| | |
| | | 66 28 [[6663,5]] 6|7|8|176 46040400|1534680|1151010|13050
|
| | | 66 29 [[6663,5]] 6|7|8|176 49215600|1640520|1230390|13950
|
| | | 66 30 [[6663,5]] 6|7|8|176 52390800|1746360|1309770|14850
|
| | | 67 1 [[6667,1]] 6|7|8|176 806400|26880|20160|200
|
| | | 67 2 [[6667,1]] 6|7|8|176 1612800|53760|40320|400
|
| | | 67 3 [[6667,1]] 6|7|8|176 2419200|80640|60480|600
|
| | | 67 4 [[6667,1]] 6|7|8|176 3225600|107520|80640|800
|
| | | 67 5 [[6667,1]] 6|7|8|176 4032000|134400|100800|1000
|
| | | 67 6 [[6667,1]] 6|7|8|176 4838400|161280|120960|1200
|
| | | 67 7 [[6667,1]] 6|7|8|176 5644800|188160|141120|1400
|
| | | 67 8 [[6667,1]] 6|7|8|176 6451200|215040|161280|1600
|
| | | 67 9 [[6667,1]] 6|7|8|176 7257600|241920|181440|1800
|
| | | 67 10 [[6667,1]] 6|7|8|176 8064000|268800|201600|2000
|
| | | 67 11 [[6667,2]] 6|7|8|176 9596160|319872|239904|2380
|
| | | 67 12 [[6667,2]] 6|7|8|176 11128320|370944|278208|2760
|
| | | 67 13 [[6667,2]] 6|7|8|176 12660480|422016|316512|3140
|
| | | 67 14 [[6667,2]] 6|7|8|176 14192640|473088|354816|3520
|
| | | 67 15 [[6667,2]] 6|7|8|176 15724800|524160|393120|3900
|
| | | 67 16 [[6667,3]] 6|7|8|176 18023040|600768|450576|4470
|
| | | 67 17 [[6667,3]] 6|7|8|176 20321280|677376|508032|5040
|
| | | 67 18 [[6667,3]] 6|7|8|176 22619520|753984|565488|5610
|
| | | 67 19 [[6667,3]] 6|7|8|176 24917760|830592|622944|6180
|
| | | 67 20 [[6667,3]] 6|7|8|176 27216000|907200|680400|6750
|
| | | 67 21 [[6667,4]] 6|7|8|176 30119040|1003968|752976|7470
|
| | | 67 22 [[6667,4]] 6|7|8|176 33022080|1100736|825552|8190
|
| | | 67 23 [[6667,4]] 6|7|8|176 35925120|1197504|898128|8910
|
| | | 67 24 [[6667,4]] 6|7|8|176 38828160|1294272|970704|9630
|
| | | 67 25 [[6667,4]] 6|7|8|176 41731200|1391040|1043280|10350
|
| | | 67 26 [[6667,5]] 6|7|8|176 45360000|1512000|1134000|11250
|
| | | 67 27 [[6667,5]] 6|7|8|176 48988800|1632960|1224720|12150
|
| | | 67 28 [[6667,5]] 6|7|8|176 52617600|1753920|1315440|13050
|
| | | 67 29 [[6667,5]] 6|7|8|176 56246400|1874880|1406160|13950
|
| | | 67 30 [[6667,5]] 6|7|8|176 59875200|1995840|1496880|14850
|
| | | 68 1 [[6668,1]] 6|7|8 42840|1428|1071
|
| | | 68 2 [[6668,1]] 6|7|8 85680|2856|2142
|
| | | 68 3 [[6668,1]] 6|7|8 128520|4284|3213
|
| | | 68 4 [[6668,1]] 6|7|8 171360|5712|4284
|
| | | 68 5 [[6668,1]] 6|7|8 214200|7140|5355
|
| | | 68 6 [[6668,1]] 6|7|8 257040|8568|6426
|
