Index of /~adkern/ag1kg/shicScanPhaseI/testDir

	Name	Last modified	Size	Description
	Parent Directory		-
	permutation_0/	2019-10-11 13:14	-
	permutation_1/	2019-10-11 13:15	-
	permutation_2/	2019-10-11 13:15	-
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	permutation_405/	2019-10-11 13:13	-
	permutation_406/	2019-10-11 13:15	-
	permutation_407/	2019-10-11 13:14	-
	permutation_408/	2019-10-11 13:16	-
	permutation_409/	2019-10-11 13:14	-
	permutation_410/	2019-10-11 13:15	-
	permutation_411/	2019-10-11 13:15	-
	permutation_412/	2019-10-11 13:14	-
	permutation_413/	2019-10-11 13:15	-
	permutation_414/	2019-10-11 13:15	-
	permutation_415/	2019-10-11 13:14	-
	permutation_416/	2019-10-11 13:16	-
	permutation_417/	2019-10-11 13:15	-
	permutation_418/	2019-10-11 13:14	-
	permutation_419/	2019-10-11 13:15	-
	permutation_420/	2019-10-11 13:15	-
	permutation_421/	2019-10-11 13:15	-
	permutation_422/	2019-10-11 13:14	-
	permutation_423/	2019-10-11 13:13	-
	permutation_424/	2019-10-11 13:16	-
	permutation_425/	2019-10-11 13:15	-
	permutation_426/	2019-10-11 13:15	-
	permutation_427/	2019-10-11 13:15	-
	permutation_428/	2019-10-11 13:15	-
	permutation_429/	2019-10-11 13:15	-
	permutation_430/	2019-10-11 13:14	-
	permutation_431/	2019-10-11 13:16	-
	permutation_432/	2019-10-11 13:15	-
	permutation_433/	2019-10-11 13:16	-
	permutation_434/	2019-10-11 13:14	-
	permutation_435/	2019-10-11 13:15	-
	permutation_436/	2019-10-11 13:13	-
	permutation_437/	2019-10-11 13:14	-
	permutation_438/	2019-10-11 13:14	-
	permutation_439/	2019-10-11 13:15	-
	permutation_440/	2019-10-11 13:14	-
	permutation_441/	2019-10-11 13:14	-
	permutation_442/	2019-10-11 13:14	-
	permutation_443/	2019-10-11 13:13	-
	permutation_444/	2019-10-11 13:13	-
	permutation_445/	2019-10-11 13:14	-
	permutation_446/	2019-10-11 13:16	-
	permutation_447/	2019-10-11 13:15	-
	permutation_448/	2019-10-11 13:14	-
	permutation_449/	2019-10-11 13:15	-
	permutation_450/	2019-10-11 13:14	-
	permutation_451/	2019-10-11 13:15	-
	permutation_452/	2019-10-11 13:14	-
	permutation_453/	2019-10-11 13:15	-
	permutation_454/	2019-10-11 13:14	-
	permutation_455/	2019-10-11 13:15	-
	permutation_456/	2019-10-11 13:15	-
	permutation_457/	2019-10-11 13:15	-
	permutation_458/	2019-10-11 13:15	-
	permutation_459/	2019-10-11 13:15	-
	permutation_460/	2019-10-11 13:15	-
	permutation_461/	2019-10-11 13:15	-
	permutation_462/	2019-10-11 13:14	-
	permutation_463/	2019-10-11 13:14	-
	permutation_464/	2019-10-11 13:14	-
	permutation_465/	2019-10-11 13:15	-
	permutation_466/	2019-10-11 13:14	-
	permutation_467/	2019-10-11 13:13	-
	permutation_468/	2019-10-11 13:14	-
	permutation_469/	2019-10-11 13:14	-
	permutation_470/	2019-10-11 13:15	-
	permutation_471/	2019-10-11 13:16	-
	permutation_472/	2019-10-11 13:14	-
	permutation_473/	2019-10-11 13:14	-
	permutation_474/	2019-10-11 13:15	-
	permutation_475/	2019-10-11 13:16	-
	permutation_476/	2019-10-11 13:15	-
	permutation_477/	2019-10-11 13:15	-
	permutation_478/	2019-10-11 13:14	-
	permutation_479/	2019-10-11 13:16	-
	permutation_480/	2019-10-11 13:14	-
	permutation_481/	2019-10-11 13:14	-
	permutation_482/	2019-10-11 13:15	-
	permutation_483/	2019-10-11 13:14	-
	permutation_484/	2019-10-11 13:15	-
	permutation_485/	2019-10-11 13:14	-
	permutation_486/	2019-10-11 13:15	-
	permutation_487/	2019-10-11 13:13	-
	permutation_488/	2019-10-11 13:16	-
	permutation_489/	2019-10-11 13:16	-
	permutation_490/	2019-10-11 13:16	-
	permutation_491/	2019-10-11 13:14	-
	permutation_492/	2019-10-11 13:15	-
	permutation_493/	2019-10-11 13:14	-
	permutation_494/	2019-10-11 13:14	-
	permutation_495/	2019-10-11 13:15	-
	permutation_496/	2019-10-11 13:15	-
	permutation_497/	2019-10-11 13:13	-
	permutation_498/	2019-10-11 13:14	-
	permutation_499/	2019-10-11 13:13	-
	permutation_500/	2019-10-11 13:13	-
	permutation_501/	2019-10-11 13:15	-
	permutation_502/	2019-10-11 13:13	-
	permutation_503/	2019-10-11 13:15	-
	permutation_504/	2019-10-11 13:14	-
	permutation_505/	2019-10-11 13:15	-
	permutation_506/	2019-10-11 13:16	-
	permutation_507/	2019-10-11 13:15	-
	permutation_508/	2019-10-11 13:14	-
	permutation_509/	2019-10-11 13:14	-
	permutation_510/	2019-10-11 13:13	-
	permutation_511/	2019-10-11 13:16	-
	permutation_512/	2019-10-11 13:14	-
	permutation_513/	2019-10-11 13:14	-
	permutation_514/	2019-10-11 13:14	-
	permutation_515/	2019-10-11 13:15	-
	permutation_516/	2019-10-11 13:16	-
	permutation_517/	2019-10-11 13:15	-
	permutation_518/	2019-10-11 13:14	-
	permutation_519/	2019-10-11 13:14	-
	permutation_520/	2019-10-11 13:14	-
	permutation_521/	2019-10-11 13:14	-
	permutation_522/	2019-10-11 13:14	-
	permutation_523/	2019-10-11 13:14	-
	permutation_524/	2019-10-11 13:14	-
	permutation_525/	2019-10-11 13:14	-
	permutation_526/	2019-10-11 13:15	-
	permutation_527/	2019-10-11 13:14	-
	permutation_528/	2019-10-11 13:16	-
	permutation_529/	2019-10-11 13:14	-
	permutation_530/	2019-10-11 13:14	-
	permutation_531/	2019-10-11 13:13	-
	permutation_532/	2019-10-11 13:14	-
	permutation_533/	2019-10-11 13:14	-
	permutation_534/	2019-10-11 13:13	-
	permutation_535/	2019-10-11 13:15	-
	permutation_536/	2019-10-11 13:15	-
	permutation_537/	2019-10-11 13:15	-
	permutation_538/	2019-10-11 13:15	-
	permutation_539/	2019-10-11 13:15	-
	permutation_540/	2019-10-11 13:16	-
	permutation_541/	2019-10-11 13:15	-
	permutation_542/	2019-10-11 13:14	-
	permutation_543/	2019-10-11 13:16	-
	permutation_544/	2019-10-11 13:15	-
	permutation_545/	2019-10-11 13:14	-
	permutation_546/	2019-10-11 13:16	-
	permutation_547/	2019-10-11 13:16	-
	permutation_548/	2019-10-11 13:14	-
	permutation_549/	2019-10-11 13:15	-
	permutation_550/	2019-10-11 13:14	-
	permutation_551/	2019-10-11 13:15	-
	permutation_552/	2019-10-11 13:14	-
	permutation_553/	2019-10-11 13:14	-
	permutation_554/	2019-10-11 13:15	-
	permutation_555/	2019-10-11 13:13	-
	permutation_556/	2019-10-11 13:14	-
	permutation_557/	2019-10-11 13:15	-
	permutation_558/	2019-10-11 13:15	-
	permutation_559/	2019-10-11 13:13	-
	permutation_560/	2019-10-11 13:15	-
	permutation_561/	2019-10-11 13:15	-
	permutation_562/	2019-10-11 13:14	-
	permutation_563/	2019-10-11 13:14	-
	permutation_564/	2019-10-11 13:15	-
	permutation_565/	2019-10-11 13:14	-
	permutation_566/	2019-10-11 13:14	-
	permutation_567/	2019-10-11 13:16	-
	permutation_568/	2019-10-11 13:14	-
	permutation_569/	2019-10-11 13:14	-
	permutation_570/	2019-10-11 13:16	-
	permutation_571/	2019-10-11 13:13	-
	permutation_572/	2019-10-11 13:15	-
	permutation_573/	2019-10-11 13:14	-
	permutation_574/	2019-10-11 13:16	-
	permutation_575/	2019-10-11 13:14	-
	permutation_576/	2019-10-11 13:14	-
	permutation_577/	2019-10-11 13:15	-
	permutation_578/	2019-10-11 13:13	-
	permutation_579/	2019-10-11 13:13	-
	permutation_580/	2019-10-11 13:16	-
	permutation_581/	2019-10-11 13:13	-
	permutation_582/	2019-10-11 13:15	-
	permutation_583/	2019-10-11 13:14	-
	permutation_584/	2019-10-11 13:15	-
	permutation_585/	2019-10-11 13:14	-
	permutation_586/	2019-10-11 13:15	-
	permutation_587/	2019-10-11 13:15	-
	permutation_588/	2019-10-11 13:14	-
	permutation_589/	2019-10-11 13:15	-
	permutation_590/	2019-10-11 13:16	-
	permutation_591/	2019-10-11 13:15	-
	permutation_592/	2019-10-11 13:15	-
	permutation_593/	2019-10-11 13:13	-
	permutation_594/	2019-10-11 13:15	-
	permutation_595/	2019-10-11 13:14	-
	permutation_596/	2019-10-11 13:15	-
	permutation_597/	2019-10-11 13:15	-
	permutation_598/	2019-10-11 13:14	-
	permutation_599/	2019-10-11 13:14	-
	permutation_600/	2019-10-11 13:15	-
	permutation_601/	2019-10-11 13:13	-
	permutation_602/	2019-10-11 13:15	-
	permutation_603/	2019-10-11 13:15	-
	permutation_604/	2019-10-11 13:14	-
	permutation_605/	2019-10-11 13:15	-
	permutation_606/	2019-10-11 13:15	-
	permutation_607/	2019-10-11 13:14	-
	permutation_608/	2019-10-11 13:14	-
	permutation_609/	2019-10-11 13:13	-
	permutation_610/	2019-10-11 13:15	-
	permutation_611/	2019-10-11 13:14	-
	permutation_612/	2019-10-11 13:15	-
	permutation_613/	2019-10-11 13:15	-
	permutation_614/	2019-10-11 13:16	-
	permutation_615/	2019-10-11 13:15	-
	permutation_616/	2019-10-11 13:14	-
	permutation_617/	2019-10-11 13:15	-
	permutation_618/	2019-10-11 13:15	-
	permutation_619/	2019-10-11 13:14	-
	permutation_620/	2019-10-11 13:14	-
	permutation_621/	2019-10-11 13:16	-
	permutation_622/	2019-10-11 13:14	-
	permutation_623/	2019-10-11 13:15	-
	permutation_624/	2019-10-11 13:13	-
	permutation_625/	2019-10-11 13:14	-
	permutation_626/	2019-10-11 13:14	-
	permutation_627/	2019-10-11 13:15	-
	permutation_628/	2019-10-11 13:13	-
	permutation_629/	2019-10-11 13:15	-
	permutation_630/	2019-10-11 13:15	-
	permutation_631/	2019-10-11 13:14	-
	permutation_632/	2019-10-11 13:13	-
	permutation_633/	2019-10-11 13:16	-
	permutation_634/	2019-10-11 13:13	-
	permutation_635/	2019-10-11 13:15	-
	permutation_636/	2019-10-11 13:15	-
	permutation_637/	2019-10-11 13:16	-
	permutation_638/	2019-10-11 13:14	-
	permutation_639/	2019-10-11 13:13	-
	permutation_640/	2019-10-11 13:15	-
	permutation_641/	2019-10-11 13:14	-
	permutation_642/	2019-10-11 13:15	-
	permutation_643/	2019-10-11 13:13	-
	permutation_644/	2019-10-11 13:14	-
	permutation_645/	2019-10-11 13:13	-
	permutation_646/	2019-10-11 13:15	-
	permutation_647/	2019-10-11 13:14	-
	permutation_648/	2019-10-11 13:14	-
	permutation_649/	2019-10-11 13:14	-
	permutation_650/	2019-10-11 13:15	-
	permutation_651/	2019-10-11 13:14	-
	permutation_652/	2019-10-11 13:16	-
	permutation_653/	2019-10-11 13:14	-
	permutation_654/	2019-10-11 13:15	-
	permutation_655/	2019-10-11 13:15	-
	permutation_656/	2019-10-11 13:15	-
	permutation_657/	2019-10-11 13:13	-
	permutation_658/	2019-10-11 13:13	-
	permutation_659/	2019-10-11 13:16	-
	permutation_660/	2019-10-11 13:16	-
	permutation_661/	2019-10-11 13:14	-
	permutation_662/	2019-10-11 13:16	-
	permutation_663/	2019-10-11 13:15	-
	permutation_664/	2019-10-11 13:14	-
	permutation_665/	2019-10-11 13:15	-
	permutation_666/	2019-10-11 13:15	-
	permutation_667/	2019-10-11 13:16	-
	permutation_668/	2019-10-11 13:14	-
	permutation_669/	2019-10-11 13:15	-
	permutation_670/	2019-10-11 13:15	-
	permutation_671/	2019-10-11 13:13	-
	permutation_672/	2019-10-11 13:14	-
	permutation_673/	2019-10-11 13:14	-
	permutation_674/	2019-10-11 13:15	-
	permutation_675/	2019-10-11 13:14	-
	permutation_676/	2019-10-11 13:14	-
	permutation_677/	2019-10-11 13:13	-
	permutation_678/	2019-10-11 13:14	-
	permutation_679/	2019-10-11 13:14	-
	permutation_680/	2019-10-11 13:16	-
	permutation_681/	2019-10-11 13:14	-
	permutation_682/	2019-10-11 13:14	-
	permutation_683/	2019-10-11 13:16	-
	permutation_684/	2019-10-11 13:15	-
	permutation_685/	2019-10-11 13:14	-
	permutation_686/	2019-10-11 13:15	-
	permutation_687/	2019-10-11 13:13	-
	permutation_688/	2019-10-11 13:15	-
	permutation_689/	2019-10-11 13:14	-
	permutation_690/	2019-10-11 13:14	-
	permutation_691/	2019-10-11 13:14	-
	permutation_692/	2019-10-11 13:15	-
	permutation_693/	2019-10-11 13:14	-
	permutation_694/	2019-10-11 13:15	-
	permutation_695/	2019-10-11 13:15	-
	permutation_696/	2019-10-11 13:15	-
	permutation_697/	2019-10-11 13:14	-
	permutation_698/	2019-10-11 13:15	-
	permutation_699/	2019-10-11 13:14	-
	permutation_700/	2019-10-11 13:15	-
	permutation_701/	2019-10-11 13:15	-
	permutation_702/	2019-10-11 13:13	-
	permutation_703/	2019-10-11 13:14	-
	permutation_704/	2019-10-11 13:16	-
	permutation_705/	2019-10-11 13:14	-
	permutation_706/	2019-10-11 13:14	-
	permutation_707/	2019-10-11 13:15	-
	permutation_708/	2019-10-11 13:16	-
	permutation_709/	2019-10-11 13:14	-
	permutation_710/	2019-10-11 13:15	-
	permutation_711/	2019-10-11 13:14	-
	permutation_712/	2019-10-11 13:14	-
	permutation_713/	2019-10-11 13:14	-
	permutation_714/	2019-10-11 13:16	-
	permutation_715/	2019-10-11 13:15	-
	permutation_716/	2019-10-11 13:14	-
	permutation_717/	2019-10-11 13:16	-
	permutation_718/	2019-10-11 13:14	-
	permutation_719/	2019-10-11 13:15	-
	permutation_720/	2019-10-11 13:15	-
	permutation_721/	2019-10-11 13:16	-
	permutation_722/	2019-10-11 13:15	-
	permutation_723/	2019-10-11 13:15	-
	permutation_724/	2019-10-11 13:13	-
	permutation_725/	2019-10-11 13:13	-
	permutation_726/	2019-10-11 13:15	-
	permutation_727/	2019-10-11 13:13	-
	permutation_728/	2019-10-11 13:14	-
	permutation_729/	2019-10-11 13:15	-
	permutation_730/	2019-10-11 13:14	-
	permutation_731/	2019-10-11 13:14	-
	permutation_732/	2019-10-11 13:14	-
	permutation_733/	2019-10-11 13:16	-
	permutation_734/	2019-10-11 13:14	-
	permutation_735/	2019-10-11 13:16	-
	permutation_736/	2019-10-11 13:15	-
	permutation_737/	2019-10-11 13:14	-
	permutation_738/	2019-10-11 13:15	-
	permutation_739/	2019-10-11 13:14	-
	permutation_740/	2019-10-11 13:15	-
	permutation_741/	2019-10-11 13:14	-
	permutation_742/	2019-10-11 13:13	-
	permutation_743/	2019-10-11 13:14	-
	permutation_744/	2019-10-11 13:14	-
	permutation_745/	2019-10-11 13:15	-
	permutation_746/	2019-10-11 13:14	-
	permutation_747/	2019-10-11 13:16	-
	permutation_748/	2019-10-11 13:15	-
	permutation_749/	2019-10-11 13:15	-
	permutation_750/	2019-10-11 13:16	-
	permutation_751/	2019-10-11 13:14	-
	permutation_752/	2019-10-11 13:15	-
	permutation_753/	2019-10-11 13:14	-
	permutation_754/	2019-10-11 13:14	-
	permutation_755/	2019-10-11 13:13	-
	permutation_756/	2019-10-11 13:14	-
	permutation_757/	2019-10-11 13:16	-
	permutation_758/	2019-10-11 13:15	-
	permutation_759/	2019-10-11 13:16	-
	permutation_760/	2019-10-11 13:15	-
	permutation_761/	2019-10-11 13:14	-
	permutation_762/	2019-10-11 13:15	-
	permutation_763/	2019-10-11 13:14	-
	permutation_764/	2019-10-11 13:15	-
	permutation_765/	2019-10-11 13:16	-
	permutation_766/	2019-10-11 13:15	-
	permutation_767/	2019-10-11 13:16	-
	permutation_768/	2019-10-11 13:16	-
	permutation_769/	2019-10-11 13:14	-
	permutation_770/	2019-10-11 13:14	-
	permutation_771/	2019-10-11 13:15	-
	permutation_772/	2019-10-11 13:14	-
	permutation_773/	2019-10-11 13:14	-
	permutation_774/	2019-10-11 13:15	-
	permutation_775/	2019-10-11 13:14	-
	permutation_776/	2019-10-11 13:15	-
	permutation_777/	2019-10-11 13:14	-
	permutation_778/	2019-10-11 13:13	-
	permutation_779/	2019-10-11 13:14	-
	permutation_780/	2019-10-11 13:16	-
	permutation_781/	2019-10-11 13:15	-
	permutation_782/	2019-10-11 13:14	-
	permutation_783/	2019-10-11 13:15	-
	permutation_784/	2019-10-11 13:13	-
	permutation_785/	2019-10-11 13:15	-
	permutation_786/	2019-10-11 13:15	-
	permutation_787/	2019-10-11 13:14	-
	permutation_788/	2019-10-11 13:13	-
	permutation_789/	2019-10-11 13:15	-
	permutation_790/	2019-10-11 13:14	-
	permutation_791/	2019-10-11 13:15	-
	permutation_792/	2019-10-11 13:13	-
	permutation_793/	2019-10-11 13:15	-
	permutation_794/	2019-10-11 13:14	-
	permutation_795/	2019-10-11 13:15	-
	permutation_796/	2019-10-11 13:15	-
	permutation_797/	2019-10-11 13:14	-
	permutation_798/	2019-10-11 13:16	-
	permutation_799/	2019-10-11 13:15	-
	permutation_800/	2019-10-11 13:14	-
	permutation_801/	2019-10-11 13:16	-
	permutation_802/	2019-10-11 13:14	-
	permutation_803/	2019-10-11 13:15	-
	permutation_804/	2019-10-11 13:14	-
	permutation_805/	2019-10-11 13:13	-
	permutation_806/	2019-10-11 13:15	-
	permutation_807/	2019-10-11 13:15	-
	permutation_808/	2019-10-11 13:14	-
	permutation_809/	2019-10-11 13:16	-
	permutation_810/	2019-10-11 13:14	-
	permutation_811/	2019-10-11 13:13	-
	permutation_812/	2019-10-11 13:15	-
	permutation_813/	2019-10-11 13:16	-
	permutation_814/	2019-10-11 13:15	-
	permutation_815/	2019-10-11 13:16	-
	permutation_816/	2019-10-11 13:15	-
	permutation_817/	2019-10-11 13:14	-
	permutation_818/	2019-10-11 13:14	-
	permutation_819/	2019-10-11 13:16	-
	permutation_820/	2019-10-11 13:15	-
	permutation_821/	2019-10-11 13:14	-
	permutation_822/	2019-10-11 13:15	-
	permutation_823/	2019-10-11 13:14	-
	permutation_824/	2019-10-11 13:15	-
	permutation_825/	2019-10-11 13:14	-
	permutation_826/	2019-10-11 13:15	-
	permutation_827/	2019-10-11 13:15	-
	permutation_828/	2019-10-11 13:14	-
	permutation_829/	2019-10-11 13:15	-
	permutation_830/	2019-10-11 13:15	-
	permutation_831/	2019-10-11 13:15	-
	permutation_832/	2019-10-11 13:13	-
	permutation_833/	2019-10-11 13:15	-
	permutation_834/	2019-10-11 13:14	-
	permutation_835/	2019-10-11 13:16	-
	permutation_836/	2019-10-11 13:14	-
	permutation_837/	2019-10-11 13:16	-
	permutation_838/	2019-10-11 13:15	-
	permutation_839/	2019-10-11 13:15	-
	permutation_840/	2019-10-11 13:14	-
	permutation_841/	2019-10-11 13:14	-
	permutation_842/	2019-10-11 13:13	-
	permutation_843/	2019-10-11 13:15	-
	permutation_844/	2019-10-11 13:15	-
	permutation_845/	2019-10-11 13:15	-
	permutation_846/	2019-10-11 13:14	-
	permutation_847/	2019-10-11 13:15	-
	permutation_848/	2019-10-11 13:15	-
	permutation_849/	2019-10-11 13:13	-
	permutation_850/	2019-10-11 13:14	-
	permutation_851/	2019-10-11 13:15	-
	permutation_852/	2019-10-11 13:16	-
	permutation_853/	2019-10-11 13:15	-
	permutation_854/	2019-10-11 13:15	-
	permutation_855/	2019-10-11 13:13	-
	permutation_856/	2019-10-11 13:15	-
	permutation_857/	2019-10-11 13:14	-
	permutation_858/	2019-10-11 13:13	-
	permutation_859/	2019-10-11 13:14	-
	permutation_860/	2019-10-11 13:15	-
	permutation_861/	2019-10-11 13:14	-
	permutation_862/	2019-10-11 13:14	-
	permutation_863/	2019-10-11 13:15	-
	permutation_864/	2019-10-11 13:13	-
	permutation_865/	2019-10-11 13:14	-
	permutation_866/	2019-10-11 13:14	-
	permutation_867/	2019-10-11 13:15	-
	permutation_868/	2019-10-11 13:16	-
	permutation_869/	2019-10-11 13:14	-
	permutation_870/	2019-10-11 13:15	-
	permutation_871/	2019-10-11 13:15	-
	permutation_872/	2019-10-11 13:13	-
	permutation_873/	2019-10-11 13:15	-
	permutation_874/	2019-10-11 13:15	-
	permutation_875/	2019-10-11 13:14	-
	permutation_876/	2019-10-11 13:15	-
	permutation_877/	2019-10-11 13:16	-
	permutation_878/	2019-10-11 13:15	-
	permutation_879/	2019-10-11 13:14	-
	permutation_880/	2019-10-11 13:16	-
	permutation_881/	2019-10-11 13:15	-
	permutation_882/	2019-10-11 13:14	-
	permutation_883/	2019-10-11 13:15	-
	permutation_884/	2019-10-11 13:14	-
	permutation_885/	2019-10-11 13:14	-
	permutation_886/	2019-10-11 13:14	-
	permutation_887/	2019-10-11 13:14	-
	permutation_888/	2019-10-11 13:13	-
	permutation_889/	2019-10-11 13:14	-
	permutation_890/	2019-10-11 13:15	-
	permutation_891/	2019-10-11 13:14	-
	permutation_892/	2019-10-11 13:16	-
	permutation_893/	2019-10-11 13:14	-
	permutation_894/	2019-10-11 13:14	-
	permutation_895/	2019-10-11 13:15	-
	permutation_896/	2019-10-11 13:14	-
	permutation_897/	2019-10-11 13:14	-
	permutation_898/	2019-10-11 13:15	-
	permutation_899/	2019-10-11 13:14	-
	permutation_900/	2019-10-11 13:16	-
	permutation_901/	2019-10-11 13:13	-
	permutation_902/	2019-10-11 13:14	-
	permutation_903/	2019-10-11 13:16	-
	permutation_904/	2019-10-11 13:15	-
	permutation_905/	2019-10-11 13:14	-
	permutation_906/	2019-10-11 13:15	-
	permutation_907/	2019-10-11 13:15	-
	permutation_908/	2019-10-11 13:14	-
	permutation_909/	2019-10-11 13:14	-
	permutation_910/	2019-10-11 13:14	-
	permutation_911/	2019-10-11 13:14	-
	permutation_912/	2019-10-11 13:15	-
	permutation_913/	2019-10-11 13:16	-
	permutation_914/	2019-10-11 13:13	-
	permutation_915/	2019-10-11 13:14	-
	permutation_916/	2019-10-11 13:14	-
	permutation_917/	2019-10-11 13:14	-
	permutation_918/	2019-10-11 13:14	-
	permutation_919/	2019-10-11 13:15	-
	permutation_920/	2019-10-11 13:13	-
	permutation_921/	2019-10-11 13:14	-
	permutation_922/	2019-10-11 13:15	-
	permutation_923/	2019-10-11 13:15	-
	permutation_924/	2019-10-11 13:15	-
	permutation_925/	2019-10-11 13:14	-
	permutation_926/	2019-10-11 13:15	-
	permutation_927/	2019-10-11 13:15	-
	permutation_928/	2019-10-11 13:14	-
	permutation_929/	2019-10-11 13:15	-
	permutation_930/	2019-10-11 13:15	-
	permutation_931/	2019-10-11 13:14	-
	permutation_932/	2019-10-11 13:14	-
	permutation_933/	2019-10-11 13:16	-
	permutation_934/	2019-10-11 13:14	-
	permutation_935/	2019-10-11 13:14	-
	permutation_936/	2019-10-11 13:16	-
	permutation_937/	2019-10-11 13:14	-
	permutation_938/	2019-10-11 13:14	-
	permutation_939/	2019-10-11 13:15	-
	permutation_940/	2019-10-11 13:13	-
	permutation_941/	2019-10-11 13:14	-
	permutation_942/	2019-10-11 13:15	-
	permutation_943/	2019-10-11 13:13	-
	permutation_944/	2019-10-11 13:16	-
	permutation_945/	2019-10-11 13:14	-
	permutation_946/	2019-10-11 13:16	-
	permutation_947/	2019-10-11 13:15	-
	permutation_948/	2019-10-11 13:16	-
	permutation_949/	2019-10-11 13:16	-
	permutation_950/	2019-10-11 13:13	-
	permutation_951/	2019-10-11 13:15	-
	permutation_952/	2019-10-11 13:15	-
	permutation_953/	2019-10-11 13:14	-
	permutation_954/	2019-10-11 13:13	-
	permutation_955/	2019-10-11 13:14	-
	permutation_956/	2019-10-11 13:13	-
	permutation_957/	2019-10-11 13:14	-
	permutation_958/	2019-10-11 13:13	-
	permutation_959/	2019-10-11 13:16	-
	permutation_960/	2019-10-11 13:14	-
	permutation_961/	2019-10-11 13:16	-
	permutation_962/	2019-10-11 13:13	-
	permutation_963/	2019-10-11 13:15	-
	permutation_964/	2019-10-11 13:13	-
	permutation_965/	2019-10-11 13:14	-
	permutation_966/	2019-10-11 13:16	-
	permutation_967/	2019-10-11 13:14	-
	permutation_968/	2019-10-11 13:15	-
	permutation_969/	2019-10-11 13:14	-
	permutation_970/	2019-10-11 13:14	-
	permutation_971/	2019-10-11 13:15	-
	permutation_972/	2019-10-11 13:13	-
	permutation_973/	2019-10-11 13:14	-
	permutation_974/	2019-10-11 13:15	-
	permutation_975/	2019-10-11 13:14	-
	permutation_976/	2019-10-11 13:15	-
	permutation_977/	2019-10-11 13:14	-
	permutation_978/	2019-10-11 13:15	-
	permutation_979/	2019-10-11 13:14	-
	permutation_980/	2019-10-11 13:14	-
	permutation_981/	2019-10-11 13:14	-
	permutation_982/	2019-10-11 13:16	-
	permutation_983/	2019-10-11 13:15	-
	permutation_984/	2019-10-11 13:14	-
	permutation_985/	2019-10-11 13:14	-
	permutation_986/	2019-10-11 13:13	-
	permutation_987/	2019-10-11 13:14	-
	permutation_988/	2019-10-11 13:13	-
	permutation_989/	2019-10-11 13:15	-
	permutation_990/	2019-10-11 13:14	-
	permutation_991/	2019-10-11 13:15	-
	permutation_992/	2019-10-11 13:16	-
	permutation_993/	2019-10-11 13:16	-
	permutation_994/	2019-10-11 13:15	-
	permutation_995/	2019-10-11 13:15	-
	permutation_996/	2019-10-11 13:14	-
	permutation_997/	2019-10-11 13:15	-
	permutation_998/	2019-10-11 13:14	-
	permutation_999/	2019-10-11 13:15	-
	permutation_1000/	2019-10-11 13:14	-
	permutation_1001/	2019-10-11 13:16	-
	permutation_1002/	2019-10-11 13:15	-
	permutation_1003/	2019-10-11 13:13	-
	permutation_1004/	2019-10-11 13:15	-
	permutation_1005/	2019-10-11 13:14	-
	permutation_1006/	2019-10-11 13:16	-
	permutation_1007/	2019-10-11 13:14	-
	permutation_1008/	2019-10-11 13:13	-
	permutation_1009/	2019-10-11 13:15	-
	permutation_1010/	2019-10-11 13:15	-
	permutation_1011/	2019-10-11 13:14	-
	permutation_1012/	2019-10-11 13:14	-
	permutation_1013/	2019-10-11 13:14	-
	permutation_1014/	2019-10-11 13:15	-
	permutation_1015/	2019-10-11 13:13	-
	permutation_1016/	2019-10-11 13:14	-
	permutation_1017/	2019-10-11 13:14	-
	permutation_1018/	2019-10-11 13:13	-
	permutation_1019/	2019-10-11 13:16	-
	permutation_1020/	2019-10-11 13:15	-
	permutation_1021/	2019-10-11 13:16	-
	permutation_1022/	2019-10-11 13:15	-
	permutation_1023/	2019-10-11 13:14	-
	permutation_1024/	2019-10-11 13:15	-
	permutation_1025/	2019-10-11 13:14	-
	permutation_1026/	2019-10-11 13:13	-
	permutation_1027/	2019-10-11 13:14	-
	permutation_1028/	2019-10-11 13:14	-
	permutation_1029/	2019-10-11 13:15	-
	permutation_1030/	2019-10-11 13:14	-
	permutation_1031/	2019-10-11 13:13	-
	permutation_1032/	2019-10-11 13:14	-
	permutation_1033/	2019-10-11 13:15	-
	permutation_1034/	2019-10-11 13:15	-
	permutation_1035/	2019-10-11 13:13	-
	permutation_1036/	2019-10-11 13:15	-
	permutation_1037/	2019-10-11 13:14	-
	permutation_1038/	2019-10-11 13:16	-
	permutation_1039/	2019-10-11 13:14	-
	permutation_1040/	2019-10-11 13:14	-
	permutation_1041/	2019-10-11 13:14	-
	permutation_1042/	2019-10-11 13:14	-
	permutation_1043/	2019-10-11 13:13	-
	permutation_1044/	2019-10-11 13:16	-
	permutation_1045/	2019-10-11 13:15	-
	permutation_1046/	2019-10-11 13:15	-
	permutation_1047/	2019-10-11 13:15	-
	permutation_1048/	2019-10-11 13:15	-
	permutation_1049/	2019-10-11 13:15	-
	permutation_1050/	2019-10-11 13:13	-
	permutation_1051/	2019-10-11 13:15	-
	permutation_1052/	2019-10-11 13:13	-
	permutation_1053/	2019-10-11 13:13	-
	permutation_1054/	2019-10-11 13:14	-
	permutation_1055/	2019-10-11 13:14	-
	permutation_1056/	2019-10-11 13:15	-
	permutation_1057/	2019-10-11 13:14	-
	permutation_1058/	2019-10-11 13:16	-
	permutation_1059/	2019-10-11 13:15	-
	permutation_1060/	2019-10-11 13:13	-
	permutation_1061/	2019-10-11 13:15	-
	permutation_1062/	2019-10-11 13:15	-
	permutation_1063/	2019-10-11 13:15	-
	permutation_1064/	2019-10-11 13:15	-
	permutation_1065/	2019-10-11 13:15	-
	permutation_1066/	2019-10-11 13:15	-
	permutation_1067/	2019-10-11 13:14	-
	permutation_1068/	2019-10-11 13:13	-
	permutation_1069/	2019-10-11 13:14	-
	permutation_1070/	2019-10-11 13:15	-
	permutation_1071/	2019-10-11 13:14	-
	permutation_1072/	2019-10-11 13:15	-
	permutation_1073/	2019-10-11 13:14	-
	permutation_1074/	2019-10-11 13:13	-
	permutation_1075/	2019-10-11 13:15	-
	permutation_1076/	2019-10-11 13:13	-
	permutation_1077/	2019-10-11 13:16	-
	permutation_1078/	2019-10-11 13:13	-
	permutation_1079/	2019-10-11 13:15	-
	permutation_1080/	2019-10-11 13:15	-
	permutation_1081/	2019-10-11 13:13	-
	permutation_1082/	2019-10-11 13:14	-
	permutation_1083/	2019-10-11 13:14	-
	permutation_1084/	2019-10-11 13:14	-
	permutation_1085/	2019-10-11 13:13	-
	permutation_1086/	2019-10-11 13:16	-
	permutation_1087/	2019-10-11 13:14	-
	permutation_1088/	2019-10-11 13:15	-
	permutation_1089/	2019-10-11 13:14	-
	permutation_1090/	2019-10-11 13:15	-
	permutation_1091/	2019-10-11 13:15	-
	permutation_1092/	2019-10-11 13:15	-
	permutation_1093/	2019-10-11 13:15	-
	permutation_1094/	2019-10-11 13:13	-
	permutation_1095/	2019-10-11 13:14	-
	permutation_1096/	2019-10-11 13:14	-
	permutation_1097/	2019-10-11 13:13	-
	permutation_1098/	2019-10-11 13:14	-
	permutation_1099/	2019-10-11 13:14	-
	permutation_1100/	2019-10-11 13:13	-
	permutation_1101/	2019-10-11 13:14	-
	permutation_1102/	2019-10-11 13:15	-
	permutation_1103/	2019-10-11 13:14	-
	permutation_1104/	2019-10-11 13:14	-
	permutation_1105/	2019-10-11 13:13	-
	permutation_1106/	2019-10-11 13:14	-
	permutation_1107/	2019-10-11 13:14	-
	permutation_1108/	2019-10-11 13:14	-
	permutation_1109/	2019-10-11 13:14	-
	permutation_1110/	2019-10-11 13:15	-
	permutation_1111/	2019-10-11 13:15	-
	permutation_1112/	2019-10-11 13:16	-
	permutation_1113/	2019-10-11 13:14	-
	permutation_1114/	2019-10-11 13:15	-
	permutation_1115/	2019-10-11 13:14	-
	permutation_1116/	2019-10-11 13:14	-
	permutation_1117/	2019-10-11 13:13	-
	permutation_1118/	2019-10-11 13:15	-
	permutation_1119/	2019-10-11 13:15	-
	permutation_1120/	2019-10-11 13:15	-
	permutation_1121/	2019-10-11 13:14	-
	permutation_1122/	2019-10-11 13:15	-
	permutation_1123/	2019-10-11 13:14	-
	permutation_1124/	2019-10-11 13:15	-
	permutation_1125/	2019-10-11 13:14	-
	permutation_1126/	2019-10-11 13:13	-
	permutation_1127/	2019-10-11 13:15	-
	permutation_1128/	2019-10-11 13:15	-
	permutation_1129/	2019-10-11 13:15	-
	permutation_1130/	2019-10-11 13:13	-
	permutation_1131/	2019-10-11 13:16	-
	permutation_1132/	2019-10-11 13:13	-
	permutation_1133/	2019-10-11 13:15	-
	permutation_1134/	2019-10-11 13:15	-
	permutation_1135/	2019-10-11 13:15	-
	permutation_1136/	2019-10-11 13:14	-
	permutation_1137/	2019-10-11 13:15	-
	permutation_1138/	2019-10-11 13:16	-
	permutation_1139/	2019-10-11 13:14	-
	permutation_1140/	2019-10-11 13:14	-
	permutation_1141/	2019-10-11 13:15	-
	permutation_1142/	2019-10-11 13:15	-
	permutation_1143/	2019-10-11 13:14	-
	permutation_1144/	2019-10-11 13:14	-
	permutation_1145/	2019-10-11 13:15	-
	permutation_1146/	2019-10-11 13:16	-
	permutation_1147/	2019-10-11 13:15	-
	permutation_1148/	2019-10-11 13:14	-
	permutation_1149/	2019-10-11 13:15	-
	permutation_1150/	2019-10-11 13:14	-
	permutation_1151/	2019-10-11 13:15	-
	permutation_1152/	2019-10-11 13:13	-
	permutation_1153/	2019-10-11 13:13	-
	permutation_1154/	2019-10-11 13:14	-
	permutation_1155/	2019-10-11 13:14	-
	permutation_1156/	2019-10-11 13:15	-
	permutation_1157/	2019-10-11 13:14	-
	permutation_1158/	2019-10-11 13:15	-
	permutation_1159/	2019-10-11 13:15	-
	permutation_1160/	2019-10-11 13:14	-
	permutation_1161/	2019-10-11 13:16	-
	permutation_1162/	2019-10-11 13:14	-
	permutation_1163/	2019-10-11 13:16	-
	permutation_1164/	2019-10-11 13:16	-
	permutation_1165/	2019-10-11 13:13	-
	permutation_1166/	2019-10-11 13:16	-
	permutation_1167/	2019-10-11 13:15	-
	permutation_1168/	2019-10-11 13:15	-
	permutation_1169/	2019-10-11 13:14	-
	permutation_1170/	2019-10-11 13:15	-
	permutation_1171/	2019-10-11 13:14	-
	permutation_1172/	2019-10-11 13:15	-
	permutation_1173/	2019-10-11 13:15	-
	permutation_1174/	2019-10-11 13:14	-
	permutation_1175/	2019-10-11 13:15	-
	permutation_1176/	2019-10-11 13:14	-
	permutation_1177/	2019-10-11 13:14	-
	permutation_1178/	2019-10-11 13:15	-
	permutation_1179/	2019-10-11 13:13	-
	permutation_1180/	2019-10-11 13:15	-
	permutation_1181/	2019-10-11 13:14	-
	permutation_1182/	2019-10-11 13:14	-
	permutation_1183/	2019-10-11 13:13	-
	permutation_1184/	2019-10-11 13:14	-
	permutation_1185/	2019-10-11 13:16	-
	permutation_1186/	2019-10-11 13:16	-
	permutation_1187/	2019-10-11 13:14	-
	permutation_1188/	2019-10-11 13:15	-
	permutation_1189/	2019-10-11 13:15	-
	permutation_1190/	2019-10-11 13:16	-
	permutation_1191/	2019-10-11 13:15	-
	permutation_1192/	2019-10-11 13:13	-
	permutation_1193/	2019-10-11 13:15	-
	permutation_1194/	2019-10-11 13:13	-
	permutation_1195/	2019-10-11 13:15	-
	permutation_1196/	2019-10-11 13:15	-
	permutation_1197/	2019-10-11 13:14	-
	permutation_1198/	2019-10-11 13:14	-
	permutation_1199/	2019-10-11 13:14	-
	permutation_1200/	2019-10-11 13:16	-
	permutation_1201/	2019-10-11 13:14	-
	permutation_1202/	2019-10-11 13:15	-
	permutation_1203/	2019-10-11 13:15	-
	permutation_1204/	2019-10-11 13:15	-
	permutation_1205/	2019-10-11 13:15	-
	permutation_1206/	2019-10-11 13:14	-
	permutation_1207/	2019-10-11 13:13	-
	permutation_1208/	2019-10-11 13:14	-
	permutation_1209/	2019-10-11 13:14	-
	permutation_1210/	2019-10-11 13:14	-
	permutation_1211/	2019-10-11 13:15	-
	permutation_1212/	2019-10-11 13:13	-
	permutation_1213/	2019-10-11 13:15	-
	permutation_1214/	2019-10-11 13:15	-
	permutation_1215/	2019-10-11 13:14	-
	permutation_1216/	2019-10-11 13:15	-
	permutation_1217/	2019-10-11 13:14	-
	permutation_1218/	2019-10-11 13:15	-
	permutation_1219/	2019-10-11 13:14	-
	permutation_1220/	2019-10-11 13:15	-
	permutation_1221/	2019-10-11 13:14	-
	permutation_1222/	2019-10-11 13:14	-
	permutation_1223/	2019-10-11 13:14	-
	permutation_1224/	2019-10-11 13:15	-
	permutation_1225/	2019-10-11 13:14	-
	permutation_1226/	2019-10-11 13:14	-
	permutation_1227/	2019-10-11 13:15	-
	permutation_1228/	2019-10-11 13:15	-
	permutation_1229/	2019-10-11 13:15	-
