| | |
| | | BeautyID BeautyQuality UnlockWay UnlockValue UnlockNeedCnt ExclusiveItemID TalentAttrIDList TalentAttrValueList TalentPerLVAddList EffType EffTypeValue EffValue EffPerLVAdd
|
| | | 1 1 2 6150 0 203 29 400 200 1 0 10 2
|
| | | 2 1 5 13 0 204 21 400 200 2 12 1000 200
|
| | | 3 2 7 0 800 205 23 400 200 3 0 4 1
|
| | | 4 2 3 0 100 206 25 400 200 4 3 20 5
|
| | | 5 3 6 16 0 207 27 400 200 1 0 10 2
|
| | | 6 3 4 0 6 208 31 400 200 4 3 20 5
|
| | | 1 1 2 6150 0 203 29 200 100 1 0 10 2
|
| | | 2 1 5 13 0 204 21 200 100 2 12 1000 200
|
| | | 3 2 7 0 800 205 23 200 100 3 0 4 1
|
| | | 4 2 3 0 100 206 25 200 100 4 3 20 5
|
| | | 5 3 6 16 0 207 27 200 100 1 0 10 2
|
| | | 6 3 4 0 6 208 31 200 100 4 3 20 5
|
| | |
| | | 1 0 0 0 0 []
|
| | | 1 1 5 6 50 [[3,10]]
|
| | | 1 2 10 8 1600 [[3,10]]
|
| | | 1 3 15 21 50 [[3,10]]
|
| | | 1 4 20 23 50 [[3,10]]
|
| | | 1 5 25 25 50 [[3,10]]
|
| | | 1 3 15 21 25 [[3,10]]
|
| | | 1 4 20 23 25 [[3,10]]
|
| | | 1 5 25 25 25 [[3,10]]
|
| | | 1 6 30 7 60 [[3,10]]
|
| | | 1 7 35 8 5600 [[3,10]]
|
| | | 1 8 40 22 100 [[3,10]]
|
| | | 1 9 45 24 100 [[3,10]]
|
| | | 1 10 50 26 100 [[3,10]]
|
| | | 1 8 40 22 25 [[3,10]]
|
| | | 1 9 45 24 25 [[3,10]]
|
| | | 1 10 50 26 25 [[3,10]]
|
| | | 1 11 60 6 600 [[3,10]]
|
| | | 1 12 70 7 140 [[3,10]]
|
| | | 1 13 80 27 50 [[3,10]]
|
| | | 1 14 90 29 50 [[3,10]]
|
| | | 1 15 100 31 50 [[3,10]]
|
| | | 1 13 80 27 25 [[3,10]]
|
| | | 1 14 90 29 25 [[3,10]]
|
| | | 1 15 100 31 25 [[3,10]]
|
| | | 1 16 110 6 1100 [[3,10]]
|
| | | 1 17 120 8 19200 [[3,10]]
|
| | | 1 18 130 28 100 [[3,10]]
|
| | | 1 19 140 30 100 [[3,10]]
|
| | | 1 20 150 32 100 [[3,10]]
|
| | | 1 18 130 28 25 [[3,10]]
|
| | | 1 19 140 30 25 [[3,10]]
|
| | | 1 20 150 32 25 [[3,10]]
|
| | | 1 21 160 6 1440 [[3,10]]
|
| | | 1 22 170 8 24480 [[3,10]]
|
| | | 1 23 180 21 50 [[3,10]]
|
| | | 1 24 190 23 50 [[3,10]]
|
| | | 1 25 200 25 50 [[3,10]]
|
| | | 1 23 180 21 25 [[3,10]]
|
| | | 1 24 190 23 25 [[3,10]]
|
| | | 1 25 200 25 25 [[3,10]]
|
| | | 1 26 210 7 378 [[3,10]]
|
| | | 1 27 220 8 31680 [[3,10]]
|
| | | 1 28 230 22 100 [[3,10]]
|
| | | 1 29 240 24 100 [[3,10]]
|
| | | 1 30 250 26 100 [[3,10]]
|
| | | 1 28 230 22 25 [[3,10]]
|
| | | 1 29 240 24 25 [[3,10]]
|
| | | 1 30 250 26 25 [[3,10]]
|
| | | 1 31 320 6 2560 [[3,10]]
|
| | | 1 32 340 7 544 [[3,10]]
|
| | | 1 33 360 27 50 [[3,10]]
|
| | | 1 34 380 29 50 [[3,10]]
|
| | | 1 35 400 31 50 [[3,10]]
|
| | | 1 33 360 27 25 [[3,10]]
|
| | | 1 34 380 29 25 [[3,10]]
|
| | | 1 35 400 31 25 [[3,10]]
|
| | | 1 36 420 6 2940 [[3,10]]
|
| | | 1 37 440 8 49280 [[3,10]]
|
| | | 1 38 460 28 100 [[3,10]]
|
| | | 1 39 480 30 100 [[3,10]]
|
| | | 1 40 500 32 100 [[3,10]]
|
| | | 1 38 460 28 25 [[3,10]]
|
| | | 1 39 480 30 25 [[3,10]]
|
| | | 1 40 500 32 25 [[3,10]]
|
| | | 1 41 520 6 3120 [[3,10]]
|
| | | 1 42 540 8 51840 [[3,10]]
|
| | | 1 43 560 21 50 [[3,10]]
|
| | | 1 44 580 23 50 [[3,10]]
|
| | | 1 45 600 25 50 [[3,10]]
|
| | | 1 43 560 21 25 [[3,10]]
|
| | | 1 44 580 23 25 [[3,10]]
|
| | | 1 45 600 25 25 [[3,10]]
|
| | | 1 46 620 7 744 [[3,10]]
|
| | | 1 47 640 8 61440 [[3,10]]
|
| | | 1 48 660 22 100 [[3,10]]
|
| | | 1 49 680 24 100 [[3,10]]
|
| | | 1 50 700 26 100 [[3,10]]
|
| | | 1 48 660 22 25 [[3,10]]
|
| | | 1 49 680 24 25 [[3,10]]
|
| | | 1 50 700 26 25 [[3,10]]
|
| | | 1 51 940 6 3760 [[3,10]]
|
| | | 1 52 980 7 784 [[3,10]]
|
| | | 1 53 1020 27 50 [[3,10]]
|
| | | 1 54 1060 29 50 [[3,10]]
|
| | | 1 55 1100 31 50 [[3,10]]
|
| | | 1 53 1020 27 25 [[3,10]]
|
| | | 1 54 1060 29 25 [[3,10]]
|
| | | 1 55 1100 31 25 [[3,10]]
|
| | | 1 56 1140 6 3990 [[3,10]]
|
| | | 1 57 1180 8 66080 [[3,10]]
|
| | | 1 58 1220 28 100 [[3,10]]
|
| | | 1 59 1260 30 100 [[3,10]]
|
| | | 1 60 1300 32 100 [[3,10]]
|
| | | 1 58 1220 28 25 [[3,10]]
|
| | | 1 59 1260 30 25 [[3,10]]
|
| | | 1 60 1300 32 25 [[3,10]]
|
| | | 1 61 1340 6 4020 [[3,10]]
|
| | | 1 62 1380 8 66240 [[3,10]]
|
| | | 1 63 1420 21 50 [[3,10]]
|
| | | 1 64 1460 23 50 [[3,10]]
|
| | | 1 65 1500 25 50 [[3,10]]
|
| | | 1 63 1420 21 25 [[3,10]]
|
| | | 1 64 1460 23 25 [[3,10]]
|
| | | 1 65 1500 25 25 [[3,10]]
|
| | | 1 66 1540 7 924 [[3,10]]
|
| | | 1 67 1580 8 75840 [[3,10]]
|
| | | 1 68 1620 22 100 [[3,10]]
|
| | | 1 69 1660 24 100 [[3,10]]
|
| | | 1 70 1700 26 100 [[3,10]]
|
| | | 1 68 1620 22 25 [[3,10]]
|
| | | 1 69 1660 24 25 [[3,10]]
|
| | | 1 70 1700 26 25 [[3,10]]
|
| | | 1 71 1960 6 4900 [[3,10]]
|
| | | 1 72 2020 7 1010 [[3,10]]
|
| | | 1 73 2080 27 50 [[3,10]]
|
| | | 1 74 2140 29 50 [[3,10]]
|
| | | 1 75 2200 31 50 [[3,10]]
|
| | | 1 73 2080 27 25 [[3,10]]
|
| | | 1 74 2140 29 25 [[3,10]]
|
| | | 1 75 2200 31 25 [[3,10]]
|
| | | 1 76 2260 6 4972 [[3,10]]
|
| | | 1 77 2320 8 81664 [[3,10]]
|
| | | 1 78 2380 28 100 [[3,10]]
|
| | | 1 79 2440 30 100 [[3,10]]
|
| | | 1 80 2500 32 100 [[3,10]]
|
| | | 1 78 2380 28 25 [[3,10]]
|
| | | 1 79 2440 30 25 [[3,10]]
|
| | | 1 80 2500 32 25 [[3,10]]
|
| | | 1 81 2560 6 5120 [[3,10]]
|
| | | 1 82 2620 8 83840 [[3,10]]
|
| | | 1 83 2680 21 50 [[3,10]]
|
| | | 1 84 2740 23 50 [[3,10]]
|
| | | 1 85 2800 25 50 [[3,10]]
|
| | | 1 83 2680 21 25 [[3,10]]
|
| | | 1 84 2740 23 25 [[3,10]]
|
| | | 1 85 2800 25 25 [[3,10]]
|
| | | 1 86 2860 7 1144 [[3,10]]
|
| | | 1 87 2920 8 93440 [[3,10]]
|
| | | 1 88 2980 22 100 [[3,10]]
|
| | | 1 89 3040 24 100 [[3,10]]
|
| | | 1 90 3100 26 100 [[3,10]]
|
| | | 1 88 2980 22 25 [[3,10]]
|
| | | 1 89 3040 24 25 [[3,10]]
|
| | | 1 90 3100 26 25 [[3,10]]
|
| | | 1 91 3500 6 5250 [[3,10]]
|
| | | 1 92 3580 7 1217 [[3,10]]
|
| | | 1 93 3660 27 50 [[3,10]]
|
| | | 1 94 3740 29 50 [[3,10]]
|
| | | 1 95 3820 31 50 [[3,10]]
|
| | | 1 93 3660 27 25 [[3,10]]
|
| | | 1 94 3740 29 25 [[3,10]]
|
| | | 1 95 3820 31 25 [[3,10]]
|
| | | 1 96 3900 6 5460 [[3,10]]
|
| | | 1 97 3980 8 89152 [[3,10]]
|
| | | 1 98 4060 28 100 [[3,10]]
|
| | | 1 99 4140 30 100 [[3,10]]
|
| | | 1 100 4220 32 100 [[3,10]]
|
| | | 1 98 4060 28 25 [[3,10]]
|
| | | 1 99 4140 30 25 [[3,10]]
|
| | | 1 100 4220 32 25 [[3,10]]
|
| | | 1 101 4300 6 5590 [[3,10]]
|
| | | 1 102 4380 8 91104 [[3,10]]
|
| | | 1 103 4460 21 50 [[3,10]]
|
| | | 1 104 4540 23 50 [[3,10]]
|
| | | 1 105 4620 25 50 [[3,10]]
|
| | | 1 103 4460 21 25 [[3,10]]
|
| | | 1 104 4540 23 25 [[3,10]]
|
| | | 1 105 4620 25 25 [[3,10]]
|
| | | 1 106 4700 7 1222 [[3,10]]
|
| | | 1 107 4780 8 99424 [[3,10]]
|
| | | 1 108 4860 22 100 [[3,10]]
|
| | | 1 109 4940 24 100 [[3,10]]
|
| | | 1 110 5020 26 100 [[3,10]]
|
| | | 1 108 4860 22 25 [[3,10]]
|
| | | 1 109 4940 24 25 [[3,10]]
|
| | | 1 110 5020 26 25 [[3,10]]
|
| | | 1 111 5120 6 5632 [[3,10]]
|
| | | 1 112 5220 7 1357 [[3,10]]
|
| | | 1 113 5320 27 50 [[3,10]]
|
| | | 1 114 5420 29 50 [[3,10]]
|
| | | 1 115 5520 31 50 [[3,10]]
|
| | | 1 113 5320 27 25 [[3,10]]
|
| | | 1 114 5420 29 25 [[3,10]]
|
| | | 1 115 5520 31 25 [[3,10]]
|
| | | 1 116 5620 6 6182 [[3,10]]
|
| | | 1 117 5720 8 100672 [[3,10]]
|
| | | 1 118 5820 28 100 [[3,10]]
|
| | | 1 119 5920 30 100 [[3,10]]
|
| | | 1 120 6020 32 100 [[3,10]]
|
| | | 1 118 5820 28 25 [[3,10]]
|
| | | 1 119 5920 30 25 [[3,10]]
|
| | | 1 120 6020 32 25 [[3,10]]
|
| | | 1 121 6120 6 6754 [[3,10]]
|
| | | 1 122 6220 8 109824 [[3,10]]
|
| | | 1 123 6320 21 50 [[3,10]]
|
| | | 1 124 6420 23 50 [[3,10]]
|
| | | 1 125 6520 25 50 [[3,10]]
|
| | | 1 123 6320 21 25 [[3,10]]
|
| | | 1 124 6420 23 25 [[3,10]]
|
| | | 1 125 6520 25 25 [[3,10]]
|
| | | 1 126 6620 7 1460 [[3,10]]
|
| | | 1 127 6720 8 118624 [[3,10]]
|
| | | 1 128 6820 22 100 [[3,10]]
|
| | | 1 129 6920 24 100 [[3,10]]
|
| | | 1 130 7020 26 100 [[3,10]]
|
| | | 1 128 6820 22 25 [[3,10]]
|
| | | 1 129 6920 24 25 [[3,10]]
|
| | | 1 130 7020 26 25 [[3,10]]
|
| | | 1 131 7120 6 7140 [[3,10]]
|
| | | 1 132 7240 7 1597 [[3,10]]
|
| | | 1 133 7360 27 50 [[3,10]]
|
| | | 1 134 7480 29 50 [[3,10]]
|
| | | 1 135 7600 31 50 [[3,10]]
|
| | | 1 133 7360 27 25 [[3,10]]
|
| | | 1 134 7480 29 25 [[3,10]]
|
| | | 1 135 7600 31 25 [[3,10]]
|
| | | 1 136 7720 6 7740 [[3,10]]
|
| | | 1 137 7840 8 125760 [[3,10]]
|
| | | 1 138 7960 28 100 [[3,10]]
|
| | | 1 139 8080 30 100 [[3,10]]
|
| | | 1 140 8200 32 100 [[3,10]]
|
| | | 1 138 7960 28 25 [[3,10]]
|
| | | 1 139 8080 30 25 [[3,10]]
|
| | | 1 140 8200 32 25 [[3,10]]
|
| | | 1 141 8320 6 8340 [[3,10]]
|
| | | 1 142 8440 8 135360 [[3,10]]
|
| | | 1 143 8560 21 50 [[3,10]]
|
| | | 1 144 8680 23 50 [[3,10]]
|
| | | 1 145 8800 25 50 [[3,10]]
|
| | | 1 143 8560 21 25 [[3,10]]
|
| | | 1 144 8680 23 25 [[3,10]]
|
| | | 1 145 8800 25 25 [[3,10]]
|
| | | 1 146 8920 7 1788 [[3,10]]
|
| | | 1 147 9040 8 144960 [[3,10]]
|
| | | 1 148 9160 22 100 [[3,10]]
|
| | | 1 149 9280 24 100 [[3,10]]
|
| | | 1 150 9400 26 100 [[3,10]]
|
| | | 1 148 9160 22 25 [[3,10]]
|
| | | 1 149 9280 24 25 [[3,10]]
|
| | | 1 150 9400 26 25 [[3,10]]
|