| | | 68 7 [[6668,1]] 6|7|8 299880|9996|7497
|
| | | 68 8 [[6668,1]] 6|7|8 342720|11424|8568
|
| | | 68 9 [[6668,1]] 6|7|8 385560|12852|9639
|
| | | 68 10 [[6668,1]] 6|7|8 428400|14280|10710
|
| | | 68 11 [[6668,2]] 6|7|8 509796|16993|12744
|
| | | 68 12 [[6668,2]] 6|7|8 591192|19706|14778
|
| | | 68 13 [[6668,2]] 6|7|8 672588|22419|16812
|
| | | 68 14 [[6668,2]] 6|7|8 753984|25132|18846
|
| | | 68 15 [[6668,2]] 6|7|8 835380|27845|20880
|
| | | 68 16 [[6668,3]] 6|7|8 957474|31914|23932
|
| | | 68 17 [[6668,3]] 6|7|8 1079568|35983|26984
|
| | | 68 18 [[6668,3]] 6|7|8 1201662|40052|30036
|
| | | 68 19 [[6668,3]] 6|7|8 1323756|44121|33088
|
| | | 68 20 [[6668,3]] 6|7|8 1445850|48190|36140
|
| | | 68 21 [[6668,4]] 6|7|8 1600074|53330|39995
|
| | | 68 22 [[6668,4]] 6|7|8 1754298|58470|43850
|
| | | 68 23 [[6668,4]] 6|7|8 1908522|63610|47705
|
| | | 68 24 [[6668,4]] 6|7|8 2062746|68750|51560
|
| | | 68 25 [[6668,4]] 6|7|8 2216970|73890|55415
|
| | | 68 26 [[6668,5]] 6|7|8 2409750|80316|60234
|
| | | 68 27 [[6668,5]] 6|7|8 2602530|86742|65053
|
| | | 68 28 [[6668,5]] 6|7|8 2795310|93168|69872
|
| | | 68 29 [[6668,5]] 6|7|8 2988090|99594|74691
|
| | | 68 30 [[6668,5]] 6|7|8 3180870|106020|79510
|
| | | 69 1 [[6669,1]] 6|7|8 63000|2100|1575
|
| | | 69 2 [[6669,1]] 6|7|8 126000|4200|3150
|
| | | 69 3 [[6669,1]] 6|7|8 189000|6300|4725
|
| | | 69 4 [[6669,1]] 6|7|8 252000|8400|6300
|
| | | 69 5 [[6669,1]] 6|7|8 315000|10500|7875
|
| | | 69 6 [[6669,1]] 6|7|8 378000|12600|9450
|
| | | 69 7 [[6669,1]] 6|7|8 441000|14700|11025
|
| | | 69 8 [[6669,1]] 6|7|8 504000|16800|12600
|
| | | 69 9 [[6669,1]] 6|7|8 567000|18900|14175
|
| | | 69 10 [[6669,1]] 6|7|8 630000|21000|15750
|
| | | 69 11 [[6669,2]] 6|7|8 749700|24990|18742
|
| | | 69 12 [[6669,2]] 6|7|8 869400|28980|21734
|
| | | 69 13 [[6669,2]] 6|7|8 989100|32970|24726
|
| | | 69 14 [[6669,2]] 6|7|8 1108800|36960|27718
|
| | | 69 15 [[6669,2]] 6|7|8 1228500|40950|30710
|
| | | 69 16 [[6669,3]] 6|7|8 1408050|46935|35198
|
| | | 69 17 [[6669,3]] 6|7|8 1587600|52920|39686
|
| | | 69 18 [[6669,3]] 6|7|8 1767150|58905|44174
|
| | | 69 19 [[6669,3]] 6|7|8 1946700|64890|48662
|
| | | 69 20 [[6669,3]] 6|7|8 2126250|70875|53150
|
| | | 69 21 [[6669,4]] 6|7|8 2353050|78435|58820
|
| | | 69 22 [[6669,4]] 6|7|8 2579850|85995|64490
|
| | | 69 23 [[6669,4]] 6|7|8 2806650|93555|70160
|
| | | 69 24 [[6669,4]] 6|7|8 3033450|101115|75830