	permutation_1230/	2019-10-11 13:14	-
	permutation_1231/	2019-10-11 13:15	-
	permutation_1232/	2019-10-11 13:13	-
	permutation_1233/	2019-10-11 13:16	-
	permutation_1234/	2019-10-11 13:14	-
	permutation_1235/	2019-10-11 13:15	-
	permutation_1236/	2019-10-11 13:15	-
	permutation_1237/	2019-10-11 13:15	-
	permutation_1238/	2019-10-11 13:15	-
	permutation_1239/	2019-10-11 13:14	-
	permutation_1240/	2019-10-11 13:15	-
	permutation_1241/	2019-10-11 13:13	-
	permutation_1242/	2019-10-11 13:15	-
	permutation_1243/	2019-10-11 13:15	-
	permutation_1244/	2019-10-11 13:14	-
	permutation_1245/	2019-10-11 13:15	-
	permutation_1246/	2019-10-11 13:14	-
	permutation_1247/	2019-10-11 13:16	-
	permutation_1248/	2019-10-11 13:15	-
	permutation_1249/	2019-10-11 13:14	-
	permutation_1250/	2019-10-11 13:14	-
	permutation_1251/	2019-10-11 13:14	-
	permutation_1252/	2019-10-11 13:14	-
	permutation_1253/	2019-10-11 13:14	-
	permutation_1254/	2019-10-11 13:14	-
	permutation_1255/	2019-10-11 13:15	-
	permutation_1256/	2019-10-11 13:16	-
	permutation_1257/	2019-10-11 13:13	-
	permutation_1258/	2019-10-11 13:15	-
	permutation_1259/	2019-10-11 13:16	-
	permutation_1260/	2019-10-11 13:15	-
	permutation_1261/	2019-10-11 13:14	-
	permutation_1262/	2019-10-11 13:15	-
	permutation_1263/	2019-10-11 13:15	-
	permutation_1264/	2019-10-11 13:14	-
	permutation_1265/	2019-10-11 13:15	-
	permutation_1266/	2019-10-11 13:15	-
	permutation_1267/	2019-10-11 13:15	-
	permutation_1268/	2019-10-11 13:13	-
	permutation_1269/	2019-10-11 13:13	-
	permutation_1270/	2019-10-11 13:15	-
	permutation_1271/	2019-10-11 13:13	-
	permutation_1272/	2019-10-11 13:13	-
	permutation_1273/	2019-10-11 13:14	-
	permutation_1274/	2019-10-11 13:15	-
	permutation_1275/	2019-10-11 13:15	-
	permutation_1276/	2019-10-11 13:14	-
	permutation_1277/	2019-10-11 13:16	-
	permutation_1278/	2019-10-11 13:14	-
	permutation_1279/	2019-10-11 13:16	-
	permutation_1280/	2019-10-11 13:15	-
	permutation_1281/	2019-10-11 13:15	-
	permutation_1282/	2019-10-11 13:15	-
	permutation_1283/	2019-10-11 13:14	-
	permutation_1284/	2019-10-11 13:14	-
	permutation_1285/	2019-10-11 13:14	-
	permutation_1286/	2019-10-11 13:14	-
	permutation_1287/	2019-10-11 13:14	-
	permutation_1288/	2019-10-11 13:13	-
	permutation_1289/	2019-10-11 13:16	-
	permutation_1290/	2019-10-11 13:16	-
	permutation_1291/	2019-10-11 13:14	-
	permutation_1292/	2019-10-11 13:16	-
	permutation_1293/	2019-10-11 13:15	-
	permutation_1294/	2019-10-11 13:14	-
	permutation_1295/	2019-10-11 13:15	-
	permutation_1296/	2019-10-11 13:14	-
	permutation_1297/	2019-10-11 13:14	-
	permutation_1298/	2019-10-11 13:15	-
	permutation_1299/	2019-10-11 13:15	-
	permutation_1300/	2019-10-11 13:16	-
	permutation_1301/	2019-10-11 13:14	-
	permutation_1302/	2019-10-11 13:13	-
	permutation_1303/	2019-10-11 13:13	-
	permutation_1304/	2019-10-11 13:15	-
	permutation_1305/	2019-10-11 13:15	-
	permutation_1306/	2019-10-11 13:14	-
	permutation_1307/	2019-10-11 13:14	-
	permutation_1308/	2019-10-11 13:14	-
	permutation_1309/	2019-10-11 13:15	-
	permutation_1310/	2019-10-11 13:14	-
	permutation_1311/	2019-10-11 13:14	-
	permutation_1312/	2019-10-11 13:13	-
	permutation_1313/	2019-10-11 13:15	-
	permutation_1314/	2019-10-11 13:14	-
	permutation_1315/	2019-10-11 13:13	-
	permutation_1316/	2019-10-11 13:16	-
	permutation_1317/	2019-10-11 13:15	-
	permutation_1318/	2019-10-11 13:14	-
	permutation_1319/	2019-10-11 13:15	-
	permutation_1320/	2019-10-11 13:16	-
	permutation_1321/	2019-10-11 13:14	-
	permutation_1322/	2019-10-11 13:15	-
	permutation_1323/	2019-10-11 13:14	-
	permutation_1324/	2019-10-11 13:14	-
	permutation_1325/	2019-10-11 13:15	-
	permutation_1326/	2019-10-11 13:14	-
	permutation_1327/	2019-10-11 13:14	-
	permutation_1328/	2019-10-11 13:13	-
	permutation_1329/	2019-10-11 13:13	-
	permutation_1330/	2019-10-11 13:13	-
	permutation_1331/	2019-10-11 13:16	-
	permutation_1332/	2019-10-11 13:14	-
	permutation_1333/	2019-10-11 13:15	-
	permutation_1334/	2019-10-11 13:14	-
	permutation_1335/	2019-10-11 13:15	-
	permutation_1336/	2019-10-11 13:16	-
	permutation_1337/	2019-10-11 13:14	-
	permutation_1338/	2019-10-11 13:15	-
	permutation_1339/	2019-10-11 13:14	-
	permutation_1340/	2019-10-11 13:15	-
	permutation_1341/	2019-10-11 13:14	-
	permutation_1342/	2019-10-11 13:14	-
	permutation_1343/	2019-10-11 13:15	-
	permutation_1344/	2019-10-11 13:15	-
	permutation_1345/	2019-10-11 13:15	-
	permutation_1346/	2019-10-11 13:16	-
	permutation_1347/	2019-10-11 13:15	-
	permutation_1348/	2019-10-11 13:15	-
	permutation_1349/	2019-10-11 13:13	-
	permutation_1350/	2019-10-11 13:15	-
	permutation_1351/	2019-10-11 13:14	-
	permutation_1352/	2019-10-11 13:15	-
	permutation_1353/	2019-10-11 13:14	-
	permutation_1354/	2019-10-11 13:15	-
	permutation_1355/	2019-10-11 13:14	-
	permutation_1356/	2019-10-11 13:15	-
	permutation_1357/	2019-10-11 13:13	-
	permutation_1358/	2019-10-11 13:14	-
	permutation_1359/	2019-10-11 13:16	-
	permutation_1360/	2019-10-11 13:14	-
	permutation_1361/	2019-10-11 13:14	-
	permutation_1362/	2019-10-11 13:15	-
	permutation_1363/	2019-10-11 13:15	-
	permutation_1364/	2019-10-11 13:14	-
	permutation_1365/	2019-10-11 13:15	-
	permutation_1366/	2019-10-11 13:14	-
	permutation_1367/	2019-10-11 13:15	-
	permutation_1368/	2019-10-11 13:14	-
	permutation_1369/	2019-10-11 13:14	-
	permutation_1370/	2019-10-11 13:15	-
	permutation_1371/	2019-10-11 13:14	-
	permutation_1372/	2019-10-11 13:14	-
	permutation_1373/	2019-10-11 13:14	-
	permutation_1374/	2019-10-11 13:13	-
	permutation_1375/	2019-10-11 13:14	-
	permutation_1376/	2019-10-11 13:15	-
	permutation_1377/	2019-10-11 13:16	-
	permutation_1378/	2019-10-11 13:15	-
	permutation_1379/	2019-10-11 13:13	-
	permutation_1380/	2019-10-11 13:14	-
	permutation_1381/	2019-10-11 13:15	-
	permutation_1382/	2019-10-11 13:15	-
	permutation_1383/	2019-10-11 13:14	-
	permutation_1384/	2019-10-11 13:14	-
	permutation_1385/	2019-10-11 13:14	-
	permutation_1386/	2019-10-11 13:14	-
	permutation_1387/	2019-10-11 13:14	-
	permutation_1388/	2019-10-11 13:15	-
	permutation_1389/	2019-10-11 13:16	-
	permutation_1390/	2019-10-11 13:15	-
	permutation_1391/	2019-10-11 13:15	-
	permutation_1392/	2019-10-11 13:13	-
	permutation_1393/	2019-10-11 13:15	-
	permutation_1394/	2019-10-11 13:14	-
	permutation_1395/	2019-10-11 13:15	-
	permutation_1396/	2019-10-11 13:13	-
	permutation_1397/	2019-10-11 13:13	-
	permutation_1398/	2019-10-11 13:15	-
	permutation_1399/	2019-10-11 13:14	-
	permutation_1400/	2019-10-11 13:16	-
	permutation_1401/	2019-10-11 13:14	-
	permutation_1402/	2019-10-11 13:13	-
	permutation_1403/	2019-10-11 13:16	-
	permutation_1404/	2019-10-11 13:14	-
	permutation_1405/	2019-10-11 13:15	-
	permutation_1406/	2019-10-11 13:15	-
	permutation_1407/	2019-10-11 13:14	-
	permutation_1408/	2019-10-11 13:15	-
	permutation_1409/	2019-10-11 13:15	-
	permutation_1410/	2019-10-11 13:15	-
	permutation_1411/	2019-10-11 13:15	-
	permutation_1412/	2019-10-11 13:15	-
	permutation_1413/	2019-10-11 13:14	-
	permutation_1414/	2019-10-11 13:16	-
	permutation_1415/	2019-10-11 13:15	-
	permutation_1416/	2019-10-11 13:14	-
	permutation_1417/	2019-10-11 13:14	-
	permutation_1418/	2019-10-11 13:14	-
	permutation_1419/	2019-10-11 13:15	-
	permutation_1420/	2019-10-11 13:15	-
	permutation_1421/	2019-10-11 13:14	-
	permutation_1422/	2019-10-11 13:15	-
	permutation_1423/	2019-10-11 13:15	-
	permutation_1424/	2019-10-11 13:16	-
	permutation_1425/	2019-10-11 13:16	-
	permutation_1426/	2019-10-11 13:15	-
	permutation_1427/	2019-10-11 13:15	-
	permutation_1428/	2019-10-11 13:14	-
	permutation_1429/	2019-10-11 13:14	-
	permutation_1430/	2019-10-11 13:13	-
	permutation_1431/	2019-10-11 13:15	-
	permutation_1432/	2019-10-11 13:14	-
	permutation_1433/	2019-10-11 13:14	-
	permutation_1434/	2019-10-11 13:14	-
	permutation_1435/	2019-10-11 13:16	-
	permutation_1436/	2019-10-11 13:16	-
	permutation_1437/	2019-10-11 13:14	-
	permutation_1438/	2019-10-11 13:15	-
	permutation_1439/	2019-10-11 13:15	-
	permutation_1440/	2019-10-11 13:14	-
	permutation_1441/	2019-10-11 13:14	-
	permutation_1442/	2019-10-11 13:14	-
	permutation_1443/	2019-10-11 13:14	-
	permutation_1444/	2019-10-11 13:15	-
	permutation_1445/	2019-10-11 13:15	-
	permutation_1446/	2019-10-11 13:15	-
	permutation_1447/	2019-10-11 13:15	-
	permutation_1448/	2019-10-11 13:15	-
	permutation_1449/	2019-10-11 13:14	-
	permutation_1450/	2019-10-11 13:13	-
	permutation_1451/	2019-10-11 13:14	-
	permutation_1452/	2019-10-11 13:15	-
	permutation_1453/	2019-10-11 13:13	-
	permutation_1454/	2019-10-11 13:14	-
	permutation_1455/	2019-10-11 13:14	-
	permutation_1456/	2019-10-11 13:14	-
	permutation_1457/	2019-10-11 13:14	-
	permutation_1458/	2019-10-11 13:14	-
	permutation_1459/	2019-10-11 13:13	-
	permutation_1460/	2019-10-11 13:15	-
	permutation_1461/	2019-10-11 13:14	-
	permutation_1462/	2019-10-11 13:15	-
	permutation_1463/	2019-10-11 13:15	-
	permutation_1464/	2019-10-11 13:14	-
	permutation_1465/	2019-10-11 13:15	-
	permutation_1466/	2019-10-11 13:16	-
	permutation_1467/	2019-10-11 13:15	-
	permutation_1468/	2019-10-11 13:14	-
	permutation_1469/	2019-10-11 13:13	-
	permutation_1470/	2019-10-11 13:14	-
	permutation_1471/	2019-10-11 13:13	-
	permutation_1472/	2019-10-11 13:15	-
	permutation_1473/	2019-10-11 13:15	-
	permutation_1474/	2019-10-11 13:13	-
	permutation_1475/	2019-10-11 13:15	-
	permutation_1476/	2019-10-11 13:15	-
	permutation_1477/	2019-10-11 13:14	-
	permutation_1478/	2019-10-11 13:14	-
	permutation_1479/	2019-10-11 13:14	-
	permutation_1480/	2019-10-11 13:14	-
	permutation_1481/	2019-10-11 13:14	-
	permutation_1482/	2019-10-11 13:15	-
	permutation_1483/	2019-10-11 13:16	-
	permutation_1484/	2019-10-11 13:15	-
	permutation_1485/	2019-10-11 13:15	-
	permutation_1486/	2019-10-11 13:13	-
	permutation_1487/	2019-10-11 13:15	-
	permutation_1488/	2019-10-11 13:13	-
	permutation_1489/	2019-10-11 13:15	-
	permutation_1490/	2019-10-11 13:15	-
	permutation_1491/	2019-10-11 13:16	-
	permutation_1492/	2019-10-11 13:13	-
	permutation_1493/	2019-10-11 13:15	-
	permutation_1494/	2019-10-11 13:14	-
	permutation_1495/	2019-10-11 13:15	-
	permutation_1496/	2019-10-11 13:15	-
	permutation_1497/	2019-10-11 13:15	-
	permutation_1498/	2019-10-11 13:15	-
	permutation_1499/	2019-10-11 13:14	-
	permutation_1500/	2019-10-11 13:15	-
	permutation_1501/	2019-10-11 13:15	-
	permutation_1502/	2019-10-11 13:14	-
	permutation_1503/	2019-10-11 13:15	-
	permutation_1504/	2019-10-11 13:14	-
	permutation_1505/	2019-10-11 13:14	-
	permutation_1506/	2019-10-11 13:15	-
	permutation_1507/	2019-10-11 13:16	-
	permutation_1508/	2019-10-11 13:15	-
	permutation_1509/	2019-10-11 13:15	-
	permutation_1510/	2019-10-11 13:15	-
	permutation_1511/	2019-10-11 13:13	-
	permutation_1512/	2019-10-11 13:13	-
	permutation_1513/	2019-10-11 13:14	-
	permutation_1514/	2019-10-11 13:16	-
	permutation_1515/	2019-10-11 13:16	-
	permutation_1516/	2019-10-11 13:14	-
	permutation_1517/	2019-10-11 13:15	-
	permutation_1518/	2019-10-11 13:15	-
	permutation_1519/	2019-10-11 13:16	-
	permutation_1520/	2019-10-11 13:15	-
	permutation_1521/	2019-10-11 13:14	-
	permutation_1522/	2019-10-11 13:15	-
	permutation_1523/	2019-10-11 13:14	-
	permutation_1524/	2019-10-11 13:16	-
	permutation_1525/	2019-10-11 13:15	-
	permutation_1526/	2019-10-11 13:14	-
	permutation_1527/	2019-10-11 13:15	-
	permutation_1528/	2019-10-11 13:14	-
	permutation_1529/	2019-10-11 13:16	-
	permutation_1530/	2019-10-11 13:14	-
	permutation_1531/	2019-10-11 13:16	-
	permutation_1532/	2019-10-11 13:15	-
	permutation_1533/	2019-10-11 13:16	-
	permutation_1534/	2019-10-11 13:15	-
	permutation_1535/	2019-10-11 13:14	-
	permutation_1536/	2019-10-11 13:15	-
	permutation_1537/	2019-10-11 13:14	-
	permutation_1538/	2019-10-11 13:14	-
	permutation_1539/	2019-10-11 13:14	-
	permutation_1540/	2019-10-11 13:14	-
	permutation_1541/	2019-10-11 13:14	-
	permutation_1542/	2019-10-11 13:14	-
	permutation_1543/	2019-10-11 13:14	-
	permutation_1544/	2019-10-11 13:15	-
	permutation_1545/	2019-10-11 13:13	-
	permutation_1546/	2019-10-11 13:14	-
	permutation_1547/	2019-10-11 13:13	-
	permutation_1548/	2019-10-11 13:15	-
	permutation_1549/	2019-10-11 13:14	-
	permutation_1550/	2019-10-11 13:14	-
	permutation_1551/	2019-10-11 13:13	-
	permutation_1552/	2019-10-11 13:15	-
	permutation_1553/	2019-10-11 13:14	-
	permutation_1554/	2019-10-11 13:15	-
	permutation_1555/	2019-10-11 13:14	-
	permutation_1556/	2019-10-11 13:16	-
	permutation_1557/	2019-10-11 13:14	-
	permutation_1558/	2019-10-11 13:14	-
	permutation_1559/	2019-10-11 13:15	-
	permutation_1560/	2019-10-11 13:15	-
	permutation_1561/	2019-10-11 13:15	-
	permutation_1562/	2019-10-11 13:16	-
	permutation_1563/	2019-10-11 13:15	-
	permutation_1564/	2019-10-11 13:15	-
	permutation_1565/	2019-10-11 13:13	-
	permutation_1566/	2019-10-11 13:14	-
	permutation_1567/	2019-10-11 13:14	-
	permutation_1568/	2019-10-11 13:15	-
	permutation_1569/	2019-10-11 13:14	-
	permutation_1570/	2019-10-11 13:14	-
	permutation_1571/	2019-10-11 13:15	-
	permutation_1572/	2019-10-11 13:14	-
	permutation_1573/	2019-10-11 13:15	-
	permutation_1574/	2019-10-11 13:16	-
	permutation_1575/	2019-10-11 13:14	-
	permutation_1576/	2019-10-11 13:15	-
	permutation_1577/	2019-10-11 13:14	-
	permutation_1578/	2019-10-11 13:14	-
	permutation_1579/	2019-10-11 13:14	-
	permutation_1580/	2019-10-11 13:16	-
	permutation_1581/	2019-10-11 13:14	-
	permutation_1582/	2019-10-11 13:14	-
	permutation_1583/	2019-10-11 13:14	-
	permutation_1584/	2019-10-11 13:15	-
	permutation_1585/	2019-10-11 13:14	-
	permutation_1586/	2019-10-11 13:14	-
	permutation_1587/	2019-10-11 13:15	-
	permutation_1588/	2019-10-11 13:16	-
	permutation_1589/	2019-10-11 13:15	-
	permutation_1590/	2019-10-11 13:14	-
	permutation_1591/	2019-10-11 13:15	-
	permutation_1592/	2019-10-11 13:16	-
	permutation_1593/	2019-10-11 13:15	-
	permutation_1594/	2019-10-11 13:14	-
	permutation_1595/	2019-10-11 13:15	-
	permutation_1596/	2019-10-11 13:15	-
	permutation_1597/	2019-10-11 13:15	-
	permutation_1598/	2019-10-11 13:15	-
	permutation_1599/	2019-10-11 13:14	-
	permutation_1600/	2019-10-11 13:16	-
	permutation_1601/	2019-10-11 13:15	-
	permutation_1602/	2019-10-11 13:14	-
	permutation_1603/	2019-10-11 13:15	-
	permutation_1604/	2019-10-11 13:16	-
	permutation_1605/	2019-10-11 13:14	-
	permutation_1606/	2019-10-11 13:14	-
	permutation_1607/	2019-10-11 13:14	-
	permutation_1608/	2019-10-11 13:15	-
	permutation_1609/	2019-10-11 13:14	-
	permutation_1610/	2019-10-11 13:15	-
	permutation_1611/	2019-10-11 13:14	-
	permutation_1612/	2019-10-11 13:16	-
	permutation_1613/	2019-10-11 13:13	-
	permutation_1614/	2019-10-11 13:13	-
	permutation_1615/	2019-10-11 13:16	-
	permutation_1616/	2019-10-11 13:13	-
	permutation_1617/	2019-10-11 13:15	-
	permutation_1618/	2019-10-11 13:14	-
	permutation_1619/	2019-10-11 13:15	-
	permutation_1620/	2019-10-11 13:13	-
	permutation_1621/	2019-10-11 13:13	-
	permutation_1622/	2019-10-11 13:14	-
	permutation_1623/	2019-10-11 13:15	-
	permutation_1624/	2019-10-11 13:15	-
	permutation_1625/	2019-10-11 13:14	-
	permutation_1626/	2019-10-11 13:15	-
	permutation_1627/	2019-10-11 13:15	-
	permutation_1628/	2019-10-11 13:16	-
	permutation_1629/	2019-10-11 13:14	-
	permutation_1630/	2019-10-11 13:13	-
	permutation_1631/	2019-10-11 13:16	-
	permutation_1632/	2019-10-11 13:15	-
	permutation_1633/	2019-10-11 13:16	-
	permutation_1634/	2019-10-11 13:16	-
	permutation_1635/	2019-10-11 13:13	-
	permutation_1636/	2019-10-11 13:15	-
	permutation_1637/	2019-10-11 13:16	-
	permutation_1638/	2019-10-11 13:14	-
	permutation_1639/	2019-10-11 13:14	-
	permutation_1640/	2019-10-11 13:15	-
	permutation_1641/	2019-10-11 13:14	-
	permutation_1642/	2019-10-11 13:16	-
	permutation_1643/	2019-10-11 13:15	-
	permutation_1644/	2019-10-11 13:14	-
	permutation_1645/	2019-10-11 13:15	-
	permutation_1646/	2019-10-11 13:13	-
	permutation_1647/	2019-10-11 13:13	-
	permutation_1648/	2019-10-11 13:15	-
	permutation_1649/	2019-10-11 13:13	-
	permutation_1650/	2019-10-11 13:14	-
	permutation_1651/	2019-10-11 13:13	-
	permutation_1652/	2019-10-11 13:15	-
	permutation_1653/	2019-10-11 13:14	-
	permutation_1654/	2019-10-11 13:16	-
	permutation_1655/	2019-10-11 13:14	-
	permutation_1656/	2019-10-11 13:15	-
	permutation_1657/	2019-10-11 13:15	-
	permutation_1658/	2019-10-11 13:16	-
	permutation_1659/	2019-10-11 13:15	-
	permutation_1660/	2019-10-11 13:15	-
	permutation_1661/	2019-10-11 13:15	-
	permutation_1662/	2019-10-11 13:16	-
	permutation_1663/	2019-10-11 13:15	-
	permutation_1664/	2019-10-11 13:15	-
	permutation_1665/	2019-10-11 13:15	-
	permutation_1666/	2019-10-11 13:14	-
	permutation_1667/	2019-10-11 13:14	-
	permutation_1668/	2019-10-11 13:14	-
	permutation_1669/	2019-10-11 13:13	-
	permutation_1670/	2019-10-11 13:15	-
	permutation_1671/	2019-10-11 13:13	-
	permutation_1672/	2019-10-11 13:15	-
	permutation_1673/	2019-10-11 13:14	-
	permutation_1674/	2019-10-11 13:13	-
	permutation_1675/	2019-10-11 13:15	-
	permutation_1676/	2019-10-11 13:16	-
	permutation_1677/	2019-10-11 13:15	-
	permutation_1678/	2019-10-11 13:14	-
	permutation_1679/	2019-10-11 13:14	-
	permutation_1680/	2019-10-11 13:15	-
	permutation_1681/	2019-10-11 13:14	-
	permutation_1682/	2019-10-11 13:15	-
	permutation_1683/	2019-10-11 13:16	-
	permutation_1684/	2019-10-11 13:14	-
	permutation_1685/	2019-10-11 13:13	-
	permutation_1686/	2019-10-11 13:15	-
	permutation_1687/	2019-10-11 13:14	-
	permutation_1688/	2019-10-11 13:15	-
	permutation_1689/	2019-10-11 13:15	-
	permutation_1690/	2019-10-11 13:14	-
	permutation_1691/	2019-10-11 13:15	-
	permutation_1692/	2019-10-11 13:13	-
	permutation_1693/	2019-10-11 13:15	-
	permutation_1694/	2019-10-11 13:14	-
	permutation_1695/	2019-10-11 13:15	-
	permutation_1696/	2019-10-11 13:15	-
	permutation_1697/	2019-10-11 13:15	-
	permutation_1698/	2019-10-11 13:15	-
	permutation_1699/	2019-10-11 13:14	-
	permutation_1700/	2019-10-11 13:15	-
	permutation_1701/	2019-10-11 13:14	-
	permutation_1702/	2019-10-11 13:16	-
	permutation_1703/	2019-10-11 13:16	-
	permutation_1704/	2019-10-11 13:15	-
	permutation_1705/	2019-10-11 13:15	-
	permutation_1706/	2019-10-11 13:14	-
	permutation_1707/	2019-10-11 13:16	-
	permutation_1708/	2019-10-11 13:15	-
	permutation_1709/	2019-10-11 13:15	-
	permutation_1710/	2019-10-11 13:16	-
	permutation_1711/	2019-10-11 13:14	-
	permutation_1712/	2019-10-11 13:14	-
	permutation_1713/	2019-10-11 13:14	-
	permutation_1714/	2019-10-11 13:14	-
	permutation_1715/	2019-10-11 13:15	-
	permutation_1716/	2019-10-11 13:14	-
	permutation_1717/	2019-10-11 13:15	-
	permutation_1718/	2019-10-11 13:14	-
	permutation_1719/	2019-10-11 13:16	-
	permutation_1720/	2019-10-11 13:14	-
	permutation_1721/	2019-10-11 13:14	-
	permutation_1722/	2019-10-11 13:14	-
	permutation_1723/	2019-10-11 13:16	-
	permutation_1724/	2019-10-11 13:15	-
	permutation_1725/	2019-10-11 13:14	-
	permutation_1726/	2019-10-11 13:13	-
	permutation_1727/	2019-10-11 13:15	-
	permutation_1728/	2019-10-11 13:15	-
	permutation_1729/	2019-10-11 13:14	-
	permutation_1730/	2019-10-11 13:14	-
	permutation_1731/	2019-10-11 13:13	-
	permutation_1732/	2019-10-11 13:14	-
	permutation_1733/	2019-10-11 13:13	-
	permutation_1734/	2019-10-11 13:15	-
	permutation_1735/	2019-10-11 13:16	-
	permutation_1736/	2019-10-11 13:13	-
	permutation_1737/	2019-10-11 13:15	-
	permutation_1738/	2019-10-11 13:13	-
	permutation_1739/	2019-10-11 13:14	-
	permutation_1740/	2019-10-11 13:16	-
	permutation_1741/	2019-10-11 13:14	-
	permutation_1742/	2019-10-11 13:13	-
	permutation_1743/	2019-10-11 13:13	-
	permutation_1744/	2019-10-11 13:14	-
	permutation_1745/	2019-10-11 13:15	-
	permutation_1746/	2019-10-11 13:14	-
	permutation_1747/	2019-10-11 13:14	-
	permutation_1748/	2019-10-11 13:15	-
	permutation_1749/	2019-10-11 13:14	-
	permutation_1750/	2019-10-11 13:14	-
	permutation_1751/	2019-10-11 13:15	-
	permutation_1752/	2019-10-11 13:14	-
	permutation_1753/	2019-10-11 13:14	-
	permutation_1754/	2019-10-11 13:15	-
	permutation_1755/	2019-10-11 13:16	-
	permutation_1756/	2019-10-11 13:16	-
	permutation_1757/	2019-10-11 13:14	-
	permutation_1758/	2019-10-11 13:14	-
	permutation_1759/	2019-10-11 13:14	-
	permutation_1760/	2019-10-11 13:13	-
	permutation_1761/	2019-10-11 13:14	-
	permutation_1762/	2019-10-11 13:16	-
	permutation_1763/	2019-10-11 13:16	-
	permutation_1764/	2019-10-11 13:14	-
	permutation_1765/	2019-10-11 13:16	-
	permutation_1766/	2019-10-11 13:15	-
	permutation_1767/	2019-10-11 13:14	-
	permutation_1768/	2019-10-11 13:14	-
	permutation_1769/	2019-10-11 13:15	-
	permutation_1770/	2019-10-11 13:15	-
	permutation_1771/	2019-10-11 13:13	-
	permutation_1772/	2019-10-11 13:15	-
	permutation_1773/	2019-10-11 13:14	-
	permutation_1774/	2019-10-11 13:15	-
	permutation_1775/	2019-10-11 13:15	-
	permutation_1776/	2019-10-11 13:15	-
	permutation_1777/	2019-10-11 13:15	-
	permutation_1778/	2019-10-11 13:13	-
	permutation_1779/	2019-10-11 13:15	-
	permutation_1780/	2019-10-11 13:14	-
	permutation_1781/	2019-10-11 13:15	-
	permutation_1782/	2019-10-11 13:14	-
	permutation_1783/	2019-10-11 13:16	-
	permutation_1784/	2019-10-11 13:14	-
	permutation_1785/	2019-10-11 13:15	-
	permutation_1786/	2019-10-11 13:15	-
	permutation_1787/	2019-10-11 13:14	-
	permutation_1788/	2019-10-11 13:15	-
	permutation_1789/	2019-10-11 13:14	-
	permutation_1790/	2019-10-11 13:14	-
	permutation_1791/	2019-10-11 13:15	-
	permutation_1792/	2019-10-11 13:15	-
	permutation_1793/	2019-10-11 13:13	-
	permutation_1794/	2019-10-11 13:15	-
	permutation_1795/	2019-10-11 13:14	-
	permutation_1796/	2019-10-11 13:16	-
	permutation_1797/	2019-10-11 13:14	-
	permutation_1798/	2019-10-11 13:15	-
	permutation_1799/	2019-10-11 13:15	-
	permutation_1800/	2019-10-11 13:13	-
	permutation_1801/	2019-10-11 13:14	-
	permutation_1802/	2019-10-11 13:13	-
	permutation_1803/	2019-10-11 13:14	-
	permutation_1804/	2019-10-11 13:15	-
	permutation_1805/	2019-10-11 13:16	-
	permutation_1806/	2019-10-11 13:14	-
	permutation_1807/	2019-10-11 13:14	-
	permutation_1808/	2019-10-11 13:15	-
	permutation_1809/	2019-10-11 13:14	-
	permutation_1810/	2019-10-11 13:16	-
	permutation_1811/	2019-10-11 13:13	-
	permutation_1812/	2019-10-11 13:15	-
	permutation_1813/	2019-10-11 13:15	-
	permutation_1814/	2019-10-11 13:15	-
	permutation_1815/	2019-10-11 13:15	-
	permutation_1816/	2019-10-11 13:14	-
	permutation_1817/	2019-10-11 13:13	-
	permutation_1818/	2019-10-11 13:14	-
	permutation_1819/	2019-10-11 13:14	-
	permutation_1820/	2019-10-11 13:14	-
	permutation_1821/	2019-10-11 13:15	-
	permutation_1822/	2019-10-11 13:14	-
	permutation_1823/	2019-10-11 13:15	-
	permutation_1824/	2019-10-11 13:14	-
	permutation_1825/	2019-10-11 13:14	-
	permutation_1826/	2019-10-11 13:15	-
	permutation_1827/	2019-10-11 13:15	-
	permutation_1828/	2019-10-11 13:15	-
	permutation_1829/	2019-10-11 13:15	-
	permutation_1830/	2019-10-11 13:13	-
	permutation_1831/	2019-10-11 13:14	-
	permutation_1832/	2019-10-11 13:13	-
	permutation_1833/	2019-10-11 13:14	-
	permutation_1834/	2019-10-11 13:15	-
	permutation_1835/	2019-10-11 13:15	-
	permutation_1836/	2019-10-11 13:15	-
	permutation_1837/	2019-10-11 13:16	-
	permutation_1838/	2019-10-11 13:15	-
	permutation_1839/	2019-10-11 13:13	-
	permutation_1840/	2019-10-11 13:15	-
	permutation_1841/	2019-10-11 13:14	-
	permutation_1842/	2019-10-11 13:14	-
	permutation_1843/	2019-10-11 13:15	-
	permutation_1844/	2019-10-11 13:15	-
	permutation_1845/	2019-10-11 13:15	-
	permutation_1846/	2019-10-11 13:15	-
	permutation_1847/	2019-10-11 13:14	-
	permutation_1848/	2019-10-11 13:16	-
	permutation_1849/	2019-10-11 13:15	-
	permutation_1850/	2019-10-11 13:14	-
	permutation_1851/	2019-10-11 13:15	-
	permutation_1852/	2019-10-11 13:15	-
	permutation_1853/	2019-10-11 13:14	-
	permutation_1854/	2019-10-11 13:15	-
	permutation_1855/	2019-10-11 13:14	-
	permutation_1856/	2019-10-11 13:16	-
	permutation_1857/	2019-10-11 13:14	-
	permutation_1858/	2019-10-11 13:14	-
	permutation_1859/	2019-10-11 13:16	-
	permutation_1860/	2019-10-11 13:15	-
	permutation_1861/	2019-10-11 13:14	-
	permutation_1862/	2019-10-11 13:14	-
	permutation_1863/	2019-10-11 13:13	-
	permutation_1864/	2019-10-11 13:14	-
	permutation_1865/	2019-10-11 13:14	-
	permutation_1866/	2019-10-11 13:14	-
	permutation_1867/	2019-10-11 13:16	-
	permutation_1868/	2019-10-11 13:15	-
	permutation_1869/	2019-10-11 13:15	-
	permutation_1870/	2019-10-11 13:15	-
	permutation_1871/	2019-10-11 13:15	-
	permutation_1872/	2019-10-11 13:15	-
	permutation_1873/	2019-10-11 13:14	-
	permutation_1874/	2019-10-11 13:15	-
	permutation_1875/	2019-10-11 13:15	-
	permutation_1876/	2019-10-11 13:14	-
	permutation_1877/	2019-10-11 13:14	-
	permutation_1878/	2019-10-11 13:14	-
	permutation_1879/	2019-10-11 13:16	-
	permutation_1880/	2019-10-11 13:13	-
	permutation_1881/	2019-10-11 13:15	-
	permutation_1882/	2019-10-11 13:14	-
	permutation_1883/	2019-10-11 13:15	-
	permutation_1884/	2019-10-11 13:14	-
	permutation_1885/	2019-10-11 13:14	-
	permutation_1886/	2019-10-11 13:13	-
	permutation_1887/	2019-10-11 13:14	-
	permutation_1888/	2019-10-11 13:15	-
	permutation_1889/	2019-10-11 13:14	-
	permutation_1890/	2019-10-11 13:13	-
	permutation_1891/	2019-10-11 13:15	-
	permutation_1892/	2019-10-11 13:15	-
	permutation_1893/	2019-10-11 13:15	-
	permutation_1894/	2019-10-11 13:14	-
	permutation_1895/	2019-10-11 13:14	-
	permutation_1896/	2019-10-11 13:16	-
	permutation_1897/	2019-10-11 13:16	-
	permutation_1898/	2019-10-11 13:15	-
	permutation_1899/	2019-10-11 13:13	-
	permutation_1900/	2019-10-11 13:14	-
	permutation_1901/	2019-10-11 13:15	-
	permutation_1902/	2019-10-11 13:14	-
	permutation_1903/	2019-10-11 13:14	-
	permutation_1904/	2019-10-11 13:14	-
	permutation_1905/	2019-10-11 13:14	-
	permutation_1906/	2019-10-11 13:15	-
	permutation_1907/	2019-10-11 13:13	-
	permutation_1908/	2019-10-11 13:15	-
	permutation_1909/	2019-10-11 13:15	-
	permutation_1910/	2019-10-11 13:16	-
	permutation_1911/	2019-10-11 13:13	-
	permutation_1912/	2019-10-11 13:15	-
	permutation_1913/	2019-10-11 13:15	-
	permutation_1914/	2019-10-11 13:13	-
	permutation_1915/	2019-10-11 13:15	-
	permutation_1916/	2019-10-11 13:14	-
	permutation_1917/	2019-10-11 13:15	-
	permutation_1918/	2019-10-11 13:14	-
	permutation_1919/	2019-10-11 13:16	-
	permutation_1920/	2019-10-11 13:14	-
	permutation_1921/	2019-10-11 13:15	-
	permutation_1922/	2019-10-11 13:14	-
	permutation_1923/	2019-10-11 13:14	-
	permutation_1924/	2019-10-11 13:15	-
	permutation_1925/	2019-10-11 13:14	-
	permutation_1926/	2019-10-11 13:16	-
	permutation_1927/	2019-10-11 13:14	-
	permutation_1928/	2019-10-11 13:16	-
	permutation_1929/	2019-10-11 13:15	-
	permutation_1930/	2019-10-11 13:15	-
	permutation_1931/	2019-10-11 13:14	-
	permutation_1932/	2019-10-11 13:13	-
	permutation_1933/	2019-10-11 13:14	-
	permutation_1934/	2019-10-11 13:13	-
	permutation_1935/	2019-10-11 13:16	-
	permutation_1936/	2019-10-11 13:15	-
	permutation_1937/	2019-10-11 13:16	-
	permutation_1938/	2019-10-11 13:15	-
	permutation_1939/	2019-10-11 13:14	-
	permutation_1940/	2019-10-11 13:15	-
	permutation_1941/	2019-10-11 13:15	-
	permutation_1942/	2019-10-11 13:14	-
	permutation_1943/	2019-10-11 13:15	-
	permutation_1944/	2019-10-11 13:16	-
	permutation_1945/	2019-10-11 13:16	-
	permutation_1946/	2019-10-11 13:15	-
	permutation_1947/	2019-10-11 13:16	-
	permutation_1948/	2019-10-11 13:15	-
	permutation_1949/	2019-10-11 13:15	-
	permutation_1950/	2019-10-11 13:14	-
	permutation_1951/	2019-10-11 13:13	-
	permutation_1952/	2019-10-11 13:16	-
	permutation_1953/	2019-10-11 13:14	-
	permutation_1954/	2019-10-11 13:16	-
	permutation_1955/	2019-10-11 13:14	-
	permutation_1956/	2019-10-11 13:15	-
	permutation_1957/	2019-10-11 13:15	-
	permutation_1958/	2019-10-11 13:15	-
	permutation_1959/	2019-10-11 13:14	-
	permutation_1960/	2019-10-11 13:15	-
	permutation_1961/	2019-10-11 13:14	-
	permutation_1962/	2019-10-11 13:13	-
	permutation_1963/	2019-10-11 13:15	-
	permutation_1964/	2019-10-11 13:14	-
	permutation_1965/	2019-10-11 13:16	-
	permutation_1966/	2019-10-11 13:13	-
	permutation_1967/	2019-10-11 13:13	-
	permutation_1968/	2019-10-11 13:15	-
	permutation_1969/	2019-10-11 13:14	-
	permutation_1970/	2019-10-11 13:15	-
	permutation_1971/	2019-10-11 13:14	-
	permutation_1972/	2019-10-11 13:15	-
	permutation_1973/	2019-10-11 13:14	-
	permutation_1974/	2019-10-11 13:13	-
	permutation_1975/	2019-10-11 13:16	-
	permutation_1976/	2019-10-11 13:13	-
	permutation_1977/	2019-10-11 13:15	-
	permutation_1978/	2019-10-11 13:15	-
	permutation_1979/	2019-10-11 13:15	-
	permutation_1980/	2019-10-11 13:15	-
	permutation_1981/	2019-10-11 13:16	-
	permutation_1982/	2019-10-11 13:14	-
	permutation_1983/	2019-10-11 13:15	-
	permutation_1984/	2019-10-11 13:14	-
	permutation_1985/	2019-10-11 13:14	-
	permutation_1986/	2019-10-11 13:16	-
	permutation_1987/	2019-10-11 13:14	-
	permutation_1988/	2019-10-11 13:16	-
	permutation_1989/	2019-10-11 13:14	-
	permutation_1990/	2019-10-11 13:14	-
	permutation_1991/	2019-10-11 13:15	-
	permutation_1992/	2019-10-11 13:13	-
	permutation_1993/	2019-10-11 13:13	-
	permutation_1994/	2019-10-11 13:13	-
	permutation_1995/	2019-10-11 13:15	-
	permutation_1996/	2019-10-11 13:14	-
	permutation_1997/	2019-10-11 13:13	-
	permutation_1998/	2019-10-11 13:15	-
	permutation_1999/	2019-10-11 13:15	-
	permutation_2000/	2019-10-11 13:14	-
	permutation_2001/	2019-10-11 13:13	-
	permutation_2002/	2019-10-11 13:15	-
	permutation_2003/	2019-10-11 13:14	-
	permutation_2004/	2019-10-11 13:14	-
	permutation_2005/	2019-10-11 13:14	-
	permutation_2006/	2019-10-11 13:15	-
	permutation_2007/	2019-10-11 13:15	-
	permutation_2008/	2019-10-11 13:14	-
	permutation_2009/	2019-10-11 13:15	-
	permutation_2010/	2019-10-11 13:14	-
	permutation_2011/	2019-10-11 13:15	-
	permutation_2012/	2019-10-11 13:16	-
	permutation_2013/	2019-10-11 13:16	-
	permutation_2014/	2019-10-11 13:15	-
	permutation_2015/	2019-10-11 13:13	-
	permutation_2016/	2019-10-11 13:14	-
	permutation_2017/	2019-10-11 13:13	-
	permutation_2018/	2019-10-11 13:15	-
	permutation_2019/	2019-10-11 13:14	-
	permutation_2020/	2019-10-11 13:15	-
	permutation_2021/	2019-10-11 13:14	-
	permutation_2022/	2019-10-11 13:15	-
	permutation_2023/	2019-10-11 13:13	-
	permutation_2024/	2019-10-11 13:13	-
	permutation_2025/	2019-10-11 13:14	-
	permutation_2026/	2019-10-11 13:14	-
	permutation_2027/	2019-10-11 13:15	-
	permutation_2028/	2019-10-11 13:15	-
	permutation_2029/	2019-10-11 13:14	-
	permutation_2030/	2019-10-11 13:14	-
	permutation_2031/	2019-10-11 13:13	-
	permutation_2032/	2019-10-11 13:14	-
	permutation_2033/	2019-10-11 13:15	-
	permutation_2034/	2019-10-11 13:15	-
	permutation_2035/	2019-10-11 13:13	-
	permutation_2036/	2019-10-11 13:15	-
	permutation_2037/	2019-10-11 13:15	-
	permutation_2038/	2019-10-11 13:15	-
	permutation_2039/	2019-10-11 13:14	-
	permutation_2040/	2019-10-11 13:15	-
	permutation_2041/	2019-10-11 13:14	-
	permutation_2042/	2019-10-11 13:15	-
	permutation_2043/	2019-10-11 13:15	-
	permutation_2044/	2019-10-11 13:14	-
	permutation_2045/	2019-10-11 13:15	-