| | | 1 151 9540 6 8604 [[3,10]]
|
| | | 1 152 9680 7 1940 [[3,10]]
|
| | | 1 153 9820 27 50 [[3,10]]
|
| | | 1 154 9960 29 50 [[3,10]]
|
| | | 1 155 10100 31 50 [[3,10]]
|
| | | 1 153 9820 27 25 [[3,10]]
|
| | | 1 154 9960 29 25 [[3,10]]
|
| | | 1 155 10100 31 25 [[3,10]]
|
| | | 1 156 10240 6 9234 [[3,10]]
|
| | | 1 157 10380 8 149760 [[3,10]]
|
| | | 1 158 10520 28 100 [[3,10]]
|
| | | 1 159 10660 30 100 [[3,10]]
|
| | | 1 160 0 32 100 [[3,10]]
|
| | | 1 158 10520 28 25 [[3,10]]
|
| | | 1 159 10660 30 25 [[3,10]]
|
| | | 1 160 0 32 25 [[3,10]]
|
| | | 2 0 0 0 0 []
|
| | | 2 1 5 6 50 [[3,10]]
|
| | | 2 2 10 8 1600 [[3,10]]
|
| | | 2 3 15 21 50 [[3,10]]
|
| | | 2 4 20 23 50 [[3,10]]
|
| | | 2 5 25 25 50 [[3,10]]
|
| | | 2 3 15 21 25 [[3,10]]
|
| | | 2 4 20 23 25 [[3,10]]
|
| | | 2 5 25 25 25 [[3,10]]
|
| | | 2 6 30 7 60 [[3,10]]
|
| | | 2 7 35 8 5600 [[3,10]]
|
| | | 2 8 40 22 100 [[3,10]]
|
| | | 2 9 45 24 100 [[3,10]]
|
| | | 2 10 50 26 100 [[3,10]]
|
| | | 2 8 40 22 25 [[3,10]]
|
| | | 2 9 45 24 25 [[3,10]]
|
| | | 2 10 50 26 25 [[3,10]]
|
| | | 2 11 60 6 600 [[3,10]]
|
| | | 2 12 70 7 140 [[3,10]]
|
| | | 2 13 80 27 50 [[3,10]]
|
| | | 2 14 90 29 50 [[3,10]]
|
| | | 2 15 100 31 50 [[3,10]]
|
| | | 2 13 80 27 25 [[3,10]]
|
| | | 2 14 90 29 25 [[3,10]]
|
| | | 2 15 100 31 25 [[3,10]]
|
| | | 2 16 110 6 1100 [[3,10]]
|
| | | 2 17 120 8 19200 [[3,10]]
|
| | | 2 18 130 28 100 [[3,10]]
|
| | | 2 19 140 30 100 [[3,10]]
|
| | | 2 20 150 32 100 [[3,10]]
|
| | | 2 18 130 28 25 [[3,10]]
|
| | | 2 19 140 30 25 [[3,10]]
|
| | | 2 20 150 32 25 [[3,10]]
|
| | | 2 21 160 6 1440 [[3,10]]
|
| | | 2 22 170 8 24480 [[3,10]]
|
| | | 2 23 180 21 50 [[3,10]]
|
| | | 2 24 190 23 50 [[3,10]]
|
| | | 2 25 200 25 50 [[3,10]]
|
| | | 2 23 180 21 25 [[3,10]]
|
| | | 2 24 190 23 25 [[3,10]]
|
| | | 2 25 200 25 25 [[3,10]]
|
| | | 2 26 210 7 378 [[3,10]]
|
| | | 2 27 220 8 31680 [[3,10]]
|
| | | 2 28 230 22 100 [[3,10]]
|
| | | 2 29 240 24 100 [[3,10]]
|
| | | 2 30 250 26 100 [[3,10]]
|
| | | 2 28 230 22 25 [[3,10]]
|
| | | 2 29 240 24 25 [[3,10]]
|
| | | 2 30 250 26 25 [[3,10]]
|
| | | 2 31 320 6 2560 [[3,10]]
|
| | | 2 32 340 7 544 [[3,10]]
|
| | | 2 33 360 27 50 [[3,10]]
|
| | | 2 34 380 29 50 [[3,10]]
|
| | | 2 35 400 31 50 [[3,10]]
|
| | | 2 33 360 27 25 [[3,10]]
|
| | | 2 34 380 29 25 [[3,10]]
|
| | | 2 35 400 31 25 [[3,10]]
|
| | | 2 36 420 6 2940 [[3,10]]
|
| | | 2 37 440 8 49280 [[3,10]]
|
| | | 2 38 460 28 100 [[3,10]]
|
| | | 2 39 480 30 100 [[3,10]]
|
| | | 2 40 500 32 100 [[3,10]]
|
| | | 2 38 460 28 25 [[3,10]]
|
| | | 2 39 480 30 25 [[3,10]]
|
| | | 2 40 500 32 25 [[3,10]]
|
| | | 2 41 520 6 3120 [[3,10]]
|
| | | 2 42 540 8 51840 [[3,10]]
|
| | | 2 43 560 21 50 [[3,10]]
|
| | | 2 44 580 23 50 [[3,10]]
|
| | | 2 45 600 25 50 [[3,10]]
|
| | | 2 43 560 21 25 [[3,10]]
|
| | | 2 44 580 23 25 [[3,10]]
|
| | | 2 45 600 25 25 [[3,10]]
|
| | | 2 46 620 7 744 [[3,10]]
|
| | | 2 47 640 8 61440 [[3,10]]
|
| | | 2 48 660 22 100 [[3,10]]
|
| | | 2 49 680 24 100 [[3,10]]
|
| | | 2 50 700 26 100 [[3,10]]
|
| | | 2 48 660 22 25 [[3,10]]
|
| | | 2 49 680 24 25 [[3,10]]
|
| | | 2 50 700 26 25 [[3,10]]
|
| | | 2 51 940 6 3760 [[3,10]]
|
| | | 2 52 980 7 784 [[3,10]]
|
| | | 2 53 1020 27 50 [[3,10]]
|
| | | 2 54 1060 29 50 [[3,10]]
|
| | | 2 55 1100 31 50 [[3,10]]
|
| | | 2 53 1020 27 25 [[3,10]]
|
| | | 2 54 1060 29 25 [[3,10]]
|
| | | 2 55 1100 31 25 [[3,10]]
|
| | | 2 56 1140 6 3990 [[3,10]]
|
| | | 2 57 1180 8 66080 [[3,10]]
|
| | | 2 58 1220 28 100 [[3,10]]
|
| | | 2 59 1260 30 100 [[3,10]]
|
| | | 2 60 1300 32 100 [[3,10]]
|
| | | 2 58 1220 28 25 [[3,10]]
|
| | | 2 59 1260 30 25 [[3,10]]
|
| | | 2 60 1300 32 25 [[3,10]]
|
| | | 2 61 1340 6 4020 [[3,10]]
|
| | | 2 62 1380 8 66240 [[3,10]]
|
| | | 2 63 1420 21 50 [[3,10]]
|
| | | 2 64 1460 23 50 [[3,10]]
|
| | | 2 65 1500 25 50 [[3,10]]
|
| | | 2 63 1420 21 25 [[3,10]]
|
| | | 2 64 1460 23 25 [[3,10]]
|
| | | 2 65 1500 25 25 [[3,10]]
|
| | | 2 66 1540 7 924 [[3,10]]
|
| | | 2 67 1580 8 75840 [[3,10]]
|
| | | 2 68 1620 22 100 [[3,10]]
|
| | | 2 69 1660 24 100 [[3,10]]
|
| | | 2 70 1700 26 100 [[3,10]]
|
| | | 2 68 1620 22 25 [[3,10]]
|
| | | 2 69 1660 24 25 [[3,10]]
|
| | | 2 70 1700 26 25 [[3,10]]
|
| | | 2 71 1960 6 4900 [[3,10]]
|
| | | 2 72 2020 7 1010 [[3,10]]
|
| | | 2 73 2080 27 50 [[3,10]]
|
| | | 2 74 2140 29 50 [[3,10]]
|
| | | 2 75 2200 31 50 [[3,10]]
|
| | | 2 73 2080 27 25 [[3,10]]
|
| | | 2 74 2140 29 25 [[3,10]]
|
| | | 2 75 2200 31 25 [[3,10]]
|
| | | 2 76 2260 6 4972 [[3,10]]
|
| | | 2 77 2320 8 81664 [[3,10]]
|
| | | 2 78 2380 28 100 [[3,10]]
|
| | | 2 79 2440 30 100 [[3,10]]
|
| | | 2 80 2500 32 100 [[3,10]]
|
| | | 2 78 2380 28 25 [[3,10]]
|
| | | 2 79 2440 30 25 [[3,10]]
|
| | | 2 80 2500 32 25 [[3,10]]
|
| | | 2 81 2560 6 5120 [[3,10]]
|
| | | 2 82 2620 8 83840 [[3,10]]
|
| | | 2 83 2680 21 50 [[3,10]]
|
| | | 2 84 2740 23 50 [[3,10]]
|
| | | 2 85 2800 25 50 [[3,10]]
|
| | | 2 83 2680 21 25 [[3,10]]
|
| | | 2 84 2740 23 25 [[3,10]]
|
| | | 2 85 2800 25 25 [[3,10]]
|
| | | 2 86 2860 7 1144 [[3,10]]
|
| | | 2 87 2920 8 93440 [[3,10]]
|
| | | 2 88 2980 22 100 [[3,10]]
|
| | | 2 89 3040 24 100 [[3,10]]
|
| | | 2 90 3100 26 100 [[3,10]]
|
| | | 2 88 2980 22 25 [[3,10]]
|
| | | 2 89 3040 24 25 [[3,10]]
|
| | | 2 90 3100 26 25 [[3,10]]
|
| | | 2 91 3500 6 5250 [[3,10]]
|
| | | 2 92 3580 7 1217 [[3,10]]
|
| | | 2 93 3660 27 50 [[3,10]]
|
| | | 2 94 3740 29 50 [[3,10]]
|
| | | 2 95 3820 31 50 [[3,10]]
|
| | | 2 93 3660 27 25 [[3,10]]
|
| | | 2 94 3740 29 25 [[3,10]]
|
| | | 2 95 3820 31 25 [[3,10]]
|
| | | 2 96 3900 6 5460 [[3,10]]
|
| | | 2 97 3980 8 89152 [[3,10]]
|
| | | 2 98 4060 28 100 [[3,10]]
|
| | | 2 99 4140 30 100 [[3,10]]
|
| | | 2 100 4220 32 100 [[3,10]]
|
| | | 2 98 4060 28 25 [[3,10]]
|
| | | 2 99 4140 30 25 [[3,10]]
|
| | | 2 100 4220 32 25 [[3,10]]
|
| | | 2 101 4300 6 5590 [[3,10]]
|
| | | 2 102 4380 8 91104 [[3,10]]
|
| | | 2 103 4460 21 50 [[3,10]]
|
| | | 2 104 4540 23 50 [[3,10]]
|
| | | 2 105 4620 25 50 [[3,10]]
|
| | | 2 103 4460 21 25 [[3,10]]
|
| | | 2 104 4540 23 25 [[3,10]]
|
| | | 2 105 4620 25 25 [[3,10]]
|
| | | 2 106 4700 7 1222 [[3,10]]
|
| | | 2 107 4780 8 99424 [[3,10]]
|
| | | 2 108 4860 22 100 [[3,10]]
|
| | | 2 109 4940 24 100 [[3,10]]
|
| | | 2 110 5020 26 100 [[3,10]]
|
| | | 2 108 4860 22 25 [[3,10]]
|
| | | 2 109 4940 24 25 [[3,10]]
|
| | | 2 110 5020 26 25 [[3,10]]
|
| | | 2 111 5120 6 5632 [[3,10]]
|
| | | 2 112 5220 7 1357 [[3,10]]
|
| | | 2 113 5320 27 50 [[3,10]]
|
| | | 2 114 5420 29 50 [[3,10]]
|
| | | 2 115 5520 31 50 [[3,10]]
|
| | | 2 113 5320 27 25 [[3,10]]
|
| | | 2 114 5420 29 25 [[3,10]]
|
| | | 2 115 5520 31 25 [[3,10]]
|
| | | 2 116 5620 6 6182 [[3,10]]
|
| | | 2 117 5720 8 100672 [[3,10]]
|
| | | 2 118 5820 28 100 [[3,10]]
|
| | | 2 119 5920 30 100 [[3,10]]
|
| | | 2 120 6020 32 100 [[3,10]]
|
| | | 2 118 5820 28 25 [[3,10]]
|
| | | 2 119 5920 30 25 [[3,10]]
|
| | | 2 120 6020 32 25 [[3,10]]
|
| | | 2 121 6120 6 6754 [[3,10]]
|
| | | 2 122 6220 8 109824 [[3,10]]
|
| | | 2 123 6320 21 50 [[3,10]]
|
| | | 2 124 6420 23 50 [[3,10]]
|
| | | 2 125 6520 25 50 [[3,10]]
|
| | | 2 123 6320 21 25 [[3,10]]
|
| | | 2 124 6420 23 25 [[3,10]]
|
| | | 2 125 6520 25 25 [[3,10]]
|
| | | 2 126 6620 7 1460 [[3,10]]
|
| | | 2 127 6720 8 118624 [[3,10]]
|
| | | 2 128 6820 22 100 [[3,10]]
|
| | | 2 129 6920 24 100 [[3,10]]
|
| | | 2 130 7020 26 100 [[3,10]]
|
| | | 2 128 6820 22 25 [[3,10]]
|
| | | 2 129 6920 24 25 [[3,10]]
|
| | | 2 130 7020 26 25 [[3,10]]
|
| | | 2 131 7120 6 7140 [[3,10]]
|
| | | 2 132 7240 7 1597 [[3,10]]
|
| | | 2 133 7360 27 50 [[3,10]]
|
| | | 2 134 7480 29 50 [[3,10]]
|
| | | 2 135 7600 31 50 [[3,10]]
|
| | | 2 133 7360 27 25 [[3,10]]
|
| | | 2 134 7480 29 25 [[3,10]]
|
| | | 2 135 7600 31 25 [[3,10]]
|
| | | 2 136 7720 6 7740 [[3,10]]
|
| | | 2 137 7840 8 125760 [[3,10]]
|
| | | 2 138 7960 28 100 [[3,10]]
|
| | | 2 139 8080 30 100 [[3,10]]
|
| | | 2 140 8200 32 100 [[3,10]]
|
| | | 2 138 7960 28 25 [[3,10]]
|
| | | 2 139 8080 30 25 [[3,10]]
|
| | | 2 140 8200 32 25 [[3,10]]
|
| | | 2 141 8320 6 8340 [[3,10]]
|
| | | 2 142 8440 8 135360 [[3,10]]
|
| | | 2 143 8560 21 50 [[3,10]]
|
| | | 2 144 8680 23 50 [[3,10]]
|
| | | 2 145 8800 25 50 [[3,10]]
|
| | | 2 143 8560 21 25 [[3,10]]
|
| | | 2 144 8680 23 25 [[3,10]]
|
| | | 2 145 8800 25 25 [[3,10]]
|
| | | 2 146 8920 7 1788 [[3,10]]
|
| | | 2 147 9040 8 144960 [[3,10]]
|
| | | 2 148 9160 22 100 [[3,10]]
|
| | | 2 149 9280 24 100 [[3,10]]
|
| | | 2 150 9400 26 100 [[3,10]]
|
| | | 2 148 9160 22 25 [[3,10]]
|
| | | 2 149 9280 24 25 [[3,10]]
|
| | | 2 150 9400 26 25 [[3,10]]
|
| | | 2 151 9540 6 8604 [[3,10]]
|
| | | 2 152 9680 7 1940 [[3,10]]
|
| | | 2 153 9820 27 50 [[3,10]]
|
| | | 2 154 9960 29 50 [[3,10]]
|
| | | 2 155 10100 31 50 [[3,10]]
|
| | | 2 153 9820 27 25 [[3,10]]