|
| | | 69 25 [[6669,4]] 6|7|8 3260250|108675|81500
|
| | | 69 26 [[6669,5]] 6|7|8 3543750|118125|88587
|
| | | 69 27 [[6669,5]] 6|7|8 3827250|127575|95674
|
| | | 69 28 [[6669,5]] 6|7|8 4110750|137025|102761
|
| | | 69 29 [[6669,5]] 6|7|8 4394250|146475|109848
|
| | | 69 30 [[6669,5]] 6|7|8 4677750|155925|116935
|
| | | 70 1 [[6670,1]] 6|7|8 40320|1344|1008
|
| | | 70 2 [[6670,1]] 6|7|8 80640|2688|2016
|
| | | 70 3 [[6670,1]] 6|7|8 120960|4032|3024
|
| | | 70 4 [[6670,1]] 6|7|8 161280|5376|4032
|
| | | 70 5 [[6670,1]] 6|7|8 201600|6720|5040
|
| | | 70 6 [[6670,1]] 6|7|8 241920|8064|6048
|
| | | 70 7 [[6670,1]] 6|7|8 282240|9408|7056
|
| | | 70 8 [[6670,1]] 6|7|8 322560|10752|8064
|
| | | 70 9 [[6670,1]] 6|7|8 362880|12096|9072
|
| | | 70 10 [[6670,1]] 6|7|8 403200|13440|10080
|
| | | 70 11 [[6670,2]] 6|7|8 479808|15993|11995
|
| | | 70 12 [[6670,2]] 6|7|8 556416|18546|13910
|
| | | 70 13 [[6670,2]] 6|7|8 633024|21099|15825
|
| | | 70 14 [[6670,2]] 6|7|8 709632|23652|17740
|
| | | 70 15 [[6670,2]] 6|7|8 786240|26205|19655
|
| | | 70 16 [[6670,3]] 6|7|8 901152|30035|22527
|
| | | 70 17 [[6670,3]] 6|7|8 1016064|33865|25399
|
| | | 70 18 [[6670,3]] 6|7|8 1130976|37695|28271
|
| | | 70 19 [[6670,3]] 6|7|8 1245888|41525|31143
|
| | | 70 20 [[6670,3]] 6|7|8 1360800|45355|34015
|
| | | 70 21 [[6670,4]] 6|7|8 1505952|50193|37643
|
| | | 70 22 [[6670,4]] 6|7|8 1651104|55031|41271
|
| | | 70 23 [[6670,4]] 6|7|8 1796256|59869|44899
|
| | | 70 24 [[6670,4]] 6|7|8 1941408|64707|48527
|
| | | 70 25 [[6670,4]] 6|7|8 2086560|69545|52155
|
| | | 70 26 [[6670,5]] 6|7|8 2268000|75593|56691
|
| | | 70 27 [[6670,5]] 6|7|8 2449440|81641|61227
|
| | | 70 28 [[6670,5]] 6|7|8 2630880|87689|65763
|
| | | 70 29 [[6670,5]] 6|7|8 2812320|93737|70299
|
| | | 70 30 [[6670,5]] 6|7|8 2993760|99785|74835
|
| | | 71 1 [[6671,1]] 6|7|8 88200|2940|2205
|
| | | 71 2 [[6671,1]] 6|7|8 176400|5880|4410
|
| | | 71 3 [[6671,1]] 6|7|8 264600|8820|6615
|
| | | 71 4 [[6671,1]] 6|7|8 352800|11760|8820
|
| | | 71 5 [[6671,1]] 6|7|8 441000|14700|11025
|
| | | 71 6 [[6671,1]] 6|7|8 529200|17640|13230
|
| | | 71 7 [[6671,1]] 6|7|8 617400|20580|15435
|
| | | 71 8 [[6671,1]] 6|7|8 705600|23520|17640
|
| | | 71 9 [[6671,1]] 6|7|8 793800|26460|19845
|
| | | 71 10 [[6671,1]] 6|7|8 882000|29400|22050
|
| | | 71 11 [[6671,2]] 6|7|8 1049580|34986|26239
|
