QPLIB_3402 QBL minimize 144 # number of variables 24 # number of constraints 8448 # number of quadratic terms in objective 2 1 2268.0 3 1 10260.0 4 1 8856.0 5 1 6048.0 6 1 4428.0 7 1 648.0 8 1 2700.0 9 1 1080.0 10 1 432.0 11 1 6804.0 12 1 648.0 13 1 7140.0 14 1 32300.0 15 1 27880.0 16 1 19040.0 17 1 13940.0 18 1 2040.0 19 1 8500.0 20 1 3400.0 21 1 1360.0 22 1 21420.0 23 1 2040.0 24 1 168.0 25 1 760.0 26 1 656.0 27 1 448.0 28 1 328.0 29 1 48.0 30 1 200.0 31 1 80.0 32 1 32.0 33 1 504.0 34 1 48.0 35 1 84.0 36 1 380.0 37 1 328.0 38 1 224.0 39 1 164.0 40 1 24.0 41 1 100.0 42 1 40.0 43 1 16.0 44 1 252.0 45 1 24.0 46 1 1260.0 47 1 5700.0 48 1 4920.0 49 1 3360.0 50 1 2460.0 51 1 360.0 52 1 1500.0 53 1 600.0 54 1 240.0 55 1 3780.0 56 1 360.0 57 1 924.0 58 1 4180.0 59 1 3608.0 60 1 2464.0 61 1 1804.0 62 1 264.0 63 1 1100.0 64 1 440.0 65 1 176.0 66 1 2772.0 67 1 264.0 68 1 2940.0 69 1 13300.0 70 1 11480.0 71 1 7840.0 72 1 5740.0 73 1 840.0 74 1 3500.0 75 1 1400.0 76 1 560.0 77 1 8820.0 78 1 840.0 79 1 924.0 80 1 4180.0 81 1 3608.0 82 1 2464.0 83 1 1804.0 84 1 264.0 85 1 1100.0 86 1 440.0 87 1 176.0 88 1 2772.0 89 1 264.0 90 1 1680.0 91 1 7600.0 92 1 6560.0 93 1 4480.0 94 1 3280.0 95 1 480.0 96 1 2000.0 97 1 800.0 98 1 320.0 99 1 5040.0 100 1 480.0 101 1 1764.0 102 1 7980.0 103 1 6888.0 104 1 4704.0 105 1 3444.0 106 1 504.0 107 1 2100.0 108 1 840.0 109 1 336.0 110 1 5292.0 111 1 504.0 112 1 5124.0 113 1 23180.0 114 1 20008.0 115 1 13664.0 116 1 10004.0 117 1 1464.0 118 1 6100.0 119 1 2440.0 120 1 976.0 121 1 15372.0 122 1 1464.0 14 2 14080.0 15 2 12800.0 16 2 24000.0 17 2 25280.0 19 2 28480.0 20 2 11200.0 21 2 2880.0 22 2 320.0 23 2 27200.0 25 2 10208.0 26 2 9280.0 27 2 17400.0 28 2 18328.0 30 2 20648.0 31 2 8120.0 32 2 2088.0 33 2 232.0 34 2 19720.0 36 2 3696.0 37 2 3360.0 38 2 6300.0 39 2 6636.0 41 2 7476.0 42 2 2940.0 43 2 756.0 44 2 84.0 45 2 7140.0 47 2 13376.0 48 2 12160.0 49 2 22800.0 50 2 24016.0 52 2 27056.0 53 2 10640.0 54 2 2736.0 55 2 304.0 56 2 25840.0 58 2 12672.0 59 2 11520.0 60 2 21600.0 61 2 22752.0 63 2 25632.0 64 2 10080.0 65 2 2592.0 66 2 288.0 67 2 24480.0 69 2 7744.0 70 2 7040.0 71 2 13200.0 72 2 13904.0 74 2 15664.0 75 2 6160.0 76 2 1584.0 77 2 176.0 78 2 14960.0 80 2 14960.0 81 2 13600.0 82 2 25500.0 83 2 26860.0 85 2 30260.0 