|
| | | 2 154 9960 29 25 [[3,10]]
|
| | | 2 155 10100 31 25 [[3,10]]
|
| | | 2 156 10240 6 9234 [[3,10]]
|
| | | 2 157 10380 8 149760 [[3,10]]
|
| | | 2 158 10520 28 100 [[3,10]]
|
| | | 2 159 10660 30 100 [[3,10]]
|
| | | 2 160 0 32 100 [[3,10]]
|
| | | 2 158 10520 28 25 [[3,10]]
|
| | | 2 159 10660 30 25 [[3,10]]
|
| | | 2 160 0 32 25 [[3,10]]
|
| | | 3 0 0 0 0 []
|
| | | 3 1 5 6 50 [[3,10]]
|
| | | 3 2 10 8 1600 [[3,10]]
|
| | | 3 3 15 21 50 [[3,10]]
|
| | | 3 4 20 23 50 [[3,10]]
|
| | | 3 5 25 25 50 [[3,10]]
|
| | | 3 3 15 21 25 [[3,10]]
|
| | | 3 4 20 23 25 [[3,10]]
|
| | | 3 5 25 25 25 [[3,10]]
|
| | | 3 6 30 7 60 [[3,10]]
|
| | | 3 7 35 8 5600 [[3,10]]
|
| | | 3 8 40 22 100 [[3,10]]
|
| | | 3 9 45 24 100 [[3,10]]
|
| | | 3 10 50 26 100 [[3,10]]
|
| | | 3 8 40 22 25 [[3,10]]
|
| | | 3 9 45 24 25 [[3,10]]
|
| | | 3 10 50 26 25 [[3,10]]
|
| | | 3 11 60 6 600 [[3,10]]
|
| | | 3 12 70 7 140 [[3,10]]
|
| | | 3 13 80 27 50 [[3,10]]
|
| | | 3 14 90 29 50 [[3,10]]
|
| | | 3 15 100 31 50 [[3,10]]
|
| | | 3 13 80 27 25 [[3,10]]
|
| | | 3 14 90 29 25 [[3,10]]
|
| | | 3 15 100 31 25 [[3,10]]
|
| | | 3 16 110 6 1100 [[3,10]]
|
| | | 3 17 120 8 19200 [[3,10]]
|
| | | 3 18 130 28 100 [[3,10]]
|
| | | 3 19 140 30 100 [[3,10]]
|
| | | 3 20 150 32 100 [[3,10]]
|
| | | 3 18 130 28 25 [[3,10]]
|
| | | 3 19 140 30 25 [[3,10]]
|
| | | 3 20 150 32 25 [[3,10]]
|
| | | 3 21 160 6 1440 [[3,10]]
|
| | | 3 22 170 8 24480 [[3,10]]
|
| | | 3 23 180 21 50 [[3,10]]
|
| | | 3 24 190 23 50 [[3,10]]
|
| | | 3 25 200 25 50 [[3,10]]
|
| | | 3 23 180 21 25 [[3,10]]
|
| | | 3 24 190 23 25 [[3,10]]
|
| | | 3 25 200 25 25 [[3,10]]
|
| | | 3 26 210 7 378 [[3,10]]
|
| | | 3 27 220 8 31680 [[3,10]]
|
| | | 3 28 230 22 100 [[3,10]]
|
| | | 3 29 240 24 100 [[3,10]]
|
| | | 3 30 250 26 100 [[3,10]]
|
| | | 3 28 230 22 25 [[3,10]]
|
| | | 3 29 240 24 25 [[3,10]]
|
| | | 3 30 250 26 25 [[3,10]]
|
| | | 3 31 320 6 2560 [[3,10]]
|
| | | 3 32 340 7 544 [[3,10]]
|
| | | 3 33 360 27 50 [[3,10]]
|
| | | 3 34 380 29 50 [[3,10]]
|
| | | 3 35 400 31 50 [[3,10]]
|
| | | 3 33 360 27 25 [[3,10]]
|
| | | 3 34 380 29 25 [[3,10]]
|
| | | 3 35 400 31 25 [[3,10]]
|
| | | 3 36 420 6 2940 [[3,10]]
|
| | | 3 37 440 8 49280 [[3,10]]
|
| | | 3 38 460 28 100 [[3,10]]
|
| | | 3 39 480 30 100 [[3,10]]
|
| | | 3 40 500 32 100 [[3,10]]
|
| | | 3 38 460 28 25 [[3,10]]
|
| | | 3 39 480 30 25 [[3,10]]
|
| | | 3 40 500 32 25 [[3,10]]
|
| | | 3 41 520 6 3120 [[3,10]]
|
| | | 3 42 540 8 51840 [[3,10]]
|
| | | 3 43 560 21 50 [[3,10]]
|
| | | 3 44 580 23 50 [[3,10]]
|
| | | 3 45 600 25 50 [[3,10]]
|
| | | 3 43 560 21 25 [[3,10]]
|
| | | 3 44 580 23 25 [[3,10]]
|
| | | 3 45 600 25 25 [[3,10]]
|
| | | 3 46 620 7 744 [[3,10]]
|
| | | 3 47 640 8 61440 [[3,10]]
|
| | | 3 48 660 22 100 [[3,10]]
|
| | | 3 49 680 24 100 [[3,10]]
|
| | | 3 50 700 26 100 [[3,10]]
|
| | | 3 48 660 22 25 [[3,10]]
|
| | | 3 49 680 24 25 [[3,10]]
|
| | | 3 50 700 26 25 [[3,10]]
|
| | | 3 51 940 6 3760 [[3,10]]
|
| | | 3 52 980 7 784 [[3,10]]
|
| | | 3 53 1020 27 50 [[3,10]]
|
| | | 3 54 1060 29 50 [[3,10]]
|
| | | 3 55 1100 31 50 [[3,10]]
|
| | | 3 53 1020 27 25 [[3,10]]
|
| | | 3 54 1060 29 25 [[3,10]]
|
| | | 3 55 1100 31 25 [[3,10]]
|
| | | 3 56 1140 6 3990 [[3,10]]
|
| | | 3 57 1180 8 66080 [[3,10]]
|
| | | 3 58 1220 28 100 [[3,10]]
|
| | | 3 59 1260 30 100 [[3,10]]
|
| | | 3 60 1300 32 100 [[3,10]]
|
| | | 3 58 1220 28 25 [[3,10]]
|
| | | 3 59 1260 30 25 [[3,10]]
|
| | | 3 60 1300 32 25 [[3,10]]
|
| | | 3 61 1340 6 4020 [[3,10]]
|
| | | 3 62 1380 8 66240 [[3,10]]
|
| | | 3 63 1420 21 50 [[3,10]]
|
| | | 3 64 1460 23 50 [[3,10]]
|
| | | 3 65 1500 25 50 [[3,10]]
|
| | | 3 63 1420 21 25 [[3,10]]
|
| | | 3 64 1460 23 25 [[3,10]]
|
| | | 3 65 1500 25 25 [[3,10]]
|
| | | 3 66 1540 7 924 [[3,10]]
|
| | | 3 67 1580 8 75840 [[3,10]]
|
| | | 3 68 1620 22 100 [[3,10]]
|
| | | 3 69 1660 24 100 [[3,10]]
|
| | | 3 70 1700 26 100 [[3,10]]
|
| | | 3 68 1620 22 25 [[3,10]]
|
| | | 3 69 1660 24 25 [[3,10]]
|
| | | 3 70 1700 26 25 [[3,10]]
|
| | | 3 71 1960 6 4900 [[3,10]]
|
| | | 3 72 2020 7 1010 [[3,10]]
|
| | | 3 73 2080 27 50 [[3,10]]
|
| | | 3 74 2140 29 50 [[3,10]]
|
| | | 3 75 2200 31 50 [[3,10]]
|
| | | 3 73 2080 27 25 [[3,10]]
|
| | | 3 74 2140 29 25 [[3,10]]
|
| | | 3 75 2200 31 25 [[3,10]]
|
| | | 3 76 2260 6 4972 [[3,10]]
|
| | | 3 77 2320 8 81664 [[3,10]]
|
| | | 3 78 2380 28 100 [[3,10]]
|
| | | 3 79 2440 30 100 [[3,10]]
|
| | | 3 80 2500 32 100 [[3,10]]
|
| | | 3 78 2380 28 25 [[3,10]]
|
| | | 3 79 2440 30 25 [[3,10]]
|
| | | 3 80 2500 32 25 [[3,10]]
|
| | | 3 81 2560 6 5120 [[3,10]]
|
| | | 3 82 2620 8 83840 [[3,10]]
|
| | | 3 83 2680 21 50 [[3,10]]
|
| | | 3 84 2740 23 50 [[3,10]]
|
| | | 3 85 2800 25 50 [[3,10]]
|
| | | 3 83 2680 21 25 [[3,10]]
|
| | | 3 84 2740 23 25 [[3,10]]
|
| | | 3 85 2800 25 25 [[3,10]]
|
| | | 3 86 2860 7 1144 [[3,10]]
|
| | | 3 87 2920 8 93440 [[3,10]]
|
| | | 3 88 2980 22 100 [[3,10]]
|
| | | 3 89 3040 24 100 [[3,10]]
|
| | | 3 90 3100 26 100 [[3,10]]
|
| | | 3 88 2980 22 25 [[3,10]]
|
| | | 3 89 3040 24 25 [[3,10]]
|
| | | 3 90 3100 26 25 [[3,10]]
|
| | | 3 91 3500 6 5250 [[3,10]]
|
| | | 3 92 3580 7 1217 [[3,10]]
|
| | | 3 93 3660 27 50 [[3,10]]
|
| | | 3 94 3740 29 50 [[3,10]]
|
| | | 3 95 3820 31 50 [[3,10]]
|
| | | 3 93 3660 27 25 [[3,10]]
|
| | | 3 94 3740 29 25 [[3,10]]
|
| | | 3 95 3820 31 25 [[3,10]]
|
| | | 3 96 3900 6 5460 [[3,10]]
|
| | | 3 97 3980 8 89152 [[3,10]]
|
| | | 3 98 4060 28 100 [[3,10]]
|
| | | 3 99 4140 30 100 [[3,10]]
|
| | | 3 100 4220 32 100 [[3,10]]
|
| | | 3 98 4060 28 25 [[3,10]]
|
| | | 3 99 4140 30 25 [[3,10]]
|
| | | 3 100 4220 32 25 [[3,10]]
|
| | | 3 101 4300 6 5590 [[3,10]]
|
| | | 3 102 4380 8 91104 [[3,10]]
|
| | | 3 103 4460 21 50 [[3,10]]
|
| | | 3 104 4540 23 50 [[3,10]]
|
| | | 3 105 4620 25 50 [[3,10]]
|
| | | 3 103 4460 21 25 [[3,10]]
|
| | | 3 104 4540 23 25 [[3,10]]
|
| | | 3 105 4620 25 25 [[3,10]]
|
| | | 3 106 4700 7 1222 [[3,10]]
|
| | | 3 107 4780 8 99424 [[3,10]]
|
| | | 3 108 4860 22 100 [[3,10]]
|
| | | 3 109 4940 24 100 [[3,10]]
|
| | | 3 110 5020 26 100 [[3,10]]
|
| | | 3 108 4860 22 25 [[3,10]]
|
| | | 3 109 4940 24 25 [[3,10]]
|
| | | 3 110 5020 26 25 [[3,10]]
|
| | | 3 111 5120 6 5632 [[3,10]]
|
| | | 3 112 5220 7 1357 [[3,10]]
|
| | | 3 113 5320 27 50 [[3,10]]
|
| | | 3 114 5420 29 50 [[3,10]]
|
| | | 3 115 5520 31 50 [[3,10]]
|
| | | 3 113 5320 27 25 [[3,10]]
|
| | | 3 114 5420 29 25 [[3,10]]
|
| | | 3 115 5520 31 25 [[3,10]]
|
| | | 3 116 5620 6 6182 [[3,10]]
|
| | | 3 117 5720 8 100672 [[3,10]]
|
| | | 3 118 5820 28 100 [[3,10]]
|
| | | 3 119 5920 30 100 [[3,10]]
|
| | | 3 120 6020 32 100 [[3,10]]
|
| | | 3 118 5820 28 25 [[3,10]]
|
| | | 3 119 5920 30 25 [[3,10]]
|
| | | 3 120 6020 32 25 [[3,10]]
|
| | | 3 121 6120 6 6754 [[3,10]]
|
| | | 3 122 6220 8 109824 [[3,10]]
|
| | | 3 123 6320 21 50 [[3,10]]
|
| | | 3 124 6420 23 50 [[3,10]]
|
| | | 3 125 6520 25 50 [[3,10]]
|
| | | 3 123 6320 21 25 [[3,10]]
|
| | | 3 124 6420 23 25 [[3,10]]
|
| | | 3 125 6520 25 25 [[3,10]]
|
| | | 3 126 6620 7 1460 [[3,10]]
|
| | | 3 127 6720 8 118624 [[3,10]]
|
| | | 3 128 6820 22 100 [[3,10]]
|
| | | 3 129 6920 24 100 [[3,10]]
|
| | | 3 130 7020 26 100 [[3,10]]
|
| | | 3 128 6820 22 25 [[3,10]]
|
| | | 3 129 6920 24 25 [[3,10]]
|
| | | 3 130 7020 26 25 [[3,10]]
|
| | | 3 131 7120 6 7140 [[3,10]]
|
| | | 3 132 7240 7 1597 [[3,10]]
|
| | | 3 133 7360 27 50 [[3,10]]
|
| | | 3 134 7480 29 50 [[3,10]]
|
| | | 3 135 7600 31 50 [[3,10]]
|
| | | 3 133 7360 27 25 [[3,10]]
|
| | | 3 134 7480 29 25 [[3,10]]
|
| | | 3 135 7600 31 25 [[3,10]]
|
| | | 3 136 7720 6 7740 [[3,10]]
|
| | | 3 137 7840 8 125760 [[3,10]]
|
| | | 3 138 7960 28 100 [[3,10]]
|
| | | 3 139 8080 30 100 [[3,10]]
|
| | | 3 140 8200 32 100 [[3,10]]
|
| | | 3 138 7960 28 25 [[3,10]]
|
| | | 3 139 8080 30 25 [[3,10]]
|
| | | 3 140 8200 32 25 [[3,10]]
|
| | | 3 141 8320 6 8340 [[3,10]]
|
| | | 3 142 8440 8 135360 [[3,10]]
|
| | | 3 143 8560 21 50 [[3,10]]
|
| | | 3 144 8680 23 50 [[3,10]]
|
| | | 3 145 8800 25 50 [[3,10]]
|
| | | 3 143 8560 21 25 [[3,10]]
|
| | | 3 144 8680 23 25 [[3,10]]
|
| | | 3 145 8800 25 25 [[3,10]]
|
| | | 3 146 8920 7 1788 [[3,10]]
|
| | | 3 147 9040 8 144960 [[3,10]]
|
| | | 3 148 9160 22 100 [[3,10]]
|
| | | 3 149 9280 24 100 [[3,10]]
|
| | | 3 150 9400 26 100 [[3,10]]
|
| | | 3 148 9160 22 25 [[3,10]]
|
| | | 3 149 9280 24 25 [[3,10]]
|
| | | 3 150 9400 26 25 [[3,10]]
|
| | | 3 151 9540 6 8604 [[3,10]]
|
| | | 3 152 9680 7 1940 [[3,10]]
|
| | | 3 153 9820 27 50 [[3,10]]
|
| | | 3 154 9960 29 50 [[3,10]]
|
| | | 3 155 10100 31 50 [[3,10]]
|
| | | 3 153 9820 27 25 [[3,10]]
|
| | | 3 154 9960 29 25 [[3,10]]
|
| | | 3 155 10100 31 25 [[3,10]]
|
| | | 3 156 10240 6 9234 [[3,10]]
|
| | | 3 157 10380 8 149760 [[3,10]]
|
| | | 3 158 10520 28 100 [[3,10]]