| | | 71 12 [[6671,2]] 6|7|8 1217160|40572|30428
|
| | | 71 13 [[6671,2]] 6|7|8 1384740|46158|34617
|
| | | 71 14 [[6671,2]] 6|7|8 1552320|51744|38806
|
| | | 71 15 [[6671,2]] 6|7|8 1719900|57330|42995
|
| | | 71 16 [[6671,3]] 6|7|8 1971270|65709|49279
|
| | | 71 17 [[6671,3]] 6|7|8 2222640|74088|55563
|
| | | 71 18 [[6671,3]] 6|7|8 2474010|82467|61847
|
| | | 71 19 [[6671,3]] 6|7|8 2725380|90846|68131
|
| | | 71 20 [[6671,3]] 6|7|8 2976750|99225|74415
|
| | | 71 21 [[6671,4]] 6|7|8 3294270|109809|82353
|
| | | 71 22 [[6671,4]] 6|7|8 3611790|120393|90291
|
| | | 71 23 [[6671,4]] 6|7|8 3929310|130977|98229
|
| | | 71 24 [[6671,4]] 6|7|8 4246830|141561|106167
|
| | | 71 25 [[6671,4]] 6|7|8 4564350|152145|114105
|
| | | 71 26 [[6671,5]] 6|7|8 4961250|165375|124027
|
| | | 71 27 [[6671,5]] 6|7|8 5358150|178605|133949
|
| | | 71 28 [[6671,5]] 6|7|8 5755050|191835|143871
|
| | | 71 29 [[6671,5]] 6|7|8 6151950|205065|153793
|
| | | 71 30 [[6671,5]] 6|7|8 6548850|218295|163715
|
| | | 72 1 [[6672,1]] 6|7|8 45360|1512|1134
|
| | | 72 2 [[6672,1]] 6|7|8 90720|3024|2268
|
| | | 72 3 [[6672,1]] 6|7|8 136080|4536|3402
|
| | | 72 4 [[6672,1]] 6|7|8 181440|6048|4536
|
| | | 72 5 [[6672,1]] 6|7|8 226800|7560|5670
|
| | | 72 6 [[6672,1]] 6|7|8 272160|9072|6804
|
| | | 72 7 [[6672,1]] 6|7|8 317520|10584|7938
|
| | | 72 8 [[6672,1]] 6|7|8 362880|12096|9072
|
| | | 72 9 [[6672,1]] 6|7|8 408240|13608|10206
|
| | | 72 10 [[6672,1]] 6|7|8 453600|15120|11340
|
| | | 72 11 [[6672,2]] 6|7|8 539784|17992|13494
|
| | | 72 12 [[6672,2]] 6|7|8 625968|20864|15648
|
| | | 72 13 [[6672,2]] 6|7|8 712152|23736|17802
|
| | | 72 14 [[6672,2]] 6|7|8 798336|26608|19956
|
| | | 72 15 [[6672,2]] 6|7|8 884520|29480|22110
|
| | | 72 16 [[6672,3]] 6|7|8 1013796|33789|25341
|
| | | 72 17 [[6672,3]] 6|7|8 1143072|38098|28572
|
| | | 72 18 [[6672,3]] 6|7|8 1272348|42407|31803
|
| | | 72 19 [[6672,3]] 6|7|8 1401624|46716|35034
|
| | | 72 20 [[6672,3]] 6|7|8 1530900|51025|38265
|
| | | 72 21 [[6672,4]] 6|7|8 1694196|56468|42347
|
| | | 72 22 [[6672,4]] 6|7|8 1857492|61911|46429
|
| | | 72 23 [[6672,4]] 6|7|8 2020788|67354|50511
|
| | | 72 24 [[6672,4]] 6|7|8 2184084|72797|54593
|
| | | 72 25 [[6672,4]] 6|7|8 2347380|78240|58675
|
| | | 72 26 [[6672,5]] 6|7|8 2551500|85044|63778
|
| | | 72 27 [[6672,5]] 6|7|8 2755620|91848|68881
|
| | | 72 28 [[6672,5]] 6|7|8 2959740|98652|73984
|