86 2 11900.0 87 2 3060.0 88 2 340.0 89 2 28900.0 91 2 16544.0 92 2 15040.0 93 2 28200.0 94 2 29704.0 96 2 33464.0 97 2 13160.0 98 2 3384.0 99 2 376.0 100 2 31960.0 102 2 15840.0 103 2 14400.0 104 2 27000.0 105 2 28440.0 107 2 32040.0 108 2 12600.0 109 2 3240.0 110 2 360.0 111 2 30600.0 113 2 8976.0 114 2 8160.0 115 2 15300.0 116 2 16116.0 118 2 18156.0 119 2 7140.0 120 2 1836.0 121 2 204.0 122 2 17340.0 123 2 6720.0 124 2 4872.0 125 2 1764.0 126 2 6384.0 127 2 6048.0 128 2 3696.0 129 2 7140.0 130 2 7896.0 131 2 7560.0 132 2 4284.0 133 2 4752.0 134 2 4320.0 135 2 8100.0 136 2 8532.0 137 2 9612.0 138 2 3780.0 139 2 972.0 140 2 108.0 141 2 9180.0 13 3 14080.0 15 3 26880.0 16 3 3840.0 18 3 8320.0 19 3 29120.0 20 3 3520.0 21 3 11200.0 22 3 26240.0 23 3 8320.0 24 3 10208.0 26 3 19488.0 27 3 2784.0 29 3 6032.0 30 3 21112.0 31 3 2552.0 32 3 8120.0 33 3 19024.0 34 3 6032.0 35 3 3696.0 37 3 7056.0 38 3 1008.0 40 3 2184.0 41 3 7644.0 42 3 924.0 43 3 2940.0 44 3 6888.0 45 3 2184.0 46 3 13376.0 48 3 25536.0 49 3 3648.0 51 3 7904.0 52 3 27664.0 53 3 3344.0 54 3 10640.0 55 3 24928.0 56 3 7904.0 57 3 12672.0 59 3 24192.0 60 3 3456.0 62 3 7488.0 63 3 26208.0 64 3 3168.0 65 3 10080.0 66 3 23616.0 67 3 7488.0 68 3 7744.0 70 3 14784.0 71 3 2112.0 73 3 4576.0 74 3 16016.0 75 3 1936.0 76 3 6160.0 77 3 14432.0 78 3 4576.0 79 3 14960.0 81 3 28560.0 82 3 4080.0 84 3 8840.0 85 3 30940.0 86 3 3740.0 87 3 11900.0 88 3 27880.0 89 3 8840.0 90 3 16544.0 92 3 31584.0 93 3 4512.0 95 3 9776.0 96 3 34216.0 97 3 4136.0 98 3 13160.0 99 3 30832.0 100 3 9776.0 101 3 15840.0 103 3 30240.0 104 3 4320.0 106 3 9360.0 107 3 32760.0 108 3 3960.0 109 3 12600.0 110 3 29520.0 111 3 9360.0 112 3 8976.0 114 3 17136.0 115 3 2448.0 117 3 5304.0 118 3 18564.0 119 3 2244.0 120 3 7140.0 121 3 16728.0 122 3 5304.0 123 3 30400.0 124 3 22040.0 125 3 7980.0 126 3 28880.0 127 3 27360.0 128 3 16720.0 129 3 32300.0 130 3 35720.0 131 3 34200.0 132 3 19380.0 134 3 9072.0 135 3 1296.0 137 3 9828.0 138 3 1188.0 139 3 3780.0 140 3 8856.0 141 3 2808.0 142 3 4752.0 143 3 2808.0 13 4 12800.0 14 4 26880.0 16 4 22080.0 17 4 17920.0 18 4 27520.0 19 4 14400.0 20 4 29120.0 21 4 18880.0 22 4 5760.0 23 4 24320.0 24 4 9280.0 25 4 19488.0 27 4 16008.0 28 4 12992.0 29 4 19952.0 30 4 10440.0 31 4 21112.0 32 4 