|
| | | 3 159 10660 30 100 [[3,10]]
|
| | | 3 160 0 32 100 [[3,10]]
|
| | | 3 158 10520 28 25 [[3,10]]
|
| | | 3 159 10660 30 25 [[3,10]]
|
| | | 3 160 0 32 25 [[3,10]]
|
| | | 4 0 0 0 0 []
|
| | | 4 1 5 6 50 [[3,10]]
|
| | | 4 2 10 8 1600 [[3,10]]
|
| | | 4 3 15 21 50 [[3,10]]
|
| | | 4 4 20 23 50 [[3,10]]
|
| | | 4 5 25 25 50 [[3,10]]
|
| | | 4 3 15 21 25 [[3,10]]
|
| | | 4 4 20 23 25 [[3,10]]
|
| | | 4 5 25 25 25 [[3,10]]
|
| | | 4 6 30 7 60 [[3,10]]
|
| | | 4 7 35 8 5600 [[3,10]]
|
| | | 4 8 40 22 100 [[3,10]]
|
| | | 4 9 45 24 100 [[3,10]]
|
| | | 4 10 50 26 100 [[3,10]]
|
| | | 4 8 40 22 25 [[3,10]]
|
| | | 4 9 45 24 25 [[3,10]]
|
| | | 4 10 50 26 25 [[3,10]]
|
| | | 4 11 60 6 600 [[3,10]]
|
| | | 4 12 70 7 140 [[3,10]]
|
| | | 4 13 80 27 50 [[3,10]]
|
| | | 4 14 90 29 50 [[3,10]]
|
| | | 4 15 100 31 50 [[3,10]]
|
| | | 4 13 80 27 25 [[3,10]]
|
| | | 4 14 90 29 25 [[3,10]]
|
| | | 4 15 100 31 25 [[3,10]]
|
| | | 4 16 110 6 1100 [[3,10]]
|
| | | 4 17 120 8 19200 [[3,10]]
|
| | | 4 18 130 28 100 [[3,10]]
|
| | | 4 19 140 30 100 [[3,10]]
|
| | | 4 20 150 32 100 [[3,10]]
|
| | | 4 18 130 28 25 [[3,10]]
|
| | | 4 19 140 30 25 [[3,10]]
|
| | | 4 20 150 32 25 [[3,10]]
|
| | | 4 21 160 6 1440 [[3,10]]
|
| | | 4 22 170 8 24480 [[3,10]]
|
| | | 4 23 180 21 50 [[3,10]]
|
| | | 4 24 190 23 50 [[3,10]]
|
| | | 4 25 200 25 50 [[3,10]]
|
| | | 4 23 180 21 25 [[3,10]]
|
| | | 4 24 190 23 25 [[3,10]]
|
| | | 4 25 200 25 25 [[3,10]]
|
| | | 4 26 210 7 378 [[3,10]]
|
| | | 4 27 220 8 31680 [[3,10]]
|
| | | 4 28 230 22 100 [[3,10]]
|
| | | 4 29 240 24 100 [[3,10]]
|
| | | 4 30 250 26 100 [[3,10]]
|
| | | 4 28 230 22 25 [[3,10]]
|
| | | 4 29 240 24 25 [[3,10]]
|
| | | 4 30 250 26 25 [[3,10]]
|
| | | 4 31 320 6 2560 [[3,10]]
|
| | | 4 32 340 7 544 [[3,10]]
|
| | | 4 33 360 27 50 [[3,10]]
|
| | | 4 34 380 29 50 [[3,10]]
|
| | | 4 35 400 31 50 [[3,10]]
|
| | | 4 33 360 27 25 [[3,10]]
|
| | | 4 34 380 29 25 [[3,10]]
|
| | | 4 35 400 31 25 [[3,10]]
|
| | | 4 36 420 6 2940 [[3,10]]
|
| | | 4 37 440 8 49280 [[3,10]]
|
| | | 4 38 460 28 100 [[3,10]]
|
| | | 4 39 480 30 100 [[3,10]]
|
| | | 4 40 500 32 100 [[3,10]]
|
| | | 4 38 460 28 25 [[3,10]]
|
| | | 4 39 480 30 25 [[3,10]]
|
| | | 4 40 500 32 25 [[3,10]]
|
| | | 4 41 520 6 3120 [[3,10]]
|
| | | 4 42 540 8 51840 [[3,10]]
|
| | | 4 43 560 21 50 [[3,10]]
|
| | | 4 44 580 23 50 [[3,10]]
|
| | | 4 45 600 25 50 [[3,10]]
|
| | | 4 43 560 21 25 [[3,10]]
|
| | | 4 44 580 23 25 [[3,10]]
|
| | | 4 45 600 25 25 [[3,10]]
|
| | | 4 46 620 7 744 [[3,10]]
|
| | | 4 47 640 8 61440 [[3,10]]
|
| | | 4 48 660 22 100 [[3,10]]
|
| | | 4 49 680 24 100 [[3,10]]
|
| | | 4 50 700 26 100 [[3,10]]
|
| | | 4 48 660 22 25 [[3,10]]
|
| | | 4 49 680 24 25 [[3,10]]
|
| | | 4 50 700 26 25 [[3,10]]
|
| | | 4 51 940 6 3760 [[3,10]]
|
| | | 4 52 980 7 784 [[3,10]]
|
| | | 4 53 1020 27 50 [[3,10]]
|
| | | 4 54 1060 29 50 [[3,10]]
|
| | | 4 55 1100 31 50 [[3,10]]
|
| | | 4 53 1020 27 25 [[3,10]]
|
| | | 4 54 1060 29 25 [[3,10]]
|
| | | 4 55 1100 31 25 [[3,10]]
|
| | | 4 56 1140 6 3990 [[3,10]]
|
| | | 4 57 1180 8 66080 [[3,10]]
|
| | | 4 58 1220 28 100 [[3,10]]
|
| | | 4 59 1260 30 100 [[3,10]]
|
| | | 4 60 1300 32 100 [[3,10]]
|
| | | 4 58 1220 28 25 [[3,10]]
|
| | | 4 59 1260 30 25 [[3,10]]
|
| | | 4 60 1300 32 25 [[3,10]]
|
| | | 4 61 1340 6 4020 [[3,10]]
|
| | | 4 62 1380 8 66240 [[3,10]]
|
| | | 4 63 1420 21 50 [[3,10]]
|
| | | 4 64 1460 23 50 [[3,10]]
|
| | | 4 65 1500 25 50 [[3,10]]
|
| | | 4 63 1420 21 25 [[3,10]]
|
| | | 4 64 1460 23 25 [[3,10]]
|
| | | 4 65 1500 25 25 [[3,10]]
|
| | | 4 66 1540 7 924 [[3,10]]
|
| | | 4 67 1580 8 75840 [[3,10]]
|
| | | 4 68 1620 22 100 [[3,10]]
|
| | | 4 69 1660 24 100 [[3,10]]
|
| | | 4 70 1700 26 100 [[3,10]]
|
| | | 4 68 1620 22 25 [[3,10]]
|
| | | 4 69 1660 24 25 [[3,10]]
|
| | | 4 70 1700 26 25 [[3,10]]
|
| | | 4 71 1960 6 4900 [[3,10]]
|
| | | 4 72 2020 7 1010 [[3,10]]
|
| | | 4 73 2080 27 50 [[3,10]]
|
| | | 4 74 2140 29 50 [[3,10]]
|
| | | 4 75 2200 31 50 [[3,10]]
|
| | | 4 73 2080 27 25 [[3,10]]
|
| | | 4 74 2140 29 25 [[3,10]]
|
| | | 4 75 2200 31 25 [[3,10]]
|
| | | 4 76 2260 6 4972 [[3,10]]
|
| | | 4 77 2320 8 81664 [[3,10]]
|
| | | 4 78 2380 28 100 [[3,10]]
|
| | | 4 79 2440 30 100 [[3,10]]
|
| | | 4 80 2500 32 100 [[3,10]]
|
| | | 4 78 2380 28 25 [[3,10]]
|
| | | 4 79 2440 30 25 [[3,10]]
|
| | | 4 80 2500 32 25 [[3,10]]
|
| | | 4 81 2560 6 5120 [[3,10]]
|
| | | 4 82 2620 8 83840 [[3,10]]
|
| | | 4 83 2680 21 50 [[3,10]]
|
| | | 4 84 2740 23 50 [[3,10]]
|
| | | 4 85 2800 25 50 [[3,10]]
|
| | | 4 83 2680 21 25 [[3,10]]
|
| | | 4 84 2740 23 25 [[3,10]]
|
| | | 4 85 2800 25 25 [[3,10]]
|
| | | 4 86 2860 7 1144 [[3,10]]
|
| | | 4 87 2920 8 93440 [[3,10]]
|
| | | 4 88 2980 22 100 [[3,10]]
|
| | | 4 89 3040 24 100 [[3,10]]
|
| | | 4 90 3100 26 100 [[3,10]]
|
| | | 4 88 2980 22 25 [[3,10]]
|
| | | 4 89 3040 24 25 [[3,10]]
|
| | | 4 90 3100 26 25 [[3,10]]
|
| | | 4 91 3500 6 5250 [[3,10]]
|
| | | 4 92 3580 7 1217 [[3,10]]
|
| | | 4 93 3660 27 50 [[3,10]]
|
| | | 4 94 3740 29 50 [[3,10]]
|
| | | 4 95 3820 31 50 [[3,10]]
|
| | | 4 93 3660 27 25 [[3,10]]
|
| | | 4 94 3740 29 25 [[3,10]]
|
| | | 4 95 3820 31 25 [[3,10]]
|
| | | 4 96 3900 6 5460 [[3,10]]
|
| | | 4 97 3980 8 89152 [[3,10]]
|
| | | 4 98 4060 28 100 [[3,10]]
|
| | | 4 99 4140 30 100 [[3,10]]
|
| | | 4 100 4220 32 100 [[3,10]]
|
| | | 4 98 4060 28 25 [[3,10]]
|
| | | 4 99 4140 30 25 [[3,10]]
|
| | | 4 100 4220 32 25 [[3,10]]
|
| | | 4 101 4300 6 5590 [[3,10]]
|
| | | 4 102 4380 8 91104 [[3,10]]
|
| | | 4 103 4460 21 50 [[3,10]]
|
| | | 4 104 4540 23 50 [[3,10]]
|
| | | 4 105 4620 25 50 [[3,10]]
|
| | | 4 103 4460 21 25 [[3,10]]
|
| | | 4 104 4540 23 25 [[3,10]]
|
| | | 4 105 4620 25 25 [[3,10]]
|
| | | 4 106 4700 7 1222 [[3,10]]
|
| | | 4 107 4780 8 99424 [[3,10]]
|
| | | 4 108 4860 22 100 [[3,10]]
|
| | | 4 109 4940 24 100 [[3,10]]
|
| | | 4 110 5020 26 100 [[3,10]]
|
| | | 4 108 4860 22 25 [[3,10]]
|
| | | 4 109 4940 24 25 [[3,10]]
|
| | | 4 110 5020 26 25 [[3,10]]
|
| | | 4 111 5120 6 5632 [[3,10]]
|
| | | 4 112 5220 7 1357 [[3,10]]
|
| | | 4 113 5320 27 50 [[3,10]]
|
| | | 4 114 5420 29 50 [[3,10]]
|
| | | 4 115 5520 31 50 [[3,10]]
|
| | | 4 113 5320 27 25 [[3,10]]
|
| | | 4 114 5420 29 25 [[3,10]]
|
| | | 4 115 5520 31 25 [[3,10]]
|
| | | 4 116 5620 6 6182 [[3,10]]
|
| | | 4 117 5720 8 100672 [[3,10]]
|
| | | 4 118 5820 28 100 [[3,10]]
|
| | | 4 119 5920 30 100 [[3,10]]
|
| | | 4 120 6020 32 100 [[3,10]]
|
| | | 4 118 5820 28 25 [[3,10]]
|
| | | 4 119 5920 30 25 [[3,10]]
|
| | | 4 120 6020 32 25 [[3,10]]
|
| | | 4 121 6120 6 6754 [[3,10]]
|
| | | 4 122 6220 8 109824 [[3,10]]
|
| | | 4 123 6320 21 50 [[3,10]]
|
| | | 4 124 6420 23 50 [[3,10]]
|
| | | 4 125 6520 25 50 [[3,10]]
|
| | | 4 123 6320 21 25 [[3,10]]
|
| | | 4 124 6420 23 25 [[3,10]]
|
| | | 4 125 6520 25 25 [[3,10]]
|
| | | 4 126 6620 7 1460 [[3,10]]
|
| | | 4 127 6720 8 118624 [[3,10]]
|
| | | 4 128 6820 22 100 [[3,10]]
|
| | | 4 129 6920 24 100 [[3,10]]
|
| | | 4 130 7020 26 100 [[3,10]]
|
| | | 4 128 6820 22 25 [[3,10]]
|
| | | 4 129 6920 24 25 [[3,10]]
|
| | | 4 130 7020 26 25 [[3,10]]
|
| | | 4 131 7120 6 7140 [[3,10]]
|
| | | 4 132 7240 7 1597 [[3,10]]
|
| | | 4 133 7360 27 50 [[3,10]]
|
| | | 4 134 7480 29 50 [[3,10]]
|
| | | 4 135 7600 31 50 [[3,10]]
|
| | | 4 133 7360 27 25 [[3,10]]
|
| | | 4 134 7480 29 25 [[3,10]]
|
| | | 4 135 7600 31 25 [[3,10]]
|
| | | 4 136 7720 6 7740 [[3,10]]
|
| | | 4 137 7840 8 125760 [[3,10]]
|
| | | 4 138 7960 28 100 [[3,10]]
|
| | | 4 139 8080 30 100 [[3,10]]
|
| | | 4 140 8200 32 100 [[3,10]]
|
| | | 4 138 7960 28 25 [[3,10]]
|
| | | 4 139 8080 30 25 [[3,10]]
|
| | | 4 140 8200 32 25 [[3,10]]
|
| | | 4 141 8320 6 8340 [[3,10]]
|
| | | 4 142 8440 8 135360 [[3,10]]
|
| | | 4 143 8560 21 50 [[3,10]]
|
| | | 4 144 8680 23 50 [[3,10]]
|
| | | 4 145 8800 25 50 [[3,10]]
|
| | | 4 143 8560 21 25 [[3,10]]
|
| | | 4 144 8680 23 25 [[3,10]]
|
| | | 4 145 8800 25 25 [[3,10]]
|
| | | 4 146 8920 7 1788 [[3,10]]
|
| | | 4 147 9040 8 144960 [[3,10]]
|
| | | 4 148 9160 22 100 [[3,10]]
|
| | | 4 149 9280 24 100 [[3,10]]
|
| | | 4 150 9400 26 100 [[3,10]]
|
| | | 4 148 9160 22 25 [[3,10]]
|
| | | 4 149 9280 24 25 [[3,10]]
|
| | | 4 150 9400 26 25 [[3,10]]
|
| | | 4 151 9540 6 8604 [[3,10]]
|
| | | 4 152 9680 7 1940 [[3,10]]
|
| | | 4 153 9820 27 50 [[3,10]]
|
| | | 4 154 9960 29 50 [[3,10]]
|
| | | 4 155 10100 31 50 [[3,10]]
|
| | | 4 153 9820 27 25 [[3,10]]
|
| | | 4 154 9960 29 25 [[3,10]]
|
| | | 4 155 10100 31 25 [[3,10]]
|
| | | 4 156 10240 6 9234 [[3,10]]
|
| | | 4 157 10380 8 149760 [[3,10]]
|
| | | 4 158 10520 28 100 [[3,10]]
|
| | | 4 159 10660 30 100 [[3,10]]
|
| | | 4 160 0 32 100 [[3,10]]
|
| | | 4 158 10520 28 25 [[3,10]]
|
| | | 4 159 10660 30 25 [[3,10]]
|
| | | 4 160 0 32 25 [[3,10]]
|
