QPLIB_2512 QBL minimize 100 # number of variables 20 # number of constraints 3870 # number of quadratic terms in objective 2 1 5964.0 3 1 26980.0 4 1 23288.0 5 1 15904.0 6 1 11644.0 7 1 1704.0 8 1 7100.0 9 1 2840.0 10 1 1136.0 11 1 924.0 12 1 4180.0 13 1 3608.0 14 1 2464.0 15 1 1804.0 16 1 264.0 17 1 1100.0 18 1 440.0 19 1 176.0 20 1 2436.0 21 1 11020.0 22 1 9512.0 23 1 6496.0 24 1 4756.0 25 1 696.0 26 1 2900.0 27 1 1160.0 28 1 464.0 29 1 6888.0 30 1 31160.0 31 1 26896.0 32 1 18368.0 33 1 13448.0 34 1 1968.0 35 1 8200.0 36 1 3280.0 37 1 1312.0 38 1 6888.0 39 1 31160.0 40 1 26896.0 41 1 18368.0 42 1 13448.0 43 1 1968.0 44 1 8200.0 45 1 3280.0 46 1 1312.0 47 1 504.0 48 1 2280.0 49 1 1968.0 50 1 1344.0 51 1 984.0 52 1 144.0 53 1 600.0 54 1 240.0 55 1 96.0 56 1 5964.0 57 1 26980.0 58 1 23288.0 59 1 15904.0 60 1 11644.0 61 1 1704.0 62 1 7100.0 63 1 2840.0 64 1 1136.0 65 1 672.0 66 1 3040.0 67 1 2624.0 68 1 1792.0 69 1 1312.0 70 1 192.0 71 1 800.0 72 1 320.0 73 1 128.0 74 1 6468.0 75 1 29260.0 76 1 25256.0 77 1 17248.0 78 1 12628.0 79 1 1848.0 80 1 7700.0 81 1 3080.0 82 1 1232.0 12 2 18648.0 13 2 1776.0 14 2 13024.0 15 2 11840.0 16 2 22200.0 17 2 23384.0 19 2 26344.0 21 2 7560.0 22 2 720.0 23 2 5280.0 24 2 4800.0 25 2 9000.0 26 2 9480.0 28 2 10680.0 30 2 22428.0 31 2 2136.0 32 2 15664.0 33 2 14240.0 34 2 26700.0 35 2 28124.0 37 2 31684.0 39 2 19152.0 40 2 1824.0 41 2 13376.0 42 2 12160.0 43 2 22800.0 44 2 24016.0 46 2 27056.0 48 2 19152.0 49 2 1824.0 50 2 13376.0 51 2 12160.0 52 2 22800.0 53 2 24016.0 55 2 27056.0 57 2 10080.0 58 2 960.0 59 2 7040.0 60 2 6400.0 61 2 12000.0 62 2 12640.0 64 2 14240.0 66 2 23436.0 67 2 2232.0 68 2 16368.0 69 2 14880.0 70 2 27900.0 71 2 29388.0 73 2 33108.0 75 2 14112.0 76 2 1344.0 77 2 9856.0 78 2 8960.0 79 2 16800.0 80 2 17696.0 82 2 19936.0 83 2 6216.0 84 2 2520.0 85 2 7476.0 86 2 6384.0 87 2 6384.0 88 2 3360.0 89 2 7812.0 90 2 4704.0 91 2 17892.0 92 2 1704.0 93 2 12496.0 94 2 11360.0 95 2 21300.0 96 2 22436.0 97 2 25276.0 11 3 18648.0 13 3 10360.0 14 3 2664.0 15 3 296.0 16 3 25160.0 17 3 24864.0 18 3 3552.0 20 3 7560.0 22 3 4200.0 23 3 1080.0 24 3 120.0 25 3 10200.0 26 3 10080.0 27 3 1440.0 29 3 22428.0 31 3 12460.0 32 3 3204.0 33 3 356.0 34 3 30260.0 35 3 29904.0 36 3 4272.0 38 3 19152.0 40 3 10640.0 41 3 2736.0 42 3 304.0 43 3 25840.0 44 3 25536.0 45 3 3648.0 47 3 19152.0 49 3 10640.0 50 3 2736.0 51 3 304.0 52 3 25840.0 53 3 25536.0 54 3 3648.0 56 3 10080.0 58 3 5600.0 59 3 1440.0 60 3 160.0 61 3 13600.0 62 3 13440.0 63 3 1920.0 65 3 23436.0 67 3 13020.0 68 3 3348.0 69 3 372.0 70 3 31620.0 71 3 31248.0 72 3 4464.0 74 3 14112.0 76 3 7840.0 77 3 2016.0 78 3 224.0 79 3 19040.0 80 3 18816.0 81 3 2688.0 83 3 28120.0 84 3 11400.0 