| | | 72 29 [[6672,5]] 6|7|8 3163860|105456|79087
|
| | | 72 30 [[6672,5]] 6|7|8 3367980|112260|84190
|
| | | 67 1 [[6664,1]] 6|7|8|176 806400|26880|20160|200
|
| | | 67 2 [[6664,1]] 6|7|8|176 1612800|53760|40320|400
|
| | | 67 3 [[6664,1]] 6|7|8|176 2419200|80640|60480|600
|
| | | 67 4 [[6664,1]] 6|7|8|176 3225600|107520|80640|800
|
| | | 67 5 [[6664,1]] 6|7|8|176 4032000|134400|100800|1000
|
| | | 67 6 [[6664,1]] 6|7|8|176 4838400|161280|120960|1200
|
| | | 67 7 [[6664,1]] 6|7|8|176 5644800|188160|141120|1400
|
| | | 67 8 [[6664,1]] 6|7|8|176 6451200|215040|161280|1600
|
| | | 67 9 [[6664,1]] 6|7|8|176 7257600|241920|181440|1800
|
| | | 67 10 [[6664,1]] 6|7|8|176 8064000|268800|201600|2000
|
| | | 67 11 [[6664,2]] 6|7|8|176 9596160|319872|239904|2380
|
| | | 67 12 [[6664,2]] 6|7|8|176 11128320|370944|278208|2760
|
| | | 67 13 [[6664,2]] 6|7|8|176 12660480|422016|316512|3140
|
| | | 67 14 [[6664,2]] 6|7|8|176 14192640|473088|354816|3520
|
| | | 67 15 [[6664,2]] 6|7|8|176 15724800|524160|393120|3900
|
| | | 67 16 [[6664,3]] 6|7|8|176 18023040|600768|450576|4470
|
| | | 67 17 [[6664,3]] 6|7|8|176 20321280|677376|508032|5040
|
| | | 67 18 [[6664,3]] 6|7|8|176 22619520|753984|565488|5610
|
| | | 67 19 [[6664,3]] 6|7|8|176 24917760|830592|622944|6180
|
| | | 67 20 [[6664,3]] 6|7|8|176 27216000|907200|680400|6750
|
| | | 67 21 [[6664,4]] 6|7|8|176 30119040|1003968|752976|7470
|
| | | 67 22 [[6664,4]] 6|7|8|176 33022080|1100736|825552|8190
|
| | | 67 23 [[6664,4]] 6|7|8|176 35925120|1197504|898128|8910
|
| | | 67 24 [[6664,4]] 6|7|8|176 38828160|1294272|970704|9630
|
| | | 67 25 [[6664,4]] 6|7|8|176 41731200|1391040|1043280|10350
|
| | | 67 26 [[6664,5]] 6|7|8|176 45360000|1512000|1134000|11250
|
| | | 67 27 [[6664,5]] 6|7|8|176 48988800|1632960|1224720|12150
|
| | | 67 28 [[6664,5]] 6|7|8|176 52617600|1753920|1315440|13050
|
| | | 67 29 [[6664,5]] 6|7|8|176 56246400|1874880|1406160|13950
|
| | | 67 30 [[6664,5]] 6|7|8|176 59875200|1995840|1496880|14850
|
| | | 68 1 [[6665,1]] 6|7|8 42840|1428|1071
|
| | | 68 2 [[6665,1]] 6|7|8 85680|2856|2142
|
| | | 68 3 [[6665,1]] 6|7|8 128520|4284|3213
|
| | | 68 4 [[6665,1]] 6|7|8 171360|5712|4284
|
| | | 68 5 [[6665,1]] 6|7|8 214200|7140|5355
|
| | | 68 6 [[6665,1]] 6|7|8 257040|8568|6426
|
| | | 68 7 [[6665,1]] 6|7|8 299880|9996|7497
|
| | | 68 8 [[6665,1]] 6|7|8 342720|11424|8568
|