13688.0 33 4 4176.0 34 4 17632.0 35 4 3360.0 36 4 7056.0 38 4 5796.0 39 4 4704.0 40 4 7224.0 41 4 3780.0 42 4 7644.0 43 4 4956.0 44 4 1512.0 45 4 6384.0 46 4 12160.0 47 4 25536.0 49 4 20976.0 50 4 17024.0 51 4 26144.0 52 4 13680.0 53 4 27664.0 54 4 17936.0 55 4 5472.0 56 4 23104.0 57 4 11520.0 58 4 24192.0 60 4 19872.0 61 4 16128.0 62 4 24768.0 63 4 12960.0 64 4 26208.0 65 4 16992.0 66 4 5184.0 67 4 21888.0 68 4 7040.0 69 4 14784.0 71 4 12144.0 72 4 9856.0 73 4 15136.0 74 4 7920.0 75 4 16016.0 76 4 10384.0 77 4 3168.0 78 4 13376.0 79 4 13600.0 80 4 28560.0 82 4 23460.0 83 4 19040.0 84 4 29240.0 85 4 15300.0 86 4 30940.0 87 4 20060.0 88 4 6120.0 89 4 25840.0 90 4 15040.0 91 4 31584.0 93 4 25944.0 94 4 21056.0 95 4 32336.0 96 4 16920.0 97 4 34216.0 98 4 22184.0 99 4 6768.0 100 4 28576.0 101 4 14400.0 102 4 30240.0 104 4 24840.0 105 4 20160.0 106 4 30960.0 107 4 16200.0 108 4 32760.0 109 4 21240.0 110 4 6480.0 111 4 27360.0 112 4 8160.0 113 4 17136.0 115 4 14076.0 116 4 11424.0 117 4 17544.0 118 4 9180.0 119 4 18564.0 120 4 12036.0 121 4 3672.0 122 4 15504.0 123 4 26240.0 124 4 19024.0 125 4 6888.0 126 4 24928.0 127 4 23616.0 128 4 14432.0 129 4 27880.0 130 4 30832.0 131 4 29520.0 132 4 16728.0 133 4 9072.0 135 4 7452.0 136 4 6048.0 137 4 4860.0 138 4 9828.0 139 4 6372.0 140 4 1944.0 141 4 8208.0 142 4 4320.0 143 4 9288.0 13 5 24000.0 14 5 3840.0 15 5 22080.0 17 5 12480.0 18 5 5760.0 19 5 18240.0 20 5 11520.0 21 5 19520.0 22 5 11520.0 23 5 6720.0 24 5 17400.0 25 5 2784.0 26 5 16008.0 28 5 9048.0 29 5 4176.0 30 5 13224.0 31 5 8352.0 32 5 14152.0 33 5 8352.0 34 5 4872.0 35 5 6300.0 36 5 1008.0 37 5 5796.0 39 5 3276.0 40 5 1512.0 41 5 4788.0 42 5 3024.0 43 5 5124.0 44 5 3024.0 45 5 1764.0 46 5 22800.0 47 5 3648.0 48 5 20976.0 50 5 11856.0 51 5 5472.0 52 5 17328.0 53 5 10944.0 54 5 18544.0 55 5 10944.0 56 5 6384.0 57 5 21600.0 58 5 3456.0 59 5 19872.0 61 5 11232.0 62 5 5184.0 63 5 16416.0 64 5 10368.0 65 5 17568.0 66 5 10368.0 67 5 6048.0 68 5 13200.0 69 5 2112.0 70 5 12144.0 72 5 6864.0 73 5 3168.0 74 5 10032.0 75 5 6336.0 76 5 10736.0 77 5 6336.0 78 5 3696.0 79 5 25500.0 80 5 4080.0 81 5 23460.0 83 5 13260.0 84 5 6120.0 85 5 19380.0 86 5 12240.0 87 5 20740.0 88 5 12240.0 89 5 7140.0 90 5 28200.0 91 5 4512.0 92 5 25944.0 94 5 14664.0 95 5 6768.0 