| | |
| | | 40 38 [[65,4]] 6|7|8 20966400|262080|87360
|
| | | 40 39 [[65,4]] 6|7|8 21823200|272790|90930
|
| | | 40 40 [[65,4]] 6|7|8 22680000|283500|94500
|
| | | 97 1 [[65,1]] 6|7|8 302400|3780|1260
|
| | | 97 2 [[65,1]] 6|7|8 604800|7560|2520
|
| | | 97 3 [[65,1]] 6|7|8 907200|11340|3780
|
| | | 97 4 [[65,1]] 6|7|8 1209600|15120|5040
|
| | | 97 5 [[65,1]] 6|7|8 1512000|18900|6300
|
| | | 97 6 [[65,1]] 6|7|8 1814400|22680|7560
|
| | | 97 7 [[65,1]] 6|7|8 2116800|26460|8820
|
| | | 97 8 [[65,1]] 6|7|8 2419200|30240|10080
|
| | | 97 9 [[65,1]] 6|7|8 2721600|34020|11340
|
| | | 97 10 [[65,1]] 6|7|8 3024000|37800|12600
|
| | | 97 11 [[65,2]] 6|7|8 3598560|44982|14994
|
| | | 97 12 [[65,2]] 6|7|8 4173120|52164|17388
|
| | | 97 13 [[65,2]] 6|7|8 4747680|59346|19782
|
| | | 97 14 [[65,2]] 6|7|8 5322240|66528|22176
|
| | | 97 15 [[65,2]] 6|7|8 5896800|73710|24570
|
| | | 97 16 [[65,2]] 6|7|8 6471360|80892|26964
|
| | | 97 17 [[65,2]] 6|7|8 7045920|88074|29358
|
| | | 97 18 [[65,2]] 6|7|8 7620480|95256|31752
|
| | | 97 19 [[65,2]] 6|7|8 8195040|102438|34146
|
| | | 97 20 [[65,2]] 6|7|8 8769600|109620|36540
|
| | | 97 21 [[65,3]] 6|7|8 9586080|119826|39942
|
| | | 97 22 [[65,3]] 6|7|8 10402560|130032|43344
|
| | | 97 23 [[65,3]] 6|7|8 11219040|140238|46746
|
| | | 97 24 [[65,3]] 6|7|8 12035520|150444|50148
|
| | | 97 25 [[65,3]] 6|7|8 12852000|160650|53550
|
| | | 97 26 [[65,3]] 6|7|8 13668480|170856|56952
|
| | | 97 27 [[65,3]] 6|7|8 14484960|181062|60354
|
| | | 97 28 [[65,3]] 6|7|8 15301440|191268|63756
|
| | | 97 29 [[65,3]] 6|7|8 16117920|201474|67158
|
| | | 97 30 [[65,3]] 6|7|8 16934400|211680|70560
|
| | | 97 31 [[65,4]] 6|7|8 17962560|224532|74844
|
| | | 97 32 [[65,4]] 6|7|8 18990720|237384|79128
|
| | | 97 33 [[65,4]] 6|7|8 20018880|250236|83412
|
| | | 97 34 [[65,4]] 6|7|8 21047040|263088|87696
|
| | | 97 35 [[65,4]] 6|7|8 22075200|275940|91980
|
| | | 97 36 [[65,4]] 6|7|8 23103360|288792|96264
|
| | | 97 37 [[65,4]] 6|7|8 24131520|301644|100548
|
| | | 97 38 [[65,4]] 6|7|8 25159680|314496|104832
|
| | | 97 39 [[65,4]] 6|7|8 26187840|327348|109116
|
| | | 97 40 [[65,4]] 6|7|8 27216000|340200|113400
|
| | | 97 1 [[1725,1]] 6|7|8 302400|3780|1260
|
| | | 97 2 [[1725,1]] 6|7|8 604800|7560|2520
|
| | | 97 3 [[1725,1]] 6|7|8 907200|11340|3780
|
| | | 97 4 [[1725,1]] 6|7|8 1209600|15120|5040
|
| | | 97 5 [[1725,1]] 6|7|8 1512000|18900|6300
|
| | | 97 6 [[1725,1]] 6|7|8 1814400|22680|7560
|
| | | 97 7 [[1725,1]] 6|7|8 2116800|26460|8820
|
| | | 97 8 [[1725,1]] 6|7|8 2419200|30240|10080
|
| | | 97 9 [[1725,1]] 6|7|8 2721600|34020|11340
|
| | | 97 10 [[1725,1]] 6|7|8 3024000|37800|12600
|
| | | 97 11 [[1725,2]] 6|7|8 3598560|44982|14994
|
| | | 97 12 [[1725,2]] 6|7|8 4173120|52164|17388
|
| | | 97 13 [[1725,2]] 6|7|8 4747680|59346|19782
|
| | | 97 14 [[1725,2]] 6|7|8 5322240|66528|22176
|
| | | 97 15 [[1725,2]] 6|7|8 5896800|73710|24570
|
| | | 97 16 [[1725,2]] 6|7|8 6471360|80892|26964
|
| | | 97 17 [[1725,2]] 6|7|8 7045920|88074|29358
|
| | | 97 18 [[1725,2]] 6|7|8 7620480|95256|31752
|
| | | 97 19 [[1725,2]] 6|7|8 8195040|102438|34146
|
| | | 97 20 [[1725,2]] 6|7|8 8769600|109620|36540
|
| | | 97 21 [[1725,3]] 6|7|8 9586080|119826|39942
|
| | | 97 22 [[1725,3]] 6|7|8 10402560|130032|43344
|
| | | 97 23 [[1725,3]] 6|7|8 11219040|140238|46746
|
| | | 97 24 [[1725,3]] 6|7|8 12035520|150444|50148
|
| | | 97 25 [[1725,3]] 6|7|8 12852000|160650|53550
|
| | | 97 26 [[1725,3]] 6|7|8 13668480|170856|56952
|
| | | 97 27 [[1725,3]] 6|7|8 14484960|181062|60354
|
| | | 97 28 [[1725,3]] 6|7|8 15301440|191268|63756
|
| | | 97 29 [[1725,3]] 6|7|8 16117920|201474|67158
|
| | | 97 30 [[1725,3]] 6|7|8 16934400|211680|70560
|
| | | 97 31 [[1725,4]] 6|7|8 17962560|224532|74844
|
| | | 97 32 [[1725,4]] 6|7|8 18990720|237384|79128
|
| | | 97 33 [[1725,4]] 6|7|8 20018880|250236|83412
|
| | | 97 34 [[1725,4]] 6|7|8 21047040|263088|87696
|
| | | 97 35 [[1725,4]] 6|7|8 22075200|275940|91980
|
| | | 97 36 [[1725,4]] 6|7|8 23103360|288792|96264
|
| | | 97 37 [[1725,4]] 6|7|8 24131520|301644|100548
|
| | | 97 38 [[1725,4]] 6|7|8 25159680|314496|104832
|
| | | 97 39 [[1725,4]] 6|7|8 26187840|327348|109116
|
| | | 97 40 [[1725,4]] 6|7|8 27216000|340200|113400
|
| | | 54 1 [[81,1]] 6|7|8 352800|4410|1470
|
| | | 54 2 [[81,1]] 6|7|8 705600|8820|2940
|
| | | 54 3 [[81,1]] 6|7|8 1058400|13230|4410
|