85 3 33820.0 86 3 28880.0 87 3 28880.0 88 3 15200.0 89 3 35340.0 90 3 21280.0 92 3 9940.0 93 3 2556.0 94 3 284.0 95 3 24140.0 96 3 23856.0 98 3 17892.0 99 3 3408.0 11 4 1776.0 12 4 10360.0 14 4 7696.0 15 4 26936.0 16 4 3256.0 17 4 10360.0 18 4 24272.0 19 4 7696.0 20 4 720.0 21 4 4200.0 23 4 3120.0 24 4 10920.0 25 4 1320.0 26 4 4200.0 27 4 9840.0 28 4 3120.0 29 4 2136.0 30 4 12460.0 32 4 9256.0 33 4 32396.0 34 4 3916.0 35 4 12460.0 36 4 29192.0 37 4 9256.0 38 4 1824.0 39 4 10640.0 41 4 7904.0 42 4 27664.0 43 4 3344.0 44 4 10640.0 45 4 24928.0 46 4 7904.0 47 4 1824.0 48 4 10640.0 50 4 7904.0 51 4 27664.0 52 4 3344.0 53 4 10640.0 54 4 24928.0 55 4 7904.0 56 4 960.0 57 4 5600.0 59 4 4160.0 60 4 14560.0 61 4 1760.0 62 4 5600.0 63 4 13120.0 64 4 4160.0 65 4 2232.0 66 4 13020.0 68 4 9672.0 69 4 33852.0 70 4 4092.0 71 4 13020.0 72 4 30504.0 73 4 9672.0 74 4 1344.0 75 4 7840.0 77 4 5824.0 78 4 20384.0 79 4 2464.0 80 4 7840.0 81 4 18368.0 82 4 5824.0 83 4 24272.0 84 4 9840.0 85 4 29192.0 86 4 24928.0 87 4 24928.0 88 4 13120.0 89 4 30504.0 90 4 18368.0 91 4 9940.0 93 4 7384.0 94 4 25844.0 95 4 3124.0 96 4 9940.0 97 4 7384.0 98 4 1704.0 99 4 23288.0 11 5 13024.0 12 5 2664.0 13 5 7696.0 15 5 20424.0 16 5 16576.0 17 5 25456.0 18 5 13320.0 19 5 26936.0 20 5 5280.0 21 5 1080.0 22 5 3120.0 24 5 8280.0 25 5 6720.0 26 5 10320.0 27 5 5400.0 28 5 10920.0 29 5 15664.0 30 5 3204.0 31 5 9256.0 33 5 24564.0 34 5 19936.0 35 5 30616.0 36 5 16020.0 37 5 32396.0 38 5 13376.0 39 5 2736.0 40 5 7904.0 42 5 20976.0 43 5 17024.0 44 5 26144.0 45 5 13680.0 46 5 27664.0 47 5 13376.0 48 5 2736.0 49 5 7904.0 51 5 20976.0 52 5 17024.0 53 5 26144.0 54 5 13680.0 55 5 27664.0 56 5 7040.0 57 5 1440.0 58 5 4160.0 60 5 11040.0 61 5 8960.0 62 5 13760.0 63 5 7200.0 64 5 14560.0 65 5 16368.0 66 5 3348.0 67 5 9672.0 69 5 25668.0 70 5 20832.0 71 5 31992.0 72 5 16740.0 73 5 33852.0 74 5 9856.0 75 5 2016.0 76 5 5824.0 78 5 15456.0 79 5 12544.0 80 5 19264.0 81 5 10080.0 82 5 20384.0 83 5 16576.0 84 5 6720.0 85 5 19936.0 86 5 17024.0 87 5 17024.0 88 5 8960.0 89 5 20832.0 90 5 12544.0 91 5 2556.0 92 5 7384.0 94 5 19596.0 95 5 15904.0 96 5 24424.0 97 5 25844.0 98 5 12496.0 99 5 12780.0 11 6 11840.0 12 6 296.0 13 6 26936.0 14 6 20424.0 16 6 17464.0 17 6 5328.0 18 6 22496.0 19 6 11544.0 20 6 4800.0 21 6 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10200.0 22 7 1320.0 23 7 6720.0 24 7 7080.0 26 7 2160.0 27 7 6840.0 28 7 4320.0 29 7 26700.0 30 7 30260.0 31 7 3916.0 32 7 19936.0 33 7 21004.0 35 7 6408.0 36 7 20292.0 37 7 12816.0 38 7 22800.0 39 7 25840.0 40 7 3344.0 41 7 17024.0 42 7 17936.0 44 7 5472.0 45 7 17328.0 46 7 10944.0 47 7 22800.0 48 7 25840.0 49 7 3344.0 50 7 17024.0 51 7 17936.0 53 7 5472.0 54 