96 5 21432.0 97 5 13536.0 98 5 22936.0 99 5 13536.0 100 5 7896.0 101 5 27000.0 102 5 4320.0 103 5 24840.0 105 5 14040.0 106 5 6480.0 107 5 20520.0 108 5 12960.0 109 5 21960.0 110 5 12960.0 111 5 7560.0 112 5 15300.0 113 5 2448.0 114 5 14076.0 116 5 7956.0 117 5 3672.0 118 5 11628.0 119 5 7344.0 120 5 12444.0 121 5 7344.0 122 5 4284.0 123 5 17920.0 124 5 12992.0 125 5 4704.0 126 5 17024.0 127 5 16128.0 128 5 9856.0 129 5 19040.0 130 5 21056.0 131 5 20160.0 132 5 11424.0 133 5 1296.0 134 5 7452.0 136 5 4212.0 137 5 6156.0 138 5 3888.0 139 5 6588.0 140 5 3888.0 141 5 2268.0 142 5 8100.0 143 5 1944.0 13 6 25280.0 15 6 17920.0 16 6 12480.0 18 6 22720.0 19 6 3520.0 20 6 9280.0 21 6 26240.0 22 6 26240.0 23 6 1920.0 24 6 18328.0 26 6 12992.0 27 6 9048.0 29 6 16472.0 30 6 2552.0 31 6 6728.0 32 6 19024.0 33 6 19024.0 34 6 1392.0 35 6 6636.0 37 6 4704.0 38 6 3276.0 40 6 5964.0 41 6 924.0 42 6 2436.0 43 6 6888.0 44 6 6888.0 45 6 504.0 46 6 24016.0 48 6 17024.0 49 6 11856.0 51 6 21584.0 52 6 3344.0 53 6 8816.0 54 6 24928.0 55 6 24928.0 56 6 1824.0 57 6 22752.0 59 6 16128.0 60 6 11232.0 62 6 20448.0 63 6 3168.0 64 6 8352.0 65 6 23616.0 66 6 23616.0 67 6 1728.0 68 6 13904.0 70 6 9856.0 71 6 6864.0 73 6 12496.0 74 6 1936.0 75 6 5104.0 76 6 14432.0 77 6 14432.0 78 6 1056.0 79 6 26860.0 81 6 19040.0 82 6 13260.0 84 6 24140.0 85 6 3740.0 86 6 9860.0 87 6 27880.0 88 6 27880.0 89 6 2040.0 90 6 29704.0 92 6 21056.0 93 6 14664.0 95 6 26696.0 96 6 4136.0 97 6 10904.0 98 6 30832.0 99 6 30832.0 100 6 2256.0 101 6 28440.0 103 6 20160.0 104 6 14040.0 106 6 25560.0 107 6 3960.0 108 6 10440.0 109 6 29520.0 110 6 29520.0 111 6 2160.0 112 6 16116.0 114 6 11424.0 115 6 7956.0 117 6 14484.0 118 6 2244.0 119 6 5916.0 120 6 16728.0 121 6 16728.0 122 6 1224.0 123 6 13120.0 124 6 9512.0 125 6 3444.0 126 6 12464.0 127 6 11808.0 128 6 7216.0 129 6 13940.0 130 6 15416.0 131 6 14760.0 132 6 8364.0 134 6 6048.0 135 6 4212.0 137 6 1188.0 138 6 3132.0 139 6 8856.0 140 6 8856.0 141 6 648.0 142 6 8532.0 143 6 7668.0 14 7 8320.0 15 7 27520.0 16 7 5760.0 17 7 22720.0 19 7 22720.0 20 7 2560.0 21 7 24640.0 22 7 23680.0 23 7 9600.0 25 7 6032.0 26 7 19952.0 27 7 4176.0 28 7 16472.0 30 7 16472.0 31 7 1856.0 32 7 17864.0 33 7 17168.0 34 7 6960.0 36 7 2184.0 37 7 7224.0 38 7 1512.0 39 7 5964.0 