	permutation_2046/	2019-10-11 13:14	-
	permutation_2047/	2019-10-11 13:16	-
	permutation_2048/	2019-10-11 13:15	-
	permutation_2049/	2019-10-11 13:16	-
	permutation_2050/	2019-10-11 13:15	-
	permutation_2051/	2019-10-11 13:14	-
	permutation_2052/	2019-10-11 13:15	-
	permutation_2053/	2019-10-11 13:15	-
	permutation_2054/	2019-10-11 13:14	-
	permutation_2055/	2019-10-11 13:14	-
	permutation_2056/	2019-10-11 13:14	-
	permutation_2057/	2019-10-11 13:14	-
	permutation_2058/	2019-10-11 13:14	-
	permutation_2059/	2019-10-11 13:14	-
	permutation_2060/	2019-10-11 13:14	-
	permutation_2061/	2019-10-11 13:15	-
	permutation_2062/	2019-10-11 13:15	-
	permutation_2063/	2019-10-11 13:14	-
	permutation_2064/	2019-10-11 13:15	-
	permutation_2065/	2019-10-11 13:13	-
	permutation_2066/	2019-10-11 13:16	-
	permutation_2067/	2019-10-11 13:15	-
	permutation_2068/	2019-10-11 13:16	-
	permutation_2069/	2019-10-11 13:15	-
	permutation_2070/	2019-10-11 13:15	-
	permutation_2071/	2019-10-11 13:13	-
	permutation_2072/	2019-10-11 13:15	-
	permutation_2073/	2019-10-11 13:15	-
	permutation_2074/	2019-10-11 13:15	-
	permutation_2075/	2019-10-11 13:15	-
	permutation_2076/	2019-10-11 13:14	-
	permutation_2077/	2019-10-11 13:15	-
	permutation_2078/	2019-10-11 13:14	-
	permutation_2079/	2019-10-11 13:14	-
	permutation_2080/	2019-10-11 13:15	-
	permutation_2081/	2019-10-11 13:15	-
	permutation_2082/	2019-10-11 13:14	-
	permutation_2083/	2019-10-11 13:14	-
	permutation_2084/	2019-10-11 13:15	-
	permutation_2085/	2019-10-11 13:14	-
	permutation_2086/	2019-10-11 13:14	-
	permutation_2087/	2019-10-11 13:14	-
	permutation_2088/	2019-10-11 13:13	-
	permutation_2089/	2019-10-11 13:16	-
	permutation_2090/	2019-10-11 13:13	-
	permutation_2091/	2019-10-11 13:14	-
	permutation_2092/	2019-10-11 13:16	-
	permutation_2093/	2019-10-11 13:14	-
	permutation_2094/	2019-10-11 13:14	-
	permutation_2095/	2019-10-11 13:13	-
	permutation_2096/	2019-10-11 13:15	-
	permutation_2097/	2019-10-11 13:13	-
	permutation_2098/	2019-10-11 13:15	-
	permutation_2099/	2019-10-11 13:15	-
	permutation_2100/	2019-10-11 13:15	-
	permutation_2101/	2019-10-11 13:14	-
	permutation_2102/	2019-10-11 13:16	-
	permutation_2103/	2019-10-11 13:14	-
	permutation_2104/	2019-10-11 13:14	-
	permutation_2105/	2019-10-11 13:14	-
	permutation_2106/	2019-10-11 13:16	-
	permutation_2107/	2019-10-11 13:15	-
	permutation_2108/	2019-10-11 13:14	-
	permutation_2109/	2019-10-11 13:15	-
	permutation_2110/	2019-10-11 13:14	-
	permutation_2111/	2019-10-11 13:14	-
	permutation_2112/	2019-10-11 13:15	-
	permutation_2113/	2019-10-11 13:14	-
	permutation_2114/	2019-10-11 13:15	-
	permutation_2115/	2019-10-11 13:15	-
	permutation_2116/	2019-10-11 13:15	-
	permutation_2117/	2019-10-11 13:13	-
	permutation_2118/	2019-10-11 13:15	-
	permutation_2119/	2019-10-11 13:16	-
	permutation_2120/	2019-10-11 13:15	-
	permutation_2121/	2019-10-11 13:14	-
	permutation_2122/	2019-10-11 13:14	-
	permutation_2123/	2019-10-11 13:14	-
	permutation_2124/	2019-10-11 13:13	-
	permutation_2125/	2019-10-11 13:14	-
	permutation_2126/	2019-10-11 13:14	-
	permutation_2127/	2019-10-11 13:15	-
	permutation_2128/	2019-10-11 13:15	-
	permutation_2129/	2019-10-11 13:16	-
	permutation_2130/	2019-10-11 13:14	-
	permutation_2131/	2019-10-11 13:16	-
	permutation_2132/	2019-10-11 13:14	-
	permutation_2133/	2019-10-11 13:16	-
	permutation_2134/	2019-10-11 13:14	-
	permutation_2135/	2019-10-11 13:14	-
	permutation_2136/	2019-10-11 13:13	-
	permutation_2137/	2019-10-11 13:15	-
	permutation_2138/	2019-10-11 13:15	-
	permutation_2139/	2019-10-11 13:15	-
	permutation_2140/	2019-10-11 13:16	-
	permutation_2141/	2019-10-11 13:14	-
	permutation_2142/	2019-10-11 13:15	-
	permutation_2143/	2019-10-11 13:15	-
	permutation_2144/	2019-10-11 13:15	-
	permutation_2145/	2019-10-11 13:14	-
	permutation_2146/	2019-10-11 13:14	-
	permutation_2147/	2019-10-11 13:15	-
	permutation_2148/	2019-10-11 13:14	-
	permutation_2149/	2019-10-11 13:13	-
	permutation_2150/	2019-10-11 13:14	-
	permutation_2151/	2019-10-11 13:13	-
	permutation_2152/	2019-10-11 13:14	-
	permutation_2153/	2019-10-11 13:14	-
	permutation_2154/	2019-10-11 13:14	-
	permutation_2155/	2019-10-11 13:15	-
	permutation_2156/	2019-10-11 13:15	-
	permutation_2157/	2019-10-11 13:14	-
	permutation_2158/	2019-10-11 13:16	-
	permutation_2159/	2019-10-11 13:16	-
	permutation_2160/	2019-10-11 13:14	-
	permutation_2161/	2019-10-11 13:15	-
	permutation_2162/	2019-10-11 13:15	-
	permutation_2163/	2019-10-11 13:14	-
	permutation_2164/	2019-10-11 13:15	-
	permutation_2165/	2019-10-11 13:14	-
	permutation_2166/	2019-10-11 13:15	-
	permutation_2167/	2019-10-11 13:14	-
	permutation_2168/	2019-10-11 13:15	-
	permutation_2169/	2019-10-11 13:13	-
	permutation_2170/	2019-10-11 13:15	-
	permutation_2171/	2019-10-11 13:14	-
	permutation_2172/	2019-10-11 13:13	-
	permutation_2173/	2019-10-11 13:15	-
	permutation_2174/	2019-10-11 13:13	-
	permutation_2175/	2019-10-11 13:13	-
	permutation_2176/	2019-10-11 13:15	-
	permutation_2177/	2019-10-11 13:15	-
	permutation_2178/	2019-10-11 13:15	-
	permutation_2179/	2019-10-11 13:14	-
	permutation_2180/	2019-10-11 13:13	-
	permutation_2181/	2019-10-11 13:16	-
	permutation_2182/	2019-10-11 13:15	-
	permutation_2183/	2019-10-11 13:13	-
	permutation_2184/	2019-10-11 13:15	-
	permutation_2185/	2019-10-11 13:15	-
	permutation_2186/	2019-10-11 13:14	-
	permutation_2187/	2019-10-11 13:14	-
	permutation_2188/	2019-10-11 13:14	-
	permutation_2189/	2019-10-11 13:15	-
	permutation_2190/	2019-10-11 13:15	-
	permutation_2191/	2019-10-11 13:15	-
	permutation_2192/	2019-10-11 13:14	-
	permutation_2193/	2019-10-11 13:14	-
	permutation_2194/	2019-10-11 13:14	-
	permutation_2195/	2019-10-11 13:13	-
	permutation_2196/	2019-10-11 13:15	-
	permutation_2197/	2019-10-11 13:14	-
	permutation_2198/	2019-10-11 13:15	-
	permutation_2199/	2019-10-11 13:14	-
	permutation_2200/	2019-10-11 13:14	-
	permutation_2201/	2019-10-11 13:14	-
	permutation_2202/	2019-10-11 13:16	-
	permutation_2203/	2019-10-11 13:15	-
	permutation_2204/	2019-10-11 13:13	-
	permutation_2205/	2019-10-11 13:15	-
	permutation_2206/	2019-10-11 13:15	-
	permutation_2207/	2019-10-11 13:13	-
	permutation_2208/	2019-10-11 13:16	-
	permutation_2209/	2019-10-11 13:14	-
	permutation_2210/	2019-10-11 13:14	-
	permutation_2211/	2019-10-11 13:14	-
	permutation_2212/	2019-10-11 13:14	-
	permutation_2213/	2019-10-11 13:14	-
	permutation_2214/	2019-10-11 13:14	-
	permutation_2215/	2019-10-11 13:13	-
	permutation_2216/	2019-10-11 13:15	-
	permutation_2217/	2019-10-11 13:16	-
	permutation_2218/	2019-10-11 13:15	-
	permutation_2219/	2019-10-11 13:15	-
	permutation_2220/	2019-10-11 13:16	-
	permutation_2221/	2019-10-11 13:13	-
	permutation_2222/	2019-10-11 13:15	-
	permutation_2223/	2019-10-11 13:15	-
	permutation_2224/	2019-10-11 13:14	-
	permutation_2225/	2019-10-11 13:15	-
	permutation_2226/	2019-10-11 13:14	-
	permutation_2227/	2019-10-11 13:15	-
	permutation_2228/	2019-10-11 13:14	-
	permutation_2229/	2019-10-11 13:13	-
	permutation_2230/	2019-10-11 13:14	-
	permutation_2231/	2019-10-11 13:15	-
	permutation_2232/	2019-10-11 13:14	-
	permutation_2233/	2019-10-11 13:15	-
	permutation_2234/	2019-10-11 13:14	-
	permutation_2235/	2019-10-11 13:15	-
	permutation_2236/	2019-10-11 13:16	-
	permutation_2237/	2019-10-11 13:14	-
	permutation_2238/	2019-10-11 13:16	-
	permutation_2239/	2019-10-11 13:14	-
	permutation_2240/	2019-10-11 13:16	-
	permutation_2241/	2019-10-11 13:14	-
	permutation_2242/	2019-10-11 13:14	-
	permutation_2243/	2019-10-11 13:15	-
	permutation_2244/	2019-10-11 13:15	-
	permutation_2245/	2019-10-11 13:16	-
	permutation_2246/	2019-10-11 13:15	-
	permutation_2247/	2019-10-11 13:16	-
	permutation_2248/	2019-10-11 13:15	-
	permutation_2249/	2019-10-11 13:13	-
	permutation_2250/	2019-10-11 13:15	-
	permutation_2251/	2019-10-11 13:15	-
	permutation_2252/	2019-10-11 13:15	-
	permutation_2253/	2019-10-11 13:16	-
	permutation_2254/	2019-10-11 13:14	-
	permutation_2255/	2019-10-11 13:13	-
	permutation_2256/	2019-10-11 13:15	-
	permutation_2257/	2019-10-11 13:15	-
	permutation_2258/	2019-10-11 13:14	-
	permutation_2259/	2019-10-11 13:16	-
	permutation_2260/	2019-10-11 13:13	-
	permutation_2261/	2019-10-11 13:15	-
	permutation_2262/	2019-10-11 13:16	-
	permutation_2263/	2019-10-11 13:14	-
	permutation_2264/	2019-10-11 13:15	-
	permutation_2265/	2019-10-11 13:15	-
	permutation_2266/	2019-10-11 13:15	-
	permutation_2267/	2019-10-11 13:14	-
	permutation_2268/	2019-10-11 13:14	-
	permutation_2269/	2019-10-11 13:16	-
	permutation_2270/	2019-10-11 13:13	-
	permutation_2271/	2019-10-11 13:14	-
	permutation_2272/	2019-10-11 13:14	-
	permutation_2273/	2019-10-11 13:16	-
	permutation_2274/	2019-10-11 13:14	-
	permutation_2275/	2019-10-11 13:14	-
	permutation_2276/	2019-10-11 13:14	-
	permutation_2277/	2019-10-11 13:15	-
	permutation_2278/	2019-10-11 13:15	-
	permutation_2279/	2019-10-11 13:14	-
	permutation_2280/	2019-10-11 13:14	-
	permutation_2281/	2019-10-11 13:14	-
	permutation_2282/	2019-10-11 13:15	-
	permutation_2283/	2019-10-11 13:16	-
	permutation_2284/	2019-10-11 13:15	-
	permutation_2285/	2019-10-11 13:15	-
	permutation_2286/	2019-10-11 13:13	-
	permutation_2287/	2019-10-11 13:14	-
	permutation_2288/	2019-10-11 13:16	-
	permutation_2289/	2019-10-11 13:14	-
	permutation_2290/	2019-10-11 13:16	-
	permutation_2291/	2019-10-11 13:16	-
	permutation_2292/	2019-10-11 13:14	-
	permutation_2293/	2019-10-11 13:15	-
	permutation_2294/	2019-10-11 13:14	-
	permutation_2295/	2019-10-11 13:14	-
	permutation_2296/	2019-10-11 13:15	-
	permutation_2297/	2019-10-11 13:14	-
	permutation_2298/	2019-10-11 13:16	-
	permutation_2299/	2019-10-11 13:13	-
	permutation_2300/	2019-10-11 13:15	-
	permutation_2301/	2019-10-11 13:15	-
	permutation_2302/	2019-10-11 13:15	-
	permutation_2303/	2019-10-11 13:16	-
	permutation_2304/	2019-10-11 13:14	-
	permutation_2305/	2019-10-11 13:13	-
	permutation_2306/	2019-10-11 13:15	-
	permutation_2307/	2019-10-11 13:16	-
	permutation_2308/	2019-10-11 13:16	-
	permutation_2309/	2019-10-11 13:14	-
	permutation_2310/	2019-10-11 13:13	-
	permutation_2311/	2019-10-11 13:15	-
	permutation_2312/	2019-10-11 13:15	-
	permutation_2313/	2019-10-11 13:13	-
	permutation_2314/	2019-10-11 13:14	-
	permutation_2315/	2019-10-11 13:14	-
	permutation_2316/	2019-10-11 13:14	-
	permutation_2317/	2019-10-11 13:13	-
	permutation_2318/	2019-10-11 13:16	-
	permutation_2319/	2019-10-11 13:16	-
	permutation_2320/	2019-10-11 13:14	-
	permutation_2321/	2019-10-11 13:13	-
	permutation_2322/	2019-10-11 13:15	-
	permutation_2323/	2019-10-11 13:14	-
	permutation_2324/	2019-10-11 13:14	-
	permutation_2325/	2019-10-11 13:15	-
	permutation_2326/	2019-10-11 13:16	-
	permutation_2327/	2019-10-11 13:15	-
	permutation_2328/	2019-10-11 13:14	-
	permutation_2329/	2019-10-11 13:16	-
	permutation_2330/	2019-10-11 13:13	-
	permutation_2331/	2019-10-11 13:15	-
	permutation_2332/	2019-10-11 13:14	-
	permutation_2333/	2019-10-11 13:15	-
	permutation_2334/	2019-10-11 13:14	-
	permutation_2335/	2019-10-11 13:15	-
	permutation_2336/	2019-10-11 13:15	-
	permutation_2337/	2019-10-11 13:14	-
	permutation_2338/	2019-10-11 13:14	-
	permutation_2339/	2019-10-11 13:14	-
	permutation_2340/	2019-10-11 13:16	-
	permutation_2341/	2019-10-11 13:14	-
	permutation_2342/	2019-10-11 13:13	-
	permutation_2343/	2019-10-11 13:14	-
	permutation_2344/	2019-10-11 13:13	-
	permutation_2345/	2019-10-11 13:16	-
	permutation_2346/	2019-10-11 13:15	-
	permutation_2347/	2019-10-11 13:16	-
	permutation_2348/	2019-10-11 13:16	-
	permutation_2349/	2019-10-11 13:14	-
	permutation_2350/	2019-10-11 13:13	-
	permutation_2351/	2019-10-11 13:14	-
	permutation_2352/	2019-10-11 13:15	-
	permutation_2353/	2019-10-11 13:16	-
	permutation_2354/	2019-10-11 13:15	-
	permutation_2355/	2019-10-11 13:14	-
	permutation_2356/	2019-10-11 13:15	-
	permutation_2357/	2019-10-11 13:15	-
	permutation_2358/	2019-10-11 13:13	-
	permutation_2359/	2019-10-11 13:15	-
	permutation_2360/	2019-10-11 13:14	-
	permutation_2361/	2019-10-11 13:15	-
	permutation_2362/	2019-10-11 13:15	-
	permutation_2363/	2019-10-11 13:15	-
	permutation_2364/	2019-10-11 13:14	-
	permutation_2365/	2019-10-11 13:16	-
	permutation_2366/	2019-10-11 13:13	-
	permutation_2367/	2019-10-11 13:14	-
	permutation_2368/	2019-10-11 13:13	-
	permutation_2369/	2019-10-11 13:13	-
	permutation_2370/	2019-10-11 13:15	-
	permutation_2371/	2019-10-11 13:14	-
	permutation_2372/	2019-10-11 13:15	-
	permutation_2373/	2019-10-11 13:15	-
	permutation_2374/	2019-10-11 13:14	-
	permutation_2375/	2019-10-11 13:13	-
	permutation_2376/	2019-10-11 13:14	-
	permutation_2377/	2019-10-11 13:16	-
	permutation_2378/	2019-10-11 13:15	-
	permutation_2379/	2019-10-11 13:14	-
	permutation_2380/	2019-10-11 13:15	-
	permutation_2381/	2019-10-11 13:14	-
	permutation_2382/	2019-10-11 13:14	-
	permutation_2383/	2019-10-11 13:16	-
	permutation_2384/	2019-10-11 13:14	-
	permutation_2385/	2019-10-11 13:14	-
	permutation_2386/	2019-10-11 13:16	-
	permutation_2387/	2019-10-11 13:15	-
	permutation_2388/	2019-10-11 13:13	-
	permutation_2389/	2019-10-11 13:15	-
	permutation_2390/	2019-10-11 13:16	-
	permutation_2391/	2019-10-11 13:16	-
	permutation_2392/	2019-10-11 13:13	-
	permutation_2393/	2019-10-11 13:14	-
	permutation_2394/	2019-10-11 13:14	-
	permutation_2395/	2019-10-11 13:13	-
	permutation_2396/	2019-10-11 13:15	-
	permutation_2397/	2019-10-11 13:15	-
	permutation_2398/	2019-10-11 13:15	-
	permutation_2399/	2019-10-11 13:13	-
	permutation_2400/	2019-10-11 13:16	-
	permutation_2401/	2019-10-11 13:15	-
	permutation_2402/	2019-10-11 13:15	-
	permutation_2403/	2019-10-11 13:15	-
	permutation_2404/	2019-10-11 13:14	-
	permutation_2405/	2019-10-11 13:14	-
	permutation_2406/	2019-10-11 13:14	-
	permutation_2407/	2019-10-11 13:14	-
	permutation_2408/	2019-10-11 13:14	-
	permutation_2409/	2019-10-11 13:14	-
	permutation_2410/	2019-10-11 13:13	-
	permutation_2411/	2019-10-11 13:15	-
	permutation_2412/	2019-10-11 13:15	-
	permutation_2413/	2019-10-11 13:13	-
	permutation_2414/	2019-10-11 13:15	-
	permutation_2415/	2019-10-11 13:14	-
	permutation_2416/	2019-10-11 13:13	-
	permutation_2417/	2019-10-11 13:14	-
	permutation_2418/	2019-10-11 13:14	-
	permutation_2419/	2019-10-11 13:16	-
	permutation_2420/	2019-10-11 13:14	-
	permutation_2421/	2019-10-11 13:15	-
	permutation_2422/	2019-10-11 13:16	-
	permutation_2423/	2019-10-11 13:14	-
	permutation_2424/	2019-10-11 13:14	-
	permutation_2425/	2019-10-11 13:15	-
	permutation_2426/	2019-10-11 13:14	-
	permutation_2427/	2019-10-11 13:13	-
	permutation_2428/	2019-10-11 13:14	-
	permutation_2429/	2019-10-11 13:15	-
	permutation_2430/	2019-10-11 13:13	-
	permutation_2431/	2019-10-11 13:15	-
	permutation_2432/	2019-10-11 13:14	-
	permutation_2433/	2019-10-11 13:15	-
	permutation_2434/	2019-10-11 13:13	-
	permutation_2435/	2019-10-11 13:15	-
	permutation_2436/	2019-10-11 13:15	-
	permutation_2437/	2019-10-11 13:15	-
	permutation_2438/	2019-10-11 13:14	-
	permutation_2439/	2019-10-11 13:14	-
	permutation_2440/	2019-10-11 13:13	-
	permutation_2441/	2019-10-11 13:15	-
	permutation_2442/	2019-10-11 13:15	-
	permutation_2443/	2019-10-11 13:15	-
	permutation_2444/	2019-10-11 13:14	-
	permutation_2445/	2019-10-11 13:16	-
	permutation_2446/	2019-10-11 13:14	-
	permutation_2447/	2019-10-11 13:16	-
	permutation_2448/	2019-10-11 13:16	-
	permutation_2449/	2019-10-11 13:14	-
	permutation_2450/	2019-10-11 13:15	-
	permutation_2451/	2019-10-11 13:14	-
	permutation_2452/	2019-10-11 13:14	-
	permutation_2453/	2019-10-11 13:14	-
	permutation_2454/	2019-10-11 13:13	-
	permutation_2455/	2019-10-11 13:13	-
	permutation_2456/	2019-10-11 13:15	-
	permutation_2457/	2019-10-11 13:16	-
	permutation_2458/	2019-10-11 13:14	-
	permutation_2459/	2019-10-11 13:15	-
	permutation_2460/	2019-10-11 13:15	-
	permutation_2461/	2019-10-11 13:14	-
	permutation_2462/	2019-10-11 13:14	-
	permutation_2463/	2019-10-11 13:14	-
	permutation_2464/	2019-10-11 13:14	-
	permutation_2465/	2019-10-11 13:15	-
	permutation_2466/	2019-10-11 13:14	-
	permutation_2467/	2019-10-11 13:13	-
	permutation_2468/	2019-10-11 13:15	-
	permutation_2469/	2019-10-11 13:16	-
	permutation_2470/	2019-10-11 13:14	-
	permutation_2471/	2019-10-11 13:15	-
	permutation_2472/	2019-10-11 13:13	-
	permutation_2473/	2019-10-11 13:14	-
	permutation_2474/	2019-10-11 13:14	-
	permutation_2475/	2019-10-11 13:16	-
	permutation_2476/	2019-10-11 13:15	-
	permutation_2477/	2019-10-11 13:13	-
	permutation_2478/	2019-10-11 13:15	-
	permutation_2479/	2019-10-11 13:15	-
	permutation_2480/	2019-10-11 13:15	-
	permutation_2481/	2019-10-11 13:13	-
	permutation_2482/	2019-10-11 13:14	-
	permutation_2483/	2019-10-11 13:15	-
	permutation_2484/	2019-10-11 13:14	-
	permutation_2485/	2019-10-11 13:14	-
	permutation_2486/	2019-10-11 13:14	-
	permutation_2487/	2019-10-11 13:15	-
	permutation_2488/	2019-10-11 13:14	-
	permutation_2489/	2019-10-11 13:16	-
	permutation_2490/	2019-10-11 13:14	-
	permutation_2491/	2019-10-11 13:15	-
	permutation_2492/	2019-10-11 13:13	-
	permutation_2493/	2019-10-11 13:15	-
	permutation_2494/	2019-10-11 13:14	-
	permutation_2495/	2019-10-11 13:13	-
	permutation_2496/	2019-10-11 13:15	-
	permutation_2497/	2019-10-11 13:14	-
	permutation_2498/	2019-10-11 13:15	-
	permutation_2499/	2019-10-11 13:14	-
	permutation_2500/	2019-10-11 13:15	-
	permutation_2501/	2019-10-11 13:16	-
	permutation_2502/	2019-10-11 13:14	-
	permutation_2503/	2019-10-11 13:15	-
	permutation_2504/	2019-10-11 13:15	-
	permutation_2505/	2019-10-11 13:14	-
	permutation_2506/	2019-10-11 13:14	-
	permutation_2507/	2019-10-11 13:15	-
	permutation_2508/	2019-10-11 13:14	-
	permutation_2509/	2019-10-11 13:15	-
	permutation_2510/	2019-10-11 13:15	-
	permutation_2511/	2019-10-11 13:13	-
	permutation_2512/	2019-10-11 13:15	-
	permutation_2513/	2019-10-11 13:14	-
	permutation_2514/	2019-10-11 13:14	-
	permutation_2515/	2019-10-11 13:14	-
	permutation_2516/	2019-10-11 13:13	-
	permutation_2517/	2019-10-11 13:15	-
	permutation_2518/	2019-10-11 13:15	-
	permutation_2519/	2019-10-11 13:13	-
	permutation_2520/	2019-10-11 13:16	-
	permutation_2521/	2019-10-11 13:15	-
	permutation_2522/	2019-10-11 13:15	-
	permutation_2523/	2019-10-11 13:15	-
	permutation_2524/	2019-10-11 13:15	-
	permutation_2525/	2019-10-11 13:15	-
	permutation_2526/	2019-10-11 13:14	-
	permutation_2527/	2019-10-11 13:14	-
	permutation_2528/	2019-10-11 13:14	-
	permutation_2529/	2019-10-11 13:14	-
	permutation_2530/	2019-10-11 13:14	-
	permutation_2531/	2019-10-11 13:16	-
	permutation_2532/	2019-10-11 13:14	-
	permutation_2533/	2019-10-11 13:15	-
	permutation_2534/	2019-10-11 13:15	-
	permutation_2535/	2019-10-11 13:14	-
	permutation_2536/	2019-10-11 13:15	-
	permutation_2537/	2019-10-11 13:15	-
	permutation_2538/	2019-10-11 13:15	-
	permutation_2539/	2019-10-11 13:14	-
	permutation_2540/	2019-10-11 13:14	-
	permutation_2541/	2019-10-11 13:15	-
	permutation_2542/	2019-10-11 13:16	-
	permutation_2543/	2019-10-11 13:15	-
	permutation_2544/	2019-10-11 13:14	-
	permutation_2545/	2019-10-11 13:15	-
	permutation_2546/	2019-10-11 13:15	-
	permutation_2547/	2019-10-11 13:14	-
	permutation_2548/	2019-10-11 13:15	-
	permutation_2549/	2019-10-11 13:13	-
	permutation_2550/	2019-10-11 13:15	-
	permutation_2551/	2019-10-11 13:14	-
	permutation_2552/	2019-10-11 13:14	-
	permutation_2553/	2019-10-11 13:14	-
	permutation_2554/	2019-10-11 13:13	-
	permutation_2555/	2019-10-11 13:13	-
	permutation_2556/	2019-10-11 13:13	-
	permutation_2557/	2019-10-11 13:15	-
	permutation_2558/	2019-10-11 13:14	-
	permutation_2559/	2019-10-11 13:13	-
	permutation_2560/	2019-10-11 13:16	-
	permutation_2561/	2019-10-11 13:15	-
	permutation_2562/	2019-10-11 13:14	-
	permutation_2563/	2019-10-11 13:15	-
	permutation_2564/	2019-10-11 13:15	-
	permutation_2565/	2019-10-11 13:16	-
	permutation_2566/	2019-10-11 13:14	-
	permutation_2567/	2019-10-11 13:14	-
	permutation_2568/	2019-10-11 13:15	-
	permutation_2569/	2019-10-11 13:14	-
	permutation_2570/	2019-10-11 13:14	-
	permutation_2571/	2019-10-11 13:15	-
	permutation_2572/	2019-10-11 13:16	-
	permutation_2573/	2019-10-11 13:15	-
	permutation_2574/	2019-10-11 13:15	-
	permutation_2575/	2019-10-11 13:14	-
	permutation_2576/	2019-10-11 13:14	-
	permutation_2577/	2019-10-11 13:15	-
	permutation_2578/	2019-10-11 13:13	-
	permutation_2579/	2019-10-11 13:14	-
	permutation_2580/	2019-10-11 13:14	-
	permutation_2581/	2019-10-11 13:13	-
	permutation_2582/	2019-10-11 13:15	-
	permutation_2583/	2019-10-11 13:14	-
	permutation_2584/	2019-10-11 13:16	-
	permutation_2585/	2019-10-11 13:14	-
	permutation_2586/	2019-10-11 13:14	-
	permutation_2587/	2019-10-11 13:15	-
	permutation_2588/	2019-10-11 13:13	-
	permutation_2589/	2019-10-11 13:16	-
	permutation_2590/	2019-10-11 13:14	-
	permutation_2591/	2019-10-11 13:15	-
	permutation_2592/	2019-10-11 13:14	-
	permutation_2593/	2019-10-11 13:16	-
	permutation_2594/	2019-10-11 13:14	-
	permutation_2595/	2019-10-11 13:14	-
	permutation_2596/	2019-10-11 13:15	-
	permutation_2597/	2019-10-11 13:14	-
	permutation_2598/	2019-10-11 13:16	-
	permutation_2599/	2019-10-11 13:14	-
	permutation_2600/	2019-10-11 13:14	-
	permutation_2601/	2019-10-11 13:13	-
	permutation_2602/	2019-10-11 13:15	-
	permutation_2603/	2019-10-11 13:14	-
	permutation_2604/	2019-10-11 13:15	-
	permutation_2605/	2019-10-11 13:16	-
	permutation_2606/	2019-10-11 13:15	-
	permutation_2607/	2019-10-11 13:15	-
	permutation_2608/	2019-10-11 13:13	-
	permutation_2609/	2019-10-11 13:14	-
	permutation_2610/	2019-10-11 13:16	-
	permutation_2611/	2019-10-11 13:14	-
	permutation_2612/	2019-10-11 13:15	-
	permutation_2613/	2019-10-11 13:13	-
	permutation_2614/	2019-10-11 13:14	-
	permutation_2615/	2019-10-11 13:15	-
	permutation_2616/	2019-10-11 13:14	-
	permutation_2617/	2019-10-11 13:15	-
	permutation_2618/	2019-10-11 13:15	-
	permutation_2619/	2019-10-11 13:14	-
	permutation_2620/	2019-10-11 13:16	-
	permutation_2621/	2019-10-11 13:14	-
	permutation_2622/	2019-10-11 13:15	-
	permutation_2623/	2019-10-11 13:15	-
	permutation_2624/	2019-10-11 13:15	-
	permutation_2625/	2019-10-11 13:15	-
	permutation_2626/	2019-10-11 13:14	-
	permutation_2627/	2019-10-11 13:13	-
	permutation_2628/	2019-10-11 13:13	-
	permutation_2629/	2019-10-11 13:14	-
	permutation_2630/	2019-10-11 13:15	-
	permutation_2631/	2019-10-11 13:15	-
	permutation_2632/	2019-10-11 13:14	-
	permutation_2633/	2019-10-11 13:13	-
	permutation_2634/	2019-10-11 13:15	-
	permutation_2635/	2019-10-11 13:14	-
	permutation_2636/	2019-10-11 13:14	-
	permutation_2637/	2019-10-11 13:15	-
	permutation_2638/	2019-10-11 13:16	-
	permutation_2639/	2019-10-11 13:15	-
	permutation_2640/	2019-10-11 13:13	-
	permutation_2641/	2019-10-11 13:14	-
	permutation_2642/	2019-10-11 13:15	-
	permutation_2643/	2019-10-11 13:15	-
	permutation_2644/	2019-10-11 13:15	-
	permutation_2645/	2019-10-11 13:15	-
	permutation_2646/	2019-10-11 13:13	-
	permutation_2647/	2019-10-11 13:13	-
	permutation_2648/	2019-10-11 13:14	-
	permutation_2649/	2019-10-11 13:14	-
	permutation_2650/	2019-10-11 13:15	-
	permutation_2651/	2019-10-11 13:14	-
	permutation_2652/	2019-10-11 13:15	-
	permutation_2653/	2019-10-11 13:14	-
	permutation_2654/	2019-10-11 13:15	-
	permutation_2655/	2019-10-11 13:13	-
	permutation_2656/	2019-10-11 13:14	-
	permutation_2657/	2019-10-11 13:15	-
	permutation_2658/	2019-10-11 13:13	-
	permutation_2659/	2019-10-11 13:16	-
	permutation_2660/	2019-10-11 13:14	-
	permutation_2661/	2019-10-11 13:15	-
	permutation_2662/	2019-10-11 13:15	-
	permutation_2663/	2019-10-11 13:13	-
	permutation_2664/	2019-10-11 13:14	-
	permutation_2665/	2019-10-11 13:13	-
	permutation_2666/	2019-10-11 13:15	-
	permutation_2667/	2019-10-11 13:14	-
	permutation_2668/	2019-10-11 13:13	-
	permutation_2669/	2019-10-11 13:15	-
	permutation_2670/	2019-10-11 13:15	-
	permutation_2671/	2019-10-11 13:15	-
	permutation_2672/	2019-10-11 13:15	-
	permutation_2673/	2019-10-11 13:15	-
	permutation_2674/	2019-10-11 13:15	-
	permutation_2675/	2019-10-11 13:14	-
	permutation_2676/	2019-10-11 13:14	-
	permutation_2677/	2019-10-11 13:14	-
	permutation_2678/	2019-10-11 13:16	-
	permutation_2679/	2019-10-11 13:14	-
	permutation_2680/	2019-10-11 13:14	-
	permutation_2681/	2019-10-11 13:14	-
	permutation_2682/	2019-10-11 13:15	-
	permutation_2683/	2019-10-11 13:15	-
	permutation_2684/	2019-10-11 13:14	-
	permutation_2685/	2019-10-11 13:15	-
	permutation_2686/	2019-10-11 13:15	-
	permutation_2687/	2019-10-11 13:16	-
	permutation_2688/	2019-10-11 13:14	-
	permutation_2689/	2019-10-11 13:13	-
	permutation_2690/	2019-10-11 13:15	-
	permutation_2691/	2019-10-11 13:14	-
	permutation_2692/	2019-10-11 13:14	-
	permutation_2693/	2019-10-11 13:14	-
	permutation_2694/	2019-10-11 13:14	-
	permutation_2695/	2019-10-11 13:14	-
	permutation_2696/	2019-10-11 13:15	-
	permutation_2697/	2019-10-11 13:14	-
	permutation_2698/	2019-10-11 13:14	-
	permutation_2699/	2019-10-11 13:15	-
	permutation_2700/	2019-10-11 13:14	-
	permutation_2701/	2019-10-11 13:16	-
	permutation_2702/	2019-10-11 13:15	-
	permutation_2703/	2019-10-11 13:14	-
	permutation_2704/	2019-10-11 13:14	-
	permutation_2705/	2019-10-11 13:14	-
	permutation_2706/	2019-10-11 13:13	-
	permutation_2707/	2019-10-11 13:16	-
	permutation_2708/	2019-10-11 13:14	-
	permutation_2709/	2019-10-11 13:15	-
	permutation_2710/	2019-10-11 13:15	-
	permutation_2711/	2019-10-11 13:14	-
	permutation_2712/	2019-10-11 13:16	-
	permutation_2713/	2019-10-11 13:15	-
	permutation_2714/	2019-10-11 13:13	-
	permutation_2715/	2019-10-11 13:14	-
	permutation_2716/	2019-10-11 13:14	-
	permutation_2717/	2019-10-11 13:15	-
	permutation_2718/	2019-10-11 13:15	-
	permutation_2719/	2019-10-11 13:14	-
	permutation_2720/	2019-10-11 13:14	-
	permutation_2721/	2019-10-11 13:15	-
	permutation_2722/	2019-10-11 13:15	-
	permutation_2723/	2019-10-11 13:14	-
	permutation_2724/	2019-10-11 13:15	-
	permutation_2725/	2019-10-11 13:14	-
	permutation_2726/	2019-10-11 13:15	-
	permutation_2727/	2019-10-11 13:14	-
	permutation_2728/	2019-10-11 13:15	-
	permutation_2729/	2019-10-11 13:16	-
	permutation_2730/	2019-10-11 13:15	-
	permutation_2731/	2019-10-11 13:15	-
	permutation_2732/	2019-10-11 13:15	-
	permutation_2733/	2019-10-11 13:13	-
	permutation_2734/	2019-10-11 13:16	-
	permutation_2735/	2019-10-11 13:16	-
	permutation_2736/	2019-10-11 13:13	-
	permutation_2737/	2019-10-11 13:14	-
	permutation_2738/	2019-10-11 13:14	-
	permutation_2739/	2019-10-11 13:15	-
	permutation_2740/	2019-10-11 13:13	-
	permutation_2741/	2019-10-11 13:15	-
	permutation_2742/	2019-10-11 13:13	-
	permutation_2743/	2019-10-11 13:15	-
	permutation_2744/	2019-10-11 13:15	-
	permutation_2745/	2019-10-11 13:14	-
	permutation_2746/	2019-10-11 13:16	-
	permutation_2747/	2019-10-11 13:15	-
	permutation_2748/	2019-10-11 13:15	-
	permutation_2749/	2019-10-11 13:14	-
	permutation_2750/	2019-10-11 13:14	-
	permutation_2751/	2019-10-11 13:14	-
	permutation_2752/	2019-10-11 13:16	-
	permutation_2753/	2019-10-11 13:13	-
	permutation_2754/	2019-10-11 13:15	-
	permutation_2755/	2019-10-11 13:14	-
	permutation_2756/	2019-10-11 13:14	-
	permutation_2757/	2019-10-11 13:15	-
	permutation_2758/	2019-10-11 13:14	-
	permutation_2759/	2019-10-11 13:15	-
	permutation_2760/	2019-10-11 13:15	-
	permutation_2761/	2019-10-11 13:15	-
	permutation_2762/	2019-10-11 13:15	-
	permutation_2763/	2019-10-11 13:15	-
	permutation_2764/	2019-10-11 13:14	-
	permutation_2765/	2019-10-11 13:13	-
	permutation_2766/	2019-10-11 13:14	-
	permutation_2767/	2019-10-11 13:14	-
	permutation_2768/	2019-10-11 13:14	-
	permutation_2769/	2019-10-11 13:14	-
	permutation_2770/	2019-10-11 13:15	-
	permutation_2771/	2019-10-11 13:15	-
	permutation_2772/	2019-10-11 13:16	-
	permutation_2773/	2019-10-11 13:15	-
	permutation_2774/	2019-10-11 13:16	-
	permutation_2775/	2019-10-11 13:15	-
	permutation_2776/	2019-10-11 13:13	-
	permutation_2777/	2019-10-11 13:14	-
	permutation_2778/	2019-10-11 13:15	-
	permutation_2779/	2019-10-11 13:14	-
	permutation_2780/	2019-10-11 13:15	-
	permutation_2781/	2019-10-11 13:15	-
	permutation_2782/	2019-10-11 13:13	-
	permutation_2783/	2019-10-11 13:15	-
	permutation_2784/	2019-10-11 13:15	-
	permutation_2785/	2019-10-11 13:14	-
	permutation_2786/	2019-10-11 13:15	-
	permutation_2787/	2019-10-11 13:14	-
	permutation_2788/	2019-10-11 13:16	-
	permutation_2789/	2019-10-11 13:15	-
	permutation_2790/	2019-10-11 13:16	-
	permutation_2791/	2019-10-11 13:15	-
	permutation_2792/	2019-10-11 13:15	-
	permutation_2793/	2019-10-11 13:15	-
	permutation_2794/	2019-10-11 13:15	-
	permutation_2795/	2019-10-11 13:14	-
	permutation_2796/	2019-10-11 13:15	-
	permutation_2797/	2019-10-11 13:14	-
	permutation_2798/	2019-10-11 13:13	-
	permutation_2799/	2019-10-11 13:14	-
	permutation_2800/	2019-10-11 13:14	-
	permutation_2801/	2019-10-11 13:15	-
	permutation_2802/	2019-10-11 13:15	-
	permutation_2803/	2019-10-11 13:14	-
	permutation_2804/	2019-10-11 13:14	-
	permutation_2805/	2019-10-11 13:14	-
	permutation_2806/	2019-10-11 13:15	-
	permutation_2807/	2019-10-11 13:14	-
	permutation_2808/	2019-10-11 13:13	-
	permutation_2809/	2019-10-11 13:13	-
	permutation_2810/	2019-10-11 13:15	-
	permutation_2811/	2019-10-11 13:14	-
	permutation_2812/	2019-10-11 13:14	-
	permutation_2813/	2019-10-11 13:16	-
	permutation_2814/	2019-10-11 13:14	-
	permutation_2815/	2019-10-11 13:16	-
	permutation_2816/	2019-10-11 13:15	-
	permutation_2817/	2019-10-11 13:16	-
	permutation_2818/	2019-10-11 13:15	-
	permutation_2819/	2019-10-11 13:15	-
	permutation_2820/	2019-10-11 13:15	-
	permutation_2821/	2019-10-11 13:13	-
	permutation_2822/	2019-10-11 13:15	-
	permutation_2823/	2019-10-11 13:14	-
	permutation_2824/	2019-10-11 13:16	-
	permutation_2825/	2019-10-11 13:15	-
	permutation_2826/	2019-10-11 13:14	-
	permutation_2827/	2019-10-11 13:15	-
	permutation_2828/	2019-10-11 13:14	-
	permutation_2829/	2019-10-11 13:13	-
	permutation_2830/	2019-10-11 13:14	-
	permutation_2831/	2019-10-11 13:15	-
	permutation_2832/	2019-10-11 13:15	-
	permutation_2833/	2019-10-11 13:13	-
	permutation_2834/	2019-10-11 13:16	-
	permutation_2835/	2019-10-11 13:15	-
	permutation_2836/	2019-10-11 13:16	-
	permutation_2837/	2019-10-11 13:14	-
	permutation_2838/	2019-10-11 13:14	-
	permutation_2839/	2019-10-11 13:15	-
	permutation_2840/	2019-10-11 13:14	-
	permutation_2841/	2019-10-11 13:15	-
	permutation_2842/	2019-10-11 13:14	-
	permutation_2843/	2019-10-11 13:15	-
	permutation_2844/	2019-10-11 13:14	-
	permutation_2845/	2019-10-11 13:14	-
	permutation_2846/	2019-10-11 13:15	-
	permutation_2847/	2019-10-11 13:13	-
	permutation_2848/	2019-10-11 13:15	-
	permutation_2849/	2019-10-11 13:14	-
	permutation_2850/	2019-10-11 13:14	-
	permutation_2851/	2019-10-11 13:14	-
	permutation_2852/	2019-10-11 13:15	-
	permutation_2853/	2019-10-11 13:16	-
	permutation_2854/	2019-10-11 13:16	-
	permutation_2855/	2019-10-11 13:14	-
	permutation_2856/	2019-10-11 13:13	-
	permutation_2857/	2019-10-11 13:15	-
	permutation_2858/	2019-10-11 13:14	-
	permutation_2859/	2019-10-11 13:14	-
	permutation_2860/	2019-10-11 13:16	-
	permutation_2861/	2019-10-11 13:13	-
	permutation_2862/	2019-10-11 13:15	-