| | |
| | | BeautyID BeautyQuality UnlockWay UnlockValue UnlockNeedCnt ExclusiveItemID TalentAttrIDList TalentAttrValueList TalentPerLVAddList EffType EffTypeValue EffValue EffPerLVAdd
|
| | | 1 1 2 6150 0 203 29 400 200 1 0 10 2
|
| | | 2 1 5 13 0 204 21 400 200 2 12 1000 200
|
| | | 3 2 7 0 800 205 23 400 200 3 0 4 1
|
| | | 4 2 3 0 100 206 25 400 200 4 3 20 5
|
| | | 5 3 6 16 0 207 27 400 200 1 0 10 2
|
| | | 6 3 4 0 6 208 31 400 200 4 3 20 5
|
| | | 1 1 2 6150 0 203 29 200 100 1 0 10 2
|
| | | 2 1 5 13 0 204 21 200 100 2 12 1000 200
|
| | | 3 2 7 0 800 205 23 200 100 3 0 4 1
|
| | | 4 2 3 0 100 206 25 200 100 4 3 20 5
|
| | | 5 3 6 16 0 207 27 200 100 1 0 10 2
|
| | | 6 3 4 0 6 208 31 200 100 4 3 20 5
|
| | |
| | | 1 0 0 0 0 []
|
| | | 1 1 5 6 50 [[3,10]]
|
| | | 1 2 10 8 1600 [[3,10]]
|
| | | 1 3 15 21 50 [[3,10]]
|
| | | 1 4 20 23 50 [[3,10]]
|
| | | 1 5 25 25 50 [[3,10]]
|
| | | 1 3 15 21 25 [[3,10]]
|
| | | 1 4 20 23 25 [[3,10]]
|
| | | 1 5 25 25 25 [[3,10]]
|
| | | 1 6 30 7 60 [[3,10]]
|
| | | 1 7 35 8 5600 [[3,10]]
|
| | | 1 8 40 22 100 [[3,10]]
|
| | | 1 9 45 24 100 [[3,10]]
|
| | | 1 10 50 26 100 [[3,10]]
|
| | | 1 8 40 22 25 [[3,10]]
|
| | | 1 9 45 24 25 [[3,10]]
|
| | | 1 10 50 26 25 [[3,10]]
|
| | | 1 11 60 6 600 [[3,10]]
|
| | | 1 12 70 7 140 [[3,10]]
|
| | | 1 13 80 27 50 [[3,10]]
|
| | | 1 14 90 29 50 [[3,10]]
|
| | | 1 15 100 31 50 [[3,10]]
|
| | | 1 13 80 27 25 [[3,10]]
|
| | | 1 14 90 29 25 [[3,10]]
|
| | | 1 15 100 31 25 [[3,10]]
|
| | | 1 16 110 6 1100 [[3,10]]
|
| | | 1 17 120 8 19200 [[3,10]]
|
| | | 1 18 130 28 100 [[3,10]]
|
| | | 1 19 140 30 100 [[3,10]]
|
| | | 1 20 150 32 100 [[3,10]]
|
| | | 1 18 130 28 25 [[3,10]]
|
| | | 1 19 140 30 25 [[3,10]]
|
| | | 1 20 150 32 25 [[3,10]]
|
| | | 1 21 160 6 1440 [[3,10]]
|
| | | 1 22 170 8 24480 [[3,10]]
|
| | | 1 23 180 21 50 [[3,10]]
|
| | | 1 24 190 23 50 [[3,10]]
|
| | | 1 25 200 25 50 [[3,10]]
|
| | | 1 23 180 21 25 [[3,10]]
|
| | | 1 24 190 23 25 [[3,10]]
|
| | | 1 25 200 25 25 [[3,10]]
|
| | | 1 26 210 7 378 [[3,10]]
|
| | | 1 27 220 8 31680 [[3,10]]
|
| | | 1 28 230 22 100 [[3,10]]
|
| | | 1 29 240 24 100 [[3,10]]
|
| | | 1 30 250 26 100 [[3,10]]
|
| | | 1 28 230 22 25 [[3,10]]
|
| | | 1 29 240 24 25 [[3,10]]
|
| | | 1 30 250 26 25 [[3,10]]
|
| | | 1 31 320 6 2560 [[3,10]]
|
| | | 1 32 340 7 544 [[3,10]]
|
| | | 1 33 360 27 50 [[3,10]]
|
| | | 1 34 380 29 50 [[3,10]]
|
| | | 1 35 400 31 50 [[3,10]]
|
| | | 1 33 360 27 25 [[3,10]]
|
| | | 1 34 380 29 25 [[3,10]]
|
| | | 1 35 400 31 25 [[3,10]]
|
| | | 1 36 420 6 2940 [[3,10]]
|
| | | 1 37 440 8 49280 [[3,10]]
|
| | | 1 38 460 28 100 [[3,10]]
|
| | | 1 39 480 30 100 [[3,10]]
|
| | | 1 40 500 32 100 [[3,10]]
|
| | | 1 38 460 28 25 [[3,10]]
|
| | | 1 39 480 30 25 [[3,10]]
|
| | | 1 40 500 32 25 [[3,10]]
|
| | | 1 41 520 6 3120 [[3,10]]
|
| | | 1 42 540 8 51840 [[3,10]]
|
| | | 1 43 560 21 50 [[3,10]]
|
| | | 1 44 580 23 50 [[3,10]]
|
| | | 1 45 600 25 50 [[3,10]]
|
| | | 1 43 560 21 25 [[3,10]]
|
| | | 1 44 580 23 25 [[3,10]]
|
| | | 1 45 600 25 25 [[3,10]]
|
| | | 1 46 620 7 744 [[3,10]]
|
| | | 1 47 640 8 61440 [[3,10]]
|
| | | 1 48 660 22 100 [[3,10]]
|
| | | 1 49 680 24 100 [[3,10]]
|
| | | 1 50 700 26 100 [[3,10]]
|
| | | 1 48 660 22 25 [[3,10]]
|
| | | 1 49 680 24 25 [[3,10]]
|
| | | 1 50 700 26 25 [[3,10]]
|
| | | 1 51 940 6 3760 [[3,10]]
|
| | | 1 52 980 7 784 [[3,10]]
|
| | | 1 53 1020 27 50 [[3,10]]
|
| | | 1 54 1060 29 50 [[3,10]]
|
| | | 1 55 1100 31 50 [[3,10]]
|
| | | 1 53 1020 27 25 [[3,10]]
|
| | | 1 54 1060 29 25 [[3,10]]
|
| | | 1 55 1100 31 25 [[3,10]]
|
| | | 1 56 1140 6 3990 [[3,10]]
|
| | | 1 57 1180 8 66080 [[3,10]]
|
| | | 1 58 1220 28 100 [[3,10]]
|
| | | 1 59 1260 30 100 [[3,10]]
|
| | | 1 60 1300 32 100 [[3,10]]
|
| | | 1 58 1220 28 25 [[3,10]]
|
| | | 1 59 1260 30 25 [[3,10]]
|
| | | 1 60 1300 32 25 [[3,10]]
|
| | | 1 61 1340 6 4020 [[3,10]]
|
| | | 1 62 1380 8 66240 [[3,10]]
|
| | | 1 63 1420 21 50 [[3,10]]
|
| | | 1 64 1460 23 50 [[3,10]]
|
| | | 1 65 1500 25 50 [[3,10]]
|
| | | 1 63 1420 21 25 [[3,10]]
|
| | | 1 64 1460 23 25 [[3,10]]
|
| | | 1 65 1500 25 25 [[3,10]]
|
| | | 1 66 1540 7 924 [[3,10]]
|
| | | 1 67 1580 8 75840 [[3,10]]
|
| | | 1 68 1620 22 100 [[3,10]]
|
| | | 1 69 1660 24 100 [[3,10]]
|
| | | 1 70 1700 26 100 [[3,10]]
|
| | | 1 68 1620 22 25 [[3,10]]
|
| | | 1 69 1660 24 25 [[3,10]]
|
| | | 1 70 1700 26 25 [[3,10]]
|
| | | 1 71 1960 6 4900 [[3,10]]
|
| | | 1 72 2020 7 1010 [[3,10]]
|
| | | 1 73 2080 27 50 [[3,10]]
|
| | | 1 74 2140 29 50 [[3,10]]
|
| | | 1 75 2200 31 50 [[3,10]]
|
| | | 1 73 2080 27 25 [[3,10]]
|
| | | 1 74 2140 29 25 [[3,10]]
|
| | | 1 75 2200 31 25 [[3,10]]
|
| | | 1 76 2260 6 4972 [[3,10]]
|
| | | 1 77 2320 8 81664 [[3,10]]
|
| | | 1 78 2380 28 100 [[3,10]]
|
| | | 1 79 2440 30 100 [[3,10]]
|
| | | 1 80 2500 32 100 [[3,10]]
|
| | | 1 78 2380 28 25 [[3,10]]
|
| | | 1 79 2440 30 25 [[3,10]]
|
| | | 1 80 2500 32 25 [[3,10]]
|
| | | 1 81 2560 6 5120 [[3,10]]
|
| | | 1 82 2620 8 83840 [[3,10]]
|
| | | 1 83 2680 21 50 [[3,10]]
|
| | | 1 84 2740 23 50 [[3,10]]
|
| | | 1 85 2800 25 50 [[3,10]]
|
| | | 1 83 2680 21 25 [[3,10]]
|
| | | 1 84 2740 23 25 [[3,10]]
|
| | | 1 85 2800 25 25 [[3,10]]
|
| | | 1 86 2860 7 1144 [[3,10]]
|
| | | 1 87 2920 8 93440 [[3,10]]
|
| | | 1 88 2980 22 100 [[3,10]]
|
| | | 1 89 3040 24 100 [[3,10]]
|
| | | 1 90 3100 26 100 [[3,10]]
|
| | | 1 88 2980 22 25 [[3,10]]
|
| | | 1 89 3040 24 25 [[3,10]]
|
| | | 1 90 3100 26 25 [[3,10]]
|
| | | 1 91 3500 6 5250 [[3,10]]
|
| | | 1 92 3580 7 1217 [[3,10]]
|
| | | 1 93 3660 27 50 [[3,10]]
|
| | | 1 94 3740 29 50 [[3,10]]
|
| | | 1 95 3820 31 50 [[3,10]]
|
| | | 1 93 3660 27 25 [[3,10]]
|
| | | 1 94 3740 29 25 [[3,10]]
|
| | | 1 95 3820 31 25 [[3,10]]
|
| | | 1 96 3900 6 5460 [[3,10]]
|
| | | 1 97 3980 8 89152 [[3,10]]
|
| | | 1 98 4060 28 100 [[3,10]]
|
| | | 1 99 4140 30 100 [[3,10]]
|
| | | 1 100 4220 32 100 [[3,10]]
|
| | | 1 98 4060 28 25 [[3,10]]
|
| | | 1 99 4140 30 25 [[3,10]]
|
| | | 1 100 4220 32 25 [[3,10]]
|
| | | 1 101 4300 6 5590 [[3,10]]
|
| | | 1 102 4380 8 91104 [[3,10]]
|
| | | 1 103 4460 21 50 [[3,10]]
|
| | | 1 104 4540 23 50 [[3,10]]
|
| | | 1 105 4620 25 50 [[3,10]]
|
| | | 1 103 4460 21 25 [[3,10]]
|
| | | 1 104 4540 23 25 [[3,10]]
|
| | | 1 105 4620 25 25 [[3,10]]
|
| | | 1 106 4700 7 1222 [[3,10]]
|
| | | 1 107 4780 8 99424 [[3,10]]
|
| | | 1 108 4860 22 100 [[3,10]]
|
| | | 1 109 4940 24 100 [[3,10]]
|
| | | 1 110 5020 26 100 [[3,10]]
|
| | | 1 108 4860 22 25 [[3,10]]
|
| | | 1 109 4940 24 25 [[3,10]]
|
| | | 1 110 5020 26 25 [[3,10]]
|
| | | 1 111 5120 6 5632 [[3,10]]
|
| | | 1 112 5220 7 1357 [[3,10]]
|
| | | 1 113 5320 27 50 [[3,10]]
|
| | | 1 114 5420 29 50 [[3,10]]
|
| | | 1 115 5520 31 50 [[3,10]]
|
| | | 1 113 5320 27 25 [[3,10]]
|
| | | 1 114 5420 29 25 [[3,10]]
|
| | | 1 115 5520 31 25 [[3,10]]
|
| | | 1 116 5620 6 6182 [[3,10]]
|
| | | 1 117 5720 8 100672 [[3,10]]
|
| | | 1 118 5820 28 100 [[3,10]]
|
| | | 1 119 5920 30 100 [[3,10]]
|
| | | 1 120 6020 32 100 [[3,10]]
|
| | | 1 118 5820 28 25 [[3,10]]
|
| | | 1 119 5920 30 25 [[3,10]]
|
| | | 1 120 6020 32 25 [[3,10]]
|
| | | 1 121 6120 6 6754 [[3,10]]
|
| | | 1 122 6220 8 109824 [[3,10]]
|
| | | 1 123 6320 21 50 [[3,10]]
|
| | | 1 124 6420 23 50 [[3,10]]
|
| | | 1 125 6520 25 50 [[3,10]]
|
| | | 1 123 6320 21 25 [[3,10]]
|
| | | 1 124 6420 23 25 [[3,10]]
|
| | | 1 125 6520 25 25 [[3,10]]
|
| | | 1 126 6620 7 1460 [[3,10]]
|
| | | 1 127 6720 8 118624 [[3,10]]
|
| | | 1 128 6820 22 100 [[3,10]]
|
| | | 1 129 6920 24 100 [[3,10]]
|
| | | 1 130 7020 26 100 [[3,10]]
|
| | | 1 128 6820 22 25 [[3,10]]
|
| | | 1 129 6920 24 25 [[3,10]]
|
| | | 1 130 7020 26 25 [[3,10]]
|
| | | 1 131 7120 6 7140 [[3,10]]
|
| | | 1 132 7240 7 1597 [[3,10]]
|
| | | 1 133 7360 27 50 [[3,10]]
|
| | | 1 134 7480 29 50 [[3,10]]
|
| | | 1 135 7600 31 50 [[3,10]]
|
| | | 1 133 7360 27 25 [[3,10]]
|
| | | 1 134 7480 29 25 [[3,10]]
|
| | | 1 135 7600 31 25 [[3,10]]
|
| | | 1 136 7720 6 7740 [[3,10]]
|
| | | 1 137 7840 8 125760 [[3,10]]
|
| | | 1 138 7960 28 100 [[3,10]]
|
| | | 1 139 8080 30 100 [[3,10]]
|
| | | 1 140 8200 32 100 [[3,10]]
|
| | | 1 138 7960 28 25 [[3,10]]
|
| | | 1 139 8080 30 25 [[3,10]]
|
| | | 1 140 8200 32 25 [[3,10]]
|
| | | 1 141 8320 6 8340 [[3,10]]
|
| | | 1 142 8440 8 135360 [[3,10]]
|
| | | 1 143 8560 21 50 [[3,10]]
|
| | | 1 144 8680 23 50 [[3,10]]
|
| | | 1 145 8800 25 50 [[3,10]]
|
| | | 1 143 8560 21 25 [[3,10]]
|
| | | 1 144 8680 23 25 [[3,10]]
|
| | | 1 145 8800 25 25 [[3,10]]
|
| | | 1 146 8920 7 1788 [[3,10]]
|
| | | 1 147 9040 8 144960 [[3,10]]
|
| | | 1 148 9160 22 100 [[3,10]]
|
| | | 1 149 9280 24 100 [[3,10]]
|
| | | 1 150 9400 26 100 [[3,10]]
|
| | | 1 148 9160 22 25 [[3,10]]
|
| | | 1 149 9280 24 25 [[3,10]]
|
| | | 1 150 9400 26 25 [[3,10]]
|
