPLIB_10055 QBL minimize 175 # number of variables 5 # number of constraints 14093 # number of quadratic terms in objective 1 1 6.12710005668744 2 1 -0.00149507535855033 3 1 -0.0438063438695914 4 1 0.0148611856948378 5 1 -2.3327648378444E-05 6 1 0.0368899784527594 7 1 0.000315224630646286 8 1 -0.0186087429355872 9 1 0.00518216722489856 10 1 0.164898048568163 11 1 -0.0401739318556772 12 1 -0.0935936544489502 13 1 -3.4484334175807E-05 14 1 -2.44467598995414E-08 15 1 -0.0200019293139208 16 1 -1.3983379697437E-06 17 1 0.081805562235815 18 1 -0.00816179196458182 19 1 -0.00277722150174262 20 1 -0.00203912843751938 21 1 1.05187998363507E-07 22 1 2.90003888921314E-05 23 1 0.00114566643215028 24 1 0.000436566132320944 25 1 0.000139124690906259 26 1 0.0227796733356322 27 1 0.00096721408427775 28 1 0.0247421492911536 29 1 1.72465434016491E-05 30 1 -0.00107427827457684 31 1 3.94491585487844E-06 32 1 -0.0119750600169721 33 1 0.000286753335350892 34 1 -3.3662496423825E-05 35 1 0.000585172556702696 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258.0 1 7 636.0 1 8 321.0 1 9 304.0 1 10 306.0 1 11 910.0 1 12 998.0 1 13 507.0 1 14 846.0 1 15 221.0 1 16 334.0 1 17 209.0 1 18 338.0 1 19 132.0 1 20 560.0 1 21 287.0 1 22 424.0 1 23 484.0 1 24 359.0 1 25 282.0 1 26 650.0 1 27 731.0 1 28 570.0 1 29 174.0 1 30 476.0 1 31 168.0 1 32 945.0 1 33 988.0 1 34 42.0 1 35 541.0 1 36 357.0 1 37 56.0 1 38 340.0 1 39 809.0 1 40 544.0 1 41 941.0 1 42 748.0 1 43 502.0 1 44 361.0 1 45 523.0 1 46 944.0 1 47 1000.0 1 48 825.0 1 49 396.0 1 50 921.0 1 51 868.0 1 52 93.0 1 53 866.0 1 54 69.0 1 55 319.0 1 56 173.0 1 57 299.0 1 58 538.0 1 59 314.0 1 60 207.0 1 61 263.0 1 62 954.0 1 63 606.0 1 64 857.0 1 65 831.0 1 66 127.0 1 67 540.0 1 68 463.0 1 69 894.0 1 70 596.0 1 71 68.0 1 72 26.0 1 73 692.0 1 74 488.0 1 75 870.0 1 76 970.0 1 77 702.0 1 78 518.0 1 79 331.0 1 80 132.0 1 81 142.0 1 82 1000.0 1 83 697.0 1 84 108.0 1 85 897.0 1 86 180.0 1 87 48.0 1 88 273.0 1 89 453.0 1 90 563.0 1 91 487.0 1 92 35.0 1 93 866.0 1 94 968.0 1 95 707.0 1 96 234.0 1 97 847.0 1 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368.0 4 105 476.0 4 106 123.0 4 107 389.0 4 108 640.0 4 109 360.0 4 110 283.0 4 111 230.0 4 112 144.0 4 113 500.0 4 114 868.0 4 115 139.0 4 116 484.0 4 117 899.0 4 118 810.0 4 119 879.0 4 120 761.0 4 121 576.0 4 122 840.0 4 123 16.0 4 124 122.0 4 125 189.0 4 126 797.0 4 127 29.0 4 128 574.0 4 129 830.0 4 130 476.0 4 131 293.0 4 132 4.0 4 133 995.0 4 134 380.0 4 135 466.0 4 136 839.0 4 137 129.0 4 138 663.0 4 139 944.0 4 140 556.0 4 141 941.0 4 142 136.0 4 143 976.0 4 144 645.0 4 145 846.0 4 146 703.0 4 147 