	permutation_2863/	2019-10-11 13:16	-
	permutation_2864/	2019-10-11 13:14	-
	permutation_2865/	2019-10-11 13:14	-
	permutation_2866/	2019-10-11 13:14	-
	permutation_2867/	2019-10-11 13:14	-
	permutation_2868/	2019-10-11 13:14	-
	permutation_2869/	2019-10-11 13:14	-
	permutation_2870/	2019-10-11 13:14	-
	permutation_2871/	2019-10-11 13:14	-
	permutation_2872/	2019-10-11 13:14	-
	permutation_2873/	2019-10-11 13:15	-
	permutation_2874/	2019-10-11 13:14	-
	permutation_2875/	2019-10-11 13:15	-
	permutation_2876/	2019-10-11 13:14	-
	permutation_2877/	2019-10-11 13:16	-
	permutation_2878/	2019-10-11 13:15	-
	permutation_2879/	2019-10-11 13:14	-
	permutation_2880/	2019-10-11 13:16	-
	permutation_2881/	2019-10-11 13:16	-
	permutation_2882/	2019-10-11 13:16	-
	permutation_2883/	2019-10-11 13:16	-
	permutation_2884/	2019-10-11 13:16	-
	permutation_2885/	2019-10-11 13:14	-
	permutation_2886/	2019-10-11 13:14	-
	permutation_2887/	2019-10-11 13:14	-
	permutation_2888/	2019-10-11 13:15	-
	permutation_2889/	2019-10-11 13:14	-
	permutation_2890/	2019-10-11 13:14	-
	permutation_2891/	2019-10-11 13:13	-
	permutation_2892/	2019-10-11 13:14	-
	permutation_2893/	2019-10-11 13:15	-
	permutation_2894/	2019-10-11 13:13	-
	permutation_2895/	2019-10-11 13:14	-
	permutation_2896/	2019-10-11 13:15	-
	permutation_2897/	2019-10-11 13:15	-
	permutation_2898/	2019-10-11 13:14	-
	permutation_2899/	2019-10-11 13:14	-
	permutation_2900/	2019-10-11 13:14	-
	permutation_2901/	2019-10-11 13:16	-
	permutation_2902/	2019-10-11 13:15	-
	permutation_2903/	2019-10-11 13:14	-
	permutation_2904/	2019-10-11 13:14	-
	permutation_2905/	2019-10-11 13:14	-
	permutation_2906/	2019-10-11 13:15	-
	permutation_2907/	2019-10-11 13:14	-
	permutation_2908/	2019-10-11 13:14	-
	permutation_2909/	2019-10-11 13:15	-
	permutation_2910/	2019-10-11 13:15	-
	permutation_2911/	2019-10-11 13:15	-
	permutation_2912/	2019-10-11 13:14	-
	permutation_2913/	2019-10-11 13:16	-
	permutation_2914/	2019-10-11 13:14	-
	permutation_2915/	2019-10-11 13:13	-
	permutation_2916/	2019-10-11 13:14	-
	permutation_2917/	2019-10-11 13:16	-
	permutation_2918/	2019-10-11 13:13	-
	permutation_2919/	2019-10-11 13:14	-
	permutation_2920/	2019-10-11 13:14	-
	permutation_2921/	2019-10-11 13:16	-
	permutation_2922/	2019-10-11 13:15	-
	permutation_2923/	2019-10-11 13:13	-
	permutation_2924/	2019-10-11 13:16	-
	permutation_2925/	2019-10-11 13:15	-
	permutation_2926/	2019-10-11 13:15	-
	permutation_2927/	2019-10-11 13:14	-
	permutation_2928/	2019-10-11 13:14	-
	permutation_2929/	2019-10-11 13:15	-
	permutation_2930/	2019-10-11 13:16	-
	permutation_2931/	2019-10-11 13:15	-
	permutation_2932/	2019-10-11 13:14	-
	permutation_2933/	2019-10-11 13:15	-
	permutation_2934/	2019-10-11 13:14	-
	permutation_2935/	2019-10-11 13:14	-
	permutation_2936/	2019-10-11 13:15	-
	permutation_2937/	2019-10-11 13:14	-
	permutation_2938/	2019-10-11 13:16	-
	permutation_2939/	2019-10-11 13:14	-
	permutation_2940/	2019-10-11 13:13	-
	permutation_2941/	2019-10-11 13:15	-
	permutation_2942/	2019-10-11 13:15	-
	permutation_2943/	2019-10-11 13:15	-
	permutation_2944/	2019-10-11 13:14	-
	permutation_2945/	2019-10-11 13:14	-
	permutation_2946/	2019-10-11 13:15	-
	permutation_2947/	2019-10-11 13:15	-
	permutation_2948/	2019-10-11 13:14	-
	permutation_2949/	2019-10-11 13:15	-
	permutation_2950/	2019-10-11 13:15	-
	permutation_2951/	2019-10-11 13:14	-
	permutation_2952/	2019-10-11 13:15	-
	permutation_2953/	2019-10-11 13:14	-
	permutation_2954/	2019-10-11 13:14	-
	permutation_2955/	2019-10-11 13:14	-
	permutation_2956/	2019-10-11 13:13	-
	permutation_2957/	2019-10-11 13:13	-
	permutation_2958/	2019-10-11 13:15	-
	permutation_2959/	2019-10-11 13:15	-
	permutation_2960/	2019-10-11 13:14	-
	permutation_2961/	2019-10-11 13:13	-
	permutation_2962/	2019-10-11 13:14	-
	permutation_2963/	2019-10-11 13:13	-
	permutation_2964/	2019-10-11 13:14	-
	permutation_2965/	2019-10-11 13:13	-
	permutation_2966/	2019-10-11 13:15	-
	permutation_2967/	2019-10-11 13:14	-
	permutation_2968/	2019-10-11 13:16	-
	permutation_2969/	2019-10-11 13:14	-
	permutation_2970/	2019-10-11 13:15	-
	permutation_2971/	2019-10-11 13:14	-
	permutation_2972/	2019-10-11 13:16	-
	permutation_2973/	2019-10-11 13:15	-
	permutation_2974/	2019-10-11 13:14	-
	permutation_2975/	2019-10-11 13:14	-
	permutation_2976/	2019-10-11 13:14	-
	permutation_2977/	2019-10-11 13:15	-
	permutation_2978/	2019-10-11 13:14	-
	permutation_2979/	2019-10-11 13:13	-
	permutation_2980/	2019-10-11 13:14	-
	permutation_2981/	2019-10-11 13:16	-
	permutation_2982/	2019-10-11 13:14	-
	permutation_2983/	2019-10-11 13:14	-
	permutation_2984/	2019-10-11 13:13	-
	permutation_2985/	2019-10-11 13:13	-
	permutation_2986/	2019-10-11 13:15	-
	permutation_2987/	2019-10-11 13:15	-
	permutation_2988/	2019-10-11 13:15	-
	permutation_2989/	2019-10-11 13:15	-
	permutation_2990/	2019-10-11 13:15	-
	permutation_2991/	2019-10-11 13:15	-
	permutation_2992/	2019-10-11 13:14	-
	permutation_2993/	2019-10-11 13:13	-
	permutation_2994/	2019-10-11 13:16	-
	permutation_2995/	2019-10-11 13:15	-
	permutation_2996/	2019-10-11 13:14	-
	permutation_2997/	2019-10-11 13:15	-
	permutation_2998/	2019-10-11 13:15	-
	permutation_2999/	2019-10-11 13:16	-
	permutation_3000/	2019-10-11 13:15	-
	permutation_3001/	2019-10-11 13:13	-
	permutation_3002/	2019-10-11 13:15	-
	permutation_3003/	2019-10-11 13:14	-
	permutation_3004/	2019-10-11 13:14	-
	permutation_3005/	2019-10-11 13:14	-
	permutation_3006/	2019-10-11 13:15	-
	permutation_3007/	2019-10-11 13:14	-
	permutation_3008/	2019-10-11 13:14	-
	permutation_3009/	2019-10-11 13:13	-
	permutation_3010/	2019-10-11 13:13	-
	permutation_3011/	2019-10-11 13:15	-
	permutation_3012/	2019-10-11 13:14	-
	permutation_3013/	2019-10-11 13:14	-
	permutation_3014/	2019-10-11 13:14	-
	permutation_3015/	2019-10-11 13:15	-
	permutation_3016/	2019-10-11 13:15	-
	permutation_3017/	2019-10-11 13:14	-
	permutation_3018/	2019-10-11 13:16	-
	permutation_3019/	2019-10-11 13:15	-
	permutation_3020/	2019-10-11 13:15	-
	permutation_3021/	2019-10-11 13:14	-
	permutation_3022/	2019-10-11 13:16	-
	permutation_3023/	2019-10-11 13:15	-
	permutation_3024/	2019-10-11 13:14	-
	permutation_3025/	2019-10-11 13:15	-
	permutation_3026/	2019-10-11 13:15	-
	permutation_3027/	2019-10-11 13:15	-
	permutation_3028/	2019-10-11 13:15	-
	permutation_3029/	2019-10-11 13:15	-
	permutation_3030/	2019-10-11 13:14	-
	permutation_3031/	2019-10-11 13:15	-
	permutation_3032/	2019-10-11 13:14	-
	permutation_3033/	2019-10-11 13:14	-
	permutation_3034/	2019-10-11 13:15	-
	permutation_3035/	2019-10-11 13:14	-
	permutation_3036/	2019-10-11 13:15	-
	permutation_3037/	2019-10-11 13:14	-
	permutation_3038/	2019-10-11 13:15	-
	permutation_3039/	2019-10-11 13:16	-
	permutation_3040/	2019-10-11 13:14	-
	permutation_3041/	2019-10-11 13:14	-
	permutation_3042/	2019-10-11 13:16	-
	permutation_3043/	2019-10-11 13:15	-
	permutation_3044/	2019-10-11 13:14	-
	permutation_3045/	2019-10-11 13:13	-
	permutation_3046/	2019-10-11 13:15	-
	permutation_3047/	2019-10-11 13:15	-
	permutation_3048/	2019-10-11 13:14	-
	permutation_3049/	2019-10-11 13:14	-
	permutation_3050/	2019-10-11 13:15	-
	permutation_3051/	2019-10-11 13:14	-
	permutation_3052/	2019-10-11 13:13	-
	permutation_3053/	2019-10-11 13:15	-
	permutation_3054/	2019-10-11 13:16	-
	permutation_3055/	2019-10-11 13:15	-
	permutation_3056/	2019-10-11 13:13	-
	permutation_3057/	2019-10-11 13:14	-
	permutation_3058/	2019-10-11 13:15	-
	permutation_3059/	2019-10-11 13:14	-
	permutation_3060/	2019-10-11 13:14	-
	permutation_3061/	2019-10-11 13:13	-
	permutation_3062/	2019-10-11 13:15	-
	permutation_3063/	2019-10-11 13:16	-
	permutation_3064/	2019-10-11 13:15	-
	permutation_3065/	2019-10-11 13:14	-
	permutation_3066/	2019-10-11 13:14	-
	permutation_3067/	2019-10-11 13:15	-
	permutation_3068/	2019-10-11 13:14	-
	permutation_3069/	2019-10-11 13:16	-
	permutation_3070/	2019-10-11 13:15	-
	permutation_3071/	2019-10-11 13:15	-
	permutation_3072/	2019-10-11 13:14	-
	permutation_3073/	2019-10-11 13:15	-
	permutation_3074/	2019-10-11 13:14	-
	permutation_3075/	2019-10-11 13:14	-
	permutation_3076/	2019-10-11 13:14	-
	permutation_3077/	2019-10-11 13:13	-
	permutation_3078/	2019-10-11 13:13	-
	permutation_3079/	2019-10-11 13:15	-
	permutation_3080/	2019-10-11 13:14	-
	permutation_3081/	2019-10-11 13:13	-
	permutation_3082/	2019-10-11 13:15	-
	permutation_3083/	2019-10-11 13:14	-
	permutation_3084/	2019-10-11 13:16	-
	permutation_3085/	2019-10-11 13:15	-
	permutation_3086/	2019-10-11 13:16	-
	permutation_3087/	2019-10-11 13:14	-
	permutation_3088/	2019-10-11 13:14	-
	permutation_3089/	2019-10-11 13:14	-
	permutation_3090/	2019-10-11 13:15	-
	permutation_3091/	2019-10-11 13:16	-
	permutation_3092/	2019-10-11 13:14	-
	permutation_3093/	2019-10-11 13:16	-
	permutation_3094/	2019-10-11 13:15	-
	permutation_3095/	2019-10-11 13:14	-
	permutation_3096/	2019-10-11 13:14	-
	permutation_3097/	2019-10-11 13:14	-
	permutation_3098/	2019-10-11 13:15	-
	permutation_3099/	2019-10-11 13:14	-
	permutation_3100/	2019-10-11 13:13	-
	permutation_3101/	2019-10-11 13:13	-
	permutation_3102/	2019-10-11 13:13	-
	permutation_3103/	2019-10-11 13:14	-
	permutation_3104/	2019-10-11 13:15	-
	permutation_3105/	2019-10-11 13:15	-
	permutation_3106/	2019-10-11 13:14	-
	permutation_3107/	2019-10-11 13:15	-
	permutation_3108/	2019-10-11 13:14	-
	permutation_3109/	2019-10-11 13:16	-
	permutation_3110/	2019-10-11 13:16	-
	permutation_3111/	2019-10-11 13:15	-
	permutation_3112/	2019-10-11 13:15	-
	permutation_3113/	2019-10-11 13:14	-
	permutation_3114/	2019-10-11 13:14	-
	permutation_3115/	2019-10-11 13:13	-
	permutation_3116/	2019-10-11 13:16	-
	permutation_3117/	2019-10-11 13:14	-
	permutation_3118/	2019-10-11 13:13	-
	permutation_3119/	2019-10-11 13:15	-
	permutation_3120/	2019-10-11 13:14	-
	permutation_3121/	2019-10-11 13:13	-
	permutation_3122/	2019-10-11 13:14	-
	permutation_3123/	2019-10-11 13:15	-
	permutation_3124/	2019-10-11 13:16	-
	permutation_3125/	2019-10-11 13:15	-
	permutation_3126/	2019-10-11 13:14	-
	permutation_3127/	2019-10-11 13:15	-
	permutation_3128/	2019-10-11 13:15	-
	permutation_3129/	2019-10-11 13:13	-
	permutation_3130/	2019-10-11 13:14	-
	permutation_3131/	2019-10-11 13:15	-
	permutation_3132/	2019-10-11 13:15	-
	permutation_3133/	2019-10-11 13:13	-
	permutation_3134/	2019-10-11 13:15	-
	permutation_3135/	2019-10-11 13:15	-
	permutation_3136/	2019-10-11 13:15	-
	permutation_3137/	2019-10-11 13:13	-
	permutation_3138/	2019-10-11 13:14	-
	permutation_3139/	2019-10-11 13:16	-
	permutation_3140/	2019-10-11 13:15	-
	permutation_3141/	2019-10-11 13:14	-
	permutation_3142/	2019-10-11 13:15	-
	permutation_3143/	2019-10-11 13:14	-
	permutation_3144/	2019-10-11 13:14	-
	permutation_3145/	2019-10-11 13:14	-
	permutation_3146/	2019-10-11 13:15	-
	permutation_3147/	2019-10-11 13:15	-
	permutation_3148/	2019-10-11 13:15	-
	permutation_3149/	2019-10-11 13:14	-
	permutation_3150/	2019-10-11 13:16	-
	permutation_3151/	2019-10-11 13:15	-
	permutation_3152/	2019-10-11 13:14	-
	permutation_3153/	2019-10-11 13:14	-
	permutation_3154/	2019-10-11 13:13	-
	permutation_3155/	2019-10-11 13:14	-
	permutation_3156/	2019-10-11 13:15	-
	permutation_3157/	2019-10-11 13:14	-
	permutation_3158/	2019-10-11 13:15	-
	permutation_3159/	2019-10-11 13:13	-
	permutation_3160/	2019-10-11 13:14	-
	permutation_3161/	2019-10-11 13:14	-
	permutation_3162/	2019-10-11 13:14	-
	permutation_3163/	2019-10-11 13:14	-
	permutation_3164/	2019-10-11 13:16	-
	permutation_3165/	2019-10-11 13:15	-
	permutation_3166/	2019-10-11 13:14	-
	permutation_3167/	2019-10-11 13:15	-
	permutation_3168/	2019-10-11 13:15	-
	permutation_3169/	2019-10-11 13:15	-
	permutation_3170/	2019-10-11 13:15	-
	permutation_3171/	2019-10-11 13:15	-
	permutation_3172/	2019-10-11 13:14	-
	permutation_3173/	2019-10-11 13:15	-
	permutation_3174/	2019-10-11 13:14	-
	permutation_3175/	2019-10-11 13:16	-
	permutation_3176/	2019-10-11 13:14	-
	permutation_3177/	2019-10-11 13:13	-
	permutation_3178/	2019-10-11 13:13	-
	permutation_3179/	2019-10-11 13:14	-
	permutation_3180/	2019-10-11 13:14	-
	permutation_3181/	2019-10-11 13:14	-
	permutation_3182/	2019-10-11 13:13	-
	permutation_3183/	2019-10-11 13:14	-
	permutation_3184/	2019-10-11 13:14	-
	permutation_3185/	2019-10-11 13:15	-
	permutation_3186/	2019-10-11 13:14	-
	permutation_3187/	2019-10-11 13:15	-
	permutation_3188/	2019-10-11 13:15	-
	permutation_3189/	2019-10-11 13:14	-
	permutation_3190/	2019-10-11 13:16	-
	permutation_3191/	2019-10-11 13:15	-
	permutation_3192/	2019-10-11 13:16	-
	permutation_3193/	2019-10-11 13:15	-
	permutation_3194/	2019-10-11 13:15	-
	permutation_3195/	2019-10-11 13:15	-
	permutation_3196/	2019-10-11 13:15	-
	permutation_3197/	2019-10-11 13:14	-
	permutation_3198/	2019-10-11 13:13	-
	permutation_3199/	2019-10-11 13:15	-
	permutation_3200/	2019-10-11 13:16	-
	permutation_3201/	2019-10-11 13:14	-
	permutation_3202/	2019-10-11 13:13	-
	permutation_3203/	2019-10-11 13:14	-
	permutation_3204/	2019-10-11 13:16	-
	permutation_3205/	2019-10-11 13:15	-
	permutation_3206/	2019-10-11 13:14	-
	permutation_3207/	2019-10-11 13:15	-
	permutation_3208/	2019-10-11 13:15	-
	permutation_3209/	2019-10-11 13:14	-
	permutation_3210/	2019-10-11 13:13	-
	permutation_3211/	2019-10-11 13:14	-
	permutation_3212/	2019-10-11 13:14	-
	permutation_3213/	2019-10-11 13:15	-
	permutation_3214/	2019-10-11 13:14	-
	permutation_3215/	2019-10-11 13:13	-
	permutation_3216/	2019-10-11 13:14	-
	permutation_3217/	2019-10-11 13:14	-
	permutation_3218/	2019-10-11 13:16	-
	permutation_3219/	2019-10-11 13:15	-
	permutation_3220/	2019-10-11 13:14	-
	permutation_3221/	2019-10-11 13:14	-
	permutation_3222/	2019-10-11 13:14	-
	permutation_3223/	2019-10-11 13:14	-
	permutation_3224/	2019-10-11 13:14	-
	permutation_3225/	2019-10-11 13:15	-
	permutation_3226/	2019-10-11 13:13	-
	permutation_3227/	2019-10-11 13:15	-
	permutation_3228/	2019-10-11 13:15	-
	permutation_3229/	2019-10-11 13:15	-
	permutation_3230/	2019-10-11 13:16	-
	permutation_3231/	2019-10-11 13:15	-
	permutation_3232/	2019-10-11 13:15	-
	permutation_3233/	2019-10-11 13:14	-
	permutation_3234/	2019-10-11 13:16	-
	permutation_3235/	2019-10-11 13:15	-
	permutation_3236/	2019-10-11 13:15	-
	permutation_3237/	2019-10-11 13:14	-
	permutation_3238/	2019-10-11 13:14	-
	permutation_3239/	2019-10-11 13:15	-
	permutation_3240/	2019-10-11 13:16	-
	permutation_3241/	2019-10-11 13:14	-
	permutation_3242/	2019-10-11 13:16	-
	permutation_3243/	2019-10-11 13:14	-
	permutation_3244/	2019-10-11 13:14	-
	permutation_3245/	2019-10-11 13:16	-
	permutation_3246/	2019-10-11 13:14	-
	permutation_3247/	2019-10-11 13:16	-
	permutation_3248/	2019-10-11 13:15	-
	permutation_3249/	2019-10-11 13:13	-
	permutation_3250/	2019-10-11 13:14	-
	permutation_3251/	2019-10-11 13:14	-
	permutation_3252/	2019-10-11 13:14	-
	permutation_3253/	2019-10-11 13:15	-
	permutation_3254/	2019-10-11 13:13	-
	permutation_3255/	2019-10-11 13:15	-
	permutation_3256/	2019-10-11 13:16	-
	permutation_3257/	2019-10-11 13:15	-
	permutation_3258/	2019-10-11 13:14	-
	permutation_3259/	2019-10-11 13:15	-
	permutation_3260/	2019-10-11 13:14	-
	permutation_3261/	2019-10-11 13:14	-
	permutation_3262/	2019-10-11 13:15	-
	permutation_3263/	2019-10-11 13:16	-
	permutation_3264/	2019-10-11 13:15	-
	permutation_3265/	2019-10-11 13:14	-
	permutation_3266/	2019-10-11 13:13	-
	permutation_3267/	2019-10-11 13:15	-
	permutation_3268/	2019-10-11 13:14	-
	permutation_3269/	2019-10-11 13:14	-
	permutation_3270/	2019-10-11 13:13	-
	permutation_3271/	2019-10-11 13:15	-
	permutation_3272/	2019-10-11 13:14	-
	permutation_3273/	2019-10-11 13:15	-
	permutation_3274/	2019-10-11 13:14	-
	permutation_3275/	2019-10-11 13:15	-
	permutation_3276/	2019-10-11 13:14	-
	permutation_3277/	2019-10-11 13:15	-
	permutation_3278/	2019-10-11 13:16	-
	permutation_3279/	2019-10-11 13:14	-
	permutation_3280/	2019-10-11 13:14	-
	permutation_3281/	2019-10-11 13:13	-
	permutation_3282/	2019-10-11 13:15	-
	permutation_3283/	2019-10-11 13:15	-
	permutation_3284/	2019-10-11 13:14	-
	permutation_3285/	2019-10-11 13:14	-
	permutation_3286/	2019-10-11 13:13	-
	permutation_3287/	2019-10-11 13:15	-
	permutation_3288/	2019-10-11 13:14	-
	permutation_3289/	2019-10-11 13:14	-
	permutation_3290/	2019-10-11 13:14	-
	permutation_3291/	2019-10-11 13:15	-
	permutation_3292/	2019-10-11 13:14	-
	permutation_3293/	2019-10-11 13:13	-
	permutation_3294/	2019-10-11 13:16	-
	permutation_3295/	2019-10-11 13:14	-
	permutation_3296/	2019-10-11 13:14	-
	permutation_3297/	2019-10-11 13:14	-
	permutation_3298/	2019-10-11 13:15	-
	permutation_3299/	2019-10-11 13:15	-
	permutation_3300/	2019-10-11 13:15	-
	permutation_3301/	2019-10-11 13:14	-
	permutation_3302/	2019-10-11 13:14	-
	permutation_3303/	2019-10-11 13:15	-
	permutation_3304/	2019-10-11 13:14	-
	permutation_3305/	2019-10-11 13:13	-
	permutation_3306/	2019-10-11 13:15	-
	permutation_3307/	2019-10-11 13:15	-
	permutation_3308/	2019-10-11 13:14	-
	permutation_3309/	2019-10-11 13:15	-
	permutation_3310/	2019-10-11 13:14	-
	permutation_3311/	2019-10-11 13:14	-
	permutation_3312/	2019-10-11 13:14	-
	permutation_3313/	2019-10-11 13:14	-
	permutation_3314/	2019-10-11 13:15	-
	permutation_3315/	2019-10-11 13:14	-
	permutation_3316/	2019-10-11 13:15	-
	permutation_3317/	2019-10-11 13:15	-
	permutation_3318/	2019-10-11 13:14	-
	permutation_3319/	2019-10-11 13:15	-
	permutation_3320/	2019-10-11 13:15	-
	permutation_3321/	2019-10-11 13:15	-
	permutation_3322/	2019-10-11 13:13	-
	permutation_3323/	2019-10-11 13:15	-
	permutation_3324/	2019-10-11 13:14	-
	permutation_3325/	2019-10-11 13:15	-
	permutation_3326/	2019-10-11 13:14	-
	permutation_3327/	2019-10-11 13:13	-
	permutation_3328/	2019-10-11 13:15	-
	permutation_3329/	2019-10-11 13:14	-
	permutation_3330/	2019-10-11 13:14	-
	permutation_3331/	2019-10-11 13:16	-
	permutation_3332/	2019-10-11 13:14	-
	permutation_3333/	2019-10-11 13:14	-
	permutation_3334/	2019-10-11 13:15	-
	permutation_3335/	2019-10-11 13:14	-
	permutation_3336/	2019-10-11 13:15	-
	permutation_3337/	2019-10-11 13:14	-
	permutation_3338/	2019-10-11 13:14	-
	permutation_3339/	2019-10-11 13:15	-
	permutation_3340/	2019-10-11 13:14	-
	permutation_3341/	2019-10-11 13:15	-
	permutation_3342/	2019-10-11 13:16	-
	permutation_3343/	2019-10-11 13:15	-
	permutation_3344/	2019-10-11 13:14	-
	permutation_3345/	2019-10-11 13:15	-
	permutation_3346/	2019-10-11 13:15	-
	permutation_3347/	2019-10-11 13:14	-
	permutation_3348/	2019-10-11 13:14	-
	permutation_3349/	2019-10-11 13:13	-
	permutation_3350/	2019-10-11 13:15	-
	permutation_3351/	2019-10-11 13:14	-
	permutation_3352/	2019-10-11 13:14	-
	permutation_3353/	2019-10-11 13:13	-
	permutation_3354/	2019-10-11 13:15	-
	permutation_3355/	2019-10-11 13:14	-
	permutation_3356/	2019-10-11 13:15	-
	permutation_3357/	2019-10-11 13:15	-
	permutation_3358/	2019-10-11 13:13	-
	permutation_3359/	2019-10-11 13:15	-
	permutation_3360/	2019-10-11 13:16	-
	permutation_3361/	2019-10-11 13:14	-
	permutation_3362/	2019-10-11 13:15	-
	permutation_3363/	2019-10-11 13:14	-
	permutation_3364/	2019-10-11 13:16	-
	permutation_3365/	2019-10-11 13:14	-
	permutation_3366/	2019-10-11 13:14	-
	permutation_3367/	2019-10-11 13:15	-
	permutation_3368/	2019-10-11 13:14	-
	permutation_3369/	2019-10-11 13:15	-
	permutation_3370/	2019-10-11 13:14	-
	permutation_3371/	2019-10-11 13:15	-
	permutation_3372/	2019-10-11 13:14	-
	permutation_3373/	2019-10-11 13:14	-
	permutation_3374/	2019-10-11 13:15	-
	permutation_3375/	2019-10-11 13:15	-
	permutation_3376/	2019-10-11 13:16	-
	permutation_3377/	2019-10-11 13:15	-
	permutation_3378/	2019-10-11 13:15	-
	permutation_3379/	2019-10-11 13:15	-
	permutation_3380/	2019-10-11 13:14	-
	permutation_3381/	2019-10-11 13:16	-
	permutation_3382/	2019-10-11 13:15	-
	permutation_3383/	2019-10-11 13:15	-
	permutation_3384/	2019-10-11 13:15	-
	permutation_3385/	2019-10-11 13:14	-
	permutation_3386/	2019-10-11 13:14	-
	permutation_3387/	2019-10-11 13:15	-
	permutation_3388/	2019-10-11 13:14	-
	permutation_3389/	2019-10-11 13:14	-
	permutation_3390/	2019-10-11 13:14	-
	permutation_3391/	2019-10-11 13:15	-
	permutation_3392/	2019-10-11 13:14	-
	permutation_3393/	2019-10-11 13:14	-
	permutation_3394/	2019-10-11 13:15	-
	permutation_3395/	2019-10-11 13:14	-
	permutation_3396/	2019-10-11 13:16	-
	permutation_3397/	2019-10-11 13:15	-
	permutation_3398/	2019-10-11 13:15	-
	permutation_3399/	2019-10-11 13:16	-
	permutation_3400/	2019-10-11 13:14	-
	permutation_3401/	2019-10-11 13:16	-
	permutation_3402/	2019-10-11 13:14	-
	permutation_3403/	2019-10-11 13:16	-
	permutation_3404/	2019-10-11 13:14	-
	permutation_3405/	2019-10-11 13:16	-
	permutation_3406/	2019-10-11 13:16	-
	permutation_3407/	2019-10-11 13:15	-
	permutation_3408/	2019-10-11 13:16	-
	permutation_3409/	2019-10-11 13:14	-
	permutation_3410/	2019-10-11 13:14	-
	permutation_3411/	2019-10-11 13:14	-
	permutation_3412/	2019-10-11 13:15	-
	permutation_3413/	2019-10-11 13:14	-
	permutation_3414/	2019-10-11 13:13	-
	permutation_3415/	2019-10-11 13:13	-
	permutation_3416/	2019-10-11 13:15	-
	permutation_3417/	2019-10-11 13:13	-
	permutation_3418/	2019-10-11 13:13	-
	permutation_3419/	2019-10-11 13:15	-
	permutation_3420/	2019-10-11 13:15	-
	permutation_3421/	2019-10-11 13:14	-
	permutation_3422/	2019-10-11 13:13	-
	permutation_3423/	2019-10-11 13:15	-
	permutation_3424/	2019-10-11 13:15	-
	permutation_3425/	2019-10-11 13:15	-
	permutation_3426/	2019-10-11 13:14	-
	permutation_3427/	2019-10-11 13:16	-
	permutation_3428/	2019-10-11 13:15	-
	permutation_3429/	2019-10-11 13:13	-
	permutation_3430/	2019-10-11 13:15	-
	permutation_3431/	2019-10-11 13:15	-
	permutation_3432/	2019-10-11 13:14	-
	permutation_3433/	2019-10-11 13:14	-
	permutation_3434/	2019-10-11 13:16	-
	permutation_3435/	2019-10-11 13:14	-
	permutation_3436/	2019-10-11 13:13	-
	permutation_3437/	2019-10-11 13:15	-
	permutation_3438/	2019-10-11 13:16	-
	permutation_3439/	2019-10-11 13:16	-
	permutation_3440/	2019-10-11 13:13	-
	permutation_3441/	2019-10-11 13:14	-
	permutation_3442/	2019-10-11 13:15	-
	permutation_3443/	2019-10-11 13:15	-
	permutation_3444/	2019-10-11 13:15	-
	permutation_3445/	2019-10-11 13:15	-
	permutation_3446/	2019-10-11 13:16	-
	permutation_3447/	2019-10-11 13:14	-
	permutation_3448/	2019-10-11 13:15	-
	permutation_3449/	2019-10-11 13:14	-
	permutation_3450/	2019-10-11 13:15	-
	permutation_3451/	2019-10-11 13:13	-
	permutation_3452/	2019-10-11 13:15	-
	permutation_3453/	2019-10-11 13:14	-
	permutation_3454/	2019-10-11 13:15	-
	permutation_3455/	2019-10-11 13:14	-
	permutation_3456/	2019-10-11 13:14	-
	permutation_3457/	2019-10-11 13:13	-
	permutation_3458/	2019-10-11 13:13	-
	permutation_3459/	2019-10-11 13:15	-
	permutation_3460/	2019-10-11 13:15	-
	permutation_3461/	2019-10-11 13:15	-
	permutation_3462/	2019-10-11 13:14	-
	permutation_3463/	2019-10-11 13:15	-
	permutation_3464/	2019-10-11 13:14	-
	permutation_3465/	2019-10-11 13:16	-
	permutation_3466/	2019-10-11 13:15	-
	permutation_3467/	2019-10-11 13:13	-
	permutation_3468/	2019-10-11 13:16	-
	permutation_3469/	2019-10-11 13:15	-
	permutation_3470/	2019-10-11 13:14	-
	permutation_3471/	2019-10-11 13:16	-
	permutation_3472/	2019-10-11 13:14	-
	permutation_3473/	2019-10-11 13:13	-
	permutation_3474/	2019-10-11 13:14	-
	permutation_3475/	2019-10-11 13:15	-
	permutation_3476/	2019-10-11 13:15	-
	permutation_3477/	2019-10-11 13:13	-
	permutation_3478/	2019-10-11 13:15	-
	permutation_3479/	2019-10-11 13:15	-
	permutation_3480/	2019-10-11 13:15	-
	permutation_3481/	2019-10-11 13:13	-
	permutation_3482/	2019-10-11 13:14	-
	permutation_3483/	2019-10-11 13:15	-
	permutation_3484/	2019-10-11 13:16	-
	permutation_3485/	2019-10-11 13:15	-
	permutation_3486/	2019-10-11 13:14	-
	permutation_3487/	2019-10-11 13:15	-
	permutation_3488/	2019-10-11 13:14	-
	permutation_3489/	2019-10-11 13:13	-
	permutation_3490/	2019-10-11 13:14	-
	permutation_3491/	2019-10-11 13:14	-
	permutation_3492/	2019-10-11 13:14	-
	permutation_3493/	2019-10-11 13:13	-
	permutation_3494/	2019-10-11 13:14	-
	permutation_3495/	2019-10-11 13:14	-
	permutation_3496/	2019-10-11 13:16	-
	permutation_3497/	2019-10-11 13:14	-
	permutation_3498/	2019-10-11 13:14	-
	permutation_3499/	2019-10-11 13:15	-
	permutation_3500/	2019-10-11 13:15	-
	permutation_3501/	2019-10-11 13:16	-
	permutation_3502/	2019-10-11 13:14	-
	permutation_3503/	2019-10-11 13:14	-
	permutation_3504/	2019-10-11 13:15	-
	permutation_3505/	2019-10-11 13:13	-
	permutation_3506/	2019-10-11 13:14	-
	permutation_3507/	2019-10-11 13:15	-
	permutation_3508/	2019-10-11 13:13	-
	permutation_3509/	2019-10-11 13:15	-
	permutation_3510/	2019-10-11 13:15	-
	permutation_3511/	2019-10-11 13:13	-
	permutation_3512/	2019-10-11 13:14	-
	permutation_3513/	2019-10-11 13:14	-
	permutation_3514/	2019-10-11 13:15	-
	permutation_3515/	2019-10-11 13:16	-
	permutation_3516/	2019-10-11 13:14	-
	permutation_3517/	2019-10-11 13:14	-
	permutation_3518/	2019-10-11 13:14	-
	permutation_3519/	2019-10-11 13:14	-
	permutation_3520/	2019-10-11 13:15	-
	permutation_3521/	2019-10-11 13:14	-
	permutation_3522/	2019-10-11 13:14	-
	permutation_3523/	2019-10-11 13:16	-
	permutation_3524/	2019-10-11 13:14	-
	permutation_3525/	2019-10-11 13:15	-
	permutation_3526/	2019-10-11 13:14	-
	permutation_3527/	2019-10-11 13:16	-
	permutation_3528/	2019-10-11 13:15	-
	permutation_3529/	2019-10-11 13:15	-
	permutation_3530/	2019-10-11 13:15	-
	permutation_3531/	2019-10-11 13:15	-
	permutation_3532/	2019-10-11 13:14	-
	permutation_3533/	2019-10-11 13:15	-
	permutation_3534/	2019-10-11 13:16	-
	permutation_3535/	2019-10-11 13:15	-
	permutation_3536/	2019-10-11 13:14	-
	permutation_3537/	2019-10-11 13:14	-
	permutation_3538/	2019-10-11 13:14	-
	permutation_3539/	2019-10-11 13:14	-
	permutation_3540/	2019-10-11 13:14	-
	permutation_3541/	2019-10-11 13:15	-
	permutation_3542/	2019-10-11 13:13	-
	permutation_3543/	2019-10-11 13:15	-
	permutation_3544/	2019-10-11 13:15	-
	permutation_3545/	2019-10-11 13:16	-
	permutation_3546/	2019-10-11 13:16	-
	permutation_3547/	2019-10-11 13:13	-
	permutation_3548/	2019-10-11 13:14	-
	permutation_3549/	2019-10-11 13:15	-
	permutation_3550/	2019-10-11 13:15	-
	permutation_3551/	2019-10-11 13:14	-
	permutation_3552/	2019-10-11 13:16	-
	permutation_3553/	2019-10-11 13:14	-
	permutation_3554/	2019-10-11 13:15	-
	permutation_3555/	2019-10-11 13:15	-
	permutation_3556/	2019-10-11 13:14	-
	permutation_3557/	2019-10-11 13:16	-
	permutation_3558/	2019-10-11 13:14	-
	permutation_3559/	2019-10-11 13:16	-
	permutation_3560/	2019-10-11 13:13	-
	permutation_3561/	2019-10-11 13:14	-
	permutation_3562/	2019-10-11 13:14	-
	permutation_3563/	2019-10-11 13:14	-
	permutation_3564/	2019-10-11 13:13	-
	permutation_3565/	2019-10-11 13:16	-
	permutation_3566/	2019-10-11 13:16	-
	permutation_3567/	2019-10-11 13:14	-
	permutation_3568/	2019-10-11 13:13	-
	permutation_3569/	2019-10-11 13:14	-
	permutation_3570/	2019-10-11 13:13	-
	permutation_3571/	2019-10-11 13:16	-
	permutation_3572/	2019-10-11 13:15	-
	permutation_3573/	2019-10-11 13:16	-
	permutation_3574/	2019-10-11 13:15	-
	permutation_3575/	2019-10-11 13:13	-
	permutation_3576/	2019-10-11 13:15	-
	permutation_3577/	2019-10-11 13:14	-
	permutation_3578/	2019-10-11 13:13	-
	permutation_3579/	2019-10-11 13:16	-
	permutation_3580/	2019-10-11 13:14	-
	permutation_3581/	2019-10-11 13:14	-
	permutation_3582/	2019-10-11 13:13	-
	permutation_3583/	2019-10-11 13:14	-
	permutation_3584/	2019-10-11 13:14	-
	permutation_3585/	2019-10-11 13:15	-
	permutation_3586/	2019-10-11 13:13	-
	permutation_3587/	2019-10-11 13:15	-
	permutation_3588/	2019-10-11 13:15	-
	permutation_3589/	2019-10-11 13:14	-
	permutation_3590/	2019-10-11 13:14	-
	permutation_3591/	2019-10-11 13:15	-
	permutation_3592/	2019-10-11 13:14	-
	permutation_3593/	2019-10-11 13:16	-
	permutation_3594/	2019-10-11 13:14	-
	permutation_3595/	2019-10-11 13:14	-
	permutation_3596/	2019-10-11 13:14	-
	permutation_3597/	2019-10-11 13:14	-
	permutation_3598/	2019-10-11 13:16	-
	permutation_3599/	2019-10-11 13:14	-
	permutation_3600/	2019-10-11 13:15	-
	permutation_3601/	2019-10-11 13:15	-
	permutation_3602/	2019-10-11 13:14	-
	permutation_3603/	2019-10-11 13:13	-
	permutation_3604/	2019-10-11 13:14	-
	permutation_3605/	2019-10-11 13:14	-
	permutation_3606/	2019-10-11 13:13	-
	permutation_3607/	2019-10-11 13:14	-
	permutation_3608/	2019-10-11 13:16	-
	permutation_3609/	2019-10-11 13:13	-
	permutation_3610/	2019-10-11 13:14	-
	permutation_3611/	2019-10-11 13:15	-
	permutation_3612/	2019-10-11 13:14	-
	permutation_3613/	2019-10-11 13:15	-
	permutation_3614/	2019-10-11 13:13	-
	permutation_3615/	2019-10-11 13:15	-
	permutation_3616/	2019-10-11 13:14	-
	permutation_3617/	2019-10-11 13:13	-
	permutation_3618/	2019-10-11 13:15	-
	permutation_3619/	2019-10-11 13:14	-
	permutation_3620/	2019-10-11 13:14	-
	permutation_3621/	2019-10-11 13:15	-
	permutation_3622/	2019-10-11 13:15	-
	permutation_3623/	2019-10-11 13:13	-
	permutation_3624/	2019-10-11 13:14	-
	permutation_3625/	2019-10-11 13:14	-
	permutation_3626/	2019-10-11 13:15	-
	permutation_3627/	2019-10-11 13:13	-
	permutation_3628/	2019-10-11 13:14	-
	permutation_3629/	2019-10-11 13:14	-
	permutation_3630/	2019-10-11 13:14	-
	permutation_3631/	2019-10-11 13:15	-
	permutation_3632/	2019-10-11 13:16	-
	permutation_3633/	2019-10-11 13:14	-
	permutation_3634/	2019-10-11 13:15	-
	permutation_3635/	2019-10-11 13:15	-
	permutation_3636/	2019-10-11 13:14	-
	permutation_3637/	2019-10-11 13:14	-
	permutation_3638/	2019-10-11 13:14	-
	permutation_3639/	2019-10-11 13:14	-
	permutation_3640/	2019-10-11 13:16	-
	permutation_3641/	2019-10-11 13:15	-
	permutation_3642/	2019-10-11 13:13	-
	permutation_3643/	2019-10-11 13:15	-
	permutation_3644/	2019-10-11 13:15	-
	permutation_3645/	2019-10-11 13:14	-
	permutation_3646/	2019-10-11 13:14	-
	permutation_3647/	2019-10-11 13:13	-
	permutation_3648/	2019-10-11 13:15	-
	permutation_3649/	2019-10-11 13:14	-
	permutation_3650/	2019-10-11 13:15	-
	permutation_3651/	2019-10-11 13:14	-
	permutation_3652/	2019-10-11 13:16	-
	permutation_3653/	2019-10-11 13:16	-
	permutation_3654/	2019-10-11 13:15	-
	permutation_3655/	2019-10-11 13:13	-
	permutation_3656/	2019-10-11 13:13	-
	permutation_3657/	2019-10-11 13:15	-
	permutation_3658/	2019-10-11 13:14	-
	permutation_3659/	2019-10-11 13:14	-
	permutation_3660/	2019-10-11 13:14	-
	permutation_3661/	2019-10-11 13:16	-
	permutation_3662/	2019-10-11 13:15	-
	permutation_3663/	2019-10-11 13:15	-
	permutation_3664/	2019-10-11 13:14	-
	permutation_3665/	2019-10-11 13:13	-
	permutation_3666/	2019-10-11 13:16	-
	permutation_3667/	2019-10-11 13:14	-
	permutation_3668/	2019-10-11 13:14	-
	permutation_3669/	2019-10-11 13:14	-
	permutation_3670/	2019-10-11 13:14	-
	permutation_3671/	2019-10-11 13:14	-
	permutation_3672/	2019-10-11 13:14	-
	permutation_3673/	2019-10-11 13:15	-
	permutation_3674/	2019-10-11 13:14	-
	permutation_3675/	2019-10-11 13:15	-
	permutation_3676/	2019-10-11 13:13	-
	permutation_3677/	2019-10-11 13:14	-
	permutation_3678/	2019-10-11 13:15	-