| | | 1 151 9540 6 8604 [[3,10]]
|
| | | 1 152 9680 7 1940 [[3,10]]
|
| | | 1 153 9820 27 50 [[3,10]]
|
| | | 1 154 9960 29 50 [[3,10]]
|
| | | 1 155 10100 31 50 [[3,10]]
|
| | | 1 153 9820 27 25 [[3,10]]
|
| | | 1 154 9960 29 25 [[3,10]]
|
| | | 1 155 10100 31 25 [[3,10]]
|
| | | 1 156 10240 6 9234 [[3,10]]
|
| | | 1 157 10380 8 149760 [[3,10]]
|
| | | 1 158 10520 28 100 [[3,10]]
|
| | | 1 159 10660 30 100 [[3,10]]
|
| | | 1 160 0 32 100 [[3,10]]
|
| | | 1 158 10520 28 25 [[3,10]]
|
| | | 1 159 10660 30 25 [[3,10]]
|
| | | 1 160 0 32 25 [[3,10]]
|
| | | 2 0 0 0 0 []
|
| | | 2 1 5 6 50 [[3,10]]
|
| | | 2 2 10 8 1600 [[3,10]]
|
| | | 2 3 15 21 50 [[3,10]]
|
| | | 2 4 20 23 50 [[3,10]]
|
| | | 2 5 25 25 50 [[3,10]]
|
| | | 2 3 15 21 25 [[3,10]]
|
| | | 2 4 20 23 25 [[3,10]]
|
| | | 2 5 25 25 25 [[3,10]]
|
| | | 2 6 30 7 60 [[3,10]]
|
| | | 2 7 35 8 5600 [[3,10]]
|
| | | 2 8 40 22 100 [[3,10]]
|
| | | 2 9 45 24 100 [[3,10]]
|
| | | 2 10 50 26 100 [[3,10]]
|
| | | 2 8 40 22 25 [[3,10]]
|
| | | 2 9 45 24 25 [[3,10]]
|
| | | 2 10 50 26 25 [[3,10]]
|
| | | 2 11 60 6 600 [[3,10]]
|
| | | 2 12 70 7 140 [[3,10]]
|
| | | 2 13 80 27 50 [[3,10]]
|
| | | 2 14 90 29 50 [[3,10]]
|
| | | 2 15 100 31 50 [[3,10]]
|
| | | 2 13 80 27 25 [[3,10]]
|
| | | 2 14 90 29 25 [[3,10]]
|
| | | 2 15 100 31 25 [[3,10]]
|
| | | 2 16 110 6 1100 [[3,10]]
|
| | | 2 17 120 8 19200 [[3,10]]
|
| | | 2 18 130 28 100 [[3,10]]
|
| | | 2 19 140 30 100 [[3,10]]
|
| | | 2 20 150 32 100 [[3,10]]
|
| | | 2 18 130 28 25 [[3,10]]
|
| | | 2 19 140 30 25 [[3,10]]
|
| | | 2 20 150 32 25 [[3,10]]
|
| | | 2 21 160 6 1440 [[3,10]]
|
| | | 2 22 170 8 24480 [[3,10]]
|
| | | 2 23 180 21 50 [[3,10]]
|
| | | 2 24 190 23 50 [[3,10]]
|
| | | 2 25 200 25 50 [[3,10]]
|
| | | 2 23 180 21 25 [[3,10]]
|
| | | 2 24 190 23 25 [[3,10]]
|
| | | 2 25 200 25 25 [[3,10]]
|
| | | 2 26 210 7 378 [[3,10]]
|
| | | 2 27 220 8 31680 [[3,10]]
|
| | | 2 28 230 22 100 [[3,10]]
|
| | | 2 29 240 24 100 [[3,10]]
|
| | | 2 30 250 26 100 [[3,10]]
|
| | | 2 28 230 22 25 [[3,10]]
|
| | | 2 29 240 24 25 [[3,10]]
|
| | | 2 30 250 26 25 [[3,10]]
|
| | | 2 31 320 6 2560 [[3,10]]
|
| | | 2 32 340 7 544 [[3,10]]
|
| | | 2 33 360 27 50 [[3,10]]
|
| | | 2 34 380 29 50 [[3,10]]
|
| | | 2 35 400 31 50 [[3,10]]
|
| | | 2 33 360 27 25 [[3,10]]
|
| | | 2 34 380 29 25 [[3,10]]
|
| | | 2 35 400 31 25 [[3,10]]
|
| | | 2 36 420 6 2940 [[3,10]]
|
| | | 2 37 440 8 49280 [[3,10]]
|
| | | 2 38 460 28 100 [[3,10]]
|
| | | 2 39 480 30 100 [[3,10]]
|
| | | 2 40 500 32 100 [[3,10]]
|
| | | 2 38 460 28 25 [[3,10]]
|
| | | 2 39 480 30 25 [[3,10]]
|
| | | 2 40 500 32 25 [[3,10]]
|
| | | 2 41 520 6 3120 [[3,10]]
|
| | | 2 42 540 8 51840 [[3,10]]
|
| | | 2 43 560 21 50 [[3,10]]
|
| | | 2 44 580 23 50 [[3,10]]
|
| | | 2 45 600 25 50 [[3,10]]
|
| | | 2 43 560 21 25 [[3,10]]
|
| | | 2 44 580 23 25 [[3,10]]
|
| | | 2 45 600 25 25 [[3,10]]
|
| | | 2 46 620 7 744 [[3,10]]
|
| | | 2 47 640 8 61440 [[3,10]]
|
| | | 2 48 660 22 100 [[3,10]]
|
| | | 2 49 680 24 100 [[3,10]]
|
| | | 2 50 700 26 100 [[3,10]]
|
| | | 2 48 660 22 25 [[3,10]]
|
| | | 2 49 680 24 25 [[3,10]]
|
| | | 2 50 700 26 25 [[3,10]]
|
| | | 2 51 940 6 3760 [[3,10]]
|
| | | 2 52 980 7 784 [[3,10]]
|
| | | 2 53 1020 27 50 [[3,10]]
|
| | | 2 54 1060 29 50 [[3,10]]
|
| | | 2 55 1100 31 50 [[3,10]]
|
| | | 2 53 1020 27 25 [[3,10]]
|
| | | 2 54 1060 29 25 [[3,10]]
|
| | | 2 55 1100 31 25 [[3,10]]
|
| | | 2 56 1140 6 3990 [[3,10]]
|
| | | 2 57 1180 8 66080 [[3,10]]
|
| | | 2 58 1220 28 100 [[3,10]]
|
| | | 2 59 1260 30 100 [[3,10]]
|
| | | 2 60 1300 32 100 [[3,10]]
|
| | | 2 58 1220 28 25 [[3,10]]
|
| | | 2 59 1260 30 25 [[3,10]]
|
| | | 2 60 1300 32 25 [[3,10]]
|
| | | 2 61 1340 6 4020 [[3,10]]
|
| | | 2 62 1380 8 66240 [[3,10]]
|
| | | 2 63 1420 21 50 [[3,10]]
|
| | | 2 64 1460 23 50 [[3,10]]
|
| | | 2 65 1500 25 50 [[3,10]]
|
| | | 2 63 1420 21 25 [[3,10]]
|
| | | 2 64 1460 23 25 [[3,10]]
|
| | | 2 65 1500 25 25 [[3,10]]
|
| | | 2 66 1540 7 924 [[3,10]]
|
| | | 2 67 1580 8 75840 [[3,10]]
|
| | | 2 68 1620 22 100 [[3,10]]
|
| | | 2 69 1660 24 100 [[3,10]]
|
| | | 2 70 1700 26 100 [[3,10]]
|
| | | 2 68 1620 22 25 [[3,10]]
|
| | | 2 69 1660 24 25 [[3,10]]
|
| | | 2 70 1700 26 25 [[3,10]]
|
| | | 2 71 1960 6 4900 [[3,10]]
|
| | | 2 72 2020 7 1010 [[3,10]]
|
| | | 2 73 2080 27 50 [[3,10]]
|
| | | 2 74 2140 29 50 [[3,10]]
|
| | | 2 75 2200 31 50 [[3,10]]
|
| | | 2 73 2080 27 25 [[3,10]]
|
| | | 2 74 2140 29 25 [[3,10]]
|
| | | 2 75 2200 31 25 [[3,10]]
|
| | | 2 76 2260 6 4972 [[3,10]]
|
| | | 2 77 2320 8 81664 [[3,10]]
|
| | | 2 78 2380 28 100 [[3,10]]
|
| | | 2 79 2440 30 100 [[3,10]]
|
| | | 2 80 2500 32 100 [[3,10]]
|
| | | 2 78 2380 28 25 [[3,10]]
|
| | | 2 79 2440 30 25 [[3,10]]
|
| | | 2 80 2500 32 25 [[3,10]]
|
| | | 2 81 2560 6 5120 [[3,10]]
|
| | | 2 82 2620 8 83840 [[3,10]]
|
| | | 2 83 2680 21 50 [[3,10]]
|
| | | 2 84 2740 23 50 [[3,10]]
|
| | | 2 85 2800 25 50 [[3,10]]
|
| | | 2 83 2680 21 25 [[3,10]]
|
| | | 2 84 2740 23 25 [[3,10]]
|
| | | 2 85 2800 25 25 [[3,10]]
|
| | | 2 86 2860 7 1144 [[3,10]]
|
| | | 2 87 2920 8 93440 [[3,10]]
|
| | | 2 88 2980 22 100 [[3,10]]
|
| | | 2 89 3040 24 100 [[3,10]]
|
| | | 2 90 3100 26 100 [[3,10]]
|
| | | 2 88 2980 22 25 [[3,10]]
|
| | | 2 89 3040 24 25 [[3,10]]
|
| | | 2 90 3100 26 25 [[3,10]]
|
| | | 2 91 3500 6 5250 [[3,10]]
|
| | | 2 92 3580 7 1217 [[3,10]]
|
| | | 2 93 3660 27 50 [[3,10]]
|
| | | 2 94 3740 29 50 [[3,10]]
|
| | | 2 95 3820 31 50 [[3,10]]
|
| | | 2 93 3660 27 25 [[3,10]]
|
| | | 2 94 3740 29 25 [[3,10]]
|
| | | 2 95 3820 31 25 [[3,10]]
|
| | | 2 96 3900 6 5460 [[3,10]]
|
| | | 2 97 3980 8 89152 [[3,10]]
|
| | | 2 98 4060 28 100 [[3,10]]
|
| | | 2 99 4140 30 100 [[3,10]]
|
| | | 2 100 4220 32 100 [[3,10]]
|
| | | 2 98 4060 28 25 [[3,10]]
|
| | | 2 99 4140 30 25 [[3,10]]
|
| | | 2 100 4220 32 25 [[3,10]]
|
| | | 2 101 4300 6 5590 [[3,10]]
|
| | | 2 102 4380 8 91104 [[3,10]]
|
| | | 2 103 4460 21 50 [[3,10]]
|
| | | 2 104 4540 23 50 [[3,10]]
|
| | | 2 105 4620 25 50 [[3,10]]
|
| | | 2 103 4460 21 25 [[3,10]]
|
| | | 2 104 4540 23 25 [[3,10]]
|
| | | 2 105 4620 25 25 [[3,10]]
|
| | | 2 106 4700 7 1222 [[3,10]]
|
| | | 2 107 4780 8 99424 [[3,10]]
|
| | | 2 108 4860 22 100 [[3,10]]
|
| | | 2 109 4940 24 100 [[3,10]]
|
| | | 2 110 5020 26 100 [[3,10]]
|
| | | 2 108 4860 22 25 [[3,10]]
|
| | | 2 109 4940 24 25 [[3,10]]
|
| | | 2 110 5020 26 25 [[3,10]]
|
| | | 2 111 5120 6 5632 [[3,10]]
|
| | | 2 112 5220 7 1357 [[3,10]]
|
| | | 2 113 5320 27 50 [[3,10]]
|
| | | 2 114 5420 29 50 [[3,10]]
|
| | | 2 115 5520 31 50 [[3,10]]
|
| | | 2 113 5320 27 25 [[3,10]]
|
| | | 2 114 5420 29 25 [[3,10]]
|
| | | 2 115 5520 31 25 [[3,10]]
|
| | | 2 116 5620 6 6182 [[3,10]]
|
| | | 2 117 5720 8 100672 [[3,10]]
|
| | | 2 118 5820 28 100 [[3,10]]
|
| | | 2 119 5920 30 100 [[3,10]]
|
| | | 2 120 6020 32 100 [[3,10]]
|
| | | 2 118 5820 28 25 [[3,10]]
|
| | | 2 119 5920 30 25 [[3,10]]
|
| | | 2 120 6020 32 25 [[3,10]]
|
| | | 2 121 6120 6 6754 [[3,10]]
|
| | | 2 122 6220 8 109824 [[3,10]]
|
| | | 2 123 6320 21 50 [[3,10]]
|
| | | 2 124 6420 23 50 [[3,10]]
|
| | | 2 125 6520 25 50 [[3,10]]
|
| | | 2 123 6320 21 25 [[3,10]]
|
| | | 2 124 6420 23 25 [[3,10]]
|
| | | 2 125 6520 25 25 [[3,10]]
|
| | | 2 126 6620 7 1460 [[3,10]]
|
| | | 2 127 6720 8 118624 [[3,10]]
|
| | | 2 128 6820 22 100 [[3,10]]
|
| | | 2 129 6920 24 100 [[3,10]]
|
| | | 2 130 7020 26 100 [[3,10]]
|
| | | 2 128 6820 22 25 [[3,10]]
|
| | | 2 129 6920 24 25 [[3,10]]
|
| | | 2 130 7020 26 25 [[3,10]]
|
| | | 2 131 7120 6 7140 [[3,10]]
|
| | | 2 132 7240 7 1597 [[3,10]]
|
| | | 2 133 7360 27 50 [[3,10]]
|
| | | 2 134 7480 29 50 [[3,10]]
|
| | | 2 135 7600 31 50 [[3,10]]
|
| | | 2 133 7360 27 25 [[3,10]]
|
| | | 2 134 7480 29 25 [[3,10]]
|
| | | 2 135 7600 31 25 [[3,10]]
|
| | | 2 136 7720 6 7740 [[3,10]]
|
| | | 2 137 7840 8 125760 [[3,10]]
|
| | | 2 138 7960 28 100 [[3,10]]
|
| | | 2 139 8080 30 100 [[3,10]]
|
| | | 2 140 8200 32 100 [[3,10]]
|
| | | 2 138 7960 28 25 [[3,10]]
|
| | | 2 139 8080 30 25 [[3,10]]
|
| | | 2 140 8200 32 25 [[3,10]]
|
| | | 2 141 8320 6 8340 [[3,10]]
|
| | | 2 142 8440 8 135360 [[3,10]]
|
| | | 2 143 8560 21 50 [[3,10]]
|
| | | 2 144 8680 23 50 [[3,10]]
|
| | | 2 145 8800 25 50 [[3,10]]
|
| | | 2 143 8560 21 25 [[3,10]]
|
| | | 2 144 8680 23 25 [[3,10]]
|
| | | 2 145 8800 25 25 [[3,10]]
|
| | | 2 146 8920 7 1788 [[3,10]]
|
| | | 2 147 9040 8 144960 [[3,10]]
|
| | | 2 148 9160 22 100 [[3,10]]
|
| | | 2 149 9280 24 100 [[3,10]]
|
| | | 2 150 9400 26 100 [[3,10]]
|
| | | 2 148 9160 22 25 [[3,10]]
|
| | | 2 149 9280 24 25 [[3,10]]
|
| | | 2 150 9400 26 25 [[3,10]]
|
| | | 2 151 9540 6 8604 [[3,10]]
|
| | | 2 152 9680 7 1940 [[3,10]]
|
| | | 2 153 9820 27 50 [[3,10]]
|
| | | 2 154 9960 29 50 [[3,10]]
|
| | | 2 155 10100 31 50 [[3,10]]
|
| | | 2 153 9820 27 25 [[3,10]]