7 17328.0 55 7 10944.0 56 7 12000.0 57 7 13600.0 58 7 1760.0 59 7 8960.0 60 7 9440.0 62 7 2880.0 63 7 9120.0 64 7 5760.0 65 7 27900.0 66 7 31620.0 67 7 4092.0 68 7 20832.0 69 7 21948.0 71 7 6696.0 72 7 21204.0 73 7 13392.0 74 7 16800.0 75 7 19040.0 76 7 2464.0 77 7 12544.0 78 7 13216.0 80 7 4032.0 81 7 12768.0 82 7 8064.0 83 7 1776.0 84 7 720.0 85 7 2136.0 86 7 1824.0 87 7 1824.0 88 7 960.0 89 7 2232.0 90 7 1344.0 91 7 24140.0 92 7 3124.0 93 7 15904.0 94 7 16756.0 96 7 5112.0 97 7 10224.0 98 7 21300.0 99 7 16188.0 11 8 23384.0 12 8 24864.0 13 8 10360.0 14 8 25456.0 15 8 5328.0 16 8 5328.0 18 8 18056.0 19 8 10656.0 20 8 9480.0 21 8 10080.0 22 8 4200.0 23 8 10320.0 24 8 2160.0 25 8 2160.0 27 8 7320.0 28 8 4320.0 29 8 28124.0 30 8 29904.0 31 8 12460.0 32 8 30616.0 33 8 6408.0 34 8 6408.0 36 8 21716.0 37 8 12816.0 38 8 24016.0 39 8 25536.0 40 8 10640.0 41 8 26144.0 42 8 5472.0 43 8 5472.0 45 8 18544.0 46 8 10944.0 47 8 24016.0 48 8 25536.0 49 8 10640.0 50 8 26144.0 51 8 5472.0 52 8 5472.0 54 8 18544.0 55 8 10944.0 56 8 12640.0 57 8 13440.0 58 8 5600.0 59 8 13760.0 60 8 2880.0 61 8 2880.0 63 8 9760.0 64 8 5760.0 65 8 29388.0 66 8 31248.0 67 8 13020.0 68 8 31992.0 69 8 6696.0 70 8 6696.0 72 8 22692.0 73 8 13392.0 74 8 17696.0 75 8 18816.0 76 8 7840.0 77 8 19264.0 78 8 4032.0 79 8 4032.0 81 8 13664.0 82 8 8064.0 83 8 7400.0 84 8 3000.0 85 8 8900.0 86 8 7600.0 87 8 7600.0 88 8 4000.0 89 8 9300.0 90 8 5600.0 91 8 23856.0 92 8 9940.0 93 8 24424.0 94 8 5112.0 95 8 5112.0 97 8 10224.0 98 8 22436.0 99 8 17324.0 12 9 3552.0 13 9 24272.0 14 9 13320.0 15 9 22496.0 16 9 16872.0 17 9 18056.0 19 9 6216.0 21 9 1440.0 22 9 9840.0 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89 81 1160.0 91 81 3696.0 92 81 25256.0 93 81 13860.0 94 81 23408.0 95 81 17556.0 96 81 18788.0 97 81 6468.0 100 81 2240.0 83 82 32.0 84 82 320.0 85 82 336.0 86 82 1360.0 87 82 816.0 88 82 768.0 89 82 464.0 92 82 8008.0 93 82 28028.0 94 82 12012.0 95 82 11088.0 96 82 11088.0 98 82 27412.0 99 82 6468.0 100 82 896.0 91 83 4180.0 92 83 3608.0 93 83 2464.0 94 83 1804.0 95 83 264.0 96 83 1100.0 97 83 176.0 98 83 924.0 99 83 440.0 91 84 11020.0 92 84 9512.0 93 84 6496.0 94 84 4756.0 95 84 696.0 96 84 2900.0 97 84 464.0 98 84 2436.0 99 84 1160.0 91 85 31160.0 92 85 26896.0 93 85 18368.0 94 85 13448.0 95 85 1968.0 96 85 8200.0 97 85 1312.0 98 85 6888.0 99 85 3280.0 91 86 31160.0 92 86 26896.0 93 86 18368.0 94 86 13448.0 95 86 1968.0 96 86 8200.0 97 86 1312.0 98 86 6888.0 99 86 3280.0 91 87 2280.0 92 87 1968.0 93 87 1344.0 94 87 984.0 95 87 144.0 96 87 600.0 97 87 96.0 98 87 504.0 99 87 240.0 91 88 26980.0 92 88 23288.0 93 88 15904.0 94 88 11644.0 95 88 1704.0 96 88 7100.0 97 88 1136.0 98 88 5964.0 99 88 