	permutation_3679/	2019-10-11 13:13	-
	permutation_3680/	2019-10-11 13:15	-
	permutation_3681/	2019-10-11 13:14	-
	permutation_3682/	2019-10-11 13:14	-
	permutation_3683/	2019-10-11 13:14	-
	permutation_3684/	2019-10-11 13:14	-
	permutation_3685/	2019-10-11 13:16	-
	permutation_3686/	2019-10-11 13:16	-
	permutation_3687/	2019-10-11 13:15	-
	permutation_3688/	2019-10-11 13:15	-
	permutation_3689/	2019-10-11 13:13	-
	permutation_3690/	2019-10-11 13:14	-
	permutation_3691/	2019-10-11 13:16	-
	permutation_3692/	2019-10-11 13:14	-
	permutation_3693/	2019-10-11 13:14	-
	permutation_3694/	2019-10-11 13:16	-
	permutation_3695/	2019-10-11 13:15	-
	permutation_3696/	2019-10-11 13:15	-
	permutation_3697/	2019-10-11 13:14	-
	permutation_3698/	2019-10-11 13:14	-
	permutation_3699/	2019-10-11 13:15	-
	permutation_3700/	2019-10-11 13:14	-
	permutation_3701/	2019-10-11 13:15	-
	permutation_3702/	2019-10-11 13:15	-
	permutation_3703/	2019-10-11 13:13	-
	permutation_3704/	2019-10-11 13:15	-
	permutation_3705/	2019-10-11 13:15	-
	permutation_3706/	2019-10-11 13:14	-
	permutation_3707/	2019-10-11 13:14	-
	permutation_3708/	2019-10-11 13:14	-
	permutation_3709/	2019-10-11 13:13	-
	permutation_3710/	2019-10-11 13:13	-
	permutation_3711/	2019-10-11 13:15	-
	permutation_3712/	2019-10-11 13:14	-
	permutation_3713/	2019-10-11 13:14	-
	permutation_3714/	2019-10-11 13:14	-
	permutation_3715/	2019-10-11 13:16	-
	permutation_3716/	2019-10-11 13:14	-
	permutation_3717/	2019-10-11 13:14	-
	permutation_3718/	2019-10-11 13:15	-
	permutation_3719/	2019-10-11 13:15	-
	permutation_3720/	2019-10-11 13:15	-
	permutation_3721/	2019-10-11 13:16	-
	permutation_3722/	2019-10-11 13:15	-
	permutation_3723/	2019-10-11 13:15	-
	permutation_3724/	2019-10-11 13:14	-
	permutation_3725/	2019-10-11 13:14	-
	permutation_3726/	2019-10-11 13:14	-
	permutation_3727/	2019-10-11 13:14	-
	permutation_3728/	2019-10-11 13:13	-
	permutation_3729/	2019-10-11 13:13	-
	permutation_3730/	2019-10-11 13:14	-
	permutation_3731/	2019-10-11 13:14	-
	permutation_3732/	2019-10-11 13:14	-
	permutation_3733/	2019-10-11 13:15	-
	permutation_3734/	2019-10-11 13:13	-
	permutation_3735/	2019-10-11 13:15	-
	permutation_3736/	2019-10-11 13:13	-
	permutation_3737/	2019-10-11 13:15	-
	permutation_3738/	2019-10-11 13:14	-
	permutation_3739/	2019-10-11 13:16	-
	permutation_3740/	2019-10-11 13:15	-
	permutation_3741/	2019-10-11 13:15	-
	permutation_3742/	2019-10-11 13:13	-
	permutation_3743/	2019-10-11 13:15	-
	permutation_3744/	2019-10-11 13:15	-
	permutation_3745/	2019-10-11 13:16	-
	permutation_3746/	2019-10-11 13:14	-
	permutation_3747/	2019-10-11 13:15	-
	permutation_3748/	2019-10-11 13:15	-
	permutation_3749/	2019-10-11 13:14	-
	permutation_3750/	2019-10-11 13:15	-
	permutation_3751/	2019-10-11 13:14	-
	permutation_3752/	2019-10-11 13:13	-
	permutation_3753/	2019-10-11 13:14	-
	permutation_3754/	2019-10-11 13:14	-
	permutation_3755/	2019-10-11 13:14	-
	permutation_3756/	2019-10-11 13:13	-
	permutation_3757/	2019-10-11 13:13	-
	permutation_3758/	2019-10-11 13:15	-
	permutation_3759/	2019-10-11 13:15	-
	permutation_3760/	2019-10-11 13:15	-
	permutation_3761/	2019-10-11 13:14	-
	permutation_3762/	2019-10-11 13:14	-
	permutation_3763/	2019-10-11 13:16	-
	permutation_3764/	2019-10-11 13:15	-
	permutation_3765/	2019-10-11 13:14	-
	permutation_3766/	2019-10-11 13:16	-
	permutation_3767/	2019-10-11 13:15	-
	permutation_3768/	2019-10-11 13:14	-
	permutation_3769/	2019-10-11 13:15	-
	permutation_3770/	2019-10-11 13:15	-
	permutation_3771/	2019-10-11 13:15	-
	permutation_3772/	2019-10-11 13:15	-
	permutation_3773/	2019-10-11 13:14	-
	permutation_3774/	2019-10-11 13:14	-
	permutation_3775/	2019-10-11 13:14	-
	permutation_3776/	2019-10-11 13:13	-
	permutation_3777/	2019-10-11 13:14	-
	permutation_3778/	2019-10-11 13:15	-
	permutation_3779/	2019-10-11 13:16	-
	permutation_3780/	2019-10-11 13:15	-
	permutation_3781/	2019-10-11 13:14	-
	permutation_3782/	2019-10-11 13:14	-
	permutation_3783/	2019-10-11 13:15	-
	permutation_3784/	2019-10-11 13:14	-
	permutation_3785/	2019-10-11 13:15	-
	permutation_3786/	2019-10-11 13:13	-
	permutation_3787/	2019-10-11 13:14	-
	permutation_3788/	2019-10-11 13:15	-
	permutation_3789/	2019-10-11 13:13	-
	permutation_3790/	2019-10-11 13:14	-
	permutation_3791/	2019-10-11 13:15	-
	permutation_3792/	2019-10-11 13:14	-
	permutation_3793/	2019-10-11 13:14	-
	permutation_3794/	2019-10-11 13:15	-
	permutation_3795/	2019-10-11 13:14	-
	permutation_3796/	2019-10-11 13:15	-
	permutation_3797/	2019-10-11 13:14	-
	permutation_3798/	2019-10-11 13:13	-
	permutation_3799/	2019-10-11 13:13	-
	permutation_3800/	2019-10-11 13:15	-
	permutation_3801/	2019-10-11 13:14	-
	permutation_3802/	2019-10-11 13:16	-
	permutation_3803/	2019-10-11 13:14	-
	permutation_3804/	2019-10-11 13:15	-
	permutation_3805/	2019-10-11 13:15	-
	permutation_3806/	2019-10-11 13:14	-
	permutation_3807/	2019-10-11 13:15	-
	permutation_3808/	2019-10-11 13:14	-
	permutation_3809/	2019-10-11 13:15	-
	permutation_3810/	2019-10-11 13:16	-
	permutation_3811/	2019-10-11 13:15	-
	permutation_3812/	2019-10-11 13:14	-
	permutation_3813/	2019-10-11 13:15	-
	permutation_3814/	2019-10-11 13:14	-
	permutation_3815/	2019-10-11 13:15	-
	permutation_3816/	2019-10-11 13:14	-
	permutation_3817/	2019-10-11 13:14	-
	permutation_3818/	2019-10-11 13:15	-
	permutation_3819/	2019-10-11 13:14	-
	permutation_3820/	2019-10-11 13:14	-
	permutation_3821/	2019-10-11 13:14	-
	permutation_3822/	2019-10-11 13:15	-
	permutation_3823/	2019-10-11 13:14	-
	permutation_3824/	2019-10-11 13:13	-
	permutation_3825/	2019-10-11 13:15	-
	permutation_3826/	2019-10-11 13:15	-
	permutation_3827/	2019-10-11 13:15	-
	permutation_3828/	2019-10-11 13:15	-
	permutation_3829/	2019-10-11 13:15	-
	permutation_3830/	2019-10-11 13:15	-
	permutation_3831/	2019-10-11 13:16	-
	permutation_3832/	2019-10-11 13:15	-
	permutation_3833/	2019-10-11 13:14	-
	permutation_3834/	2019-10-11 13:16	-
	permutation_3835/	2019-10-11 13:14	-
	permutation_3836/	2019-10-11 13:14	-
	permutation_3837/	2019-10-11 13:15	-
	permutation_3838/	2019-10-11 13:15	-
	permutation_3839/	2019-10-11 13:14	-
	permutation_3840/	2019-10-11 13:14	-
	permutation_3841/	2019-10-11 13:15	-
	permutation_3842/	2019-10-11 13:13	-
	permutation_3843/	2019-10-11 13:16	-
	permutation_3844/	2019-10-11 13:15	-
	permutation_3845/	2019-10-11 13:15	-
	permutation_3846/	2019-10-11 13:15	-
	permutation_3847/	2019-10-11 13:14	-
	permutation_3848/	2019-10-11 13:14	-
	permutation_3849/	2019-10-11 13:14	-
	permutation_3850/	2019-10-11 13:15	-
	permutation_3851/	2019-10-11 13:14	-
	permutation_3852/	2019-10-11 13:15	-
	permutation_3853/	2019-10-11 13:14	-
	permutation_3854/	2019-10-11 13:14	-
	permutation_3855/	2019-10-11 13:15	-
	permutation_3856/	2019-10-11 13:14	-
	permutation_3857/	2019-10-11 13:16	-
	permutation_3858/	2019-10-11 13:14	-
	permutation_3859/	2019-10-11 13:15	-
	permutation_3860/	2019-10-11 13:15	-
	permutation_3861/	2019-10-11 13:15	-
	permutation_3862/	2019-10-11 13:14	-
	permutation_3863/	2019-10-11 13:14	-
	permutation_3864/	2019-10-11 13:14	-
	permutation_3865/	2019-10-11 13:14	-
	permutation_3866/	2019-10-11 13:16	-
	permutation_3867/	2019-10-11 13:14	-
	permutation_3868/	2019-10-11 13:16	-
	permutation_3869/	2019-10-11 13:15	-
	permutation_3870/	2019-10-11 13:14	-
	permutation_3871/	2019-10-11 13:15	-
	permutation_3872/	2019-10-11 13:15	-
	permutation_3873/	2019-10-11 13:15	-
	permutation_3874/	2019-10-11 13:14	-
	permutation_3875/	2019-10-11 13:14	-
	permutation_3876/	2019-10-11 13:14	-
	permutation_3877/	2019-10-11 13:14	-
	permutation_3878/	2019-10-11 13:14	-
	permutation_3879/	2019-10-11 13:14	-
	permutation_3880/	2019-10-11 13:15	-
	permutation_3881/	2019-10-11 13:15	-
	permutation_3882/	2019-10-11 13:14	-
	permutation_3883/	2019-10-11 13:13	-
	permutation_3884/	2019-10-11 13:15	-
	permutation_3885/	2019-10-11 13:16	-
	permutation_3886/	2019-10-11 13:16	-
	permutation_3887/	2019-10-11 13:15	-
	permutation_3888/	2019-10-11 13:14	-
	permutation_3889/	2019-10-11 13:15	-
	permutation_3890/	2019-10-11 13:15	-
	permutation_3891/	2019-10-11 13:15	-
	permutation_3892/	2019-10-11 13:14	-
	permutation_3893/	2019-10-11 13:15	-
	permutation_3894/	2019-10-11 13:15	-
	permutation_3895/	2019-10-11 13:14	-
	permutation_3896/	2019-10-11 13:13	-
	permutation_3897/	2019-10-11 13:15	-
	permutation_3898/	2019-10-11 13:16	-
	permutation_3899/	2019-10-11 13:13	-
	permutation_3900/	2019-10-11 13:14	-
	permutation_3901/	2019-10-11 13:14	-
	permutation_3902/	2019-10-11 13:14	-
	permutation_3903/	2019-10-11 13:13	-
	permutation_3904/	2019-10-11 13:16	-
	permutation_3905/	2019-10-11 13:14	-
	permutation_3906/	2019-10-11 13:13	-
	permutation_3907/	2019-10-11 13:15	-
	permutation_3908/	2019-10-11 13:15	-
	permutation_3909/	2019-10-11 13:14	-
	permutation_3910/	2019-10-11 13:14	-
	permutation_3911/	2019-10-11 13:16	-
	permutation_3912/	2019-10-11 13:14	-
	permutation_3913/	2019-10-11 13:15	-
	permutation_3914/	2019-10-11 13:15	-
	permutation_3915/	2019-10-11 13:15	-
	permutation_3916/	2019-10-11 13:15	-
	permutation_3917/	2019-10-11 13:15	-
	permutation_3918/	2019-10-11 13:15	-
	permutation_3919/	2019-10-11 13:13	-
	permutation_3920/	2019-10-11 13:14	-
	permutation_3921/	2019-10-11 13:14	-
	permutation_3922/	2019-10-11 13:15	-
	permutation_3923/	2019-10-11 13:15	-
	permutation_3924/	2019-10-11 13:14	-
	permutation_3925/	2019-10-11 13:15	-
	permutation_3926/	2019-10-11 13:15	-
	permutation_3927/	2019-10-11 13:13	-
	permutation_3928/	2019-10-11 13:15	-
	permutation_3929/	2019-10-11 13:16	-
	permutation_3930/	2019-10-11 13:15	-
	permutation_3931/	2019-10-11 13:14	-
	permutation_3932/	2019-10-11 13:15	-
	permutation_3933/	2019-10-11 13:15	-
	permutation_3934/	2019-10-11 13:14	-
	permutation_3935/	2019-10-11 13:15	-
	permutation_3936/	2019-10-11 13:14	-
	permutation_3937/	2019-10-11 13:15	-
	permutation_3938/	2019-10-11 13:14	-
	permutation_3939/	2019-10-11 13:14	-
	permutation_3940/	2019-10-11 13:14	-
	permutation_3941/	2019-10-11 13:15	-
	permutation_3942/	2019-10-11 13:14	-
	permutation_3943/	2019-10-11 13:14	-
	permutation_3944/	2019-10-11 13:16	-
	permutation_3945/	2019-10-11 13:14	-
	permutation_3946/	2019-10-11 13:15	-
	permutation_3947/	2019-10-11 13:15	-
	permutation_3948/	2019-10-11 13:15	-
	permutation_3949/	2019-10-11 13:15	-
	permutation_3950/	2019-10-11 13:15	-
	permutation_3951/	2019-10-11 13:16	-
	permutation_3952/	2019-10-11 13:15	-
	permutation_3953/	2019-10-11 13:14	-
	permutation_3954/	2019-10-11 13:15	-
	permutation_3955/	2019-10-11 13:15	-
	permutation_3956/	2019-10-11 13:14	-
	permutation_3957/	2019-10-11 13:16	-
	permutation_3958/	2019-10-11 13:14	-
	permutation_3959/	2019-10-11 13:15	-
	permutation_3960/	2019-10-11 13:15	-
	permutation_3961/	2019-10-11 13:15	-
	permutation_3962/	2019-10-11 13:14	-
	permutation_3963/	2019-10-11 13:14	-
	permutation_3964/	2019-10-11 13:14	-
	permutation_3965/	2019-10-11 13:14	-
	permutation_3966/	2019-10-11 13:14	-
	permutation_3967/	2019-10-11 13:15	-
	permutation_3968/	2019-10-11 13:16	-
	permutation_3969/	2019-10-11 13:16	-
	permutation_3970/	2019-10-11 13:16	-
	permutation_3971/	2019-10-11 13:14	-
	permutation_3972/	2019-10-11 13:15	-
	permutation_3973/	2019-10-11 13:15	-
	permutation_3974/	2019-10-11 13:14	-
	permutation_3975/	2019-10-11 13:15	-
	permutation_3976/	2019-10-11 13:15	-
	permutation_3977/	2019-10-11 13:14	-
	permutation_3978/	2019-10-11 13:15	-
	permutation_3979/	2019-10-11 13:15	-
	permutation_3980/	2019-10-11 13:14	-
	permutation_3981/	2019-10-11 13:16	-
	permutation_3982/	2019-10-11 13:15	-
	permutation_3983/	2019-10-11 13:13	-
	permutation_3984/	2019-10-11 13:14	-
	permutation_3985/	2019-10-11 13:14	-
	permutation_3986/	2019-10-11 13:15	-
	permutation_3987/	2019-10-11 13:14	-
	permutation_3988/	2019-10-11 13:14	-
	permutation_3989/	2019-10-11 13:15	-
	permutation_3990/	2019-10-11 13:15	-
	permutation_3991/	2019-10-11 13:15	-
	permutation_3992/	2019-10-11 13:13	-
	permutation_3993/	2019-10-11 13:15	-
	permutation_3994/	2019-10-11 13:15	-
	permutation_3995/	2019-10-11 13:15	-
	permutation_3996/	2019-10-11 13:14	-
	permutation_3997/	2019-10-11 13:14	-
	permutation_3998/	2019-10-11 13:13	-
	permutation_3999/	2019-10-11 13:14	-
	permutation_4000/	2019-10-11 13:15	-
	permutation_4001/	2019-10-11 13:13	-
	permutation_4002/	2019-10-11 13:14	-
	permutation_4003/	2019-10-11 13:14	-
	permutation_4004/	2019-10-11 13:14	-
	permutation_4005/	2019-10-11 13:14	-
	permutation_4006/	2019-10-11 13:15	-
	permutation_4007/	2019-10-11 13:15	-
	permutation_4008/	2019-10-11 13:15	-
	permutation_4009/	2019-10-11 13:14	-
	permutation_4010/	2019-10-11 13:14	-
	permutation_4011/	2019-10-11 13:16	-
	permutation_4012/	2019-10-11 13:14	-
	permutation_4013/	2019-10-11 13:15	-
	permutation_4014/	2019-10-11 13:14	-
	permutation_4015/	2019-10-11 13:14	-
	permutation_4016/	2019-10-11 13:15	-
	permutation_4017/	2019-10-11 13:14	-
	permutation_4018/	2019-10-11 13:16	-
	permutation_4019/	2019-10-11 13:16	-
	permutation_4020/	2019-10-11 13:16	-
	permutation_4021/	2019-10-11 13:15	-
	permutation_4022/	2019-10-11 13:14	-
	permutation_4023/	2019-10-11 13:14	-
	permutation_4024/	2019-10-11 13:13	-
	permutation_4025/	2019-10-11 13:13	-
	permutation_4026/	2019-10-11 13:14	-
	permutation_4027/	2019-10-11 13:14	-
	permutation_4028/	2019-10-11 13:15	-
	permutation_4029/	2019-10-11 13:14	-
	permutation_4030/	2019-10-11 13:13	-
	permutation_4031/	2019-10-11 13:16	-
	permutation_4032/	2019-10-11 13:14	-
	permutation_4033/	2019-10-11 13:14	-
	permutation_4034/	2019-10-11 13:15	-
	permutation_4035/	2019-10-11 13:15	-
	permutation_4036/	2019-10-11 13:15	-
	permutation_4037/	2019-10-11 13:15	-
	permutation_4038/	2019-10-11 13:15	-
	permutation_4039/	2019-10-11 13:15	-
	permutation_4040/	2019-10-11 13:14	-
	permutation_4041/	2019-10-11 13:13	-
	permutation_4042/	2019-10-11 13:16	-
	permutation_4043/	2019-10-11 13:14	-
	permutation_4044/	2019-10-11 13:13	-
	permutation_4045/	2019-10-11 13:14	-
	permutation_4046/	2019-10-11 13:16	-
	permutation_4047/	2019-10-11 13:14	-
	permutation_4048/	2019-10-11 13:15	-
	permutation_4049/	2019-10-11 13:16	-
	permutation_4050/	2019-10-11 13:16	-
	permutation_4051/	2019-10-11 13:15	-
	permutation_4052/	2019-10-11 13:14	-
	permutation_4053/	2019-10-11 13:15	-
	permutation_4054/	2019-10-11 13:15	-
	permutation_4055/	2019-10-11 13:14	-
	permutation_4056/	2019-10-11 13:14	-
	permutation_4057/	2019-10-11 13:14	-
	permutation_4058/	2019-10-11 13:15	-
	permutation_4059/	2019-10-11 13:15	-
	permutation_4060/	2019-10-11 13:15	-
	permutation_4061/	2019-10-11 13:14	-
	permutation_4062/	2019-10-11 13:15	-
	permutation_4063/	2019-10-11 13:15	-
	permutation_4064/	2019-10-11 13:13	-
	permutation_4065/	2019-10-11 13:15	-
	permutation_4066/	2019-10-11 13:16	-
	permutation_4067/	2019-10-11 13:15	-
	permutation_4068/	2019-10-11 13:14	-
	permutation_4069/	2019-10-11 13:14	-
	permutation_4070/	2019-10-11 13:14	-
	permutation_4071/	2019-10-11 13:16	-
	permutation_4072/	2019-10-11 13:14	-
	permutation_4073/	2019-10-11 13:16	-
	permutation_4074/	2019-10-11 13:14	-
	permutation_4075/	2019-10-11 13:14	-
	permutation_4076/	2019-10-11 13:16	-
	permutation_4077/	2019-10-11 13:14	-
	permutation_4078/	2019-10-11 13:14	-
	permutation_4079/	2019-10-11 13:14	-
	permutation_4080/	2019-10-11 13:15	-
	permutation_4081/	2019-10-11 13:14	-
	permutation_4082/	2019-10-11 13:15	-
	permutation_4083/	2019-10-11 13:14	-
	permutation_4084/	2019-10-11 13:14	-
	permutation_4085/	2019-10-11 13:14	-
	permutation_4086/	2019-10-11 13:14	-
	permutation_4087/	2019-10-11 13:14	-
	permutation_4088/	2019-10-11 13:15	-
	permutation_4089/	2019-10-11 13:16	-
	permutation_4090/	2019-10-11 13:13	-
	permutation_4091/	2019-10-11 13:16	-
	permutation_4092/	2019-10-11 13:14	-
	permutation_4093/	2019-10-11 13:15	-
	permutation_4094/	2019-10-11 13:15	-
	permutation_4095/	2019-10-11 13:16	-
	permutation_4096/	2019-10-11 13:14	-
	permutation_4097/	2019-10-11 13:15	-
	permutation_4098/	2019-10-11 13:16	-
	permutation_4099/	2019-10-11 13:14	-
	permutation_4100/	2019-10-11 13:15	-
	permutation_4101/	2019-10-11 13:14	-
	permutation_4102/	2019-10-11 13:16	-
	permutation_4103/	2019-10-11 13:14	-
	permutation_4104/	2019-10-11 13:14	-
	permutation_4105/	2019-10-11 13:16	-
	permutation_4106/	2019-10-11 13:14	-
	permutation_4107/	2019-10-11 13:16	-
	permutation_4108/	2019-10-11 13:15	-
	permutation_4109/	2019-10-11 13:16	-
	permutation_4110/	2019-10-11 13:14	-
	permutation_4111/	2019-10-11 13:14	-
	permutation_4112/	2019-10-11 13:14	-
	permutation_4113/	2019-10-11 13:16	-
	permutation_4114/	2019-10-11 13:15	-
	permutation_4115/	2019-10-11 13:15	-
	permutation_4116/	2019-10-11 13:15	-
	permutation_4117/	2019-10-11 13:15	-
	permutation_4118/	2019-10-11 13:13	-
	permutation_4119/	2019-10-11 13:15	-
	permutation_4120/	2019-10-11 13:13	-
	permutation_4121/	2019-10-11 13:13	-
	permutation_4122/	2019-10-11 13:14	-
	permutation_4123/	2019-10-11 13:14	-
	permutation_4124/	2019-10-11 13:15	-
	permutation_4125/	2019-10-11 13:14	-
	permutation_4126/	2019-10-11 13:15	-
	permutation_4127/	2019-10-11 13:14	-
	permutation_4128/	2019-10-11 13:16	-
	permutation_4129/	2019-10-11 13:14	-
	permutation_4130/	2019-10-11 13:14	-
	permutation_4131/	2019-10-11 13:14	-
	permutation_4132/	2019-10-11 13:15	-
	permutation_4133/	2019-10-11 13:14	-
	permutation_4134/	2019-10-11 13:15	-
	permutation_4135/	2019-10-11 13:15	-
	permutation_4136/	2019-10-11 13:15	-
	permutation_4137/	2019-10-11 13:15	-
	permutation_4138/	2019-10-11 13:14	-
	permutation_4139/	2019-10-11 13:15	-
	permutation_4140/	2019-10-11 13:15	-
	permutation_4141/	2019-10-11 13:15	-
	permutation_4142/	2019-10-11 13:14	-
	permutation_4143/	2019-10-11 13:16	-
	permutation_4144/	2019-10-11 13:15	-
	permutation_4145/	2019-10-11 13:15	-
	permutation_4146/	2019-10-11 13:14	-
	permutation_4147/	2019-10-11 13:14	-
	permutation_4148/	2019-10-11 13:13	-
	permutation_4149/	2019-10-11 13:14	-
	permutation_4150/	2019-10-11 13:16	-
	permutation_4151/	2019-10-11 13:15	-
	permutation_4152/	2019-10-11 13:16	-
	permutation_4153/	2019-10-11 13:15	-
	permutation_4154/	2019-10-11 13:15	-
	permutation_4155/	2019-10-11 13:16	-
	permutation_4156/	2019-10-11 13:14	-
	permutation_4157/	2019-10-11 13:14	-
	permutation_4158/	2019-10-11 13:15	-
	permutation_4159/	2019-10-11 13:15	-
	permutation_4160/	2019-10-11 13:15	-
	permutation_4161/	2019-10-11 13:14	-
	permutation_4162/	2019-10-11 13:15	-
	permutation_4163/	2019-10-11 13:14	-
	permutation_4164/	2019-10-11 13:14	-
	permutation_4165/	2019-10-11 13:15	-
	permutation_4166/	2019-10-11 13:16	-
	permutation_4167/	2019-10-11 13:15	-
	permutation_4168/	2019-10-11 13:14	-
	permutation_4169/	2019-10-11 13:15	-
	permutation_4170/	2019-10-11 13:15	-
	permutation_4171/	2019-10-11 13:14	-
	permutation_4172/	2019-10-11 13:14	-
	permutation_4173/	2019-10-11 13:16	-
	permutation_4174/	2019-10-11 13:15	-
	permutation_4175/	2019-10-11 13:14	-
	permutation_4176/	2019-10-11 13:13	-
	permutation_4177/	2019-10-11 13:14	-
	permutation_4178/	2019-10-11 13:15	-
	permutation_4179/	2019-10-11 13:14	-
	permutation_4180/	2019-10-11 13:16	-
	permutation_4181/	2019-10-11 13:15	-
	permutation_4182/	2019-10-11 13:16	-
	permutation_4183/	2019-10-11 13:15	-
	permutation_4184/	2019-10-11 13:14	-
	permutation_4185/	2019-10-11 13:14	-
	permutation_4186/	2019-10-11 13:15	-
	permutation_4187/	2019-10-11 13:14	-
	permutation_4188/	2019-10-11 13:14	-
	permutation_4189/	2019-10-11 13:15	-
	permutation_4190/	2019-10-11 13:14	-
	permutation_4191/	2019-10-11 13:15	-
	permutation_4192/	2019-10-11 13:15	-
	permutation_4193/	2019-10-11 13:14	-
	permutation_4194/	2019-10-11 13:15	-
	permutation_4195/	2019-10-11 13:14	-
	permutation_4196/	2019-10-11 13:15	-
	permutation_4197/	2019-10-11 13:15	-
	permutation_4198/	2019-10-11 13:14	-
	permutation_4199/	2019-10-11 13:15	-
	permutation_4200/	2019-10-11 13:15	-
	permutation_4201/	2019-10-11 13:14	-
	permutation_4202/	2019-10-11 13:15	-
	permutation_4203/	2019-10-11 13:14	-
	permutation_4204/	2019-10-11 13:14	-
	permutation_4205/	2019-10-11 13:15	-
	permutation_4206/	2019-10-11 13:14	-
	permutation_4207/	2019-10-11 13:13	-
	permutation_4208/	2019-10-11 13:15	-
	permutation_4209/	2019-10-11 13:16	-
	permutation_4210/	2019-10-11 13:15	-
	permutation_4211/	2019-10-11 13:14	-
	permutation_4212/	2019-10-11 13:14	-
	permutation_4213/	2019-10-11 13:13	-
	permutation_4214/	2019-10-11 13:15	-
	permutation_4215/	2019-10-11 13:14	-
	permutation_4216/	2019-10-11 13:13	-
	permutation_4217/	2019-10-11 13:16	-
	permutation_4218/	2019-10-11 13:16	-
	permutation_4219/	2019-10-11 13:15	-
	permutation_4220/	2019-10-11 13:14	-
	permutation_4221/	2019-10-11 13:15	-
	permutation_4222/	2019-10-11 13:13	-
	permutation_4223/	2019-10-11 13:15	-
	permutation_4224/	2019-10-11 13:14	-
	permutation_4225/	2019-10-11 13:15	-
	permutation_4226/	2019-10-11 13:14	-
	permutation_4227/	2019-10-11 13:14	-
	permutation_4228/	2019-10-11 13:15	-
	permutation_4229/	2019-10-11 13:13	-
	permutation_4230/	2019-10-11 13:15	-
	permutation_4231/	2019-10-11 13:14	-
	permutation_4232/	2019-10-11 13:15	-
	permutation_4233/	2019-10-11 13:15	-
	permutation_4234/	2019-10-11 13:16	-
	permutation_4235/	2019-10-11 13:14	-
	permutation_4236/	2019-10-11 13:13	-
	permutation_4237/	2019-10-11 13:15	-
	permutation_4238/	2019-10-11 13:14	-
	permutation_4239/	2019-10-11 13:13	-
	permutation_4240/	2019-10-11 13:13	-
	permutation_4241/	2019-10-11 13:15	-
	permutation_4242/	2019-10-11 13:13	-
	permutation_4243/	2019-10-11 13:16	-
	permutation_4244/	2019-10-11 13:14	-
	permutation_4245/	2019-10-11 13:16	-
	permutation_4246/	2019-10-11 13:16	-
	permutation_4247/	2019-10-11 13:14	-
	permutation_4248/	2019-10-11 13:15	-
	permutation_4249/	2019-10-11 13:15	-
	permutation_4250/	2019-10-11 13:14	-
	permutation_4251/	2019-10-11 13:15	-
	permutation_4252/	2019-10-11 13:14	-
	permutation_4253/	2019-10-11 13:14	-
	permutation_4254/	2019-10-11 13:15	-
	permutation_4255/	2019-10-11 13:16	-
	permutation_4256/	2019-10-11 13:15	-
	permutation_4257/	2019-10-11 13:15	-
	permutation_4258/	2019-10-11 13:15	-
	permutation_4259/	2019-10-11 13:15	-
	permutation_4260/	2019-10-11 13:16	-
	permutation_4261/	2019-10-11 13:13	-
	permutation_4262/	2019-10-11 13:15	-
	permutation_4263/	2019-10-11 13:15	-
	permutation_4264/	2019-10-11 13:13	-
	permutation_4265/	2019-10-11 13:15	-
	permutation_4266/	2019-10-11 13:15	-
	permutation_4267/	2019-10-11 13:15	-
	permutation_4268/	2019-10-11 13:14	-
	permutation_4269/	2019-10-11 13:14	-
	permutation_4270/	2019-10-11 13:15	-
	permutation_4271/	2019-10-11 13:15	-
	permutation_4272/	2019-10-11 13:13	-
	permutation_4273/	2019-10-11 13:16	-
	permutation_4274/	2019-10-11 13:14	-
	permutation_4275/	2019-10-11 13:14	-
	permutation_4276/	2019-10-11 13:16	-
	permutation_4277/	2019-10-11 13:14	-
	permutation_4278/	2019-10-11 13:14	-
	permutation_4279/	2019-10-11 13:15	-
	permutation_4280/	2019-10-11 13:14	-
	permutation_4281/	2019-10-11 13:15	-
	permutation_4282/	2019-10-11 13:14	-
	permutation_4283/	2019-10-11 13:15	-
	permutation_4284/	2019-10-11 13:13	-
	permutation_4285/	2019-10-11 13:15	-
	permutation_4286/	2019-10-11 13:15	-
	permutation_4287/	2019-10-11 13:13	-
	permutation_4288/	2019-10-11 13:14	-
	permutation_4289/	2019-10-11 13:14	-
	permutation_4290/	2019-10-11 13:14	-
	permutation_4291/	2019-10-11 13:16	-
	permutation_4292/	2019-10-11 13:15	-
	permutation_4293/	2019-10-11 13:14	-
	permutation_4294/	2019-10-11 13:14	-
	permutation_4295/	2019-10-11 13:13	-
	permutation_4296/	2019-10-11 13:13	-
	permutation_4297/	2019-10-11 13:15	-
	permutation_4298/	2019-10-11 13:14	-
	permutation_4299/	2019-10-11 13:16	-
	permutation_4300/	2019-10-11 13:14	-
	permutation_4301/	2019-10-11 13:15	-
	permutation_4302/	2019-10-11 13:15	-
	permutation_4303/	2019-10-11 13:15	-
	permutation_4304/	2019-10-11 13:15	-
	permutation_4305/	2019-10-11 13:16	-
	permutation_4306/	2019-10-11 13:15	-
	permutation_4307/	2019-10-11 13:14	-
	permutation_4308/	2019-10-11 13:14	-
	permutation_4309/	2019-10-11 13:13	-
	permutation_4310/	2019-10-11 13:14	-
	permutation_4311/	2019-10-11 13:16	-
	permutation_4312/	2019-10-11 13:14	-
	permutation_4313/	2019-10-11 13:13	-
	permutation_4314/	2019-10-11 13:15	-
	permutation_4315/	2019-10-11 13:14	-
	permutation_4316/	2019-10-11 13:13	-
	permutation_4317/	2019-10-11 13:15	-
	permutation_4318/	2019-10-11 13:15	-
	permutation_4319/	2019-10-11 13:15	-
	permutation_4320/	2019-10-11 13:13	-
	permutation_4321/	2019-10-11 13:14	-
	permutation_4322/	2019-10-11 13:14	-
	permutation_4323/	2019-10-11 13:15	-
	permutation_4324/	2019-10-11 13:16	-
	permutation_4325/	2019-10-11 13:15	-
	permutation_4326/	2019-10-11 13:15	-
	permutation_4327/	2019-10-11 13:15	-
	permutation_4328/	2019-10-11 13:15	-
	permutation_4329/	2019-10-11 13:14	-
	permutation_4330/	2019-10-11 13:14	-
	permutation_4331/	2019-10-11 13:16	-
	permutation_4332/	2019-10-11 13:15	-
	permutation_4333/	2019-10-11 13:15	-
	permutation_4334/	2019-10-11 13:15	-
	permutation_4335/	2019-10-11 13:14	-
	permutation_4336/	2019-10-11 13:14	-
	permutation_4337/	2019-10-11 13:14	-
	permutation_4338/	2019-10-11 13:15	-
	permutation_4339/	2019-10-11 13:14	-
	permutation_4340/	2019-10-11 13:13	-
	permutation_4341/	2019-10-11 13:15	-
	permutation_4342/	2019-10-11 13:14	-
	permutation_4343/	2019-10-11 13:16	-
	permutation_4344/	2019-10-11 13:14	-
	permutation_4345/	2019-10-11 13:16	-
	permutation_4346/	2019-10-11 13:15	-
	permutation_4347/	2019-10-11 13:16	-
	permutation_4348/	2019-10-11 13:15	-
	permutation_4349/	2019-10-11 13:15	-
	permutation_4350/	2019-10-11 13:15	-
	permutation_4351/	2019-10-11 13:16	-
	permutation_4352/	2019-10-11 13:16	-
	permutation_4353/	2019-10-11 13:15	-
	permutation_4354/	2019-10-11 13:13	-
	permutation_4355/	2019-10-11 13:15	-
	permutation_4356/	2019-10-11 13:14	-
	permutation_4357/	2019-10-11 13:15	-
	permutation_4358/	2019-10-11 13:14	-
	permutation_4359/	2019-10-11 13:14	-
	permutation_4360/	2019-10-11 13:15	-
	permutation_4361/	2019-10-11 13:16	-
	permutation_4362/	2019-10-11 13:13	-
	permutation_4363/	2019-10-11 13:15	-
	permutation_4364/	2019-10-11 13:16	-
	permutation_4365/	2019-10-11 13:15	-
	permutation_4366/	2019-10-11 13:14	-
	permutation_4367/	2019-10-11 13:15	-
	permutation_4368/	2019-10-11 13:14	-
	permutation_4369/	2019-10-11 13:16	-
	permutation_4370/	2019-10-11 13:14	-
	permutation_4371/	2019-10-11 13:15	-
	permutation_4372/	2019-10-11 13:14	-
	permutation_4373/	2019-10-11 13:14	-
	permutation_4374/	2019-10-11 13:14	-
	permutation_4375/	2019-10-11 13:14	-
	permutation_4376/	2019-10-11 13:14	-
	permutation_4377/	2019-10-11 13:14	-
	permutation_4378/	2019-10-11 13:13	-
	permutation_4379/	2019-10-11 13:15	-
	permutation_4380/	2019-10-11 13:15	-
	permutation_4381/	2019-10-11 13:14	-
	permutation_4382/	2019-10-11 13:13	-
	permutation_4383/	2019-10-11 13:13	-
	permutation_4384/	2019-10-11 13:13	-
	permutation_4385/	2019-10-11 13:13	-
	permutation_4386/	2019-10-11 13:15	-
	permutation_4387/	2019-10-11 13:16	-
	permutation_4388/	2019-10-11 13:15	-
	permutation_4389/	2019-10-11 13:14	-
	permutation_4390/	2019-10-11 13:14	-
	permutation_4391/	2019-10-11 13:13	-
	permutation_4392/	2019-10-11 13:16	-
	permutation_4393/	2019-10-11 13:13	-
	permutation_4394/	2019-10-11 13:14	-
	permutation_4395/	2019-10-11 13:15	-
	permutation_4396/	2019-10-11 13:13	-
	permutation_4397/	2019-10-11 13:14	-
	permutation_4398/	2019-10-11 13:14	-
	permutation_4399/	2019-10-11 13:15	-
	permutation_4400/	2019-10-11 13:14	-
	permutation_4401/	2019-10-11 13:14	-
	permutation_4402/	2019-10-11 13:15	-
	permutation_4403/	2019-10-11 13:13	-
	permutation_4404/	2019-10-11 13:15	-
	permutation_4405/	2019-10-11 13:14	-
	permutation_4406/	2019-10-11 13:13	-
	permutation_4407/	2019-10-11 13:14	-
	permutation_4408/	2019-10-11 13:15	-
	permutation_4409/	2019-10-11 13:13	-
	permutation_4410/	2019-10-11 13:15	-
	permutation_4411/	2019-10-11 13:14	-
	permutation_4412/	2019-10-11 13:15	-
	permutation_4413/	2019-10-11 13:14	-
	permutation_4414/	2019-10-11 13:15	-
	permutation_4415/	2019-10-11 13:14	-
	permutation_4416/	2019-10-11 13:14	-
	permutation_4417/	2019-10-11 13:15	-
	permutation_4418/	2019-10-11 13:16	-
	permutation_4419/	2019-10-11 13:15	-
	permutation_4420/	2019-10-11 13:13	-
	permutation_4421/	2019-10-11 13:15	-
	permutation_4422/	2019-10-11 13:15	-
	permutation_4423/	2019-10-11 13:16	-
	permutation_4424/	2019-10-11 13:14	-
	permutation_4425/	2019-10-11 13:16	-
	permutation_4426/	2019-10-11 13:16	-
	permutation_4427/	2019-10-11 13:14	-
	permutation_4428/	2019-10-11 13:15	-
	permutation_4429/	2019-10-11 13:14	-
	permutation_4430/	2019-10-11 13:15	-
	permutation_4431/	2019-10-11 13:13	-
	permutation_4432/	2019-10-11 13:16	-
	permutation_4433/	2019-10-11 13:15	-
	permutation_4434/	2019-10-11 13:15	-
	permutation_4435/	2019-10-11 13:14	-
	permutation_4436/	2019-10-11 13:14	-
	permutation_4437/	2019-10-11 13:15	-
	permutation_4438/	2019-10-11 13:14	-
	permutation_4439/	2019-10-11 13:14	-
	permutation_4440/	2019-10-11 13:15	-
	permutation_4441/	2019-10-11 13:15	-
	permutation_4442/	2019-10-11 13:15	-
	permutation_4443/	2019-10-11 13:14	-
	permutation_4444/	2019-10-11 13:15	-
	permutation_4445/	2019-10-11 13:14	-
	permutation_4446/	2019-10-11 13:15	-
	permutation_4447/	2019-10-11 13:14	-
	permutation_4448/	2019-10-11 13:14	-
	permutation_4449/	2019-10-11 13:16	-
	permutation_4450/	2019-10-11 13:14	-
	permutation_4451/	2019-10-11 13:13	-
	permutation_4452/	2019-10-11 13:15	-
	permutation_4453/	2019-10-11 13:14	-
	permutation_4454/	2019-10-11 13:16	-
	permutation_4455/	2019-10-11 13:15	-
	permutation_4456/	2019-10-11 13:14	-
	permutation_4457/	2019-10-11 13:15	-
	permutation_4458/	2019-10-11 13:14	-
	permutation_4459/	2019-10-11 13:14	-
	permutation_4460/	2019-10-11 13:15	-
	permutation_4461/	2019-10-11 13:14	-
	permutation_4462/	2019-10-11 13:16	-
	permutation_4463/	2019-10-11 13:14	-
	permutation_4464/	2019-10-11 13:14	-
	permutation_4465/	2019-10-11 13:14	-
	permutation_4466/	2019-10-11 13:14	-
	permutation_4467/	2019-10-11 13:15	-
	permutation_4468/	2019-10-11 13:15	-
	permutation_4469/	2019-10-11 13:14	-
	permutation_4470/	2019-10-11 13:16	-
	permutation_4471/	2019-10-11 13:16	-
	permutation_4472/	2019-10-11 13:15	-
	permutation_4473/	2019-10-11 13:16	-
	permutation_4474/	2019-10-11 13:15	-
	permutation_4475/	2019-10-11 13:14	-
	permutation_4476/	2019-10-11 13:16	-
	permutation_4477/	2019-10-11 13:15	-
	permutation_4478/	2019-10-11 13:14	-
	permutation_4479/	2019-10-11 13:15	-
	permutation_4480/	2019-10-11 13:15	-
	permutation_4481/	2019-10-11 13:14	-
	permutation_4482/	2019-10-11 13:14	-
	permutation_4483/	2019-10-11 13:14	-
	permutation_4484/	2019-10-11 13:14	-
	permutation_4485/	2019-10-11 13:15	-
	permutation_4486/	2019-10-11 13:14	-
	permutation_4487/	2019-10-11 13:13	-
	permutation_4488/	2019-10-11 13:15	-
	permutation_4489/	2019-10-11 13:15	-
	permutation_4490/	2019-10-11 13:14	-
	permutation_4491/	2019-10-11 13:14	-
	permutation_4492/	2019-10-11 13:16	-
	permutation_4493/	2019-10-11 13:14	-
	permutation_4494/	2019-10-11 13:16	-
	permutation_4495/	2019-10-11 13:15	-