41 7 5964.0 42 7 672.0 43 7 6468.0 44 7 6216.0 45 7 2520.0 47 7 7904.0 48 7 26144.0 49 7 5472.0 50 7 21584.0 52 7 21584.0 53 7 2432.0 54 7 23408.0 55 7 22496.0 56 7 9120.0 58 7 7488.0 59 7 24768.0 60 7 5184.0 61 7 20448.0 63 7 20448.0 64 7 2304.0 65 7 22176.0 66 7 21312.0 67 7 8640.0 69 7 4576.0 70 7 15136.0 71 7 3168.0 72 7 12496.0 74 7 12496.0 75 7 1408.0 76 7 13552.0 77 7 13024.0 78 7 5280.0 80 7 8840.0 81 7 29240.0 82 7 6120.0 83 7 24140.0 85 7 24140.0 86 7 2720.0 87 7 26180.0 88 7 25160.0 89 7 10200.0 91 7 9776.0 92 7 32336.0 93 7 6768.0 94 7 26696.0 96 7 26696.0 97 7 3008.0 98 7 28952.0 99 7 27824.0 100 7 11280.0 102 7 9360.0 103 7 30960.0 104 7 6480.0 105 7 25560.0 107 7 25560.0 108 7 2880.0 109 7 27720.0 110 7 26640.0 111 7 10800.0 113 7 5304.0 114 7 17544.0 115 7 3672.0 116 7 14484.0 118 7 14484.0 119 7 1632.0 120 7 15708.0 121 7 15096.0 122 7 6120.0 123 7 1920.0 124 7 1392.0 125 7 504.0 126 7 1824.0 127 7 1728.0 128 7 1056.0 129 7 2040.0 130 7 2256.0 131 7 2160.0 132 7 1224.0 133 7 2808.0 134 7 9288.0 135 7 1944.0 136 7 7668.0 137 7 7668.0 138 7 864.0 139 7 8316.0 140 7 7992.0 141 7 3240.0 13 8 28480.0 14 8 29120.0 15 8 14400.0 16 8 18240.0 17 8 3520.0 18 8 22720.0 20 8 28480.0 21 8 24320.0 22 8 24320.0 23 8 12800.0 24 8 20648.0 25 8 21112.0 26 8 10440.0 27 8 13224.0 28 8 2552.0 29 8 16472.0 31 8 20648.0 32 8 17632.0 33 8 17632.0 34 8 9280.0 35 8 7476.0 36 8 7644.0 37 8 3780.0 38 8 4788.0 39 8 924.0 40 8 5964.0 42 8 7476.0 43 8 6384.0 44 8 6384.0 45 8 3360.0 46 8 27056.0 47 8 27664.0 48 8 13680.0 49 8 17328.0 50 8 3344.0 51 8 21584.0 53 8 27056.0 54 8 23104.0 55 8 23104.0 56 8 12160.0 57 8 25632.0 58 8 26208.0 59 8 12960.0 60 8 16416.0 61 8 3168.0 62 8 20448.0 64 8 25632.0 65 8 21888.0 66 8 21888.0 67 8 11520.0 68 8 15664.0 69 8 16016.0 70 8 7920.0 71 8 10032.0 72 8 1936.0 73 8 12496.0 75 8 15664.0 76 8 13376.0 77 8 13376.0 78 8 7040.0 79 8 30260.0 80 8 30940.0 81 8 15300.0 82 8 19380.0 83 8 3740.0 84 8 24140.0 86 8 30260.0 87 8 25840.0 88 8 25840.0 89 8 13600.0 90 8 33464.0 91 8 34216.0 92 8 16920.0 93 8 21432.0 94 8 4136.0 95 8 26696.0 97 8 33464.0 98 8 28576.0 99 8 28576.0 100 8 15040.0 101 8 32040.0 102 8 32760.0 103 8 16200.0 104 8 20520.0 105 8 3960.0 106 8 25560.0 108 8 32040.0 109 8 27360.0 110 8 27360.0 111 8 14400.0 