| | | 68 9 [[6665,1]] 6|7|8 385560|12852|9639
|
| | | 68 10 [[6665,1]] 6|7|8 428400|14280|10710
|
| | | 68 11 [[6665,2]] 6|7|8 509796|16993|12744
|
| | | 68 12 [[6665,2]] 6|7|8 591192|19706|14778
|
| | | 68 13 [[6665,2]] 6|7|8 672588|22419|16812
|
| | | 68 14 [[6665,2]] 6|7|8 753984|25132|18846
|
| | | 68 15 [[6665,2]] 6|7|8 835380|27845|20880
|
| | | 68 16 [[6665,3]] 6|7|8 957474|31914|23932
|
| | | 68 17 [[6665,3]] 6|7|8 1079568|35983|26984
|
| | | 68 18 [[6665,3]] 6|7|8 1201662|40052|30036
|
| | | 68 19 [[6665,3]] 6|7|8 1323756|44121|33088
|
| | | 68 20 [[6665,3]] 6|7|8 1445850|48190|36140
|
| | | 68 21 [[6665,4]] 6|7|8 1600074|53330|39995
|
| | | 68 22 [[6665,4]] 6|7|8 1754298|58470|43850
|
| | | 68 23 [[6665,4]] 6|7|8 1908522|63610|47705
|
| | | 68 24 [[6665,4]] 6|7|8 2062746|68750|51560
|
| | | 68 25 [[6665,4]] 6|7|8 2216970|73890|55415
|
| | | 68 26 [[6665,5]] 6|7|8 2409750|80316|60234
|
| | | 68 27 [[6665,5]] 6|7|8 2602530|86742|65053
|
| | | 68 28 [[6665,5]] 6|7|8 2795310|93168|69872
|
| | | 68 29 [[6665,5]] 6|7|8 2988090|99594|74691
|
| | | 68 30 [[6665,5]] 6|7|8 3180870|106020|79510
|
| | | 69 1 [[6666,1]] 6|7|8 63000|2100|1575
|
| | | 69 2 [[6666,1]] 6|7|8 126000|4200|3150
|
| | | 69 3 [[6666,1]] 6|7|8 189000|6300|4725
|
| | | 69 4 [[6666,1]] 6|7|8 252000|8400|6300
|
| | | 69 5 [[6666,1]] 6|7|8 315000|10500|7875
|
| | | 69 6 [[6666,1]] 6|7|8 378000|12600|9450
|
| | | 69 7 [[6666,1]] 6|7|8 441000|14700|11025
|
| | | 69 8 [[6666,1]] 6|7|8 504000|16800|12600
|
| | | 69 9 [[6666,1]] 6|7|8 567000|18900|14175
|
| | | 69 10 [[6666,1]] 6|7|8 630000|21000|15750
|
| | | 69 11 [[6666,2]] 6|7|8 749700|24990|18742
|
| | | 69 12 [[6666,2]] 6|7|8 869400|28980|21734
|
| | | 69 13 [[6666,2]] 6|7|8 989100|32970|24726
|
| | | 69 14 [[6666,2]] 6|7|8 1108800|36960|27718
|
| | | 69 15 [[6666,2]] 6|7|8 1228500|40950|30710
|
| | | 69 16 [[6666,3]] 6|7|8 1408050|46935|35198
|
| | | 69 17 [[6666,3]] 6|7|8 1587600|52920|39686
|
| | | 69 18 [[6666,3]] 6|7|8 1767150|58905|44174
|
| | | 69 19 [[6666,3]] 6|7|8 1946700|64890|48662
|
| | | 69 20 [[6666,3]] 6|7|8 2126250|70875|53150
|
| | | 69 21 [[6666,4]] 6|7|8 2353050|78435|58820
|
| | | 69 22 [[6666,4]] 6|7|8 2579850|85995|64490
|
| | | 69 23 [[6666,4]] 6|7|8 2806650|93555|70160
|
| | | 69 24 [[6666,4]] 6|7|8 3033450|101115|75830
|
| | | 69 25 [[6666,4]] 6|7|8 3260250|108675|81500
|