	permutation_4496/	2019-10-11 13:15	-
	permutation_4497/	2019-10-11 13:15	-
	permutation_4498/	2019-10-11 13:14	-
	permutation_4499/	2019-10-11 13:15	-
	permutation_4500/	2019-10-11 13:14	-
	permutation_4501/	2019-10-11 13:15	-
	permutation_4502/	2019-10-11 13:15	-
	permutation_4503/	2019-10-11 13:14	-
	permutation_4504/	2019-10-11 13:16	-
	permutation_4505/	2019-10-11 13:14	-
	permutation_4506/	2019-10-11 13:14	-
	permutation_4507/	2019-10-11 13:14	-
	permutation_4508/	2019-10-11 13:14	-
	permutation_4509/	2019-10-11 13:15	-
	permutation_4510/	2019-10-11 13:15	-
	permutation_4511/	2019-10-11 13:14	-
	permutation_4512/	2019-10-11 13:13	-
	permutation_4513/	2019-10-11 13:13	-
	permutation_4514/	2019-10-11 13:15	-
	permutation_4515/	2019-10-11 13:16	-
	permutation_4516/	2019-10-11 13:14	-
	permutation_4517/	2019-10-11 13:15	-
	permutation_4518/	2019-10-11 13:14	-
	permutation_4519/	2019-10-11 13:16	-
	permutation_4520/	2019-10-11 13:14	-
	permutation_4521/	2019-10-11 13:15	-
	permutation_4522/	2019-10-11 13:14	-
	permutation_4523/	2019-10-11 13:14	-
	permutation_4524/	2019-10-11 13:13	-
	permutation_4525/	2019-10-11 13:13	-
	permutation_4526/	2019-10-11 13:15	-
	permutation_4527/	2019-10-11 13:16	-
	permutation_4528/	2019-10-11 13:16	-
	permutation_4529/	2019-10-11 13:14	-
	permutation_4530/	2019-10-11 13:14	-
	permutation_4531/	2019-10-11 13:14	-
	permutation_4532/	2019-10-11 13:16	-
	permutation_4533/	2019-10-11 13:14	-
	permutation_4534/	2019-10-11 13:15	-
	permutation_4535/	2019-10-11 13:14	-
	permutation_4536/	2019-10-11 13:13	-
	permutation_4537/	2019-10-11 13:15	-
	permutation_4538/	2019-10-11 13:15	-
	permutation_4539/	2019-10-11 13:15	-
	permutation_4540/	2019-10-11 13:15	-
	permutation_4541/	2019-10-11 13:15	-
	permutation_4542/	2019-10-11 13:15	-
	permutation_4543/	2019-10-11 13:15	-
	permutation_4544/	2019-10-11 13:15	-
	permutation_4545/	2019-10-11 13:13	-
	permutation_4546/	2019-10-11 13:14	-
	permutation_4547/	2019-10-11 13:14	-
	permutation_4548/	2019-10-11 13:14	-
	permutation_4549/	2019-10-11 13:15	-
	permutation_4550/	2019-10-11 13:15	-
	permutation_4551/	2019-10-11 13:14	-
	permutation_4552/	2019-10-11 13:16	-
	permutation_4553/	2019-10-11 13:15	-
	permutation_4554/	2019-10-11 13:14	-
	permutation_4555/	2019-10-11 13:16	-
	permutation_4556/	2019-10-11 13:13	-
	permutation_4557/	2019-10-11 13:14	-
	permutation_4558/	2019-10-11 13:15	-
	permutation_4559/	2019-10-11 13:13	-
	permutation_4560/	2019-10-11 13:14	-
	permutation_4561/	2019-10-11 13:13	-
	permutation_4562/	2019-10-11 13:14	-
	permutation_4563/	2019-10-11 13:15	-
	permutation_4564/	2019-10-11 13:15	-
	permutation_4565/	2019-10-11 13:15	-
	permutation_4566/	2019-10-11 13:13	-
	permutation_4567/	2019-10-11 13:14	-
	permutation_4568/	2019-10-11 13:16	-
	permutation_4569/	2019-10-11 13:15	-
	permutation_4570/	2019-10-11 13:14	-
	permutation_4571/	2019-10-11 13:14	-
	permutation_4572/	2019-10-11 13:14	-
	permutation_4573/	2019-10-11 13:15	-
	permutation_4574/	2019-10-11 13:15	-
	permutation_4575/	2019-10-11 13:15	-
	permutation_4576/	2019-10-11 13:15	-
	permutation_4577/	2019-10-11 13:15	-
	permutation_4578/	2019-10-11 13:13	-
	permutation_4579/	2019-10-11 13:15	-
	permutation_4580/	2019-10-11 13:15	-
	permutation_4581/	2019-10-11 13:15	-
	permutation_4582/	2019-10-11 13:13	-
	permutation_4583/	2019-10-11 13:15	-
	permutation_4584/	2019-10-11 13:14	-
	permutation_4585/	2019-10-11 13:15	-
	permutation_4586/	2019-10-11 13:14	-
	permutation_4587/	2019-10-11 13:14	-
	permutation_4588/	2019-10-11 13:13	-
	permutation_4589/	2019-10-11 13:16	-
	permutation_4590/	2019-10-11 13:14	-
	permutation_4591/	2019-10-11 13:14	-
	permutation_4592/	2019-10-11 13:14	-
	permutation_4593/	2019-10-11 13:14	-
	permutation_4594/	2019-10-11 13:15	-
	permutation_4595/	2019-10-11 13:16	-
	permutation_4596/	2019-10-11 13:15	-
	permutation_4597/	2019-10-11 13:15	-
	permutation_4598/	2019-10-11 13:14	-
	permutation_4599/	2019-10-11 13:16	-
	permutation_4600/	2019-10-11 13:14	-
	permutation_4601/	2019-10-11 13:14	-
	permutation_4602/	2019-10-11 13:15	-
	permutation_4603/	2019-10-11 13:14	-
	permutation_4604/	2019-10-11 13:13	-
	permutation_4605/	2019-10-11 13:15	-
	permutation_4606/	2019-10-11 13:13	-
	permutation_4607/	2019-10-11 13:15	-
	permutation_4608/	2019-10-11 13:14	-
	permutation_4609/	2019-10-11 13:15	-
	permutation_4610/	2019-10-11 13:14	-
	permutation_4611/	2019-10-11 13:14	-
	permutation_4612/	2019-10-11 13:15	-
	permutation_4613/	2019-10-11 13:13	-
	permutation_4614/	2019-10-11 13:16	-
	permutation_4615/	2019-10-11 13:15	-
	permutation_4616/	2019-10-11 13:16	-
	permutation_4617/	2019-10-11 13:14	-
	permutation_4618/	2019-10-11 13:15	-
	permutation_4619/	2019-10-11 13:16	-
	permutation_4620/	2019-10-11 13:14	-
	permutation_4621/	2019-10-11 13:15	-
	permutation_4622/	2019-10-11 13:15	-
	permutation_4623/	2019-10-11 13:15	-
	permutation_4624/	2019-10-11 13:14	-
	permutation_4625/	2019-10-11 13:14	-
	permutation_4626/	2019-10-11 13:15	-
	permutation_4627/	2019-10-11 13:14	-
	permutation_4628/	2019-10-11 13:16	-
	permutation_4629/	2019-10-11 13:14	-
	permutation_4630/	2019-10-11 13:14	-
	permutation_4631/	2019-10-11 13:15	-
	permutation_4632/	2019-10-11 13:15	-
	permutation_4633/	2019-10-11 13:14	-
	permutation_4634/	2019-10-11 13:13	-
	permutation_4635/	2019-10-11 13:15	-
	permutation_4636/	2019-10-11 13:13	-
	permutation_4637/	2019-10-11 13:13	-
	permutation_4638/	2019-10-11 13:15	-
	permutation_4639/	2019-10-11 13:13	-
	permutation_4640/	2019-10-11 13:16	-
	permutation_4641/	2019-10-11 13:13	-
	permutation_4642/	2019-10-11 13:15	-
	permutation_4643/	2019-10-11 13:15	-
	permutation_4644/	2019-10-11 13:15	-
	permutation_4645/	2019-10-11 13:14	-
	permutation_4646/	2019-10-11 13:15	-
	permutation_4647/	2019-10-11 13:14	-
	permutation_4648/	2019-10-11 13:14	-
	permutation_4649/	2019-10-11 13:14	-
	permutation_4650/	2019-10-11 13:15	-
	permutation_4651/	2019-10-11 13:14	-
	permutation_4652/	2019-10-11 13:16	-
	permutation_4653/	2019-10-11 13:15	-
	permutation_4654/	2019-10-11 13:14	-
	permutation_4655/	2019-10-11 13:15	-
	permutation_4656/	2019-10-11 13:13	-
	permutation_4657/	2019-10-11 13:13	-
	permutation_4658/	2019-10-11 13:15	-
	permutation_4659/	2019-10-11 13:13	-
	permutation_4660/	2019-10-11 13:14	-
	permutation_4661/	2019-10-11 13:15	-
	permutation_4662/	2019-10-11 13:13	-
	permutation_4663/	2019-10-11 13:15	-
	permutation_4664/	2019-10-11 13:16	-
	permutation_4665/	2019-10-11 13:14	-
	permutation_4666/	2019-10-11 13:15	-
	permutation_4667/	2019-10-11 13:14	-
	permutation_4668/	2019-10-11 13:15	-
	permutation_4669/	2019-10-11 13:14	-
	permutation_4670/	2019-10-11 13:15	-
	permutation_4671/	2019-10-11 13:14	-
	permutation_4672/	2019-10-11 13:14	-
	permutation_4673/	2019-10-11 13:13	-
	permutation_4674/	2019-10-11 13:16	-
	permutation_4675/	2019-10-11 13:14	-
	permutation_4676/	2019-10-11 13:13	-
	permutation_4677/	2019-10-11 13:15	-
	permutation_4678/	2019-10-11 13:16	-
	permutation_4679/	2019-10-11 13:15	-
	permutation_4680/	2019-10-11 13:16	-
	permutation_4681/	2019-10-11 13:15	-
	permutation_4682/	2019-10-11 13:13	-
	permutation_4683/	2019-10-11 13:14	-
	permutation_4684/	2019-10-11 13:14	-
	permutation_4685/	2019-10-11 13:16	-
	permutation_4686/	2019-10-11 13:15	-
	permutation_4687/	2019-10-11 13:14	-
	permutation_4688/	2019-10-11 13:15	-
	permutation_4689/	2019-10-11 13:14	-
	permutation_4690/	2019-10-11 13:14	-
	permutation_4691/	2019-10-11 13:15	-
	permutation_4692/	2019-10-11 13:15	-
	permutation_4693/	2019-10-11 13:14	-
	permutation_4694/	2019-10-11 13:15	-
	permutation_4695/	2019-10-11 13:13	-
	permutation_4696/	2019-10-11 13:16	-
	permutation_4697/	2019-10-11 13:16	-
	permutation_4698/	2019-10-11 13:14	-
	permutation_4699/	2019-10-11 13:16	-
	permutation_4700/	2019-10-11 13:14	-
	permutation_4701/	2019-10-11 13:14	-
	permutation_4702/	2019-10-11 13:14	-
	permutation_4703/	2019-10-11 13:16	-
	permutation_4704/	2019-10-11 13:14	-
	permutation_4705/	2019-10-11 13:15	-
	permutation_4706/	2019-10-11 13:13	-
	permutation_4707/	2019-10-11 13:15	-
	permutation_4708/	2019-10-11 13:14	-
	permutation_4709/	2019-10-11 13:15	-
	permutation_4710/	2019-10-11 13:16	-
	permutation_4711/	2019-10-11 13:16	-
	permutation_4712/	2019-10-11 13:14	-
	permutation_4713/	2019-10-11 13:15	-
	permutation_4714/	2019-10-11 13:14	-
	permutation_4715/	2019-10-11 13:13	-
	permutation_4716/	2019-10-11 13:15	-
	permutation_4717/	2019-10-11 13:14	-
	permutation_4718/	2019-10-11 13:13	-
	permutation_4719/	2019-10-11 13:13	-
	permutation_4720/	2019-10-11 13:14	-
	permutation_4721/	2019-10-11 13:15	-
	permutation_4722/	2019-10-11 13:14	-
	permutation_4723/	2019-10-11 13:14	-
	permutation_4724/	2019-10-11 13:15	-
	permutation_4725/	2019-10-11 13:16	-
	permutation_4726/	2019-10-11 13:13	-
	permutation_4727/	2019-10-11 13:15	-
	permutation_4728/	2019-10-11 13:13	-
	permutation_4729/	2019-10-11 13:15	-
	permutation_4730/	2019-10-11 13:15	-
	permutation_4731/	2019-10-11 13:15	-
	permutation_4732/	2019-10-11 13:15	-
	permutation_4733/	2019-10-11 13:15	-
	permutation_4734/	2019-10-11 13:14	-
	permutation_4735/	2019-10-11 13:14	-
	permutation_4736/	2019-10-11 13:13	-
	permutation_4737/	2019-10-11 13:13	-
	permutation_4738/	2019-10-11 13:14	-
	permutation_4739/	2019-10-11 13:13	-
	permutation_4740/	2019-10-11 13:14	-
	permutation_4741/	2019-10-11 13:16	-
	permutation_4742/	2019-10-11 13:14	-
	permutation_4743/	2019-10-11 13:13	-
	permutation_4744/	2019-10-11 13:15	-
	permutation_4745/	2019-10-11 13:14	-
	permutation_4746/	2019-10-11 13:15	-
	permutation_4747/	2019-10-11 13:14	-
	permutation_4748/	2019-10-11 13:16	-
	permutation_4749/	2019-10-11 13:15	-
	permutation_4750/	2019-10-11 13:16	-
	permutation_4751/	2019-10-11 13:14	-
	permutation_4752/	2019-10-11 13:15	-
	permutation_4753/	2019-10-11 13:16	-
	permutation_4754/	2019-10-11 13:14	-
	permutation_4755/	2019-10-11 13:15	-
	permutation_4756/	2019-10-11 13:14	-
	permutation_4757/	2019-10-11 13:15	-
	permutation_4758/	2019-10-11 13:14	-
	permutation_4759/	2019-10-11 13:13	-
	permutation_4760/	2019-10-11 13:15	-
	permutation_4761/	2019-10-11 13:15	-
	permutation_4762/	2019-10-11 13:14	-
	permutation_4763/	2019-10-11 13:14	-
	permutation_4764/	2019-10-11 13:13	-
	permutation_4765/	2019-10-11 13:14	-
	permutation_4766/	2019-10-11 13:13	-
	permutation_4767/	2019-10-11 13:15	-
	permutation_4768/	2019-10-11 13:15	-
	permutation_4769/	2019-10-11 13:15	-
	permutation_4770/	2019-10-11 13:16	-
	permutation_4771/	2019-10-11 13:14	-
	permutation_4772/	2019-10-11 13:15	-
	permutation_4773/	2019-10-11 13:15	-
	permutation_4774/	2019-10-11 13:14	-
	permutation_4775/	2019-10-11 13:16	-
	permutation_4776/	2019-10-11 13:15	-
	permutation_4777/	2019-10-11 13:14	-
	permutation_4778/	2019-10-11 13:14	-
	permutation_4779/	2019-10-11 13:14	-
	permutation_4780/	2019-10-11 13:14	-
	permutation_4781/	2019-10-11 13:15	-
	permutation_4782/	2019-10-11 13:13	-
	permutation_4783/	2019-10-11 13:15	-
	permutation_4784/	2019-10-11 13:13	-
	permutation_4785/	2019-10-11 13:15	-
	permutation_4786/	2019-10-11 13:15	-
	permutation_4787/	2019-10-11 13:16	-
	permutation_4788/	2019-10-11 13:15	-
	permutation_4789/	2019-10-11 13:14	-
	permutation_4790/	2019-10-11 13:15	-
	permutation_4791/	2019-10-11 13:14	-
	permutation_4792/	2019-10-11 13:16	-
	permutation_4793/	2019-10-11 13:15	-
	permutation_4794/	2019-10-11 13:15	-
	permutation_4795/	2019-10-11 13:14	-
	permutation_4796/	2019-10-11 13:14	-
	permutation_4797/	2019-10-11 13:15	-
	permutation_4798/	2019-10-11 13:14	-
	permutation_4799/	2019-10-11 13:14	-
	permutation_4800/	2019-10-11 13:15	-
	permutation_4801/	2019-10-11 13:15	-
	permutation_4802/	2019-10-11 13:14	-
	permutation_4803/	2019-10-11 13:15	-
	permutation_4804/	2019-10-11 13:14	-
	permutation_4805/	2019-10-11 13:15	-
	permutation_4806/	2019-10-11 13:14	-
	permutation_4807/	2019-10-11 13:15	-
	permutation_4808/	2019-10-11 13:16	-
	permutation_4809/	2019-10-11 13:15	-
	permutation_4810/	2019-10-11 13:14	-
	permutation_4811/	2019-10-11 13:16	-
	permutation_4812/	2019-10-11 13:14	-
	permutation_4813/	2019-10-11 13:15	-
	permutation_4814/	2019-10-11 13:15	-
	permutation_4815/	2019-10-11 13:14	-
	permutation_4816/	2019-10-11 13:15	-
	permutation_4817/	2019-10-11 13:15	-
	permutation_4818/	2019-10-11 13:15	-
	permutation_4819/	2019-10-11 13:14	-
	permutation_4820/	2019-10-11 13:14	-
	permutation_4821/	2019-10-11 13:15	-
	permutation_4822/	2019-10-11 13:14	-
	permutation_4823/	2019-10-11 13:14	-
	permutation_4824/	2019-10-11 13:15	-
	permutation_4825/	2019-10-11 13:16	-
	permutation_4826/	2019-10-11 13:14	-
	permutation_4827/	2019-10-11 13:15	-
	permutation_4828/	2019-10-11 13:13	-
	permutation_4829/	2019-10-11 13:15	-
	permutation_4830/	2019-10-11 13:15	-
	permutation_4831/	2019-10-11 13:14	-
	permutation_4832/	2019-10-11 13:15	-
	permutation_4833/	2019-10-11 13:16	-
	permutation_4834/	2019-10-11 13:13	-
	permutation_4835/	2019-10-11 13:14	-
	permutation_4836/	2019-10-11 13:14	-
	permutation_4837/	2019-10-11 13:14	-
	permutation_4838/	2019-10-11 13:15	-
	permutation_4839/	2019-10-11 13:14	-
	permutation_4840/	2019-10-11 13:14	-
	permutation_4841/	2019-10-11 13:14	-
	permutation_4842/	2019-10-11 13:14	-
	permutation_4843/	2019-10-11 13:16	-
	permutation_4844/	2019-10-11 13:15	-
	permutation_4845/	2019-10-11 13:14	-
	permutation_4846/	2019-10-11 13:15	-
	permutation_4847/	2019-10-11 13:16	-
	permutation_4848/	2019-10-11 13:16	-
	permutation_4849/	2019-10-11 13:16	-
	permutation_4850/	2019-10-11 13:13	-
	permutation_4851/	2019-10-11 13:14	-
	permutation_4852/	2019-10-11 13:16	-
	permutation_4853/	2019-10-11 13:16	-
	permutation_4854/	2019-10-11 13:13	-
	permutation_4855/	2019-10-11 13:16	-
	permutation_4856/	2019-10-11 13:15	-
	permutation_4857/	2019-10-11 13:15	-
	permutation_4858/	2019-10-11 13:14	-
	permutation_4859/	2019-10-11 13:15	-
	permutation_4860/	2019-10-11 13:14	-
	permutation_4861/	2019-10-11 13:13	-
	permutation_4862/	2019-10-11 13:15	-
	permutation_4863/	2019-10-11 13:14	-
	permutation_4864/	2019-10-11 13:16	-
	permutation_4865/	2019-10-11 13:14	-
	permutation_4866/	2019-10-11 13:14	-
	permutation_4867/	2019-10-11 13:15	-
	permutation_4868/	2019-10-11 13:16	-
	permutation_4869/	2019-10-11 13:15	-
	permutation_4870/	2019-10-11 13:13	-
	permutation_4871/	2019-10-11 13:14	-
	permutation_4872/	2019-10-11 13:14	-
	permutation_4873/	2019-10-11 13:15	-
	permutation_4874/	2019-10-11 13:13	-
	permutation_4875/	2019-10-11 13:14	-
	permutation_4876/	2019-10-11 13:14	-
	permutation_4877/	2019-10-11 13:13	-
	permutation_4878/	2019-10-11 13:14	-
	permutation_4879/	2019-10-11 13:13	-
	permutation_4880/	2019-10-11 13:14	-
	permutation_4881/	2019-10-11 13:14	-
	permutation_4882/	2019-10-11 13:15	-
	permutation_4883/	2019-10-11 13:14	-
	permutation_4884/	2019-10-11 13:14	-
	permutation_4885/	2019-10-11 13:14	-
	permutation_4886/	2019-10-11 13:15	-
	permutation_4887/	2019-10-11 13:13	-
	permutation_4888/	2019-10-11 13:14	-
	permutation_4889/	2019-10-11 13:14	-
	permutation_4890/	2019-10-11 13:14	-
	permutation_4891/	2019-10-11 13:14	-
	permutation_4892/	2019-10-11 13:15	-
	permutation_4893/	2019-10-11 13:14	-
	permutation_4894/	2019-10-11 13:15	-
	permutation_4895/	2019-10-11 13:14	-
	permutation_4896/	2019-10-11 13:13	-
	permutation_4897/	2019-10-11 13:14	-
	permutation_4898/	2019-10-11 13:14	-
	permutation_4899/	2019-10-11 13:14	-
	permutation_4900/	2019-10-11 13:15	-
	permutation_4901/	2019-10-11 13:14	-
	permutation_4902/	2019-10-11 13:15	-
	permutation_4903/	2019-10-11 13:16	-
	permutation_4904/	2019-10-11 13:14	-
	permutation_4905/	2019-10-11 13:14	-
	permutation_4906/	2019-10-11 13:14	-
	permutation_4907/	2019-10-11 13:16	-
	permutation_4908/	2019-10-11 13:14	-
	permutation_4909/	2019-10-11 13:14	-
	permutation_4910/	2019-10-11 13:14	-
	permutation_4911/	2019-10-11 13:15	-
	permutation_4912/	2019-10-11 13:14	-
	permutation_4913/	2019-10-11 13:15	-
	permutation_4914/	2019-10-11 13:15	-
	permutation_4915/	2019-10-11 13:14	-
	permutation_4916/	2019-10-11 13:15	-
	permutation_4917/	2019-10-11 13:14	-
	permutation_4918/	2019-10-11 13:15	-
	permutation_4919/	2019-10-11 13:14	-
	permutation_4920/	2019-10-11 13:14	-
	permutation_4921/	2019-10-11 13:14	-
	permutation_4922/	2019-10-11 13:16	-
	permutation_4923/	2019-10-11 13:15	-
	permutation_4924/	2019-10-11 13:15	-
	permutation_4925/	2019-10-11 13:15	-
	permutation_4926/	2019-10-11 13:15	-
	permutation_4927/	2019-10-11 13:15	-
	permutation_4928/	2019-10-11 13:14	-
	permutation_4929/	2019-10-11 13:14	-
	permutation_4930/	2019-10-11 13:16	-
	permutation_4931/	2019-10-11 13:14	-
	permutation_4932/	2019-10-11 13:16	-
	permutation_4933/	2019-10-11 13:15	-
	permutation_4934/	2019-10-11 13:13	-
	permutation_4935/	2019-10-11 13:14	-
	permutation_4936/	2019-10-11 13:15	-
	permutation_4937/	2019-10-11 13:14	-
	permutation_4938/	2019-10-11 13:15	-
	permutation_4939/	2019-10-11 13:14	-
	permutation_4940/	2019-10-11 13:15	-
	permutation_4941/	2019-10-11 13:16	-
	permutation_4942/	2019-10-11 13:15	-
	permutation_4943/	2019-10-11 13:14	-
	permutation_4944/	2019-10-11 13:15	-
	permutation_4945/	2019-10-11 13:14	-
	permutation_4946/	2019-10-11 13:15	-
	permutation_4947/	2019-10-11 13:14	-
	permutation_4948/	2019-10-11 13:14	-
	permutation_4949/	2019-10-11 13:15	-
	permutation_4950/	2019-10-11 13:15	-
	permutation_4951/	2019-10-11 13:14	-
	permutation_4952/	2019-10-11 13:13	-
	permutation_4953/	2019-10-11 13:15	-
	permutation_4954/	2019-10-11 13:14	-
	permutation_4955/	2019-10-11 13:14	-
	permutation_4956/	2019-10-11 13:15	-
	permutation_4957/	2019-10-11 13:15	-
	permutation_4958/	2019-10-11 13:15	-
	permutation_4959/	2019-10-11 13:15	-
	permutation_4960/	2019-10-11 13:14	-
	permutation_4961/	2019-10-11 13:13	-
	permutation_4962/	2019-10-11 13:14	-
	permutation_4963/	2019-10-11 13:15	-
	permutation_4964/	2019-10-11 13:16	-
	permutation_4965/	2019-10-11 13:15	-
	permutation_4966/	2019-10-11 13:14	-
	permutation_4967/	2019-10-11 13:14	-
	permutation_4968/	2019-10-11 13:16	-
	permutation_4969/	2019-10-11 13:15	-
	permutation_4970/	2019-10-11 13:15	-
	permutation_4971/	2019-10-11 13:15	-
	permutation_4972/	2019-10-11 13:14	-
	permutation_4973/	2019-10-11 13:14	-
	permutation_4974/	2019-10-11 13:14	-
	permutation_4975/	2019-10-11 13:14	-
	permutation_4976/	2019-10-11 13:14	-
	permutation_4977/	2019-10-11 13:14	-
	permutation_4978/	2019-10-11 13:16	-
	permutation_4979/	2019-10-11 13:14	-
	permutation_4980/	2019-10-11 13:13	-
	permutation_4981/	2019-10-11 13:13	-
	permutation_4982/	2019-10-11 13:15	-
	permutation_4983/	2019-10-11 13:13	-
	permutation_4984/	2019-10-11 13:15	-
	permutation_4985/	2019-10-11 13:14	-
	permutation_4986/	2019-10-11 13:16	-
	permutation_4987/	2019-10-11 13:15	-
	permutation_4988/	2019-10-11 13:15	-
	permutation_4989/	2019-10-11 13:15	-
	permutation_4990/	2019-10-11 13:14	-
	permutation_4991/	2019-10-11 13:15	-
	permutation_4992/	2019-10-11 13:15	-
	permutation_4993/	2019-10-11 13:14	-
	permutation_4994/	2019-10-11 13:14	-
	permutation_4995/	2019-10-11 13:14	-
	permutation_4996/	2019-10-11 13:16	-
	permutation_4997/	2019-10-11 13:15	-
	permutation_4998/	2019-10-11 13:14	-
	permutation_4999/	2019-10-11 13:16	-
	permutation_5000/	2019-10-11 13:15	-
	permutation_5001/	2019-10-11 13:14	-
	permutation_5002/	2019-10-11 13:13	-
	permutation_5003/	2019-10-11 13:15	-
	permutation_5004/	2019-10-11 13:14	-
	permutation_5005/	2019-10-11 13:15	-
	permutation_5006/	2019-10-11 13:14	-
	permutation_5007/	2019-10-11 13:16	-
	permutation_5008/	2019-10-11 13:15	-
	permutation_5009/	2019-10-11 13:14	-
	permutation_5010/	2019-10-11 13:14	-
	permutation_5011/	2019-10-11 13:14	-
	permutation_5012/	2019-10-11 13:14	-
	permutation_5013/	2019-10-11 13:14	-
	permutation_5014/	2019-10-11 13:14	-
	permutation_5015/	2019-10-11 13:15	-
	permutation_5016/	2019-10-11 13:15	-
	permutation_5017/	2019-10-11 13:16	-
	permutation_5018/	2019-10-11 13:14	-
	permutation_5019/	2019-10-11 13:16	-
	permutation_5020/	2019-10-11 13:16	-
	permutation_5021/	2019-10-11 13:15	-
	permutation_5022/	2019-10-11 13:16	-
	permutation_5023/	2019-10-11 13:14	-
	permutation_5024/	2019-10-11 13:15	-
	permutation_5025/	2019-10-11 13:16	-
	permutation_5026/	2019-10-11 13:14	-
	permutation_5027/	2019-10-11 13:14	-
	permutation_5028/	2019-10-11 13:16	-
	permutation_5029/	2019-10-11 13:16	-
	permutation_5030/	2019-10-11 13:15	-
	permutation_5031/	2019-10-11 13:14	-
	permutation_5032/	2019-10-11 13:15	-
	permutation_5033/	2019-10-11 13:14	-
	permutation_5034/	2019-10-11 13:16	-
	permutation_5035/	2019-10-11 13:15	-
	permutation_5036/	2019-10-11 13:14	-
	permutation_5037/	2019-10-11 13:15	-
	permutation_5038/	2019-10-11 13:13	-
	permutation_5039/	2019-10-11 13:15	-
	permutation_5040/	2019-10-11 13:15	-
	permutation_5041/	2019-10-11 13:15	-
	permutation_5042/	2019-10-11 13:15	-
	permutation_5043/	2019-10-11 13:14	-
	permutation_5044/	2019-10-11 13:13	-
	permutation_5045/	2019-10-11 13:15	-
	permutation_5046/	2019-10-11 13:14	-
	permutation_5047/	2019-10-11 13:14	-
	permutation_5048/	2019-10-11 13:14	-
	permutation_5049/	2019-10-11 13:13	-
	permutation_5050/	2019-10-11 13:13	-
	permutation_5051/	2019-10-11 13:16	-
	permutation_5052/	2019-10-11 13:14	-
	permutation_5053/	2019-10-11 13:13	-
	permutation_5054/	2019-10-11 13:15	-
	permutation_5055/	2019-10-11 13:13	-
	permutation_5056/	2019-10-11 13:15	-
	permutation_5057/	2019-10-11 13:14	-
	permutation_5058/	2019-10-11 13:14	-
	permutation_5059/	2019-10-11 13:14	-
	permutation_5060/	2019-10-11 13:15	-
	permutation_5061/	2019-10-11 13:15	-
	permutation_5062/	2019-10-11 13:16	-
	permutation_5063/	2019-10-11 13:16	-
	permutation_5064/	2019-10-11 13:14	-
	permutation_5065/	2019-10-11 13:15	-
	permutation_5066/	2019-10-11 13:14	-
	permutation_5067/	2019-10-11 13:16	-
	permutation_5068/	2019-10-11 13:14	-
	permutation_5069/	2019-10-11 13:14	-
	permutation_5070/	2019-10-11 13:14	-
	permutation_5071/	2019-10-11 13:15	-
	permutation_5072/	2019-10-11 13:13	-
	permutation_5073/	2019-10-11 13:13	-
	permutation_5074/	2019-10-11 13:13	-
	permutation_5075/	2019-10-11 13:14	-
	permutation_5076/	2019-10-11 13:16	-
	permutation_5077/	2019-10-11 13:15	-
	permutation_5078/	2019-10-11 13:15	-
	permutation_5079/	2019-10-11 13:15	-
	permutation_5080/	2019-10-11 13:16	-
	permutation_5081/	2019-10-11 13:14	-
	permutation_5082/	2019-10-11 13:16	-
	permutation_5083/	2019-10-11 13:15	-
	permutation_5084/	2019-10-11 13:15	-
	permutation_5085/	2019-10-11 13:13	-
	permutation_5086/	2019-10-11 13:15	-
	permutation_5087/	2019-10-11 13:14	-
	permutation_5088/	2019-10-11 13:15	-
	permutation_5089/	2019-10-11 13:16	-
	permutation_5090/	2019-10-11 13:14	-
	permutation_5091/	2019-10-11 13:15	-
	permutation_5092/	2019-10-11 13:15	-
	permutation_5093/	2019-10-11 13:14	-
	permutation_5094/	2019-10-11 13:14	-
	permutation_5095/	2019-10-11 13:16	-
	permutation_5096/	2019-10-11 13:14	-
	permutation_5097/	2019-10-11 13:15	-
	permutation_5098/	2019-10-11 13:14	-
	permutation_5099/	2019-10-11 13:16	-
	permutation_5100/	2019-10-11 13:14	-
	permutation_5101/	2019-10-11 13:15	-
	permutation_5102/	2019-10-11 13:13	-
	permutation_5103/	2019-10-11 13:13	-
	permutation_5104/	2019-10-11 13:15	-
	permutation_5105/	2019-10-11 13:15	-
	permutation_5106/	2019-10-11 13:15	-
	permutation_5107/	2019-10-11 13:16	-
	permutation_5108/	2019-10-11 13:15	-
	permutation_5109/	2019-10-11 13:15	-
	permutation_5110/	2019-10-11 13:14	-
	permutation_5111/	2019-10-11 13:14	-
	permutation_5112/	2019-10-11 13:15	-
	permutation_5113/	2019-10-11 13:14	-
	permutation_5114/	2019-10-11 13:13	-
	permutation_5115/	2019-10-11 13:13	-
	permutation_5116/	2019-10-11 13:16	-
	permutation_5117/	2019-10-11 13:15	-
	permutation_5118/	2019-10-11 13:15	-
	permutation_5119/	2019-10-11 13:15	-
	permutation_5120/	2019-10-11 13:14	-
	permutation_5121/	2019-10-11 13:15	-
	permutation_5122/	2019-10-11 13:14	-
	permutation_5123/	2019-10-11 13:15	-
	permutation_5124/	2019-10-11 13:15	-
	permutation_5125/	2019-10-11 13:13	-
	permutation_5126/	2019-10-11 13:15	-
	permutation_5127/	2019-10-11 13:14	-
	permutation_5128/	2019-10-11 13:15	-
	permutation_5129/	2019-10-11 13:14	-
	permutation_5130/	2019-10-11 13:16	-
	permutation_5131/	2019-10-11 13:15	-
	permutation_5132/	2019-10-11 13:14	-
	permutation_5133/	2019-10-11 13:15	-
	permutation_5134/	2019-10-11 13:13	-
	permutation_5135/	2019-10-11 13:15	-
	permutation_5136/	2019-10-11 13:15	-
	permutation_5137/	2019-10-11 13:16	-
	permutation_5138/	2019-10-11 13:14	-
	permutation_5139/	2019-10-11 13:14	-
	permutation_5140/	2019-10-11 13:16	-
	permutation_5141/	2019-10-11 13:14	-
	permutation_5142/	2019-10-11 13:15	-
	permutation_5143/	2019-10-11 13:14	-
	permutation_5144/	2019-10-11 13:13	-
	permutation_5145/	2019-10-11 13:14	-
	permutation_5146/	2019-10-11 13:15	-
	permutation_5147/	2019-10-11 13:14	-
	permutation_5148/	2019-10-11 13:14	-
	permutation_5149/	2019-10-11 13:14	-
	permutation_5150/	2019-10-11 13:14	-
	permutation_5151/	2019-10-11 13:13	-
	permutation_5152/	2019-10-11 13:15	-
	permutation_5153/	2019-10-11 13:14	-
	permutation_5154/	2019-10-11 13:14	-
	permutation_5155/	2019-10-11 13:14	-
	permutation_5156/	2019-10-11 13:16	-
	permutation_5157/	2019-10-11 13:14	-
	permutation_5158/	2019-10-11 13:13	-
	permutation_5159/	2019-10-11 13:15	-
	permutation_5160/	2019-10-11 13:15	-
	permutation_5161/	2019-10-11 13:16	-
	permutation_5162/	2019-10-11 13:13	-
	permutation_5163/	2019-10-11 13:16	-
	permutation_5164/	2019-10-11 13:15	-
	permutation_5165/	2019-10-11 13:14	-
	permutation_5166/	2019-10-11 13:14	-
	permutation_5167/	2019-10-11 13:15	-
	permutation_5168/	2019-10-11 13:14	-
	permutation_5169/	2019-10-11 13:14	-
	permutation_5170/	2019-10-11 13:14	-
	permutation_5171/	2019-10-11 13:16	-
	permutation_5172/	2019-10-11 13:14	-
	permutation_5173/	2019-10-11 13:14	-
	permutation_5174/	2019-10-11 13:13	-
	permutation_5175/	2019-10-11 13:14	-
	permutation_5176/	2019-10-11 13:14	-
	permutation_5177/	2019-10-11 13:15	-
	permutation_5178/	2019-10-11 13:15	-
	permutation_5179/	2019-10-11 13:16	-
	permutation_5180/	2019-10-11 13:16	-
	permutation_5181/	2019-10-11 13:14	-
	permutation_5182/	2019-10-11 13:16	-
	permutation_5183/	2019-10-11 13:14	-
	permutation_5184/	2019-10-11 13:14	-
	permutation_5185/	2019-10-11 13:14	-
	permutation_5186/	2019-10-11 13:15	-
	permutation_5187/	2019-10-11 13:14	-
	permutation_5188/	2019-10-11 13:15	-
	permutation_5189/	2019-10-11 13:14	-
	permutation_5190/	2019-10-11 13:14	-
	permutation_5191/	2019-10-11 13:15	-
	permutation_5192/	2019-10-11 13:15	-
	permutation_5193/	2019-10-11 13:14	-
	permutation_5194/	2019-10-11 13:14	-
	permutation_5195/	2019-10-11 13:14	-
	permutation_5196/	2019-10-11 13:14	-
	permutation_5197/	2019-10-11 13:14	-
	permutation_5198/	2019-10-11 13:14	-
	permutation_5199/	2019-10-11 13:15	-
	permutation_5200/	2019-10-11 13:13	-
	permutation_5201/	2019-10-11 13:14	-
	permutation_5202/	2019-10-11 13:13	-
	permutation_5203/	2019-10-11 13:13	-
	permutation_5204/	2019-10-11 13:14	-
	permutation_5205/	2019-10-11 13:15	-
	permutation_5206/	2019-10-11 13:15	-
	permutation_5207/	2019-10-11 13:13	-
	permutation_5208/	2019-10-11 13:16	-
	permutation_5209/	2019-10-11 13:15	-
	permutation_5210/	2019-10-11 13:15	-
	permutation_5211/	2019-10-11 13:16	-
	permutation_5212/	2019-10-11 13:15	-
	permutation_5213/	2019-10-11 13:14	-
	permutation_5214/	2019-10-11 13:15	-
	permutation_5215/	2019-10-11 13:15	-
	permutation_5216/	2019-10-11 13:13	-
	permutation_5217/	2019-10-11 13:14	-
	permutation_5218/	2019-10-11 13:15	-
	permutation_5219/	2019-10-11 13:13	-
	permutation_5220/	2019-10-11 13:14	-
	permutation_5221/	2019-10-11 13:15	-
	permutation_5222/	2019-10-11 13:14	-
	permutation_5223/	2019-10-11 13:16	-
	permutation_5224/	2019-10-11 13:14	-
	permutation_5225/	2019-10-11 13:14	-
	permutation_5226/	2019-10-11 13:16	-
	permutation_5227/	2019-10-11 13:14	-
	permutation_5228/	2019-10-11 13:15	-
	permutation_5229/	2019-10-11 13:14	-
	permutation_5230/	2019-10-11 13:16	-
	permutation_5231/	2019-10-11 13:14	-
	permutation_5232/	2019-10-11 13:15	-
	permutation_5233/	2019-10-11 13:15	-
	permutation_5234/	2019-10-11 13:15	-
	permutation_5235/	2019-10-11 13:15	-
	permutation_5236/	2019-10-11 13:14	-
	permutation_5237/	2019-10-11 13:15	-
	permutation_5238/	2019-10-11 13:14	-
	permutation_5239/	2019-10-11 13:16	-
	permutation_5240/	2019-10-11 13:15	-
	permutation_5241/	2019-10-11 13:15	-
	permutation_5242/	2019-10-11 13:14	-
	permutation_5243/	2019-10-11 13:14	-
	permutation_5244/	2019-10-11 13:15	-
	permutation_5245/	2019-10-11 13:13	-
	permutation_5246/	2019-10-11 13:16	-
	permutation_5247/	2019-10-11 13:14	-
	permutation_5248/	2019-10-11 13:16	-
	permutation_5249/	2019-10-11 13:15	-
	permutation_5250/	2019-10-11 13:13	-
	permutation_5251/	2019-10-11 13:15	-
	permutation_5252/	2019-10-11 13:15	-
	permutation_5253/	2019-10-11 13:13	-
	permutation_5254/	2019-10-11 13:14	-
	permutation_5255/	2019-10-11 13:14	-
	permutation_5256/	2019-10-11 13:15	-
	permutation_5257/	2019-10-11 13:14	-
	permutation_5258/	2019-10-11 13:14	-
	permutation_5259/	2019-10-11 13:16	-
	permutation_5260/	2019-10-11 13:15	-
	permutation_5261/	2019-10-11 13:14	-
	permutation_5262/	2019-10-11 13:14	-
	permutation_5263/	2019-10-11 13:15	-
	permutation_5264/	2019-10-11 13:16	-
	permutation_5265/	2019-10-11 13:16	-
	permutation_5266/	2019-10-11 13:15	-
	permutation_5267/	2019-10-11 13:15	-
	permutation_5268/	2019-10-11 13:15	-
	permutation_5269/	2019-10-11 13:14	-
	permutation_5270/	2019-10-11 13:16	-
	permutation_5271/	2019-10-11 13:15	-
	permutation_5272/	2019-10-11 13:15	-
	permutation_5273/	2019-10-11 13:14	-
	permutation_5274/	2019-10-11 13:15	-
	permutation_5275/	2019-10-11 13:14	-
	permutation_5276/	2019-10-11 13:15	-
	permutation_5277/	2019-10-11 13:14	-
	permutation_5278/	2019-10-11 13:14	-
	permutation_5279/	2019-10-11 13:16	-
	permutation_5280/	2019-10-11 13:15	-
	permutation_5281/	2019-10-11 13:14	-
	permutation_5282/	2019-10-11 13:14	-
	permutation_5283/	2019-10-11 13:14	-
	permutation_5284/	2019-10-11 13:14	-
	permutation_5285/	2019-10-11 13:14	-
	permutation_5286/	2019-10-11 13:14	-
	permutation_5287/	2019-10-11 13:16	-
	permutation_5288/	2019-10-11 13:16	-
	permutation_5289/	2019-10-11 13:14	-
	permutation_5290/	2019-10-11 13:15	-
	permutation_5291/	2019-10-11 13:14	-
	permutation_5292/	2019-10-11 13:15	-
	permutation_5293/	2019-10-11 13:14	-
	permutation_5294/	2019-10-11 13:15	-
	permutation_5295/	2019-10-11 13:15	-
	permutation_5296/	2019-10-11 13:14	-
	permutation_5297/	2019-10-11 13:14	-
	permutation_5298/	2019-10-11 13:14	-
	permutation_5299/	2019-10-11 13:15	-
	permutation_5300/	2019-10-11 13:14	-
	permutation_5301/	2019-10-11 13:14	-
	permutation_5302/	2019-10-11 13:14	-
	permutation_5303/	2019-10-11 13:14	-
	permutation_5304/	2019-10-11 13:15	-
	permutation_5305/	2019-10-11 13:15	-
	permutation_5306/	2019-10-11 13:15	-
	permutation_5307/	2019-10-11 13:14	-
	permutation_5308/	2019-10-11 13:15	-
	permutation_5309/	2019-10-11 13:15	-
	permutation_5310/	2019-10-11 13:14	-
	permutation_5311/	2019-10-11 13:13	-