112 8 18156.0 113 8 18564.0 114 8 9180.0 115 8 11628.0 116 8 2244.0 117 8 14484.0 119 8 18156.0 120 8 15504.0 121 8 15504.0 122 8 8160.0 123 8 8000.0 124 8 5800.0 125 8 2100.0 126 8 7600.0 127 8 7200.0 128 8 4400.0 129 8 8500.0 130 8 9400.0 131 8 9000.0 132 8 5100.0 133 8 9828.0 134 8 4860.0 135 8 6156.0 136 8 1188.0 138 8 9612.0 139 8 8208.0 140 8 8208.0 141 8 4320.0 142 8 9612.0 143 8 7668.0 13 9 11200.0 14 9 3520.0 15 9 29120.0 16 9 11520.0 17 9 9280.0 18 9 2560.0 19 9 28480.0 21 9 29760.0 22 9 17920.0 23 9 320.0 24 9 8120.0 25 9 2552.0 26 9 21112.0 27 9 8352.0 28 9 6728.0 29 9 1856.0 30 9 20648.0 32 9 21576.0 33 9 12992.0 34 9 232.0 35 9 2940.0 36 9 924.0 37 9 7644.0 38 9 3024.0 39 9 2436.0 40 9 672.0 41 9 7476.0 43 9 7812.0 44 9 4704.0 45 9 84.0 46 9 10640.0 47 9 3344.0 48 9 27664.0 49 9 10944.0 50 9 8816.0 51 9 2432.0 52 9 27056.0 54 9 28272.0 55 9 17024.0 56 9 304.0 57 9 10080.0 58 9 3168.0 59 9 26208.0 60 9 10368.0 61 9 8352.0 62 9 2304.0 63 9 25632.0 65 9 26784.0 66 9 16128.0 67 9 288.0 68 9 6160.0 69 9 1936.0 70 9 16016.0 71 9 6336.0 72 9 5104.0 73 9 1408.0 74 9 15664.0 76 9 16368.0 77 9 9856.0 78 9 176.0 79 9 11900.0 80 9 3740.0 81 9 30940.0 82 9 12240.0 83 9 9860.0 84 9 2720.0 85 9 30260.0 87 9 31620.0 88 9 19040.0 89 9 340.0 90 9 13160.0 91 9 4136.0 92 9 34216.0 93 9 13536.0 94 9 10904.0 95 9 3008.0 96 9 33464.0 98 9 34968.0 99 9 21056.0 100 9 376.0 101 9 12600.0 102 9 3960.0 103 9 32760.0 104 9 12960.0 105 9 10440.0 106 9 2880.0 107 9 32040.0 109 9 33480.0 110 9 20160.0 111 9 360.0 112 9 7140.0 113 9 2244.0 114 9 18564.0 115 9 7344.0 116 9 5916.0 117 9 1632.0 118 9 18156.0 120 9 18972.0 121 9 11424.0 122 9 204.0 123 9 3200.0 124 9 2320.0 125 9 840.0 126 9 3040.0 127 9 2880.0 128 9 1760.0 129 9 3400.0 130 9 3760.0 131 9 3600.0 132 9 2040.0 133 9 1188.0 134 9 9828.0 135 9 3888.0 136 9 3132.0 137 9 9612.0 139 9 10044.0 140 9 6048.0 141 9 108.0 142 9 3780.0 143 9 864.0 13 10 2880.0 14 10 11200.0 15 10 18880.0 16 10 19520.0 17 10 26240.0 18 10 24640.0 19 10 24320.0 20 10 29760.0 22 10 16000.0 23 10 1280.0 24 10 2088.0 25 10 8120.0 26 10 13688.0 27 10 14152.0 28 10 19024.0 29 10 17864.0 30 10 17632.0 31 10 21576.0 33 10 11600.0 34 10 928.0 35 10 756.0 36 10 2940.0 37 10 4956.0 38 10 5124.0 39 10 6888.0 40 10 6468.0 41 10 6384.0 