2840.0 91 89 3040.0 92 89 2624.0 93 89 1792.0 94 89 1312.0 95 89 192.0 96 89 800.0 97 89 128.0 98 89 672.0 99 89 320.0 91 90 29260.0 92 90 25256.0 93 90 17248.0 94 90 12628.0 95 90 1848.0 96 90 7700.0 97 90 1232.0 98 90 6468.0 99 90 3080.0 100 91 26980.0 100 92 23288.0 100 93 15904.0 100 94 11644.0 100 95 1704.0 100 96 7100.0 100 97 1136.0 100 98 5964.0 100 99 2840.0 0.0 # default value for linear coefficients in objective 0 # number of non-default linear coefficients in objective 0.0 # objective constant 200 # number of linear terms in all constraints 1 1 1.0 1 91 1.0 1 92 1.0 1 93 1.0 1 94 1.0 1 95 1.0 1 96 1.0 1 97 1.0 1 98 1.0 1 99 1.0 2 2 1.0 2 3 1.0 2 4 1.0 2 5 1.0 2 6 1.0 2 7 1.0 2 8 1.0 2 9 1.0 2 10 1.0 2 100 1.0 3 11 1.0 3 12 1.0 3 13 1.0 3 14 1.0 3 15 1.0 3 16 1.0 3 17 1.0 3 18 1.0 3 19 1.0 3 83 1.0 4 20 1.0 4 21 1.0 4 22 1.0 4 23 1.0 4 24 1.0 4 25 1.0 4 26 1.0 4 27 1.0 4 28 1.0 4 84 1.0 5 29 1.0 5 30 1.0 5 31 1.0 5 32 1.0 5 33 1.0 5 34 1.0 5 35 1.0 5 36 1.0 5 37 1.0 5 85 1.0 6 38 1.0 6 39 1.0 6 40 1.0 6 41 1.0 6 42 1.0 6 43 1.0 6 44 1.0 6 45 1.0 6 46 1.0 6 86 1.0 7 47 1.0 7 48 1.0 7 49 1.0 7 50 1.0 7 51 1.0 7 52 1.0 7 53 1.0 7 54 1.0 7 55 1.0 7 87 1.0 8 56 1.0 8 57 1.0 8 58 1.0 8 59 1.0 8 60 1.0 8 61 1.0 8 62 1.0 8 63 1.0 8 64 1.0 8 88 1.0 9 65 1.0 9 66 1.0 9 67 1.0 9 68 1.0 9 69 1.0 9 70 1.0 9 71 1.0 9 72 1.0 9 73 1.0 9 89 1.0 10 74 1.0 10 75 1.0 10 76 1.0 10 77 1.0 10 78 1.0 10 79 1.0 10 80 1.0 10 81 1.0 10 82 1.0 10 90 1.0 11 1 1.0 11 83 1.0 11 84 1.0 11 85 1.0 11 86 1.0 11 87 1.0 11 88 1.0 11 89 1.0 11 90 1.0 11 100 1.0 12 2 1.0 12 11 1.0 12 20 1.0 12 29 1.0 12 38 1.0 12 47 1.0 12 56 1.0 12 65 1.0 12 74 1.0 12 98 1.0 13 3 1.0 13 12 1.0 13 21 1.0 13 30 1.0 13 39 1.0 13 48 1.0 13 57 1.0 13 66 1.0 13 75 1.0 13 91 1.0 14 4 1.0 14 13 1.0 14 22 1.0 14 31 1.0 14 40 1.0 14 49 1.0 14 58 1.0 14 67 1.0 14 76 1.0 14 92 1.0 15 5 1.0 15 14 1.0 15 23 1.0 15 32 1.0 15 41 1.0 15 50 1.0 15 59 1.0 15 68 1.0 15 77 1.0 15 93 1.0 16 6 1.0 16 15 1.0 16 24 1.0 16 33 1.0 16 42 1.0 16 51 1.0 16 60 1.0 16 69 1.0 16 78 1.0 16 94 1.0 17 7 1.0 17 16 1.0 17 25 1.0 17 34 1.0 17 43 1.0 17 52 1.0 17 61 1.0 17 70 1.0 17 79 1.0 17 95 1.0 18 8 1.0 18 17 1.0 18 26 1.0 18 35 1.0 18 44 1.0 18 53 1.0 18 62 1.0 18 71 1.0 18 80 1.0 18 96 1.0 19 9 1.0 19 18 1.0 19 27 1.0 19 36 1.0 19 45 1.0 19 54 1.0 19 63 1.0 19 72 1.0 19 81 1.0 19 99 1.0 20 10 1.0 20 19 1.0 20 28 1.0 20 37 1.0 20 46 1.0 20 55 1.0 20 64 1.0 20 73 1.0 20 82 1.0 20 97 1.0 1.79769313486232E+308 # value for infinity 1.0 # default left-hand-side value 0 # number of non-default left-hand-sides 1.0 # default right-hand-side value 0 # number of non-default right-hand-sides 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