	permutation_5312/	2019-10-11 13:15	-
	permutation_5313/	2019-10-11 13:15	-
	permutation_5314/	2019-10-11 13:14	-
	permutation_5315/	2019-10-11 13:15	-
	permutation_5316/	2019-10-11 13:14	-
	permutation_5317/	2019-10-11 13:15	-
	permutation_5318/	2019-10-11 13:14	-
	permutation_5319/	2019-10-11 13:14	-
	permutation_5320/	2019-10-11 13:14	-
	permutation_5321/	2019-10-11 13:15	-
	permutation_5322/	2019-10-11 13:14	-
	permutation_5323/	2019-10-11 13:13	-
	permutation_5324/	2019-10-11 13:14	-
	permutation_5325/	2019-10-11 13:14	-
	permutation_5326/	2019-10-11 13:13	-
	permutation_5327/	2019-10-11 13:16	-
	permutation_5328/	2019-10-11 13:15	-
	permutation_5329/	2019-10-11 13:14	-
	permutation_5330/	2019-10-11 13:15	-
	permutation_5331/	2019-10-11 13:14	-
	permutation_5332/	2019-10-11 13:13	-
	permutation_5333/	2019-10-11 13:14	-
	permutation_5334/	2019-10-11 13:16	-
	permutation_5335/	2019-10-11 13:15	-
	permutation_5336/	2019-10-11 13:15	-
	permutation_5337/	2019-10-11 13:13	-
	permutation_5338/	2019-10-11 13:14	-
	permutation_5339/	2019-10-11 13:14	-
	permutation_5340/	2019-10-11 13:13	-
	permutation_5341/	2019-10-11 13:15	-
	permutation_5342/	2019-10-11 13:15	-
	permutation_5343/	2019-10-11 13:15	-
	permutation_5344/	2019-10-11 13:14	-
	permutation_5345/	2019-10-11 13:13	-
	permutation_5346/	2019-10-11 13:15	-
	permutation_5347/	2019-10-11 13:15	-
	permutation_5348/	2019-10-11 13:14	-
	permutation_5349/	2019-10-11 13:15	-
	permutation_5350/	2019-10-11 13:14	-
	permutation_5351/	2019-10-11 13:13	-
	permutation_5352/	2019-10-11 13:15	-
	permutation_5353/	2019-10-11 13:14	-
	permutation_5354/	2019-10-11 13:15	-
	permutation_5355/	2019-10-11 13:14	-
	permutation_5356/	2019-10-11 13:14	-
	permutation_5357/	2019-10-11 13:14	-
	permutation_5358/	2019-10-11 13:15	-
	permutation_5359/	2019-10-11 13:15	-
	permutation_5360/	2019-10-11 13:15	-
	permutation_5361/	2019-10-11 13:15	-
	permutation_5362/	2019-10-11 13:14	-
	permutation_5363/	2019-10-11 13:15	-
	permutation_5364/	2019-10-11 13:14	-
	permutation_5365/	2019-10-11 13:16	-
	permutation_5366/	2019-10-11 13:14	-
	permutation_5367/	2019-10-11 13:15	-
	permutation_5368/	2019-10-11 13:15	-
	permutation_5369/	2019-10-11 13:14	-
	permutation_5370/	2019-10-11 13:13	-
	permutation_5371/	2019-10-11 13:14	-
	permutation_5372/	2019-10-11 13:14	-
	permutation_5373/	2019-10-11 13:16	-
	permutation_5374/	2019-10-11 13:16	-
	permutation_5375/	2019-10-11 13:14	-
	permutation_5376/	2019-10-11 13:15	-
	permutation_5377/	2019-10-11 13:15	-
	permutation_5378/	2019-10-11 13:15	-
	permutation_5379/	2019-10-11 13:15	-
	permutation_5380/	2019-10-11 13:15	-
	permutation_5381/	2019-10-11 13:15	-
	permutation_5382/	2019-10-11 13:14	-
	permutation_5383/	2019-10-11 13:14	-
	permutation_5384/	2019-10-11 13:15	-
	permutation_5385/	2019-10-11 13:14	-
	permutation_5386/	2019-10-11 13:15	-
	permutation_5387/	2019-10-11 13:14	-
	permutation_5388/	2019-10-11 13:16	-
	permutation_5389/	2019-10-11 13:16	-
	permutation_5390/	2019-10-11 13:14	-
	permutation_5391/	2019-10-11 13:14	-
	permutation_5392/	2019-10-11 13:14	-
	permutation_5393/	2019-10-11 13:13	-
	permutation_5394/	2019-10-11 13:15	-
	permutation_5395/	2019-10-11 13:15	-
	permutation_5396/	2019-10-11 13:16	-
	permutation_5397/	2019-10-11 13:13	-
	permutation_5398/	2019-10-11 13:15	-
	permutation_5399/	2019-10-11 13:16	-
	permutation_5400/	2019-10-11 13:16	-
	permutation_5401/	2019-10-11 13:15	-
	permutation_5402/	2019-10-11 13:15	-
	permutation_5403/	2019-10-11 13:16	-
	permutation_5404/	2019-10-11 13:15	-
	permutation_5405/	2019-10-11 13:14	-
	permutation_5406/	2019-10-11 13:15	-
	permutation_5407/	2019-10-11 13:14	-
	permutation_5408/	2019-10-11 13:14	-
	permutation_5409/	2019-10-11 13:15	-
	permutation_5410/	2019-10-11 13:14	-
	permutation_5411/	2019-10-11 13:16	-
	permutation_5412/	2019-10-11 13:16	-
	permutation_5413/	2019-10-11 13:14	-
	permutation_5414/	2019-10-11 13:13	-
	permutation_5415/	2019-10-11 13:15	-
	permutation_5416/	2019-10-11 13:15	-
	permutation_5417/	2019-10-11 13:15	-
	permutation_5418/	2019-10-11 13:14	-
	permutation_5419/	2019-10-11 13:16	-
	permutation_5420/	2019-10-11 13:14	-
	permutation_5421/	2019-10-11 13:15	-
	permutation_5422/	2019-10-11 13:14	-
	permutation_5423/	2019-10-11 13:15	-
	permutation_5424/	2019-10-11 13:15	-
	permutation_5425/	2019-10-11 13:15	-
	permutation_5426/	2019-10-11 13:15	-
	permutation_5427/	2019-10-11 13:13	-
	permutation_5428/	2019-10-11 13:13	-
	permutation_5429/	2019-10-11 13:14	-
	permutation_5430/	2019-10-11 13:15	-
	permutation_5431/	2019-10-11 13:14	-
	permutation_5432/	2019-10-11 13:16	-
	permutation_5433/	2019-10-11 13:14	-
	permutation_5434/	2019-10-11 13:16	-
	permutation_5435/	2019-10-11 13:14	-
	permutation_5436/	2019-10-11 13:15	-
	permutation_5437/	2019-10-11 13:13	-
	permutation_5438/	2019-10-11 13:15	-
	permutation_5439/	2019-10-11 13:14	-
	permutation_5440/	2019-10-11 13:14	-
	permutation_5441/	2019-10-11 13:14	-
	permutation_5442/	2019-10-11 13:15	-
	permutation_5443/	2019-10-11 13:15	-
	permutation_5444/	2019-10-11 13:15	-
	permutation_5445/	2019-10-11 13:14	-
	permutation_5446/	2019-10-11 13:16	-
	permutation_5447/	2019-10-11 13:15	-
	permutation_5448/	2019-10-11 13:14	-
	permutation_5449/	2019-10-11 13:14	-
	permutation_5450/	2019-10-11 13:15	-
	permutation_5451/	2019-10-11 13:15	-
	permutation_5452/	2019-10-11 13:13	-
	permutation_5453/	2019-10-11 13:15	-
	permutation_5454/	2019-10-11 13:14	-
	permutation_5455/	2019-10-11 13:16	-
	permutation_5456/	2019-10-11 13:14	-
	permutation_5457/	2019-10-11 13:14	-
	permutation_5458/	2019-10-11 13:13	-
	permutation_5459/	2019-10-11 13:13	-
	permutation_5460/	2019-10-11 13:16	-
	permutation_5461/	2019-10-11 13:14	-
	permutation_5462/	2019-10-11 13:16	-
	permutation_5463/	2019-10-11 13:15	-
	permutation_5464/	2019-10-11 13:15	-
	permutation_5465/	2019-10-11 13:14	-
	permutation_5466/	2019-10-11 13:14	-
	permutation_5467/	2019-10-11 13:15	-
	permutation_5468/	2019-10-11 13:16	-
	permutation_5469/	2019-10-11 13:14	-
	permutation_5470/	2019-10-11 13:15	-
	permutation_5471/	2019-10-11 13:14	-
	permutation_5472/	2019-10-11 13:14	-
	permutation_5473/	2019-10-11 13:14	-
	permutation_5474/	2019-10-11 13:14	-
	permutation_5475/	2019-10-11 13:14	-
	permutation_5476/	2019-10-11 13:16	-
	permutation_5477/	2019-10-11 13:15	-
	permutation_5478/	2019-10-11 13:15	-
	permutation_5479/	2019-10-11 13:15	-
	permutation_5480/	2019-10-11 13:14	-
	permutation_5481/	2019-10-11 13:15	-
	permutation_5482/	2019-10-11 13:16	-
	permutation_5483/	2019-10-11 13:15	-
	permutation_5484/	2019-10-11 13:14	-
	permutation_5485/	2019-10-11 13:14	-
	permutation_5486/	2019-10-11 13:15	-
	permutation_5487/	2019-10-11 13:14	-
	permutation_5488/	2019-10-11 13:15	-
	permutation_5489/	2019-10-11 13:13	-
	permutation_5490/	2019-10-11 13:15	-
	permutation_5491/	2019-10-11 13:14	-
	permutation_5492/	2019-10-11 13:15	-
	permutation_5493/	2019-10-11 13:15	-
	permutation_5494/	2019-10-11 13:15	-
	permutation_5495/	2019-10-11 13:14	-
	permutation_5496/	2019-10-11 13:14	-
	permutation_5497/	2019-10-11 13:15	-
	permutation_5498/	2019-10-11 13:13	-
	permutation_5499/	2019-10-11 13:15	-
	permutation_5500/	2019-10-11 13:15	-
	permutation_5501/	2019-10-11 13:15	-
	permutation_5502/	2019-10-11 13:15	-
	permutation_5503/	2019-10-11 13:13	-
	permutation_5504/	2019-10-11 13:13	-
	permutation_5505/	2019-10-11 13:14	-
	permutation_5506/	2019-10-11 13:15	-
	permutation_5507/	2019-10-11 13:15	-
	permutation_5508/	2019-10-11 13:14	-
	permutation_5509/	2019-10-11 13:15	-
	permutation_5510/	2019-10-11 13:14	-
	permutation_5511/	2019-10-11 13:14	-
	permutation_5512/	2019-10-11 13:15	-
	permutation_5513/	2019-10-11 13:14	-
	permutation_5514/	2019-10-11 13:14	-
	permutation_5515/	2019-10-11 13:16	-
	permutation_5516/	2019-10-11 13:16	-
	permutation_5517/	2019-10-11 13:13	-
	permutation_5518/	2019-10-11 13:14	-
	permutation_5519/	2019-10-11 13:16	-
	permutation_5520/	2019-10-11 13:16	-
	permutation_5521/	2019-10-11 13:15	-
	permutation_5522/	2019-10-11 13:14	-
	permutation_5523/	2019-10-11 13:16	-
	permutation_5524/	2019-10-11 13:13	-
	permutation_5525/	2019-10-11 13:14	-
	permutation_5526/	2019-10-11 13:15	-
	permutation_5527/	2019-10-11 13:15	-
	permutation_5528/	2019-10-11 13:14	-
	permutation_5529/	2019-10-11 13:14	-
	permutation_5530/	2019-10-11 13:15	-
	permutation_5531/	2019-10-11 13:15	-
	permutation_5532/	2019-10-11 13:15	-
	permutation_5533/	2019-10-11 13:15	-
	permutation_5534/	2019-10-11 13:14	-
	permutation_5535/	2019-10-11 13:15	-
	permutation_5536/	2019-10-11 13:14	-
	permutation_5537/	2019-10-11 13:14	-
	permutation_5538/	2019-10-11 13:15	-
	permutation_5539/	2019-10-11 13:16	-
	permutation_5540/	2019-10-11 13:15	-
	permutation_5541/	2019-10-11 13:14	-
	permutation_5542/	2019-10-11 13:15	-
	permutation_5543/	2019-10-11 13:16	-
	permutation_5544/	2019-10-11 13:15	-
	permutation_5545/	2019-10-11 13:14	-
	permutation_5546/	2019-10-11 13:16	-
	permutation_5547/	2019-10-11 13:16	-
	permutation_5548/	2019-10-11 13:13	-
	permutation_5549/	2019-10-11 13:15	-
	permutation_5550/	2019-10-11 13:15	-
	permutation_5551/	2019-10-11 13:15	-
	permutation_5552/	2019-10-11 13:14	-
	permutation_5553/	2019-10-11 13:15	-
	permutation_5554/	2019-10-11 13:14	-
	permutation_5555/	2019-10-11 13:15	-
	permutation_5556/	2019-10-11 13:14	-
	permutation_5557/	2019-10-11 13:14	-
	permutation_5558/	2019-10-11 13:15	-
	permutation_5559/	2019-10-11 13:13	-
	permutation_5560/	2019-10-11 13:13	-
	permutation_5561/	2019-10-11 13:15	-
	permutation_5562/	2019-10-11 13:14	-
	permutation_5563/	2019-10-11 13:13	-
	permutation_5564/	2019-10-11 13:15	-
	permutation_5565/	2019-10-11 13:15	-
	permutation_5566/	2019-10-11 13:15	-
	permutation_5567/	2019-10-11 13:14	-
	permutation_5568/	2019-10-11 13:15	-
	permutation_5569/	2019-10-11 13:14	-
	permutation_5570/	2019-10-11 13:14	-
	permutation_5571/	2019-10-11 13:15	-
	permutation_5572/	2019-10-11 13:14	-
	permutation_5573/	2019-10-11 13:15	-
	permutation_5574/	2019-10-11 13:14	-
	permutation_5575/	2019-10-11 13:15	-
	permutation_5576/	2019-10-11 13:13	-
	permutation_5577/	2019-10-11 13:16	-
	permutation_5578/	2019-10-11 13:14	-
	permutation_5579/	2019-10-11 13:14	-
	permutation_5580/	2019-10-11 13:14	-
	permutation_5581/	2019-10-11 13:14	-
	permutation_5582/	2019-10-11 13:13	-
	permutation_5583/	2019-10-11 13:15	-
	permutation_5584/	2019-10-11 13:14	-
	permutation_5585/	2019-10-11 13:13	-
	permutation_5586/	2019-10-11 13:15	-
	permutation_5587/	2019-10-11 13:14	-
	permutation_5588/	2019-10-11 13:15	-
	permutation_5589/	2019-10-11 13:14	-
	permutation_5590/	2019-10-11 13:13	-
	permutation_5591/	2019-10-11 13:14	-
	permutation_5592/	2019-10-11 13:15	-
	permutation_5593/	2019-10-11 13:15	-
	permutation_5594/	2019-10-11 13:15	-
	permutation_5595/	2019-10-11 13:15	-
	permutation_5596/	2019-10-11 13:15	-
	permutation_5597/	2019-10-11 13:13	-
	permutation_5598/	2019-10-11 13:14	-
	permutation_5599/	2019-10-11 13:13	-
	permutation_5600/	2019-10-11 13:15	-
	permutation_5601/	2019-10-11 13:14	-
	permutation_5602/	2019-10-11 13:15	-
	permutation_5603/	2019-10-11 13:14	-
	permutation_5604/	2019-10-11 13:14	-
	permutation_5605/	2019-10-11 13:14	-
	permutation_5606/	2019-10-11 13:16	-
	permutation_5607/	2019-10-11 13:15	-
	permutation_5608/	2019-10-11 13:14	-
	permutation_5609/	2019-10-11 13:16	-
	permutation_5610/	2019-10-11 13:16	-
	permutation_5611/	2019-10-11 13:14	-
	permutation_5612/	2019-10-11 13:15	-
	permutation_5613/	2019-10-11 13:15	-
	permutation_5614/	2019-10-11 13:14	-
	permutation_5615/	2019-10-11 13:15	-
	permutation_5616/	2019-10-11 13:14	-
	permutation_5617/	2019-10-11 13:15	-
	permutation_5618/	2019-10-11 13:14	-
	permutation_5619/	2019-10-11 13:14	-
	permutation_5620/	2019-10-11 13:14	-
	permutation_5621/	2019-10-11 13:15	-
	permutation_5622/	2019-10-11 13:13	-
	permutation_5623/	2019-10-11 13:13	-
	permutation_5624/	2019-10-11 13:15	-
	permutation_5625/	2019-10-11 13:13	-
	permutation_5626/	2019-10-11 13:13	-
	permutation_5627/	2019-10-11 13:14	-
	permutation_5628/	2019-10-11 13:15	-
	permutation_5629/	2019-10-11 13:14	-
	permutation_5630/	2019-10-11 13:16	-
	permutation_5631/	2019-10-11 13:14	-
	permutation_5632/	2019-10-11 13:15	-
	permutation_5633/	2019-10-11 13:15	-
	permutation_5634/	2019-10-11 13:14	-
	permutation_5635/	2019-10-11 13:15	-
	permutation_5636/	2019-10-11 13:14	-
	permutation_5637/	2019-10-11 13:14	-
	permutation_5638/	2019-10-11 13:14	-
	permutation_5639/	2019-10-11 13:14	-
	permutation_5640/	2019-10-11 13:15	-
	permutation_5641/	2019-10-11 13:15	-
	permutation_5642/	2019-10-11 13:14	-
	permutation_5643/	2019-10-11 13:14	-
	permutation_5644/	2019-10-11 13:15	-
	permutation_5645/	2019-10-11 13:13	-
	permutation_5646/	2019-10-11 13:13	-
	permutation_5647/	2019-10-11 13:15	-
	permutation_5648/	2019-10-11 13:14	-
	permutation_5649/	2019-10-11 13:16	-
	permutation_5650/	2019-10-11 13:13	-
	permutation_5651/	2019-10-11 13:15	-
	permutation_5652/	2019-10-11 13:16	-
	permutation_5653/	2019-10-11 13:16	-
	permutation_5654/	2019-10-11 13:16	-
	permutation_5655/	2019-10-11 13:15	-
	permutation_5656/	2019-10-11 13:15	-
	permutation_5657/	2019-10-11 13:14	-
	permutation_5658/	2019-10-11 13:15	-
	permutation_5659/	2019-10-11 13:15	-
	permutation_5660/	2019-10-11 13:14	-
	permutation_5661/	2019-10-11 13:13	-
	permutation_5662/	2019-10-11 13:15	-
	permutation_5663/	2019-10-11 13:15	-
	permutation_5664/	2019-10-11 13:15	-
	permutation_5665/	2019-10-11 13:14	-
	permutation_5666/	2019-10-11 13:14	-
	permutation_5667/	2019-10-11 13:14	-
	permutation_5668/	2019-10-11 13:14	-
	permutation_5669/	2019-10-11 13:14	-
	permutation_5670/	2019-10-11 13:15	-
	permutation_5671/	2019-10-11 13:13	-
	permutation_5672/	2019-10-11 13:15	-
	permutation_5673/	2019-10-11 13:15	-
	permutation_5674/	2019-10-11 13:16	-
	permutation_5675/	2019-10-11 13:14	-
	permutation_5676/	2019-10-11 13:13	-
	permutation_5677/	2019-10-11 13:15	-
	permutation_5678/	2019-10-11 13:14	-
	permutation_5679/	2019-10-11 13:13	-
	permutation_5680/	2019-10-11 13:15	-
	permutation_5681/	2019-10-11 13:14	-
	permutation_5682/	2019-10-11 13:14	-
	permutation_5683/	2019-10-11 13:13	-
	permutation_5684/	2019-10-11 13:15	-
	permutation_5685/	2019-10-11 13:14	-
	permutation_5686/	2019-10-11 13:16	-
	permutation_5687/	2019-10-11 13:13	-
	permutation_5688/	2019-10-11 13:15	-
	permutation_5689/	2019-10-11 13:15	-
	permutation_5690/	2019-10-11 13:13	-
	permutation_5691/	2019-10-11 13:14	-
	permutation_5692/	2019-10-11 13:15	-
	permutation_5693/	2019-10-11 13:14	-
	permutation_5694/	2019-10-11 13:15	-
	permutation_5695/	2019-10-11 13:15	-
	permutation_5696/	2019-10-11 13:14	-
	permutation_5697/	2019-10-11 13:15	-
	permutation_5698/	2019-10-11 13:13	-
	permutation_5699/	2019-10-11 13:14	-
	permutation_5700/	2019-10-11 13:15	-
	permutation_5701/	2019-10-11 13:13	-
	permutation_5702/	2019-10-11 13:13	-
	permutation_5703/	2019-10-11 13:15	-
	permutation_5704/	2019-10-11 13:15	-
	permutation_5705/	2019-10-11 13:14	-
	permutation_5706/	2019-10-11 13:14	-
	permutation_5707/	2019-10-11 13:16	-
	permutation_5708/	2019-10-11 13:15	-
	permutation_5709/	2019-10-11 13:14	-
	permutation_5710/	2019-10-11 13:16	-
	permutation_5711/	2019-10-11 13:16	-
	permutation_5712/	2019-10-11 13:15	-
	permutation_5713/	2019-10-11 13:15	-
	permutation_5714/	2019-10-11 13:13	-
	permutation_5715/	2019-10-11 13:15	-
	permutation_5716/	2019-10-11 13:14	-
	permutation_5717/	2019-10-11 13:14	-
	permutation_5718/	2019-10-11 13:15	-
	permutation_5719/	2019-10-11 13:15	-
	permutation_5720/	2019-10-11 13:15	-
	permutation_5721/	2019-10-11 13:15	-
	permutation_5722/	2019-10-11 13:14	-
	permutation_5723/	2019-10-11 13:13	-
	permutation_5724/	2019-10-11 13:15	-
	permutation_5725/	2019-10-11 13:14	-
	permutation_5726/	2019-10-11 13:14	-
	permutation_5727/	2019-10-11 13:14	-
	permutation_5728/	2019-10-11 13:15	-
	permutation_5729/	2019-10-11 13:15	-
	permutation_5730/	2019-10-11 13:15	-
	permutation_5731/	2019-10-11 13:14	-
	permutation_5732/	2019-10-11 13:16	-
	permutation_5733/	2019-10-11 13:14	-
	permutation_5734/	2019-10-11 13:15	-
	permutation_5735/	2019-10-11 13:15	-
	permutation_5736/	2019-10-11 13:15	-
	permutation_5737/	2019-10-11 13:13	-
	permutation_5738/	2019-10-11 13:15	-
	permutation_5739/	2019-10-11 13:14	-
	permutation_5740/	2019-10-11 13:15	-
	permutation_5741/	2019-10-11 13:16	-
	permutation_5742/	2019-10-11 13:16	-
	permutation_5743/	2019-10-11 13:14	-
	permutation_5744/	2019-10-11 13:15	-
	permutation_5745/	2019-10-11 13:14	-
	permutation_5746/	2019-10-11 13:14	-
	permutation_5747/	2019-10-11 13:15	-
	permutation_5748/	2019-10-11 13:14	-
	permutation_5749/	2019-10-11 13:16	-
	permutation_5750/	2019-10-11 13:14	-
	permutation_5751/	2019-10-11 13:15	-
	permutation_5752/	2019-10-11 13:14	-
	permutation_5753/	2019-10-11 13:14	-
	permutation_5754/	2019-10-11 13:14	-
	permutation_5755/	2019-10-11 13:13	-
	permutation_5756/	2019-10-11 13:15	-
	permutation_5757/	2019-10-11 13:14	-
	permutation_5758/	2019-10-11 13:13	-
	permutation_5759/	2019-10-11 13:15	-
	permutation_5760/	2019-10-11 13:14	-
	permutation_5761/	2019-10-11 13:15	-
	permutation_5762/	2019-10-11 13:15	-
	permutation_5763/	2019-10-11 13:14	-
	permutation_5764/	2019-10-11 13:15	-
	permutation_5765/	2019-10-11 13:14	-
	permutation_5766/	2019-10-11 13:14	-
	permutation_5767/	2019-10-11 13:14	-
	permutation_5768/	2019-10-11 13:14	-
	permutation_5769/	2019-10-11 13:13	-
	permutation_5770/	2019-10-11 13:14	-
	permutation_5771/	2019-10-11 13:13	-
	permutation_5772/	2019-10-11 13:16	-
	permutation_5773/	2019-10-11 13:14	-
	permutation_5774/	2019-10-11 13:15	-
	permutation_5775/	2019-10-11 13:15	-
	permutation_5776/	2019-10-11 13:14	-
	permutation_5777/	2019-10-11 13:15	-
	permutation_5778/	2019-10-11 13:14	-
	permutation_5779/	2019-10-11 13:14	-
	permutation_5780/	2019-10-11 13:13	-
	permutation_5781/	2019-10-11 13:14	-
	permutation_5782/	2019-10-11 13:14	-
	permutation_5783/	2019-10-11 13:15	-
	permutation_5784/	2019-10-11 13:14	-
	permutation_5785/	2019-10-11 13:14	-
	permutation_5786/	2019-10-11 13:15	-
	permutation_5787/	2019-10-11 13:14	-
	permutation_5788/	2019-10-11 13:14	-
	permutation_5789/	2019-10-11 13:15	-
	permutation_5790/	2019-10-11 13:15	-
	permutation_5791/	2019-10-11 13:14	-
	permutation_5792/	2019-10-11 13:15	-
	permutation_5793/	2019-10-11 13:14	-
	permutation_5794/	2019-10-11 13:15	-
	permutation_5795/	2019-10-11 13:15	-
	permutation_5796/	2019-10-11 13:14	-
	permutation_5797/	2019-10-11 13:15	-
	permutation_5798/	2019-10-11 13:14	-
	permutation_5799/	2019-10-11 13:16	-
	permutation_5800/	2019-10-11 13:15	-
	permutation_5801/	2019-10-11 13:13	-
	permutation_5802/	2019-10-11 13:14	-
	permutation_5803/	2019-10-11 13:15	-
	permutation_5804/	2019-10-11 13:13	-
	permutation_5805/	2019-10-11 13:15	-
	permutation_5806/	2019-10-11 13:14	-
	permutation_5807/	2019-10-11 13:15	-
	permutation_5808/	2019-10-11 13:14	-
	permutation_5809/	2019-10-11 13:14	-
	permutation_5810/	2019-10-11 13:14	-
	permutation_5811/	2019-10-11 13:14	-
	permutation_5812/	2019-10-11 13:14	-
	permutation_5813/	2019-10-11 13:15	-
	permutation_5814/	2019-10-11 13:15	-
	permutation_5815/	2019-10-11 13:14	-
	permutation_5816/	2019-10-11 13:15	-
	permutation_5817/	2019-10-11 13:14	-
	permutation_5818/	2019-10-11 13:15	-
	permutation_5819/	2019-10-11 13:16	-
	permutation_5820/	2019-10-11 13:14	-
	permutation_5821/	2019-10-11 13:15	-
	permutation_5822/	2019-10-11 13:14	-
	permutation_5823/	2019-10-11 13:13	-
	permutation_5824/	2019-10-11 13:16	-
	permutation_5825/	2019-10-11 13:15	-
	permutation_5826/	2019-10-11 13:14	-
	permutation_5827/	2019-10-11 13:14	-
	permutation_5828/	2019-10-11 13:13	-
	permutation_5829/	2019-10-11 13:16	-
	permutation_5830/	2019-10-11 13:15	-
	permutation_5831/	2019-10-11 13:15	-
	permutation_5832/	2019-10-11 13:13	-
	permutation_5833/	2019-10-11 13:14	-
	permutation_5834/	2019-10-11 13:16	-
	permutation_5835/	2019-10-11 13:13	-
	permutation_5836/	2019-10-11 13:15	-
	permutation_5837/	2019-10-11 13:16	-
	permutation_5838/	2019-10-11 13:14	-
	permutation_5839/	2019-10-11 13:14	-
	permutation_5840/	2019-10-11 13:15	-
	permutation_5841/	2019-10-11 13:13	-
	permutation_5842/	2019-10-11 13:16	-
	permutation_5843/	2019-10-11 13:16	-
	permutation_5844/	2019-10-11 13:15	-
	permutation_5845/	2019-10-11 13:14	-
	permutation_5846/	2019-10-11 13:16	-
	permutation_5847/	2019-10-11 13:15	-
	permutation_5848/	2019-10-11 13:14	-
	permutation_5849/	2019-10-11 13:15	-
	permutation_5850/	2019-10-11 13:15	-
	permutation_5851/	2019-10-11 13:15	-
	permutation_5852/	2019-10-11 13:14	-
	permutation_5853/	2019-10-11 13:15	-
	permutation_5854/	2019-10-11 13:14	-
	permutation_5855/	2019-10-11 13:15	-
	permutation_5856/	2019-10-11 13:14	-
	permutation_5857/	2019-10-11 13:14	-
	permutation_5858/	2019-10-11 13:16	-
	permutation_5859/	2019-10-11 13:15	-
	permutation_5860/	2019-10-11 13:14	-
	permutation_5861/	2019-10-11 13:14	-
	permutation_5862/	2019-10-11 13:15	-
	permutation_5863/	2019-10-11 13:14	-
	permutation_5864/	2019-10-11 13:13	-
	permutation_5865/	2019-10-11 13:15	-
	permutation_5866/	2019-10-11 13:15	-
	permutation_5867/	2019-10-11 13:15	-
	permutation_5868/	2019-10-11 13:15	-
	permutation_5869/	2019-10-11 13:15	-
	permutation_5870/	2019-10-11 13:15	-
	permutation_5871/	2019-10-11 13:15	-
	permutation_5872/	2019-10-11 13:14	-
	permutation_5873/	2019-10-11 13:15	-
	permutation_5874/	2019-10-11 13:14	-
	permutation_5875/	2019-10-11 13:14	-
	permutation_5876/	2019-10-11 13:15	-
	permutation_5877/	2019-10-11 13:13	-
	permutation_5878/	2019-10-11 13:15	-
	permutation_5879/	2019-10-11 13:14	-
	permutation_5880/	2019-10-11 13:13	-
	permutation_5881/	2019-10-11 13:16	-
	permutation_5882/	2019-10-11 13:14	-
	permutation_5883/	2019-10-11 13:15	-
	permutation_5884/	2019-10-11 13:15	-
	permutation_5885/	2019-10-11 13:14	-
	permutation_5886/	2019-10-11 13:15	-
	permutation_5887/	2019-10-11 13:14	-
	permutation_5888/	2019-10-11 13:16	-
	permutation_5889/	2019-10-11 13:14	-
	permutation_5890/	2019-10-11 13:15	-
	permutation_5891/	2019-10-11 13:15	-
	permutation_5892/	2019-10-11 13:15	-
	permutation_5893/	2019-10-11 13:14	-
	permutation_5894/	2019-10-11 13:14	-
	permutation_5895/	2019-10-11 13:16	-
	permutation_5896/	2019-10-11 13:14	-
	permutation_5897/	2019-10-11 13:14	-
	permutation_5898/	2019-10-11 13:15	-
	permutation_5899/	2019-10-11 13:16	-
	permutation_5900/	2019-10-11 13:14	-
	permutation_5901/	2019-10-11 13:14	-
	permutation_5902/	2019-10-11 13:15	-
	permutation_5903/	2019-10-11 13:14	-
	permutation_5904/	2019-10-11 13:13	-
	permutation_5905/	2019-10-11 13:13	-
	permutation_5906/	2019-10-11 13:14	-
	permutation_5907/	2019-10-11 13:15	-
	permutation_5908/	2019-10-11 13:15	-
	permutation_5909/	2019-10-11 13:14	-
	permutation_5910/	2019-10-11 13:13	-
	permutation_5911/	2019-10-11 13:14	-
	permutation_5912/	2019-10-11 13:15	-
	permutation_5913/	2019-10-11 13:14	-
	permutation_5914/	2019-10-11 13:15	-
	permutation_5915/	2019-10-11 13:15	-
	permutation_5916/	2019-10-11 13:16	-
	permutation_5917/	2019-10-11 13:14	-
	permutation_5918/	2019-10-11 13:14	-
	permutation_5919/	2019-10-11 13:16	-
	permutation_5920/	2019-10-11 13:14	-
	permutation_5921/	2019-10-11 13:13	-
	permutation_5922/	2019-10-11 13:14	-
	permutation_5923/	2019-10-11 13:13	-
	permutation_5924/	2019-10-11 13:16	-
	permutation_5925/	2019-10-11 13:14	-
	permutation_5926/	2019-10-11 13:15	-
	permutation_5927/	2019-10-11 13:14	-
	permutation_5928/	2019-10-11 13:14	-
	permutation_5929/	2019-10-11 13:15	-
	permutation_5930/	2019-10-11 13:16	-
	permutation_5931/	2019-10-11 13:15	-
	permutation_5932/	2019-10-11 13:14	-
	permutation_5933/	2019-10-11 13:14	-
	permutation_5934/	2019-10-11 13:14	-
	permutation_5935/	2019-10-11 13:14	-
	permutation_5936/	2019-10-11 13:14	-
	permutation_5937/	2019-10-11 13:13	-
	permutation_5938/	2019-10-11 13:15	-
	permutation_5939/	2019-10-11 13:13	-
	permutation_5940/	2019-10-11 13:15	-
	permutation_5941/	2019-10-11 13:14	-
	permutation_5942/	2019-10-11 13:16	-
	permutation_5943/	2019-10-11 13:13	-
	permutation_5944/	2019-10-11 13:15	-
	permutation_5945/	2019-10-11 13:14	-
	permutation_5946/	2019-10-11 13:13	-
	permutation_5947/	2019-10-11 13:15	-
	permutation_5948/	2019-10-11 13:14	-
	permutation_5949/	2019-10-11 13:14	-
	permutation_5950/	2019-10-11 13:16	-
	permutation_5951/	2019-10-11 13:14	-
	permutation_5952/	2019-10-11 13:15	-
	permutation_5953/	2019-10-11 13:16	-
	permutation_5954/	2019-10-11 13:14	-
	permutation_5955/	2019-10-11 13:13	-
	permutation_5956/	2019-10-11 13:15	-
	permutation_5957/	2019-10-11 13:14	-
	permutation_5958/	2019-10-11 13:13	-
	permutation_5959/	2019-10-11 13:14	-
	permutation_5960/	2019-10-11 13:14	-
	permutation_5961/	2019-10-11 13:13	-
	permutation_5962/	2019-10-11 13:15	-
	permutation_5963/	2019-10-11 13:14	-
	permutation_5964/	2019-10-11 13:14	-
	permutation_5965/	2019-10-11 13:15	-
	permutation_5966/	2019-10-11 13:16	-
	permutation_5967/	2019-10-11 13:16	-
	permutation_5968/	2019-10-11 13:15	-
	permutation_5969/	2019-10-11 13:13	-
	permutation_5970/	2019-10-11 13:16	-
	permutation_5971/	2019-10-11 13:15	-
	permutation_5972/	2019-10-11 13:16	-
	permutation_5973/	2019-10-11 13:16	-
	permutation_5974/	2019-10-11 13:15	-
	permutation_5975/	2019-10-11 13:13	-
	permutation_5976/	2019-10-11 13:14	-
	permutation_5977/	2019-10-11 13:13	-
	permutation_5978/	2019-10-11 13:13	-
	permutation_5979/	2019-10-11 13:14	-
	permutation_5980/	2019-10-11 13:15	-
	permutation_5981/	2019-10-11 13:16	-
	permutation_5982/	2019-10-11 13:14	-
	permutation_5983/	2019-10-11 13:16	-
	permutation_5984/	2019-10-11 13:15	-
	permutation_5985/	2019-10-11 13:14	-
	permutation_5986/	2019-10-11 13:16	-
	permutation_5987/	2019-10-11 13:14	-
	permutation_5988/	2019-10-11 13:15	-
	permutation_5989/	2019-10-11 13:15	-
	permutation_5990/	2019-10-11 13:15	-
	permutation_5991/	2019-10-11 13:15	-
	permutation_5992/	2019-10-11 13:15	-
	permutation_5993/	2019-10-11 13:14	-
	permutation_5994/	2019-10-11 13:13	-
	permutation_5995/	2019-10-11 13:15	-
	permutation_5996/	2019-10-11 13:14	-
	permutation_5997/	2019-10-11 13:13	-
	permutation_5998/	2019-10-11 13:13	-
	permutation_5999/	2019-10-11 13:16	-
	permutation_6000/	2019-10-11 13:14	-
	permutation_6001/	2019-10-11 13:15	-
	permutation_6002/	2019-10-11 13:15	-
	permutation_6003/	2019-10-11 13:16	-
	permutation_6004/	2019-10-11 13:14	-
	permutation_6005/	2019-10-11 13:15	-
	permutation_6006/	2019-10-11 13:14	-
	permutation_6007/	2019-10-11 13:14	-
	permutation_6008/	2019-10-11 13:15	-
	permutation_6009/	2019-10-11 13:15	-
	permutation_6010/	2019-10-11 13:15	-
	permutation_6011/	2019-10-11 13:13	-
	permutation_6012/	2019-10-11 13:15	-
	permutation_6013/	2019-10-11 13:15	-
	permutation_6014/	2019-10-11 13:14	-
	permutation_6015/	2019-10-11 13:15	-
	permutation_6016/	2019-10-11 13:14	-
	permutation_6017/	2019-10-11 13:15	-
	permutation_6018/	2019-10-11 13:14	-
	permutation_6019/	2019-10-11 13:14	-
	permutation_6020/	2019-10-11 13:14	-
	permutation_6021/	2019-10-11 13:15	-
	permutation_6022/	2019-10-11 13:14	-
	permutation_6023/	2019-10-11 13:14	-
	permutation_6024/	2019-10-11 13:14	-
	permutation_6025/	2019-10-11 13:14	-
	permutation_6026/	2019-10-11 13:13	-
	permutation_6027/	2019-10-11 13:14	-
	permutation_6028/	2019-10-11 13:15	-
	permutation_6029/	2019-10-11 13:16	-
	permutation_6030/	2019-10-11 13:14	-
	permutation_6031/	2019-10-11 13:15	-
	permutation_6032/	2019-10-11 13:14	-
	permutation_6033/	2019-10-11 13:13	-
	permutation_6034/	2019-10-11 13:15	-
	permutation_6035/	2019-10-11 13:13	-
	permutation_6036/	2019-10-11 13:13	-
	permutation_6037/	2019-10-11 13:14	-
	permutation_6038/	2019-10-11 13:13	-
	permutation_6039/	2019-10-11 13:16	-
	permutation_6040/	2019-10-11 13:16	-
	permutation_6041/	2019-10-11 13:14	-
	permutation_6042/	2019-10-11 13:13	-
	permutation_6043/	2019-10-11 13:15	-
	permutation_6044/	2019-10-11 13:14	-
	permutation_6045/	2019-10-11 13:15	-
	permutation_6046/	2019-10-11 13:14	-
	permutation_6047/	2019-10-11 13:16	-
	permutation_6048/	2019-10-11 13:15	-
	permutation_6049/	2019-10-11 13:14	-
	permutation_6050/	2019-10-11 13:15	-
	permutation_6051/	2019-10-11 13:15	-
	permutation_6052/	2019-10-11 13:14	-
	permutation_6053/	2019-10-11 13:14	-
	permutation_6054/	2019-10-11 13:14	-
	permutation_6055/	2019-10-11 13:14	-
	permutation_6056/	2019-10-11 13:13	-
	permutation_6057/	2019-10-11 13:14	-
	permutation_6058/	2019-10-11 13:16	-
	permutation_6059/	2019-10-11 13:15	-
	permutation_6060/	2019-10-11 13:13	-
	permutation_6061/	2019-10-11 13:15	-
	permutation_6062/	2019-10-11 13:14	-
	permutation_6063/	2019-10-11 13:16	-
	permutation_6064/	2019-10-11 13:14	-
	permutation_6065/	2019-10-11 13:15	-
	permutation_6066/	2019-10-11 13:15	-
	permutation_6067/	2019-10-11 13:13	-
	permutation_6068/	2019-10-11 13:15	-
	permutation_6069/	2019-10-11 13:14	-
	permutation_6070/	2019-10-11 13:15	-
	permutation_6071/	2019-10-11 13:13	-
	permutation_6072/	2019-10-11 13:14	-
	permutation_6073/	2019-10-11 13:15	-
	permutation_6074/	2019-10-11 13:16	-
	permutation_6075/	2019-10-11 13:14	-
	permutation_6076/	2019-10-11 13:14	-
	permutation_6077/	2019-10-11 13:15	-
	permutation_6078/	2019-10-11 13:14	-
	permutation_6079/	2019-10-11 13:13	-
	permutation_6080/	2019-10-11 13:15	-
	permutation_6081/	2019-10-11 13:14	-
	permutation_6082/	2019-10-11 13:14	-
	permutation_6083/	2019-10-11 13:15	-
	permutation_6084/	2019-10-11 13:14	-
	permutation_6085/	2019-10-11 13:13	-
	permutation_6086/	2019-10-11 13:14	-
	permutation_6087/	2019-10-11 13:15	-
	permutation_6088/	2019-10-11 13:15	-
	permutation_6089/	2019-10-11 13:15	-
	permutation_6090/	2019-10-11 13:14	-
	permutation_6091/	2019-10-11 13:14	-
	permutation_6092/	2019-10-11 13:14	-
	permutation_6093/	2019-10-11 13:15	-
	permutation_6094/	2019-10-11 13:15	-
	permutation_6095/	2019-10-11 13:14	-
	permutation_6096/	2019-10-11 13:15	-
	permutation_6097/	2019-10-11 13:13	-
	permutation_6098/	2019-10-11 13:15	-
	permutation_6099/	2019-10-11 13:15	-
	permutation_6100/	2019-10-11 13:14	-
	permutation_6101/	2019-10-11 13:15	-
	permutation_6102/	2019-10-11 13:14	-
	permutation_6103/	2019-10-11 13:16	-
	permutation_6104/	2019-10-11 13:14	-
	permutation_6105/	2019-10-11 13:15	-
	permutation_6106/	2019-10-11 13:15	-
	permutation_6107/	2019-10-11 13:14	-
	permutation_6108/	2019-10-11 13:15	-
	permutation_6109/	2019-10-11 13:15	-
	permutation_6110/	2019-10-11 13:15	-
	permutation_6111/	2019-10-11 13:14	-
	permutation_6112/	2019-10-11 13:14	-
	permutation_6113/	2019-10-11 13:15	-
	permutation_6114/	2019-10-11 13:13	-
	permutation_6115/	2019-10-11 13:15	-
	permutation_6116/	2019-10-11 13:14	-
	permutation_6117/	2019-10-11 13:15	-
	permutation_6118/	2019-10-11 13:15	-
	permutation_6119/	2019-10-11 13:14	-
	permutation_6120/	2019-10-11 13:14	-
	permutation_6121/	2019-10-11 13:14	-
	permutation_6122/	2019-10-11 13:15	-
	permutation_6123/	2019-10-11 13:14	-
	permutation_6124/	2019-10-11 13:14	-
	permutation_6125/	2019-10-11 13:14	-
	permutation_6126/	2019-10-11 13:16	-
	permutation_6127/	2019-10-11 13:16	-