42 10 7812.0 44 10 4200.0 45 10 336.0 46 10 2736.0 47 10 10640.0 48 10 17936.0 49 10 18544.0 50 10 24928.0 51 10 23408.0 52 10 23104.0 53 10 28272.0 55 10 15200.0 56 10 1216.0 57 10 2592.0 58 10 10080.0 59 10 16992.0 60 10 17568.0 61 10 23616.0 62 10 22176.0 63 10 21888.0 64 10 26784.0 66 10 14400.0 67 10 1152.0 68 10 1584.0 69 10 6160.0 70 10 10384.0 71 10 10736.0 72 10 14432.0 73 10 13552.0 74 10 13376.0 75 10 16368.0 77 10 8800.0 78 10 704.0 79 10 3060.0 80 10 11900.0 81 10 20060.0 82 10 20740.0 83 10 27880.0 84 10 26180.0 85 10 25840.0 86 10 31620.0 88 10 17000.0 89 10 1360.0 90 10 3384.0 91 10 13160.0 92 10 22184.0 93 10 22936.0 94 10 30832.0 95 10 28952.0 96 10 28576.0 97 10 34968.0 99 10 18800.0 100 10 1504.0 101 10 3240.0 102 10 12600.0 103 10 21240.0 104 10 21960.0 105 10 29520.0 106 10 27720.0 107 10 27360.0 108 10 33480.0 110 10 18000.0 111 10 1440.0 112 10 1836.0 113 10 7140.0 114 10 12036.0 115 10 12444.0 116 10 16728.0 117 10 15708.0 118 10 15504.0 119 10 18972.0 121 10 10200.0 122 10 816.0 123 10 1280.0 124 10 928.0 125 10 336.0 126 10 1216.0 127 10 1152.0 128 10 704.0 129 10 1360.0 130 10 1504.0 131 10 1440.0 132 10 816.0 133 10 3780.0 134 10 6372.0 135 10 6588.0 136 10 8856.0 137 10 8208.0 138 10 10044.0 140 10 5400.0 141 10 432.0 142 10 972.0 143 10 8316.0 13 11 320.0 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144 134 8856.0 144 135 6048.0 144 136 4428.0 144 137 2700.0 144 138 1080.0 144 139 432.0 144 140 6804.0 144 141 648.0 144 142 2268.0 144 143 648.0 0.0 # default value for linear coefficients in objective 0 # number of non-default linear coefficients in objective 0.0 # objective constant 288 # number of linear terms in all constraints 1 1 1.0 1 133 1.0 1 134 1.0 1 135 1.0 1 136 1.0 1 137 1.0 1 138 1.0 1 139 1.0 1 140 1.0 1 141 1.0 1 142 1.0 1 143 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 11 1.0 2 12 1.0 2 144 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 20 1.0 3 21 1.0 3 22 1.0 3 23 1.0 3 123 1.0 4 24 1.0 4 25 1.0 4 26 1.0 4 27 1.0 4 28 1.0 4 29 1.0 4 30 1.0 4 31 1.0 4 32 1.0 4 33 1.0 4 34 1.0 4 124 1.0 5 35 1.0 5 36 1.0 5 37 1.0 5 38 1.0 5 39 1.0 5 40 1.0 5 41 1.0 5 42 1.0 5 43 1.0 5 44 1.0 5 45 1.0 5 125 1.0 6 46 1.0 6 47 1.0 6 48 1.0 6 49 1.0 6 50 1.0 6 51 1.0 6 52 1.0 6 53 1.0 