428.0 4 148 551.0 4 149 331.0 4 150 322.0 4 151 522.0 4 152 391.0 4 153 264.0 4 154 948.0 4 155 179.0 4 156 309.0 4 157 578.0 4 158 610.0 4 159 572.0 4 160 176.0 4 161 956.0 4 162 586.0 4 163 216.0 4 164 298.0 4 165 740.0 4 166 883.0 4 167 693.0 4 168 544.0 4 169 843.0 4 170 588.0 4 171 89.0 4 172 787.0 4 173 95.0 4 174 357.0 4 175 858.0 5 1 159.0 5 2 546.0 5 3 657.0 5 4 144.0 5 5 850.0 5 6 340.0 5 7 21.0 5 8 118.0 5 9 375.0 5 10 627.0 5 11 624.0 5 12 264.0 5 13 103.0 5 14 523.0 5 15 17.0 5 16 519.0 5 17 14.0 5 18 371.0 5 19 733.0 5 20 287.0 5 21 65.0 5 23 114.0 5 24 270.0 5 25 77.0 5 26 296.0 5 27 319.0 5 28 67.0 5 29 958.0 5 30 954.0 5 31 795.0 5 32 220.0 5 33 2.0 5 34 731.0 5 35 246.0 5 36 907.0 5 37 908.0 5 38 548.0 5 39 539.0 5 40 644.0 5 41 410.0 5 42 828.0 5 43 140.0 5 44 263.0 5 45 464.0 5 46 918.0 5 47 442.0 5 48 698.0 5 49 847.0 5 50 524.0 5 51 430.0 5 52 829.0 5 53 586.0 5 54 72.0 5 55 982.0 5 56 728.0 5 57 884.0 5 58 824.0 5 59 349.0 5 60 431.0 5 61 832.0 5 62 204.0 5 63 446.0 5 64 161.0 5 65 658.0 5 66 381.0 5 67 60.0 5 68 935.0 5 69 683.0 5 70 318.0 5 71 900.0 5 72 301.0 5 73 621.0 5 74 160.0 5 75 747.0 5 76 590.0 5 77 243.0 5 78 217.0 5 79 368.0 5 80 529.0 5 81 136.0 5 82 203.0 5 83 299.0 5 84 295.0 5 85 927.0 5 86 866.0 5 87 102.0 5 88 877.0 5 89 810.0 5 90 733.0 5 91 312.0 5 92 726.0 5 93 723.0 5 94 36.0 5 95 67.0 5 96 234.0 5 97 827.0 5 98 348.0 5 99 9.0 5 100 174.0 5 101 502.0 5 102 79.0 5 103 448.0 5 104 886.0 5 105 94.0 5 106 865.0 5 107 273.0 5 108 973.0 5 109 39.0 5 110 131.0 5 111 667.0 5 112 790.0 5 113 856.0 5 114 454.0 5 115 188.0 5 116 245.0 5 117 747.0 5 118 756.0 5 119 933.0 5 120 495.0 5 121 447.0 5 122 592.0 5 123 548.0 5 124 738.0 5 125 564.0 5 126 249.0 5 127 509.0 5 128 159.0 5 129 862.0 5 130 296.0 5 131 635.0 5 132 997.0 5 133 519.0 5 134 740.0 5 135 871.0 5 136 236.0 5 137 694.0 5 138 993.0 5 139 78.0 5 140 747.0 5 141 853.0 5 142 750.0 5 143 523.0 5 144 658.0 5 145 719.0 5 146 892.0 5 147 886.0 5 148 511.0 5 149 381.0 5 150 238.0 5 151 77.0 5 152 186.0 5 153 890.0 5 154 682.0 5 155 424.0 5 156 239.0 5 157 433.0 5 158 595.0 5 159 968.0 5 160 962.0 5 161 740.0 5 162 923.0 5 163 695.0 5 164 215.0 5 165 551.0 5 166 544.0 5 167 345.0 5 168 372.0 5 169 995.0 5 170 487.0 5 171 856.0 5 172 699.0 5 173 243.0 5 174 863.0 5 175 878.0 1.79769313486232E+308 # value for infinity -1.79769313486232E+308 # default left-hand-side value 0 # number of non-default left-hand-sides 66620.25 # default right-hand-side value 4 # number of non-default right-hand-sides 1 66009.0 2 70533.75 3 66951.0 4 67877.25 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