|
| | | 2 154 9960 29 25 [[3,10]]
|
| | | 2 155 10100 31 25 [[3,10]]
|
| | | 2 156 10240 6 9234 [[3,10]]
|
| | | 2 157 10380 8 149760 [[3,10]]
|
| | | 2 158 10520 28 100 [[3,10]]
|
| | | 2 159 10660 30 100 [[3,10]]
|
| | | 2 160 0 32 100 [[3,10]]
|
| | | 2 158 10520 28 25 [[3,10]]
|
| | | 2 159 10660 30 25 [[3,10]]
|
| | | 2 160 0 32 25 [[3,10]]
|
| | | 3 0 0 0 0 []
|
| | | 3 1 5 6 50 [[3,10]]
|
| | | 3 2 10 8 1600 [[3,10]]
|
| | | 3 3 15 21 50 [[3,10]]
|
| | | 3 4 20 23 50 [[3,10]]
|
| | | 3 5 25 25 50 [[3,10]]
|
| | | 3 3 15 21 25 [[3,10]]
|
| | | 3 4 20 23 25 [[3,10]]
|
| | | 3 5 25 25 25 [[3,10]]
|
| | | 3 6 30 7 60 [[3,10]]
|
| | | 3 7 35 8 5600 [[3,10]]
|
| | | 3 8 40 22 100 [[3,10]]
|
| | | 3 9 45 24 100 [[3,10]]
|
| | | 3 10 50 26 100 [[3,10]]
|
| | | 3 8 40 22 25 [[3,10]]
|
| | | 3 9 45 24 25 [[3,10]]
|
| | | 3 10 50 26 25 [[3,10]]
|
| | | 3 11 60 6 600 [[3,10]]
|
| | | 3 12 70 7 140 [[3,10]]
|
| | | 3 13 80 27 50 [[3,10]]
|
| | | 3 14 90 29 50 [[3,10]]
|
| | | 3 15 100 31 50 [[3,10]]
|
| | | 3 13 80 27 25 [[3,10]]
|
| | | 3 14 90 29 25 [[3,10]]
|
| | | 3 15 100 31 25 [[3,10]]
|
| | | 3 16 110 6 1100 [[3,10]]
|
| | | 3 17 120 8 19200 [[3,10]]
|
| | | 3 18 130 28 100 [[3,10]]
|
| | | 3 19 140 30 100 [[3,10]]
|
| | | 3 20 150 32 100 [[3,10]]
|
| | | 3 18 130 28 25 [[3,10]]
|
| | | 3 19 140 30 25 [[3,10]]
|
| | | 3 20 150 32 25 [[3,10]]
|
| | | 3 21 160 6 1440 [[3,10]]
|
| | | 3 22 170 8 24480 [[3,10]]
|
| | | 3 23 180 21 50 [[3,10]]
|
| | | 3 24 190 23 50 [[3,10]]
|
| | | 3 25 200 25 50 [[3,10]]
|
| | | 3 23 180 21 25 [[3,10]]
|
| | | 3 24 190 23 25 [[3,10]]
|
| | | 3 25 200 25 25 [[3,10]]
|
| | | 3 26 210 7 378 [[3,10]]
|
| | | 3 27 220 8 31680 [[3,10]]
|
| | | 3 28 230 22 100 [[3,10]]
|
| | | 3 29 240 24 100 [[3,10]]
|
| | | 3 30 250 26 100 [[3,10]]
|
| | | 3 28 230 22 25 [[3,10]]
|
| | | 3 29 240 24 25 [[3,10]]
|
| | | 3 30 250 26 25 [[3,10]]
|
| | | 3 31 320 6 2560 [[3,10]]
|
| | | 3 32 340 7 544 [[3,10]]
|
| | | 3 33 360 27 50 [[3,10]]
|
| | | 3 34 380 29 50 [[3,10]]
|
| | | 3 35 400 31 50 [[3,10]]
|
| | | 3 33 360 27 25 [[3,10]]
|
| | | 3 34 380 29 25 [[3,10]]
|
| | | 3 35 400 31 25 [[3,10]]
|
| | | 3 36 420 6 2940 [[3,10]]
|
| | | 3 37 440 8 49280 [[3,10]]
|
| | | 3 38 460 28 100 [[3,10]]
|
| | | 3 39 480 30 100 [[3,10]]
|
| | | 3 40 500 32 100 [[3,10]]
|
| | | 3 38 460 28 25 [[3,10]]
|
| | | 3 39 480 30 25 [[3,10]]
|
| | | 3 40 500 32 25 [[3,10]]
|
| | | 3 41 520 6 3120 [[3,10]]
|
| | | 3 42 540 8 51840 [[3,10]]
|
| | | 3 43 560 21 50 [[3,10]]
|
| | | 3 44 580 23 50 [[3,10]]
|
| | | 3 45 600 25 50 [[3,10]]
|
| | | 3 43 560 21 25 [[3,10]]
|
| | | 3 44 580 23 25 [[3,10]]
|
| | | 3 45 600 25 25 [[3,10]]
|
| | | 3 46 620 7 744 [[3,10]]
|
| | | 3 47 640 8 61440 [[3,10]]
|
| | | 3 48 660 22 100 [[3,10]]
|
| | | 3 49 680 24 100 [[3,10]]
|
| | | 3 50 700 26 100 [[3,10]]
|
| | | 3 48 660 22 25 [[3,10]]
|
| | | 3 49 680 24 25 [[3,10]]
|
| | | 3 50 700 26 25 [[3,10]]
|
| | | 3 51 940 6 3760 [[3,10]]
|
| | | 3 52 980 7 784 [[3,10]]
|
| | | 3 53 1020 27 50 [[3,10]]
|
| | | 3 54 1060 29 50 [[3,10]]
|
| | | 3 55 1100 31 50 [[3,10]]
|
| | | 3 53 1020 27 25 [[3,10]]
|
| | | 3 54 1060 29 25 [[3,10]]
|
| | | 3 55 1100 31 25 [[3,10]]
|
| | | 3 56 1140 6 3990 [[3,10]]
|
| | | 3 57 1180 8 66080 [[3,10]]
|
| | | 3 58 1220 28 100 [[3,10]]
|
| | | 3 59 1260 30 100 [[3,10]]
|
| | | 3 60 1300 32 100 [[3,10]]
|
| | | 3 58 1220 28 25 [[3,10]]
|
| | | 3 59 1260 30 25 [[3,10]]
|
| | | 3 60 1300 32 25 [[3,10]]
|
| | | 3 61 1340 6 4020 [[3,10]]
|
| | | 3 62 1380 8 66240 [[3,10]]
|
| | | 3 63 1420 21 50 [[3,10]]
|
| | | 3 64 1460 23 50 [[3,10]]
|
| | | 3 65 1500 25 50 [[3,10]]
|
| | | 3 63 1420 21 25 [[3,10]]
|
| | | 3 64 1460 23 25 [[3,10]]
|
| | | 3 65 1500 25 25 [[3,10]]
|
| | | 3 66 1540 7 924 [[3,10]]
|
| | | 3 67 1580 8 75840 [[3,10]]
|
| | | 3 68 1620 22 100 [[3,10]]
|
| | | 3 69 1660 24 100 [[3,10]]
|
| | | 3 70 1700 26 100 [[3,10]]
|
| | | 3 68 1620 22 25 [[3,10]]
|
| | | 3 69 1660 24 25 [[3,10]]
|
| | | 3 70 1700 26 25 [[3,10]]
|
| | | 3 71 1960 6 4900 [[3,10]]
|
| | | 3 72 2020 7 1010 [[3,10]]
|
| | | 3 73 2080 27 50 [[3,10]]
|
| | | 3 74 2140 29 50 [[3,10]]
|
| | | 3 75 2200 31 50 [[3,10]]
|
| | | 3 73 2080 27 25 [[3,10]]
|
| | | 3 74 2140 29 25 [[3,10]]
|
| | | 3 75 2200 31 25 [[3,10]]
|
| | | 3 76 2260 6 4972 [[3,10]]
|
| | | 3 77 2320 8 81664 [[3,10]]
|
| | | 3 78 2380 28 100 [[3,10]]
|
| | | 3 79 2440 30 100 [[3,10]]
|
| | | 3 80 2500 32 100 [[3,10]]
|
| | | 3 78 2380 28 25 [[3,10]]
|
| | | 3 79 2440 30 25 [[3,10]]
|
| | | 3 80 2500 32 25 [[3,10]]
|
| | | 3 81 2560 6 5120 [[3,10]]
|
| | | 3 82 2620 8 83840 [[3,10]]
|
| | | 3 83 2680 21 50 [[3,10]]
|
| | | 3 84 2740 23 50 [[3,10]]
|
| | | 3 85 2800 25 50 [[3,10]]
|
| | | 3 83 2680 21 25 [[3,10]]
|
| | | 3 84 2740 23 25 [[3,10]]
|
| | | 3 85 2800 25 25 [[3,10]]
|
| | | 3 86 2860 7 1144 [[3,10]]
|
| | | 3 87 2920 8 93440 [[3,10]]
|
| | | 3 88 2980 22 100 [[3,10]]
|
| | | 3 89 3040 24 100 [[3,10]]
|
| | | 3 90 3100 26 100 [[3,10]]
|
| | | 3 88 2980 22 25 [[3,10]]
|
| | | 3 89 3040 24 25 [[3,10]]
|
| | | 3 90 3100 26 25 [[3,10]]
|
| | | 3 91 3500 6 5250 [[3,10]]
|
| | | 3 92 3580 7 1217 [[3,10]]
|
| | | 3 93 3660 27 50 [[3,10]]
|
| | | 3 94 3740 29 50 [[3,10]]
|
| | | 3 95 3820 31 50 [[3,10]]
|
| | | 3 93 3660 27 25 [[3,10]]
|
| | | 3 94 3740 29 25 [[3,10]]
|
| | | 3 95 3820 31 25 [[3,10]]
|
| | | 3 96 3900 6 5460 [[3,10]]
|
| | | 3 97 3980 8 89152 [[3,10]]
|
| | | 3 98 4060 28 100 [[3,10]]
|
| | | 3 99 4140 30 100 [[3,10]]
|
| | | 3 100 4220 32 100 [[3,10]]
|
| | | 3 98 4060 28 25 [[3,10]]
|
| | | 3 99 4140 30 25 [[3,10]]
|
| | | 3 100 4220 32 25 [[3,10]]
|
| | | 3 101 4300 6 5590 [[3,10]]
|
| | | 3 102 4380 8 91104 [[3,10]]
|
| | | 3 103 4460 21 50 [[3,10]]
|
| | | 3 104 4540 23 50 [[3,10]]
|
| | | 3 105 4620 25 50 [[3,10]]
|
| | | 3 103 4460 21 25 [[3,10]]
|
| | | 3 104 4540 23 25 [[3,10]]
|
| | | 3 105 4620 25 25 [[3,10]]
|
| | | 3 106 4700 7 1222 [[3,10]]
|
| | | 3 107 4780 8 99424 [[3,10]]
|
| | | 3 108 4860 22 100 [[3,10]]
|
| | | 3 109 4940 24 100 [[3,10]]
|
| | | 3 110 5020 26 100 [[3,10]]
|
| | | 3 108 4860 22 25 [[3,10]]
|
| | | 3 109 4940 24 25 [[3,10]]
|
| | | 3 110 5020 26 25 [[3,10]]
|
| | | 3 111 5120 6 5632 [[3,10]]
|
| | | 3 112 5220 7 1357 [[3,10]]
|
| | | 3 113 5320 27 50 [[3,10]]
|
| | | 3 114 5420 29 50 [[3,10]]
|
| | | 3 115 5520 31 50 [[3,10]]
|
| | | 3 113 5320 27 25 [[3,10]]
|
| | | 3 114 5420 29 25 [[3,10]]
|
| | | 3 115 5520 31 25 [[3,10]]
|
| | | 3 116 5620 6 6182 [[3,10]]
|
| | | 3 117 5720 8 100672 [[3,10]]
|
| | | 3 118 5820 28 100 [[3,10]]
|
| | | 3 119 5920 30 100 [[3,10]]
|
| | | 3 120 6020 32 100 [[3,10]]
|
| | | 3 118 5820 28 25 [[3,10]]
|
| | | 3 119 5920 30 25 [[3,10]]
|
| | | 3 120 6020 32 25 [[3,10]]
|
| | | 3 121 6120 6 6754 [[3,10]]
|
| | | 3 122 6220 8 109824 [[3,10]]
|
| | | 3 123 6320 21 50 [[3,10]]
|
| | | 3 124 6420 23 50 [[3,10]]
|
| | | 3 125 6520 25 50 [[3,10]]
|
| | | 3 123 6320 21 25 [[3,10]]
|
| | | 3 124 6420 23 25 [[3,10]]
|
| | | 3 125 6520 25 25 [[3,10]]
|
| | | 3 126 6620 7 1460 [[3,10]]
|
| | | 3 127 6720 8 118624 [[3,10]]
|
| | | 3 128 6820 22 100 [[3,10]]
|
| | | 3 129 6920 24 100 [[3,10]]
|
| | | 3 130 7020 26 100 [[3,10]]
|
| | | 3 128 6820 22 25 [[3,10]]
|
| | | 3 129 6920 24 25 [[3,10]]
|
| | | 3 130 7020 26 25 [[3,10]]
|
| | | 3 131 7120 6 7140 [[3,10]]
|
| | | 3 132 7240 7 1597 [[3,10]]
|
| | | 3 133 7360 27 50 [[3,10]]
|
| | | 3 134 7480 29 50 [[3,10]]
|
| | | 3 135 7600 31 50 [[3,10]]
|
| | | 3 133 7360 27 25 [[3,10]]
|
| | | 3 134 7480 29 25 [[3,10]]
|
| | | 3 135 7600 31 25 [[3,10]]
|
| | | 3 136 7720 6 7740 [[3,10]]
|
| | | 3 137 7840 8 125760 [[3,10]]
|
| | | 3 138 7960 28 100 [[3,10]]
|
| | | 3 139 8080 30 100 [[3,10]]
|
| | | 3 140 8200 32 100 [[3,10]]
|
| | | 3 138 7960 28 25 [[3,10]]
|
| | | 3 139 8080 30 25 [[3,10]]
|
| | | 3 140 8200 32 25 [[3,10]]
|
| | | 3 141 8320 6 8340 [[3,10]]
|
| | | 3 142 8440 8 135360 [[3,10]]
|
| | | 3 143 8560 21 50 [[3,10]]
|
| | | 3 144 8680 23 50 [[3,10]]
|
| | | 3 145 8800 25 50 [[3,10]]
|
| | | 3 143 8560 21 25 [[3,10]]
|
| | | 3 144 8680 23 25 [[3,10]]
|
| | | 3 145 8800 25 25 [[3,10]]
|
| | | 3 146 8920 7 1788 [[3,10]]
|
| | | 3 147 9040 8 144960 [[3,10]]
|
| | | 3 148 9160 22 100 [[3,10]]
|
| | | 3 149 9280 24 100 [[3,10]]
|
| | | 3 150 9400 26 100 [[3,10]]
|
| | | 3 148 9160 22 25 [[3,10]]
|
| | | 3 149 9280 24 25 [[3,10]]
|
| | | 3 150 9400 26 25 [[3,10]]
|
| | | 3 151 9540 6 8604 [[3,10]]
|
| | | 3 152 9680 7 1940 [[3,10]]
|
| | | 3 153 9820 27 50 [[3,10]]
|
| | | 3 154 9960 29 50 [[3,10]]
|
| | | 3 155 10100 31 50 [[3,10]]
|
| | | 3 153 9820 27 25 [[3,10]]
|
| | | 3 154 9960 29 25 [[3,10]]
|
| | | 3 155 10100 31 25 [[3,10]]
|
| | | 3 156 10240 6 9234 [[3,10]]
|
| | | 3 157 10380 8 149760 [[3,10]]
|
| | | 3 158 10520 28 100 [[3,10]]