6 54 1.0 6 55 1.0 6 56 1.0 6 126 1.0 7 57 1.0 7 58 1.0 7 59 1.0 7 60 1.0 7 61 1.0 7 62 1.0 7 63 1.0 7 64 1.0 7 65 1.0 7 66 1.0 7 67 1.0 7 127 1.0 8 68 1.0 8 69 1.0 8 70 1.0 8 71 1.0 8 72 1.0 8 73 1.0 8 74 1.0 8 75 1.0 8 76 1.0 8 77 1.0 8 78 1.0 8 128 1.0 9 79 1.0 9 80 1.0 9 81 1.0 9 82 1.0 9 83 1.0 9 84 1.0 9 85 1.0 9 86 1.0 9 87 1.0 9 88 1.0 9 89 1.0 9 129 1.0 10 90 1.0 10 91 1.0 10 92 1.0 10 93 1.0 10 94 1.0 10 95 1.0 10 96 1.0 10 97 1.0 10 98 1.0 10 99 1.0 10 100 1.0 10 130 1.0 11 101 1.0 11 102 1.0 11 103 1.0 11 104 1.0 11 105 1.0 11 106 1.0 11 107 1.0 11 108 1.0 11 109 1.0 11 110 1.0 11 111 1.0 11 131 1.0 12 112 1.0 12 113 1.0 12 114 1.0 12 115 1.0 12 116 1.0 12 117 1.0 12 118 1.0 12 119 1.0 12 120 1.0 12 121 1.0 12 122 1.0 12 132 1.0 13 1 1.0 13 123 1.0 13 124 1.0 13 125 1.0 13 126 1.0 13 127 1.0 13 128 1.0 13 129 1.0 13 130 1.0 13 131 1.0 13 132 1.0 13 144 1.0 14 2 1.0 14 13 1.0 14 24 1.0 14 35 1.0 14 46 1.0 14 57 1.0 14 68 1.0 14 79 1.0 14 90 1.0 14 101 1.0 14 112 1.0 14 142 1.0 15 3 1.0 15 14 1.0 15 25 1.0 15 36 1.0 15 47 1.0 15 58 1.0 15 69 1.0 15 80 1.0 15 91 1.0 15 102 1.0 15 113 1.0 15 133 1.0 16 4 1.0 16 15 1.0 16 26 1.0 16 37 1.0 16 48 1.0 16 59 1.0 16 70 1.0 16 81 1.0 16 92 1.0 16 103 1.0 16 114 1.0 16 134 1.0 17 5 1.0 17 16 1.0 17 27 1.0 17 38 1.0 17 49 1.0 17 60 1.0 17 71 1.0 17 82 1.0 17 93 1.0 17 104 1.0 17 115 1.0 17 135 1.0 18 6 1.0 18 17 1.0 18 28 1.0 18 39 1.0 18 50 1.0 18 61 1.0 18 72 1.0 18 83 1.0 18 94 1.0 18 105 1.0 18 116 1.0 18 136 1.0 19 7 1.0 19 18 1.0 19 29 1.0 19 40 1.0 19 51 1.0 19 62 1.0 19 73 1.0 19 84 1.0 19 95 1.0 19 106 1.0 19 117 1.0 19 143 1.0 20 8 1.0 20 19 1.0 20 30 1.0 20 41 1.0 20 52 1.0 20 63 1.0 20 74 1.0 20 85 1.0 20 96 1.0 20 107 1.0 20 118 1.0 20 137 1.0 21 9 1.0 21 20 1.0 21 31 1.0 21 42 1.0 21 53 1.0 21 64 1.0 21 75 1.0 21 86 1.0 21 97 1.0 21 108 1.0 21 119 1.0 21 138 1.0 22 10 1.0 22 21 1.0 22 32 1.0 22 43 1.0 22 54 1.0 22 65 1.0 22 76 1.0 22 87 1.0 22 98 1.0 22 109 1.0 22 120 1.0 22 139 1.0 23 11 1.0 23 22 1.0 23 33 1.0 23 44 1.0 23 55 1.0 23 66 1.0 23 77 1.0 23 88 1.0 23 99 1.0 23 110 1.0 23 121 1.0 23 140 1.0 24 12 1.0 24 23 1.0 24 34 1.0 24 45 1.0 24 56 1.0 24 67 1.0 24 78 1.0 24 89 1.0 24 100 1.0 24 111 1.0 24 122 1.0 24 141 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