| | | 69 26 [[6666,5]] 6|7|8 3543750|118125|88587
|
| | | 69 27 [[6666,5]] 6|7|8 3827250|127575|95674
|
| | | 69 28 [[6666,5]] 6|7|8 4110750|137025|102761
|
| | | 69 29 [[6666,5]] 6|7|8 4394250|146475|109848
|
| | | 69 30 [[6666,5]] 6|7|8 4677750|155925|116935
|
| | | 70 1 [[6667,1]] 6|7|8 40320|1344|1008
|
| | | 70 2 [[6667,1]] 6|7|8 80640|2688|2016
|
| | | 70 3 [[6667,1]] 6|7|8 120960|4032|3024
|
| | | 70 4 [[6667,1]] 6|7|8 161280|5376|4032
|
| | | 70 5 [[6667,1]] 6|7|8 201600|6720|5040
|
| | | 70 6 [[6667,1]] 6|7|8 241920|8064|6048
|
| | | 70 7 [[6667,1]] 6|7|8 282240|9408|7056
|
| | | 70 8 [[6667,1]] 6|7|8 322560|10752|8064
|
| | | 70 9 [[6667,1]] 6|7|8 362880|12096|9072
|
| | | 70 10 [[6667,1]] 6|7|8 403200|13440|10080
|
| | | 70 11 [[6667,2]] 6|7|8 479808|15993|11995
|
| | | 70 12 [[6667,2]] 6|7|8 556416|18546|13910
|
| | | 70 13 [[6667,2]] 6|7|8 633024|21099|15825
|
| | | 70 14 [[6667,2]] 6|7|8 709632|23652|17740
|
| | | 70 15 [[6667,2]] 6|7|8 786240|26205|19655
|
| | | 70 16 [[6667,3]] 6|7|8 901152|30035|22527
|
| | | 70 17 [[6667,3]] 6|7|8 1016064|33865|25399
|
| | | 70 18 [[6667,3]] 6|7|8 1130976|37695|28271
|
| | | 70 19 [[6667,3]] 6|7|8 1245888|41525|31143
|
| | | 70 20 [[6667,3]] 6|7|8 1360800|45355|34015
|
| | | 70 21 [[6667,4]] 6|7|8 1505952|50193|37643
|
| | | 70 22 [[6667,4]] 6|7|8 1651104|55031|41271
|
| | | 70 23 [[6667,4]] 6|7|8 1796256|59869|44899
|
| | | 70 24 [[6667,4]] 6|7|8 1941408|64707|48527
|
| | | 70 25 [[6667,4]] 6|7|8 2086560|69545|52155
|
| | | 70 26 [[6667,5]] 6|7|8 2268000|75593|56691
|
| | | 70 27 [[6667,5]] 6|7|8 2449440|81641|61227
|
| | | 70 28 [[6667,5]] 6|7|8 2630880|87689|65763
|
| | | 70 29 [[6667,5]] 6|7|8 2812320|93737|70299
|
| | | 70 30 [[6667,5]] 6|7|8 2993760|99785|74835
|
| | | 71 1 [[6668,1]] 6|7|8 88200|2940|2205
|
| | | 71 2 [[6668,1]] 6|7|8 176400|5880|4410
|
| | | 71 3 [[6668,1]] 6|7|8 264600|8820|6615
|
| | | 71 4 [[6668,1]] 6|7|8 352800|11760|8820
|
| | | 71 5 [[6668,1]] 6|7|8 441000|14700|11025
|
| | | 71 6 [[6668,1]] 6|7|8 529200|17640|13230
|
| | | 71 7 [[6668,1]] 6|7|8 617400|20580|15435
|
| | | 71 8 [[6668,1]] 6|7|8 705600|23520|17640
|
| | | 71 9 [[6668,1]] 6|7|8 793800|26460|19845
|
| | | 71 10 [[6668,1]] 6|7|8 882000|29400|22050
|
| | | 71 11 [[6668,2]] 6|7|8 1049580|34986|26239
|
| | | 71 12 [[6668,2]] 6|7|8 1217160|40572|30428
|
| | | 71 13 [[6668,2]] 6|7|8 1384740|46158|34617
|