|
| | | 3 159 10660 30 100 [[3,10]]
|
| | | 3 160 0 32 100 [[3,10]]
|
| | | 3 158 10520 28 25 [[3,10]]
|
| | | 3 159 10660 30 25 [[3,10]]
|
| | | 3 160 0 32 25 [[3,10]]
|
| | | 4 0 0 0 0 []
|
| | | 4 1 5 6 50 [[3,10]]
|
| | | 4 2 10 8 1600 [[3,10]]
|
| | | 4 3 15 21 50 [[3,10]]
|
| | | 4 4 20 23 50 [[3,10]]
|
| | | 4 5 25 25 50 [[3,10]]
|
| | | 4 3 15 21 25 [[3,10]]
|
| | | 4 4 20 23 25 [[3,10]]
|
| | | 4 5 25 25 25 [[3,10]]
|
| | | 4 6 30 7 60 [[3,10]]
|
| | | 4 7 35 8 5600 [[3,10]]
|
| | | 4 8 40 22 100 [[3,10]]
|
| | | 4 9 45 24 100 [[3,10]]
|
| | | 4 10 50 26 100 [[3,10]]
|
| | | 4 8 40 22 25 [[3,10]]
|
| | | 4 9 45 24 25 [[3,10]]
|
| | | 4 10 50 26 25 [[3,10]]
|
| | | 4 11 60 6 600 [[3,10]]
|
| | | 4 12 70 7 140 [[3,10]]
|
| | | 4 13 80 27 50 [[3,10]]
|
| | | 4 14 90 29 50 [[3,10]]
|
| | | 4 15 100 31 50 [[3,10]]
|
| | | 4 13 80 27 25 [[3,10]]
|
| | | 4 14 90 29 25 [[3,10]]
|
| | | 4 15 100 31 25 [[3,10]]
|
| | | 4 16 110 6 1100 [[3,10]]
|
| | | 4 17 120 8 19200 [[3,10]]
|
| | | 4 18 130 28 100 [[3,10]]
|
| | | 4 19 140 30 100 [[3,10]]
|
| | | 4 20 150 32 100 [[3,10]]
|
| | | 4 18 130 28 25 [[3,10]]
|
| | | 4 19 140 30 25 [[3,10]]
|
| | | 4 20 150 32 25 [[3,10]]
|
| | | 4 21 160 6 1440 [[3,10]]
|
| | | 4 22 170 8 24480 [[3,10]]
|
| | | 4 23 180 21 50 [[3,10]]
|
| | | 4 24 190 23 50 [[3,10]]
|
| | | 4 25 200 25 50 [[3,10]]
|
| | | 4 23 180 21 25 [[3,10]]
|
| | | 4 24 190 23 25 [[3,10]]
|
| | | 4 25 200 25 25 [[3,10]]
|
| | | 4 26 210 7 378 [[3,10]]
|
| | | 4 27 220 8 31680 [[3,10]]
|
| | | 4 28 230 22 100 [[3,10]]
|
| | | 4 29 240 24 100 [[3,10]]
|
| | | 4 30 250 26 100 [[3,10]]
|
| | | 4 28 230 22 25 [[3,10]]
|
| | | 4 29 240 24 25 [[3,10]]
|
| | | 4 30 250 26 25 [[3,10]]
|
| | | 4 31 320 6 2560 [[3,10]]
|
| | | 4 32 340 7 544 [[3,10]]
|
| | | 4 33 360 27 50 [[3,10]]
|
| | | 4 34 380 29 50 [[3,10]]
|
| | | 4 35 400 31 50 [[3,10]]
|
| | | 4 33 360 27 25 [[3,10]]
|
| | | 4 34 380 29 25 [[3,10]]
|
| | | 4 35 400 31 25 [[3,10]]
|
| | | 4 36 420 6 2940 [[3,10]]
|
| | | 4 37 440 8 49280 [[3,10]]
|
| | | 4 38 460 28 100 [[3,10]]
|
| | | 4 39 480 30 100 [[3,10]]
|
| | | 4 40 500 32 100 [[3,10]]
|
| | | 4 38 460 28 25 [[3,10]]
|
| | | 4 39 480 30 25 [[3,10]]
|
| | | 4 40 500 32 25 [[3,10]]
|
| | | 4 41 520 6 3120 [[3,10]]
|
| | | 4 42 540 8 51840 [[3,10]]
|
| | | 4 43 560 21 50 [[3,10]]
|
| | | 4 44 580 23 50 [[3,10]]
|
| | | 4 45 600 25 50 [[3,10]]
|
| | | 4 43 560 21 25 [[3,10]]
|
| | | 4 44 580 23 25 [[3,10]]
|
| | | 4 45 600 25 25 [[3,10]]
|
| | | 4 46 620 7 744 [[3,10]]
|
| | | 4 47 640 8 61440 [[3,10]]
|
| | | 4 48 660 22 100 [[3,10]]
|
| | | 4 49 680 24 100 [[3,10]]
|
| | | 4 50 700 26 100 [[3,10]]
|
| | | 4 48 660 22 25 [[3,10]]
|
| | | 4 49 680 24 25 [[3,10]]
|
| | | 4 50 700 26 25 [[3,10]]
|
| | | 4 51 940 6 3760 [[3,10]]
|
| | | 4 52 980 7 784 [[3,10]]
|
| | | 4 53 1020 27 50 [[3,10]]
|
| | | 4 54 1060 29 50 [[3,10]]
|
| | | 4 55 1100 31 50 [[3,10]]
|
| | | 4 53 1020 27 25 [[3,10]]
|
| | | 4 54 1060 29 25 [[3,10]]
|
| | | 4 55 1100 31 25 [[3,10]]
|
| | | 4 56 1140 6 3990 [[3,10]]
|
| | | 4 57 1180 8 66080 [[3,10]]
|
| | | 4 58 1220 28 100 [[3,10]]
|
| | | 4 59 1260 30 100 [[3,10]]
|
| | | 4 60 1300 32 100 [[3,10]]
|
| | | 4 58 1220 28 25 [[3,10]]
|
| | | 4 59 1260 30 25 [[3,10]]
|
| | | 4 60 1300 32 25 [[3,10]]
|
| | | 4 61 1340 6 4020 [[3,10]]
|
| | | 4 62 1380 8 66240 [[3,10]]
|
| | | 4 63 1420 21 50 [[3,10]]
|
| | | 4 64 1460 23 50 [[3,10]]
|
| | | 4 65 1500 25 50 [[3,10]]
|
| | | 4 63 1420 21 25 [[3,10]]
|
| | | 4 64 1460 23 25 [[3,10]]
|
| | | 4 65 1500 25 25 [[3,10]]
|
| | | 4 66 1540 7 924 [[3,10]]
|
| | | 4 67 1580 8 75840 [[3,10]]
|
| | | 4 68 1620 22 100 [[3,10]]
|
| | | 4 69 1660 24 100 [[3,10]]
|
| | | 4 70 1700 26 100 [[3,10]]
|
| | | 4 68 1620 22 25 [[3,10]]
|
| | | 4 69 1660 24 25 [[3,10]]
|
| | | 4 70 1700 26 25 [[3,10]]
|
| | | 4 71 1960 6 4900 [[3,10]]
|
| | | 4 72 2020 7 1010 [[3,10]]
|
| | | 4 73 2080 27 50 [[3,10]]
|
| | | 4 74 2140 29 50 [[3,10]]
|
| | | 4 75 2200 31 50 [[3,10]]
|
| | | 4 73 2080 27 25 [[3,10]]
|
| | | 4 74 2140 29 25 [[3,10]]
|
| | | 4 75 2200 31 25 [[3,10]]
|
| | | 4 76 2260 6 4972 [[3,10]]
|
| | | 4 77 2320 8 81664 [[3,10]]
|
| | | 4 78 2380 28 100 [[3,10]]
|
| | | 4 79 2440 30 100 [[3,10]]
|
| | | 4 80 2500 32 100 [[3,10]]
|
| | | 4 78 2380 28 25 [[3,10]]
|
| | | 4 79 2440 30 25 [[3,10]]
|
| | | 4 80 2500 32 25 [[3,10]]
|
| | | 4 81 2560 6 5120 [[3,10]]
|
| | | 4 82 2620 8 83840 [[3,10]]
|
| | | 4 83 2680 21 50 [[3,10]]
|
| | | 4 84 2740 23 50 [[3,10]]
|
| | | 4 85 2800 25 50 [[3,10]]
|
| | | 4 83 2680 21 25 [[3,10]]
|
| | | 4 84 2740 23 25 [[3,10]]
|
| | | 4 85 2800 25 25 [[3,10]]
|
| | | 4 86 2860 7 1144 [[3,10]]
|
| | | 4 87 2920 8 93440 [[3,10]]
|
| | | 4 88 2980 22 100 [[3,10]]
|
| | | 4 89 3040 24 100 [[3,10]]
|
| | | 4 90 3100 26 100 [[3,10]]
|
| | | 4 88 2980 22 25 [[3,10]]
|
| | | 4 89 3040 24 25 [[3,10]]
|
| | | 4 90 3100 26 25 [[3,10]]
|
| | | 4 91 3500 6 5250 [[3,10]]
|
| | | 4 92 3580 7 1217 [[3,10]]
|
| | | 4 93 3660 27 50 [[3,10]]
|
| | | 4 94 3740 29 50 [[3,10]]
|
| | | 4 95 3820 31 50 [[3,10]]
|
| | | 4 93 3660 27 25 [[3,10]]
|
| | | 4 94 3740 29 25 [[3,10]]
|
| | | 4 95 3820 31 25 [[3,10]]
|
| | | 4 96 3900 6 5460 [[3,10]]
|
| | | 4 97 3980 8 89152 [[3,10]]
|
| | | 4 98 4060 28 100 [[3,10]]
|
| | | 4 99 4140 30 100 [[3,10]]
|
| | | 4 100 4220 32 100 [[3,10]]
|
| | | 4 98 4060 28 25 [[3,10]]
|
| | | 4 99 4140 30 25 [[3,10]]
|
| | | 4 100 4220 32 25 [[3,10]]
|
| | | 4 101 4300 6 5590 [[3,10]]
|
| | | 4 102 4380 8 91104 [[3,10]]
|
| | | 4 103 4460 21 50 [[3,10]]
|
| | | 4 104 4540 23 50 [[3,10]]
|
| | | 4 105 4620 25 50 [[3,10]]
|
| | | 4 103 4460 21 25 [[3,10]]
|
| | | 4 104 4540 23 25 [[3,10]]
|
| | | 4 105 4620 25 25 [[3,10]]
|
| | | 4 106 4700 7 1222 [[3,10]]
|
| | | 4 107 4780 8 99424 [[3,10]]
|
| | | 4 108 4860 22 100 [[3,10]]
|
| | | 4 109 4940 24 100 [[3,10]]
|
| | | 4 110 5020 26 100 [[3,10]]
|
| | | 4 108 4860 22 25 [[3,10]]
|
| | | 4 109 4940 24 25 [[3,10]]
|
| | | 4 110 5020 26 25 [[3,10]]
|
| | | 4 111 5120 6 5632 [[3,10]]
|
| | | 4 112 5220 7 1357 [[3,10]]
|
| | | 4 113 5320 27 50 [[3,10]]
|
| | | 4 114 5420 29 50 [[3,10]]
|
| | | 4 115 5520 31 50 [[3,10]]
|
| | | 4 113 5320 27 25 [[3,10]]
|
| | | 4 114 5420 29 25 [[3,10]]
|
| | | 4 115 5520 31 25 [[3,10]]
|
| | | 4 116 5620 6 6182 [[3,10]]
|
| | | 4 117 5720 8 100672 [[3,10]]
|
| | | 4 118 5820 28 100 [[3,10]]
|
| | | 4 119 5920 30 100 [[3,10]]
|
| | | 4 120 6020 32 100 [[3,10]]
|
| | | 4 118 5820 28 25 [[3,10]]
|
| | | 4 119 5920 30 25 [[3,10]]
|
| | | 4 120 6020 32 25 [[3,10]]
|
| | | 4 121 6120 6 6754 [[3,10]]
|
| | | 4 122 6220 8 109824 [[3,10]]
|
| | | 4 123 6320 21 50 [[3,10]]
|
| | | 4 124 6420 23 50 [[3,10]]
|
| | | 4 125 6520 25 50 [[3,10]]
|
| | | 4 123 6320 21 25 [[3,10]]
|
| | | 4 124 6420 23 25 [[3,10]]
|
| | | 4 125 6520 25 25 [[3,10]]
|
| | | 4 126 6620 7 1460 [[3,10]]
|
| | | 4 127 6720 8 118624 [[3,10]]
|
| | | 4 128 6820 22 100 [[3,10]]
|
| | | 4 129 6920 24 100 [[3,10]]
|
| | | 4 130 7020 26 100 [[3,10]]
|
| | | 4 128 6820 22 25 [[3,10]]
|
| | | 4 129 6920 24 25 [[3,10]]
|
| | | 4 130 7020 26 25 [[3,10]]
|
| | | 4 131 7120 6 7140 [[3,10]]
|
| | | 4 132 7240 7 1597 [[3,10]]
|
| | | 4 133 7360 27 50 [[3,10]]
|
| | | 4 134 7480 29 50 [[3,10]]
|
| | | 4 135 7600 31 50 [[3,10]]
|
| | | 4 133 7360 27 25 [[3,10]]
|
| | | 4 134 7480 29 25 [[3,10]]
|
| | | 4 135 7600 31 25 [[3,10]]
|
| | | 4 136 7720 6 7740 [[3,10]]
|
| | | 4 137 7840 8 125760 [[3,10]]
|
| | | 4 138 7960 28 100 [[3,10]]
|
| | | 4 139 8080 30 100 [[3,10]]
|
| | | 4 140 8200 32 100 [[3,10]]
|
| | | 4 138 7960 28 25 [[3,10]]
|
| | | 4 139 8080 30 25 [[3,10]]
|
| | | 4 140 8200 32 25 [[3,10]]
|
| | | 4 141 8320 6 8340 [[3,10]]
|
| | | 4 142 8440 8 135360 [[3,10]]
|
| | | 4 143 8560 21 50 [[3,10]]
|
| | | 4 144 8680 23 50 [[3,10]]
|
| | | 4 145 8800 25 50 [[3,10]]
|
| | | 4 143 8560 21 25 [[3,10]]
|
| | | 4 144 8680 23 25 [[3,10]]
|
| | | 4 145 8800 25 25 [[3,10]]
|
| | | 4 146 8920 7 1788 [[3,10]]
|
| | | 4 147 9040 8 144960 [[3,10]]
|
| | | 4 148 9160 22 100 [[3,10]]
|
| | | 4 149 9280 24 100 [[3,10]]
|
| | | 4 150 9400 26 100 [[3,10]]
|
| | | 4 148 9160 22 25 [[3,10]]
|
| | | 4 149 9280 24 25 [[3,10]]
|
| | | 4 150 9400 26 25 [[3,10]]
|
| | | 4 151 9540 6 8604 [[3,10]]
|
| | | 4 152 9680 7 1940 [[3,10]]
|
| | | 4 153 9820 27 50 [[3,10]]
|
| | | 4 154 9960 29 50 [[3,10]]
|
| | | 4 155 10100 31 50 [[3,10]]
|
| | | 4 153 9820 27 25 [[3,10]]
|
| | | 4 154 9960 29 25 [[3,10]]
|
| | | 4 155 10100 31 25 [[3,10]]
|
| | | 4 156 10240 6 9234 [[3,10]]
|
| | | 4 157 10380 8 149760 [[3,10]]
|
| | | 4 158 10520 28 100 [[3,10]]
|
| | | 4 159 10660 30 100 [[3,10]]
|
| | | 4 160 0 32 100 [[3,10]]
|
| | | 4 158 10520 28 25 [[3,10]]
|
| | | 4 159 10660 30 25 [[3,10]]
|
| | | 4 160 0 32 25 [[3,10]]
|