| | | 71 14 [[6668,2]] 6|7|8 1552320|51744|38806
|
| | | 71 15 [[6668,2]] 6|7|8 1719900|57330|42995
|
| | | 71 16 [[6668,3]] 6|7|8 1971270|65709|49279
|
| | | 71 17 [[6668,3]] 6|7|8 2222640|74088|55563
|
| | | 71 18 [[6668,3]] 6|7|8 2474010|82467|61847
|
| | | 71 19 [[6668,3]] 6|7|8 2725380|90846|68131
|
| | | 71 20 [[6668,3]] 6|7|8 2976750|99225|74415
|
| | | 71 21 [[6668,4]] 6|7|8 3294270|109809|82353
|
| | | 71 22 [[6668,4]] 6|7|8 3611790|120393|90291
|
| | | 71 23 [[6668,4]] 6|7|8 3929310|130977|98229
|
| | | 71 24 [[6668,4]] 6|7|8 4246830|141561|106167
|
| | | 71 25 [[6668,4]] 6|7|8 4564350|152145|114105
|
| | | 71 26 [[6668,5]] 6|7|8 4961250|165375|124027
|
| | | 71 27 [[6668,5]] 6|7|8 5358150|178605|133949
|
| | | 71 28 [[6668,5]] 6|7|8 5755050|191835|143871
|
| | | 71 29 [[6668,5]] 6|7|8 6151950|205065|153793
|
| | | 71 30 [[6668,5]] 6|7|8 6548850|218295|163715
|
| | | 72 1 [[6669,1]] 6|7|8 45360|1512|1134
|
| | | 72 2 [[6669,1]] 6|7|8 90720|3024|2268
|
| | | 72 3 [[6669,1]] 6|7|8 136080|4536|3402
|
| | | 72 4 [[6669,1]] 6|7|8 181440|6048|4536
|
| | | 72 5 [[6669,1]] 6|7|8 226800|7560|5670
|
| | | 72 6 [[6669,1]] 6|7|8 272160|9072|6804
|
| | | 72 7 [[6669,1]] 6|7|8 317520|10584|7938
|
| | | 72 8 [[6669,1]] 6|7|8 362880|12096|9072
|
| | | 72 9 [[6669,1]] 6|7|8 408240|13608|10206
|
| | | 72 10 [[6669,1]] 6|7|8 453600|15120|11340
|
| | | 72 11 [[6669,2]] 6|7|8 539784|17992|13494
|
| | | 72 12 [[6669,2]] 6|7|8 625968|20864|15648
|
| | | 72 13 [[6669,2]] 6|7|8 712152|23736|17802
|
| | | 72 14 [[6669,2]] 6|7|8 798336|26608|19956
|
| | | 72 15 [[6669,2]] 6|7|8 884520|29480|22110
|
| | | 72 16 [[6669,3]] 6|7|8 1013796|33789|25341
|
| | | 72 17 [[6669,3]] 6|7|8 1143072|38098|28572
|
| | | 72 18 [[6669,3]] 6|7|8 1272348|42407|31803
|
| | | 72 19 [[6669,3]] 6|7|8 1401624|46716|35034
|
| | | 72 20 [[6669,3]] 6|7|8 1530900|51025|38265
|
| | | 72 21 [[6669,4]] 6|7|8 1694196|56468|42347
|
| | | 72 22 [[6669,4]] 6|7|8 1857492|61911|46429
|
| | | 72 23 [[6669,4]] 6|7|8 2020788|67354|50511
|
| | | 72 24 [[6669,4]] 6|7|8 2184084|72797|54593
|
| | | 72 25 [[6669,4]] 6|7|8 2347380|78240|58675
|
| | | 72 26 [[6669,5]] 6|7|8 2551500|85044|63778
|
| | | 72 27 [[6669,5]] 6|7|8 2755620|91848|68881
|
| | | 72 28 [[6669,5]] 6|7|8 2959740|98652|73984
|
| | | 72 29 [[6669,5]] 6|7|8 3163860|105456|79087
|
| | | 72 30 [[6669,5]] 6|7|8 3367980|112260|84190
|