	permutation_6128/	2019-10-11 13:15	-
	permutation_6129/	2019-10-11 13:16	-
	permutation_6130/	2019-10-11 13:15	-
	permutation_6131/	2019-10-11 13:14	-
	permutation_6132/	2019-10-11 13:16	-
	permutation_6133/	2019-10-11 13:15	-
	permutation_6134/	2019-10-11 13:14	-
	permutation_6135/	2019-10-11 13:16	-
	permutation_6136/	2019-10-11 13:15	-
	permutation_6137/	2019-10-11 13:15	-
	permutation_6138/	2019-10-11 13:14	-
	permutation_6139/	2019-10-11 13:13	-
	permutation_6140/	2019-10-11 13:15	-
	permutation_6141/	2019-10-11 13:14	-
	permutation_6142/	2019-10-11 13:14	-
	permutation_6143/	2019-10-11 13:14	-
	permutation_6144/	2019-10-11 13:15	-
	permutation_6145/	2019-10-11 13:13	-
	permutation_6146/	2019-10-11 13:14	-
	permutation_6147/	2019-10-11 13:14	-
	permutation_6148/	2019-10-11 13:16	-
	permutation_6149/	2019-10-11 13:14	-
	permutation_6150/	2019-10-11 13:14	-
	permutation_6151/	2019-10-11 13:15	-
	permutation_6152/	2019-10-11 13:15	-
	permutation_6153/	2019-10-11 13:13	-
	permutation_6154/	2019-10-11 13:14	-
	permutation_6155/	2019-10-11 13:14	-
	permutation_6156/	2019-10-11 13:16	-
	permutation_6157/	2019-10-11 13:14	-
	permutation_6158/	2019-10-11 13:14	-
	permutation_6159/	2019-10-11 13:16	-
	permutation_6160/	2019-10-11 13:15	-
	permutation_6161/	2019-10-11 13:15	-
	permutation_6162/	2019-10-11 13:14	-
	permutation_6163/	2019-10-11 13:15	-
	permutation_6164/	2019-10-11 13:14	-
	permutation_6165/	2019-10-11 13:16	-
	permutation_6166/	2019-10-11 13:14	-
	permutation_6167/	2019-10-11 13:14	-
	permutation_6168/	2019-10-11 13:15	-
	permutation_6169/	2019-10-11 13:14	-
	permutation_6170/	2019-10-11 13:14	-
	permutation_6171/	2019-10-11 13:13	-
	permutation_6172/	2019-10-11 13:13	-
	permutation_6173/	2019-10-11 13:13	-
	permutation_6174/	2019-10-11 13:15	-
	permutation_6175/	2019-10-11 13:15	-
	permutation_6176/	2019-10-11 13:15	-
	permutation_6177/	2019-10-11 13:14	-
	permutation_6178/	2019-10-11 13:14	-
	permutation_6179/	2019-10-11 13:15	-
	permutation_6180/	2019-10-11 13:16	-
	permutation_6181/	2019-10-11 13:15	-
	permutation_6182/	2019-10-11 13:14	-
	permutation_6183/	2019-10-11 13:13	-
	permutation_6184/	2019-10-11 13:14	-
	permutation_6185/	2019-10-11 13:14	-
	permutation_6186/	2019-10-11 13:15	-
	permutation_6187/	2019-10-11 13:16	-
	permutation_6188/	2019-10-11 13:16	-
	permutation_6189/	2019-10-11 13:14	-
	permutation_6190/	2019-10-11 13:14	-
	permutation_6191/	2019-10-11 13:13	-
	permutation_6192/	2019-10-11 13:15	-
	permutation_6193/	2019-10-11 13:13	-
	permutation_6194/	2019-10-11 13:14	-
	permutation_6195/	2019-10-11 13:15	-
	permutation_6196/	2019-10-11 13:16	-
	permutation_6197/	2019-10-11 13:15	-
	permutation_6198/	2019-10-11 13:14	-
	permutation_6199/	2019-10-11 13:16	-
	permutation_6200/	2019-10-11 13:13	-
	permutation_6201/	2019-10-11 13:13	-
	permutation_6202/	2019-10-11 13:15	-
	permutation_6203/	2019-10-11 13:15	-
	permutation_6204/	2019-10-11 13:14	-
	permutation_6205/	2019-10-11 13:16	-
	permutation_6206/	2019-10-11 13:14	-
	permutation_6207/	2019-10-11 13:14	-
	permutation_6208/	2019-10-11 13:16	-
	permutation_6209/	2019-10-11 13:15	-
	permutation_6210/	2019-10-11 13:14	-
	permutation_6211/	2019-10-11 13:14	-
	permutation_6212/	2019-10-11 13:14	-
	permutation_6213/	2019-10-11 13:14	-
	permutation_6214/	2019-10-11 13:15	-
	permutation_6215/	2019-10-11 13:15	-
	permutation_6216/	2019-10-11 13:15	-
	permutation_6217/	2019-10-11 13:15	-
	permutation_6218/	2019-10-11 13:15	-
	permutation_6219/	2019-10-11 13:13	-
	permutation_6220/	2019-10-11 13:14	-
	permutation_6221/	2019-10-11 13:15	-
	permutation_6222/	2019-10-11 13:15	-
	permutation_6223/	2019-10-11 13:14	-
	permutation_6224/	2019-10-11 13:15	-
	permutation_6225/	2019-10-11 13:14	-
	permutation_6226/	2019-10-11 13:15	-
	permutation_6227/	2019-10-11 13:13	-
	permutation_6228/	2019-10-11 13:13	-
	permutation_6229/	2019-10-11 13:14	-
	permutation_6230/	2019-10-11 13:14	-
	permutation_6231/	2019-10-11 13:14	-
	permutation_6232/	2019-10-11 13:15	-
	permutation_6233/	2019-10-11 13:14	-
	permutation_6234/	2019-10-11 13:15	-
	permutation_6235/	2019-10-11 13:16	-
	permutation_6236/	2019-10-11 13:14	-
	permutation_6237/	2019-10-11 13:16	-
	permutation_6238/	2019-10-11 13:15	-
	permutation_6239/	2019-10-11 13:13	-
	permutation_6240/	2019-10-11 13:15	-
	permutation_6241/	2019-10-11 13:15	-
	permutation_6242/	2019-10-11 13:14	-
	permutation_6243/	2019-10-11 13:14	-
	permutation_6244/	2019-10-11 13:14	-
	permutation_6245/	2019-10-11 13:14	-
	permutation_6246/	2019-10-11 13:14	-
	permutation_6247/	2019-10-11 13:14	-
	permutation_6248/	2019-10-11 13:15	-
	permutation_6249/	2019-10-11 13:15	-
	permutation_6250/	2019-10-11 13:14	-
	permutation_6251/	2019-10-11 13:14	-
	permutation_6252/	2019-10-11 13:15	-
	permutation_6253/	2019-10-11 13:14	-
	permutation_6254/	2019-10-11 13:15	-
	permutation_6255/	2019-10-11 13:14	-
	permutation_6256/	2019-10-11 13:13	-
	permutation_6257/	2019-10-11 13:15	-
	permutation_6258/	2019-10-11 13:14	-
	permutation_6259/	2019-10-11 13:15	-
	permutation_6260/	2019-10-11 13:15	-
	permutation_6261/	2019-10-11 13:15	-
	permutation_6262/	2019-10-11 13:15	-
	permutation_6263/	2019-10-11 13:15	-
	permutation_6264/	2019-10-11 13:15	-
	permutation_6265/	2019-10-11 13:15	-
	permutation_6266/	2019-10-11 13:13	-
	permutation_6267/	2019-10-11 13:14	-
	permutation_6268/	2019-10-11 13:15	-
	permutation_6269/	2019-10-11 13:14	-
	permutation_6270/	2019-10-11 13:14	-
	permutation_6271/	2019-10-11 13:14	-
	permutation_6272/	2019-10-11 13:15	-
	permutation_6273/	2019-10-11 13:14	-
	permutation_6274/	2019-10-11 13:14	-
	permutation_6275/	2019-10-11 13:15	-
	permutation_6276/	2019-10-11 13:15	-
	permutation_6277/	2019-10-11 13:15	-
	permutation_6278/	2019-10-11 13:15	-
	permutation_6279/	2019-10-11 13:15	-
	permutation_6280/	2019-10-11 13:16	-
	permutation_6281/	2019-10-11 13:15	-
	permutation_6282/	2019-10-11 13:13	-
	permutation_6283/	2019-10-11 13:15	-
	permutation_6284/	2019-10-11 13:14	-
	permutation_6285/	2019-10-11 13:14	-
	permutation_6286/	2019-10-11 13:15	-
	permutation_6287/	2019-10-11 13:14	-
	permutation_6288/	2019-10-11 13:16	-
	permutation_6289/	2019-10-11 13:15	-
	permutation_6290/	2019-10-11 13:15	-
	permutation_6291/	2019-10-11 13:14	-
	permutation_6292/	2019-10-11 13:15	-
	permutation_6293/	2019-10-11 13:14	-
	permutation_6294/	2019-10-11 13:14	-
	permutation_6295/	2019-10-11 13:14	-
	permutation_6296/	2019-10-11 13:14	-
	permutation_6297/	2019-10-11 13:16	-
	permutation_6298/	2019-10-11 13:13	-
	permutation_6299/	2019-10-11 13:15	-
	permutation_6300/	2019-10-11 13:14	-
	permutation_6301/	2019-10-11 13:13	-
	permutation_6302/	2019-10-11 13:14	-
	permutation_6303/	2019-10-11 13:15	-
	permutation_6304/	2019-10-11 13:14	-
	permutation_6305/	2019-10-11 13:16	-
	permutation_6306/	2019-10-11 13:15	-
	permutation_6307/	2019-10-11 13:14	-
	permutation_6308/	2019-10-11 13:15	-
	permutation_6309/	2019-10-11 13:14	-
	permutation_6310/	2019-10-11 13:14	-
	permutation_6311/	2019-10-11 13:15	-
	permutation_6312/	2019-10-11 13:14	-
	permutation_6313/	2019-10-11 13:14	-
	permutation_6314/	2019-10-11 13:13	-
	permutation_6315/	2019-10-11 13:15	-
	permutation_6316/	2019-10-11 13:13	-
	permutation_6317/	2019-10-11 13:13	-
	permutation_6318/	2019-10-11 13:15	-
	permutation_6319/	2019-10-11 13:16	-
	permutation_6320/	2019-10-11 13:13	-
	permutation_6321/	2019-10-11 13:15	-
	permutation_6322/	2019-10-11 13:13	-
	permutation_6323/	2019-10-11 13:14	-
	permutation_6324/	2019-10-11 13:16	-
	permutation_6325/	2019-10-11 13:14	-
	permutation_6326/	2019-10-11 13:16	-
	permutation_6327/	2019-10-11 13:14	-
	permutation_6328/	2019-10-11 13:15	-
	permutation_6329/	2019-10-11 13:16	-
	permutation_6330/	2019-10-11 13:15	-
	permutation_6331/	2019-10-11 13:14	-
	permutation_6332/	2019-10-11 13:15	-
	permutation_6333/	2019-10-11 13:15	-
	permutation_6334/	2019-10-11 13:15	-
	permutation_6335/	2019-10-11 13:16	-
	permutation_6336/	2019-10-11 13:13	-
	permutation_6337/	2019-10-11 13:13	-
	permutation_6338/	2019-10-11 13:15	-
	permutation_6339/	2019-10-11 13:14	-
	permutation_6340/	2019-10-11 13:14	-
	permutation_6341/	2019-10-11 13:13	-
	permutation_6342/	2019-10-11 13:14	-
	permutation_6343/	2019-10-11 13:15	-
	permutation_6344/	2019-10-11 13:14	-
	permutation_6345/	2019-10-11 13:14	-
	permutation_6346/	2019-10-11 13:16	-
	permutation_6347/	2019-10-11 13:15	-
	permutation_6348/	2019-10-11 13:14	-
	permutation_6349/	2019-10-11 13:14	-
	permutation_6350/	2019-10-11 13:15	-
	permutation_6351/	2019-10-11 13:13	-
	permutation_6352/	2019-10-11 13:14	-
	permutation_6353/	2019-10-11 13:14	-
	permutation_6354/	2019-10-11 13:15	-
	permutation_6355/	2019-10-11 13:14	-
	permutation_6356/	2019-10-11 13:14	-
	permutation_6357/	2019-10-11 13:15	-
	permutation_6358/	2019-10-11 13:13	-
	permutation_6359/	2019-10-11 13:15	-
	permutation_6360/	2019-10-11 13:14	-
	permutation_6361/	2019-10-11 13:16	-
	permutation_6362/	2019-10-11 13:14	-
	permutation_6363/	2019-10-11 13:15	-
	permutation_6364/	2019-10-11 13:14	-
	permutation_6365/	2019-10-11 13:15	-
	permutation_6366/	2019-10-11 13:14	-
	permutation_6367/	2019-10-11 13:15	-
	permutation_6368/	2019-10-11 13:15	-
	permutation_6369/	2019-10-11 13:14	-
	permutation_6370/	2019-10-11 13:14	-
	permutation_6371/	2019-10-11 13:14	-
	permutation_6372/	2019-10-11 13:15	-
	permutation_6373/	2019-10-11 13:15	-
	permutation_6374/	2019-10-11 13:14	-
	permutation_6375/	2019-10-11 13:14	-
	permutation_6376/	2019-10-11 13:13	-
	permutation_6377/	2019-10-11 13:15	-
	permutation_6378/	2019-10-11 13:15	-
	permutation_6379/	2019-10-11 13:16	-
	permutation_6380/	2019-10-11 13:14	-
	permutation_6381/	2019-10-11 13:15	-
	permutation_6382/	2019-10-11 13:16	-
	permutation_6383/	2019-10-11 13:14	-
	permutation_6384/	2019-10-11 13:15	-
	permutation_6385/	2019-10-11 13:14	-
	permutation_6386/	2019-10-11 13:15	-
	permutation_6387/	2019-10-11 13:13	-
	permutation_6388/	2019-10-11 13:15	-
	permutation_6389/	2019-10-11 13:15	-
	permutation_6390/	2019-10-11 13:13	-
	permutation_6391/	2019-10-11 13:14	-
	permutation_6392/	2019-10-11 13:15	-
	permutation_6393/	2019-10-11 13:15	-
	permutation_6394/	2019-10-11 13:14	-
	permutation_6395/	2019-10-11 13:15	-
	permutation_6396/	2019-10-11 13:15	-
	permutation_6397/	2019-10-11 13:13	-
	permutation_6398/	2019-10-11 13:13	-
	permutation_6399/	2019-10-11 13:13	-
	permutation_6400/	2019-10-11 13:14	-
	permutation_6401/	2019-10-11 13:13	-
	permutation_6402/	2019-10-11 13:14	-
	permutation_6403/	2019-10-11 13:15	-
	permutation_6404/	2019-10-11 13:15	-
	permutation_6405/	2019-10-11 13:13	-
	permutation_6406/	2019-10-11 13:15	-
	permutation_6407/	2019-10-11 13:15	-
	permutation_6408/	2019-10-11 13:14	-
	permutation_6409/	2019-10-11 13:14	-
	permutation_6410/	2019-10-11 13:15	-
	permutation_6411/	2019-10-11 13:15	-
	permutation_6412/	2019-10-11 13:14	-
	permutation_6413/	2019-10-11 13:15	-
	permutation_6414/	2019-10-11 13:14	-
	permutation_6415/	2019-10-11 13:15	-
	permutation_6416/	2019-10-11 13:13	-
	permutation_6417/	2019-10-11 13:14	-
	permutation_6418/	2019-10-11 13:15	-
	permutation_6419/	2019-10-11 13:16	-
	permutation_6420/	2019-10-11 13:14	-
	permutation_6421/	2019-10-11 13:13	-
	permutation_6422/	2019-10-11 13:15	-
	permutation_6423/	2019-10-11 13:14	-
	permutation_6424/	2019-10-11 13:15	-
	permutation_6425/	2019-10-11 13:13	-
	permutation_6426/	2019-10-11 13:16	-
	permutation_6427/	2019-10-11 13:14	-
	permutation_6428/	2019-10-11 13:16	-
	permutation_6429/	2019-10-11 13:15	-
	permutation_6430/	2019-10-11 13:16	-
	permutation_6431/	2019-10-11 13:15	-
	permutation_6432/	2019-10-11 13:16	-
	permutation_6433/	2019-10-11 13:16	-
	permutation_6434/	2019-10-11 13:15	-
	permutation_6435/	2019-10-11 13:15	-
	permutation_6436/	2019-10-11 13:14	-
	permutation_6437/	2019-10-11 13:14	-
	permutation_6438/	2019-10-11 13:14	-
	permutation_6439/	2019-10-11 13:14	-
	permutation_6440/	2019-10-11 13:14	-
	permutation_6441/	2019-10-11 13:16	-
	permutation_6442/	2019-10-11 13:14	-
	permutation_6443/	2019-10-11 13:16	-
	permutation_6444/	2019-10-11 13:13	-
	permutation_6445/	2019-10-11 13:14	-
	permutation_6446/	2019-10-11 13:15	-
	permutation_6447/	2019-10-11 13:14	-
	permutation_6448/	2019-10-11 13:14	-
	permutation_6449/	2019-10-11 13:15	-
	permutation_6450/	2019-10-11 13:16	-
	permutation_6451/	2019-10-11 13:16	-
	permutation_6452/	2019-10-11 13:14	-
	permutation_6453/	2019-10-11 13:14	-
	permutation_6454/	2019-10-11 13:16	-
	permutation_6455/	2019-10-11 13:15	-
	permutation_6456/	2019-10-11 13:14	-
	permutation_6457/	2019-10-11 13:15	-
	permutation_6458/	2019-10-11 13:13	-
	permutation_6459/	2019-10-11 13:16	-
	permutation_6460/	2019-10-11 13:13	-
	permutation_6461/	2019-10-11 13:15	-
	permutation_6462/	2019-10-11 13:14	-
	permutation_6463/	2019-10-11 13:16	-
	permutation_6464/	2019-10-11 13:14	-
	permutation_6465/	2019-10-11 13:15	-
	permutation_6466/	2019-10-11 13:16	-
	permutation_6467/	2019-10-11 13:15	-
	permutation_6468/	2019-10-11 13:15	-
	permutation_6469/	2019-10-11 13:15	-
	permutation_6470/	2019-10-11 13:14	-
	permutation_6471/	2019-10-11 13:13	-
	permutation_6472/	2019-10-11 13:16	-
	permutation_6473/	2019-10-11 13:14	-
	permutation_6474/	2019-10-11 13:15	-
	permutation_6475/	2019-10-11 13:14	-
	permutation_6476/	2019-10-11 13:16	-
	permutation_6477/	2019-10-11 13:15	-
	permutation_6478/	2019-10-11 13:14	-
	permutation_6479/	2019-10-11 13:16	-
	permutation_6480/	2019-10-11 13:14	-
	permutation_6481/	2019-10-11 13:14	-
	permutation_6482/	2019-10-11 13:14	-
	permutation_6483/	2019-10-11 13:14	-
	permutation_6484/	2019-10-11 13:14	-
	permutation_6485/	2019-10-11 13:13	-
	permutation_6486/	2019-10-11 13:16	-
	permutation_6487/	2019-10-11 13:16	-
	permutation_6488/	2019-10-11 13:15	-
	permutation_6489/	2019-10-11 13:16	-
	permutation_6490/	2019-10-11 13:15	-
	permutation_6491/	2019-10-11 13:14	-
	permutation_6492/	2019-10-11 13:15	-
	permutation_6493/	2019-10-11 13:15	-
	permutation_6494/	2019-10-11 13:14	-
	permutation_6495/	2019-10-11 13:15	-
	permutation_6496/	2019-10-11 13:14	-
	permutation_6497/	2019-10-11 13:15	-
	permutation_6498/	2019-10-11 13:13	-
	permutation_6499/	2019-10-11 13:14	-
	permutation_6500/	2019-10-11 13:15	-
	permutation_6501/	2019-10-11 13:14	-
	permutation_6502/	2019-10-11 13:14	-
	permutation_6503/	2019-10-11 13:14	-
	permutation_6504/	2019-10-11 13:16	-
	permutation_6505/	2019-10-11 13:13	-
	permutation_6506/	2019-10-11 13:14	-
	permutation_6507/	2019-10-11 13:15	-
	permutation_6508/	2019-10-11 13:14	-
	permutation_6509/	2019-10-11 13:15	-
	permutation_6510/	2019-10-11 13:16	-
	permutation_6511/	2019-10-11 13:14	-
	permutation_6512/	2019-10-11 13:16	-
	permutation_6513/	2019-10-11 13:15	-
	permutation_6514/	2019-10-11 13:14	-
	permutation_6515/	2019-10-11 13:15	-
	permutation_6516/	2019-10-11 13:14	-
	permutation_6517/	2019-10-11 13:13	-
	permutation_6518/	2019-10-11 13:15	-
	permutation_6519/	2019-10-11 13:14	-
	permutation_6520/	2019-10-11 13:15	-
	permutation_6521/	2019-10-11 13:15	-
	permutation_6522/	2019-10-11 13:14	-
	permutation_6523/	2019-10-11 13:14	-
	permutation_6524/	2019-10-11 13:15	-
	permutation_6525/	2019-10-11 13:13	-
	permutation_6526/	2019-10-11 13:14	-
	permutation_6527/	2019-10-11 13:14	-
	permutation_6528/	2019-10-11 13:16	-
	permutation_6529/	2019-10-11 13:16	-
	permutation_6530/	2019-10-11 13:15	-
	permutation_6531/	2019-10-11 13:14	-
	permutation_6532/	2019-10-11 13:16	-
	permutation_6533/	2019-10-11 13:16	-
	permutation_6534/	2019-10-11 13:14	-
	permutation_6535/	2019-10-11 13:15	-
	permutation_6536/	2019-10-11 13:15	-
	permutation_6537/	2019-10-11 13:14	-
	permutation_6538/	2019-10-11 13:14	-
	permutation_6539/	2019-10-11 13:15	-
	permutation_6540/	2019-10-11 13:15	-
	permutation_6541/	2019-10-11 13:15	-
	permutation_6542/	2019-10-11 13:15	-
	permutation_6543/	2019-10-11 13:14	-
	permutation_6544/	2019-10-11 13:15	-
	permutation_6545/	2019-10-11 13:14	-
	permutation_6546/	2019-10-11 13:13	-
	permutation_6547/	2019-10-11 13:14	-
	permutation_6548/	2019-10-11 13:14	-
	permutation_6549/	2019-10-11 13:15	-
	permutation_6550/	2019-10-11 13:15	-
	permutation_6551/	2019-10-11 13:15	-
	permutation_6552/	2019-10-11 13:14	-
	permutation_6553/	2019-10-11 13:13	-
	permutation_6554/	2019-10-11 13:14	-
	permutation_6555/	2019-10-11 13:13	-
	permutation_6556/	2019-10-11 13:16	-
	permutation_6557/	2019-10-11 13:13	-
	permutation_6558/	2019-10-11 13:15	-
	permutation_6559/	2019-10-11 13:15	-
	permutation_6560/	2019-10-11 13:14	-
	permutation_6561/	2019-10-11 13:15	-
	permutation_6562/	2019-10-11 13:14	-
	permutation_6563/	2019-10-11 13:16	-
	permutation_6564/	2019-10-11 13:14	-
	permutation_6565/	2019-10-11 13:16	-
	permutation_6566/	2019-10-11 13:16	-
	permutation_6567/	2019-10-11 13:14	-
	permutation_6568/	2019-10-11 13:15	-
	permutation_6569/	2019-10-11 13:14	-
	permutation_6570/	2019-10-11 13:14	-
	permutation_6571/	2019-10-11 13:14	-
	permutation_6572/	2019-10-11 13:14	-
	permutation_6573/	2019-10-11 13:15	-
	permutation_6574/	2019-10-11 13:15	-
	permutation_6575/	2019-10-11 13:15	-
	permutation_6576/	2019-10-11 13:14	-
	permutation_6577/	2019-10-11 13:16	-
	permutation_6578/	2019-10-11 13:15	-
	permutation_6579/	2019-10-11 13:13	-
	permutation_6580/	2019-10-11 13:15	-
	permutation_6581/	2019-10-11 13:14	-
	permutation_6582/	2019-10-11 13:15	-
	permutation_6583/	2019-10-11 13:15	-
	permutation_6584/	2019-10-11 13:14	-
	permutation_6585/	2019-10-11 13:16	-
	permutation_6586/	2019-10-11 13:15	-
	permutation_6587/	2019-10-11 13:14	-
	permutation_6588/	2019-10-11 13:14	-
	permutation_6589/	2019-10-11 13:16	-
	permutation_6590/	2019-10-11 13:14	-
	permutation_6591/	2019-10-11 13:14	-
	permutation_6592/	2019-10-11 13:15	-
	permutation_6593/	2019-10-11 13:15	-
	permutation_6594/	2019-10-11 13:14	-
	permutation_6595/	2019-10-11 13:15	-
	permutation_6596/	2019-10-11 13:14	-
	permutation_6597/	2019-10-11 13:15	-
	permutation_6598/	2019-10-11 13:14	-
	permutation_6599/	2019-10-11 13:14	-
	permutation_6600/	2019-10-11 13:14	-
	permutation_6601/	2019-10-11 13:13	-
	permutation_6602/	2019-10-11 13:15	-
	permutation_6603/	2019-10-11 13:14	-
	permutation_6604/	2019-10-11 13:15	-
	permutation_6605/	2019-10-11 13:14	-
	permutation_6606/	2019-10-11 13:14	-
	permutation_6607/	2019-10-11 13:16	-
	permutation_6608/	2019-10-11 13:14	-
	permutation_6609/	2019-10-11 13:16	-
	permutation_6610/	2019-10-11 13:16	-
	permutation_6611/	2019-10-11 13:14	-
	permutation_6612/	2019-10-11 13:14	-
	permutation_6613/	2019-10-11 13:16	-
	permutation_6614/	2019-10-11 13:13	-
	permutation_6615/	2019-10-11 13:15	-
	permutation_6616/	2019-10-11 13:14	-
	permutation_6617/	2019-10-11 13:16	-
	permutation_6618/	2019-10-11 13:15	-
	permutation_6619/	2019-10-11 13:15	-
	permutation_6620/	2019-10-11 13:14	-
	permutation_6621/	2019-10-11 13:15	-
	permutation_6622/	2019-10-11 13:15	-
	permutation_6623/	2019-10-11 13:14	-
	permutation_6624/	2019-10-11 13:16	-
	permutation_6625/	2019-10-11 13:15	-
	permutation_6626/	2019-10-11 13:13	-
	permutation_6627/	2019-10-11 13:14	-
	permutation_6628/	2019-10-11 13:14	-
	permutation_6629/	2019-10-11 13:14	-
	permutation_6630/	2019-10-11 13:13	-
	permutation_6631/	2019-10-11 13:14	-
	permutation_6632/	2019-10-11 13:14	-
	permutation_6633/	2019-10-11 13:16	-
	permutation_6634/	2019-10-11 13:14	-
	permutation_6635/	2019-10-11 13:14	-
	permutation_6636/	2019-10-11 13:15	-
	permutation_6637/	2019-10-11 13:13	-
	permutation_6638/	2019-10-11 13:15	-
	permutation_6639/	2019-10-11 13:14	-
	permutation_6640/	2019-10-11 13:15	-
	permutation_6641/	2019-10-11 13:13	-
	permutation_6642/	2019-10-11 13:13	-
	permutation_6643/	2019-10-11 13:14	-
	permutation_6644/	2019-10-11 13:15	-
	permutation_6645/	2019-10-11 13:15	-
	permutation_6646/	2019-10-11 13:15	-
	permutation_6647/	2019-10-11 13:15	-
	permutation_6648/	2019-10-11 13:14	-
	permutation_6649/	2019-10-11 13:15	-
	permutation_6650/	2019-10-11 13:13	-
	permutation_6651/	2019-10-11 13:15	-
	permutation_6652/	2019-10-11 13:14	-
	permutation_6653/	2019-10-11 13:15	-
	permutation_6654/	2019-10-11 13:14	-
	permutation_6655/	2019-10-11 13:14	-
	permutation_6656/	2019-10-11 13:15	-
	permutation_6657/	2019-10-11 13:16	-
	permutation_6658/	2019-10-11 13:15	-
	permutation_6659/	2019-10-11 13:14	-
	permutation_6660/	2019-10-11 13:14	-
	permutation_6661/	2019-10-11 13:15	-
	permutation_6662/	2019-10-11 13:15	-
	permutation_6663/	2019-10-11 13:15	-
	permutation_6664/	2019-10-11 13:15	-
	permutation_6665/	2019-10-11 13:14	-
	permutation_6666/	2019-10-11 13:15	-
	permutation_6667/	2019-10-11 13:14	-
	permutation_6668/	2019-10-11 13:14	-
	permutation_6669/	2019-10-11 13:15	-
	permutation_6670/	2019-10-11 13:14	-
	permutation_6671/	2019-10-11 13:14	-
	permutation_6672/	2019-10-11 13:13	-
	permutation_6673/	2019-10-11 13:14	-
	permutation_6674/	2019-10-11 13:16	-
	permutation_6675/	2019-10-11 13:16	-
	permutation_6676/	2019-10-11 13:13	-
	permutation_6677/	2019-10-11 13:16	-
	permutation_6678/	2019-10-11 13:16	-
	permutation_6679/	2019-10-11 13:13	-
	permutation_6680/	2019-10-11 13:13	-
	permutation_6681/	2019-10-11 13:15	-
	permutation_6682/	2019-10-11 13:15	-
	permutation_6683/	2019-10-11 13:13	-
	permutation_6684/	2019-10-11 13:15	-
	permutation_6685/	2019-10-11 13:14	-
	permutation_6686/	2019-10-11 13:15	-
	permutation_6687/	2019-10-11 13:13	-
	permutation_6688/	2019-10-11 13:13	-
	permutation_6689/	2019-10-11 13:15	-
	permutation_6690/	2019-10-11 13:15	-
	permutation_6691/	2019-10-11 13:15	-
	permutation_6692/	2019-10-11 13:14	-
	permutation_6693/	2019-10-11 13:15	-
	permutation_6694/	2019-10-11 13:15	-
	permutation_6695/	2019-10-11 13:16	-
	permutation_6696/	2019-10-11 13:14	-
	permutation_6697/	2019-10-11 13:13	-
	permutation_6698/	2019-10-11 13:15	-
	permutation_6699/	2019-10-11 13:14	-
	permutation_6700/	2019-10-11 13:15	-
	permutation_6701/	2019-10-11 13:14	-
	permutation_6702/	2019-10-11 13:14	-
	permutation_6703/	2019-10-11 13:15	-
	permutation_6704/	2019-10-11 13:15	-
	permutation_6705/	2019-10-11 13:15	-
	permutation_6706/	2019-10-11 13:15	-
	permutation_6707/	2019-10-11 13:14	-
	permutation_6708/	2019-10-11 13:15	-
	permutation_6709/	2019-10-11 13:14	-
	permutation_6710/	2019-10-11 13:14	-
	permutation_6711/	2019-10-11 13:15	-
	permutation_6712/	2019-10-11 13:14	-
	permutation_6713/	2019-10-11 13:15	-
	permutation_6714/	2019-10-11 13:14	-
	permutation_6715/	2019-10-11 13:13	-
	permutation_6716/	2019-10-11 13:15	-
	permutation_6717/	2019-10-11 13:14	-
	permutation_6718/	2019-10-11 13:13	-
	permutation_6719/	2019-10-11 13:15	-
	permutation_6720/	2019-10-11 13:13	-
	permutation_6721/	2019-10-11 13:15	-
	permutation_6722/	2019-10-11 13:15	-
	permutation_6723/	2019-10-11 13:14	-
	permutation_6724/	2019-10-11 13:16	-
	permutation_6725/	2019-10-11 13:14	-
	permutation_6726/	2019-10-11 13:15	-
	permutation_6727/	2019-10-11 13:14	-
	permutation_6728/	2019-10-11 13:14	-
	permutation_6729/	2019-10-11 13:14	-
	permutation_6730/	2019-10-11 13:15	-
	permutation_6731/	2019-10-11 13:15	-
	permutation_6732/	2019-10-11 13:14	-
	permutation_6733/	2019-10-11 13:15	-
	permutation_6734/	2019-10-11 13:15	-
	permutation_6735/	2019-10-11 13:14	-
	permutation_6736/	2019-10-11 13:14	-
	permutation_6737/	2019-10-11 13:13	-
	permutation_6738/	2019-10-11 13:15	-
	permutation_6739/	2019-10-11 13:14	-
	permutation_6740/	2019-10-11 13:15	-
	permutation_6741/	2019-10-11 13:14	-
	permutation_6742/	2019-10-11 13:15	-
	permutation_6743/	2019-10-11 13:13	-
	permutation_6744/	2019-10-11 13:16	-
	permutation_6745/	2019-10-11 13:15	-
	permutation_6746/	2019-10-11 13:13	-
	permutation_6747/	2019-10-11 13:14	-
	permutation_6748/	2019-10-11 13:14	-
	permutation_6749/	2019-10-11 13:15	-
	permutation_6750/	2019-10-11 13:13	-
	permutation_6751/	2019-10-11 13:13	-
	permutation_6752/	2019-10-11 13:14	-
	permutation_6753/	2019-10-11 13:15	-
	permutation_6754/	2019-10-11 13:14	-
	permutation_6755/	2019-10-11 13:14	-
	permutation_6756/	2019-10-11 13:15	-
	permutation_6757/	2019-10-11 13:14	-
	permutation_6758/	2019-10-11 13:15	-
	permutation_6759/	2019-10-11 13:14	-
	permutation_6760/	2019-10-11 13:14	-
	permutation_6761/	2019-10-11 13:14	-
	permutation_6762/	2019-10-11 13:14	-
	permutation_6763/	2019-10-11 13:14	-
	permutation_6764/	2019-10-11 13:14	-
	permutation_6765/	2019-10-11 13:15	-
	permutation_6766/	2019-10-11 13:14	-
	permutation_6767/	2019-10-11 13:14	-
	permutation_6768/	2019-10-11 13:15	-
	permutation_6769/	2019-10-11 13:15	-
	permutation_6770/	2019-10-11 13:15	-
	permutation_6771/	2019-10-11 13:15	-
	permutation_6772/	2019-10-11 13:16	-
	permutation_6773/	2019-10-11 13:14	-
	permutation_6774/	2019-10-11 13:14	-
	permutation_6775/	2019-10-11 13:15	-
	permutation_6776/	2019-10-11 13:16	-
	permutation_6777/	2019-10-11 13:13	-
	permutation_6778/	2019-10-11 13:15	-
	permutation_6779/	2019-10-11 13:16	-
	permutation_6780/	2019-10-11 13:14	-
	permutation_6781/	2019-10-11 13:13	-
	permutation_6782/	2019-10-11 13:14	-
	permutation_6783/	2019-10-11 13:14	-
	permutation_6784/	2019-10-11 13:13	-
	permutation_6785/	2019-10-11 13:13	-
	permutation_6786/	2019-10-11 13:15	-
	permutation_6787/	2019-10-11 13:14	-
	permutation_6788/	2019-10-11 13:14	-
	permutation_6789/	2019-10-11 13:15	-
	permutation_6790/	2019-10-11 13:15	-
	permutation_6791/	2019-10-11 13:15	-
	permutation_6792/	2019-10-11 13:15	-
	permutation_6793/	2019-10-11 13:14	-
	permutation_6794/	2019-10-11 13:14	-
	permutation_6795/	2019-10-11 13:15	-
	permutation_6796/	2019-10-11 13:13	-
	permutation_6797/	2019-10-11 13:13	-
	permutation_6798/	2019-10-11 13:16	-
	permutation_6799/	2019-10-11 13:16	-
	permutation_6800/	2019-10-11 13:13	-
	permutation_6801/	2019-10-11 13:15	-
	permutation_6802/	2019-10-11 13:14	-
	permutation_6803/	2019-10-11 13:15	-
	permutation_6804/	2019-10-11 13:13	-
	permutation_6805/	2019-10-11 13:13	-
	permutation_6806/	2019-10-11 13:14	-
	permutation_6807/	2019-10-11 13:16	-
	permutation_6808/	2019-10-11 13:16	-
	permutation_6809/	2019-10-11 13:13	-
	permutation_6810/	2019-10-11 13:15	-
	permutation_6811/	2019-10-11 13:15	-
	permutation_6812/	2019-10-11 13:14	-
	permutation_6813/	2019-10-11 13:15	-
	permutation_6814/	2019-10-11 13:14	-
	permutation_6815/	2019-10-11 13:16	-
	permutation_6816/	2019-10-11 13:14	-
	permutation_6817/	2019-10-11 13:15	-
	permutation_6818/	2019-10-11 13:14	-
	permutation_6819/	2019-10-11 13:15	-
	permutation_6820/	2019-10-11 13:14	-
	permutation_6821/	2019-10-11 13:14	-
	permutation_6822/	2019-10-11 13:13	-
	permutation_6823/	2019-10-11 13:14	-
	permutation_6824/	2019-10-11 13:13	-
	permutation_6825/	2019-10-11 13:15	-
	permutation_6826/	2019-10-11 13:13	-
	permutation_6827/	2019-10-11 13:15	-
	permutation_6828/	2019-10-11 13:15	-
	permutation_6829/	2019-10-11 13:16	-
	permutation_6830/	2019-10-11 13:15	-
	permutation_6831/	2019-10-11 13:14	-
	permutation_6832/	2019-10-11 13:15	-
	permutation_6833/	2019-10-11 13:15	-
	permutation_6834/	2019-10-11 13:15	-
	permutation_6835/	2019-10-11 13:14	-
	permutation_6836/	2019-10-11 13:14	-
	permutation_6837/	2019-10-11 13:14	-
	permutation_6838/	2019-10-11 13:13	-
	permutation_6839/	2019-10-11 13:15	-
	permutation_6840/	2019-10-11 13:15	-
	permutation_6841/	2019-10-11 13:14	-
	permutation_6842/	2019-10-11 13:14	-
	permutation_6843/	2019-10-11 13:14	-
	permutation_6844/	2019-10-11 13:14	-
	permutation_6845/	2019-10-11 13:13	-
	permutation_6846/	2019-10-11 13:14	-
	permutation_6847/	2019-10-11 13:15	-
	permutation_6848/	2019-10-11 13:15	-
	permutation_6849/	2019-10-11 13:16	-
	permutation_6850/	2019-10-11 13:14	-
	permutation_6851/	2019-10-11 13:14	-
	permutation_6852/	2019-10-11 13:14	-
	permutation_6853/	2019-10-11 13:16	-
	permutation_6854/	2019-10-11 13:15	-
	permutation_6855/	2019-10-11 13:14	-
	permutation_6856/	2019-10-11 13:16	-
	permutation_6857/	2019-10-11 13:15	-
	permutation_6858/	2019-10-11 13:13	-
	permutation_6859/	2019-10-11 13:14	-
	permutation_6860/	2019-10-11 13:15	-
	permutation_6861/	2019-10-11 13:15	-
	permutation_6862/	2019-10-11 13:15	-
	permutation_6863/	2019-10-11 13:14	-
	permutation_6864/	2019-10-11 13:16	-
	permutation_6865/	2019-10-11 13:14	-
	permutation_6866/	2019-10-11 13:14	-
	permutation_6867/	2019-10-11 13:14	-
	permutation_6868/	2019-10-11 13:14	-
	permutation_6869/	2019-10-11 13:15	-
	permutation_6870/	2019-10-11 13:16	-
	permutation_6871/	2019-10-11 13:15	-
	permutation_6872/	2019-10-11 13:14	-
	permutation_6873/	2019-10-11 13:16	-
	permutation_6874/	2019-10-11 13:14	-
	permutation_6875/	2019-10-11 13:15	-
	permutation_6876/	2019-10-11 13:14	-
	permutation_6877/	2019-10-11 13:14	-
	permutation_6878/	2019-10-11 13:15	-
	permutation_6879/	2019-10-11 13:14	-
	permutation_6880/	2019-10-11 13:14	-
	permutation_6881/	2019-10-11 13:15	-
	permutation_6882/	2019-10-11 13:14	-
	permutation_6883/	2019-10-11 13:14	-
	permutation_6884/	2019-10-11 13:16	-
	permutation_6885/	2019-10-11 13:16	-
	permutation_6886/	2019-10-11 13:15	-
	permutation_6887/	2019-10-11 13:14	-
	permutation_6888/	2019-10-11 13:14	-
	permutation_6889/	2019-10-11 13:13	-
	permutation_6890/	2019-10-11 13:16	-
	permutation_6891/	2019-10-11 13:14	-
	permutation_6892/	2019-10-11 13:15	-
	permutation_6893/	2019-10-11 13:15	-
	permutation_6894/	2019-10-11 13:15	-
	permutation_6895/	2019-10-11 13:15	-
	permutation_6896/	2019-10-11 13:14	-
	permutation_6897/	2019-10-11 13:13	-
	permutation_6898/	2019-10-11 13:14	-
	permutation_6899/	2019-10-11 13:14	-
	permutation_6900/	2019-10-11 13:15	-
	permutation_6901/	2019-10-11 13:15	-
	permutation_6902/	2019-10-11 13:13	-
	permutation_6903/	2019-10-11 13:14	-
	permutation_6904/	2019-10-11 13:14	-
	permutation_6905/	2019-10-11 13:15	-
	permutation_6906/	2019-10-11 13:14	-
	permutation_6907/	2019-10-11 13:14	-
	permutation_6908/	2019-10-11 13:16	-
	permutation_6909/	2019-10-11 13:13	-
	permutation_6910/	2019-10-11 13:14	-
	permutation_6911/	2019-10-11 13:14	-
	permutation_6912/	2019-10-11 13:14	-
	permutation_6913/	2019-10-11 13:14	-
	permutation_6914/	2019-10-11 13:16	-
	permutation_6915/	2019-10-11 13:14	-
	permutation_6916/	2019-10-11 13:15	-
	permutation_6917/	2019-10-11 13:15	-
	permutation_6918/	2019-10-11 13:14	-
	permutation_6919/	2019-10-11 13:15	-
	permutation_6920/	2019-10-11 13:14	-
	permutation_6921/	2019-10-11 13:14	-
	permutation_6922/	2019-10-11 13:15	-
	permutation_6923/	2019-10-11 13:13	-
	permutation_6924/	2019-10-11 13:13	-
	permutation_6925/	2019-10-11 13:14	-
	permutation_6926/	2019-10-11 13:16	-
	permutation_6927/	2019-10-11 13:13	-
	permutation_6928/	2019-10-11 13:14	-
	permutation_6929/	2019-10-11 13:15	-
	permutation_6930/	2019-10-11 13:16	-
	permutation_6931/	2019-10-11 13:15	-
	permutation_6932/	2019-10-11 13:14	-
	permutation_6933/	2019-10-11 13:13	-
	permutation_6934/	2019-10-11 13:15	-
	permutation_6935/	2019-10-11 13:13	-
	permutation_6936/	2019-10-11 13:14	-
	permutation_6937/	2019-10-11 13:14	-
	permutation_6938/	2019-10-11 13:15	-
	permutation_6939/	2019-10-11 13:14	-
	permutation_6940/	2019-10-11 13:15	-
	permutation_6941/	2019-10-11 13:14	-
	permutation_6942/	2019-10-11 13:14	-
	permutation_6943/	2019-10-11 13:14	-
	permutation_6944/	2019-10-11 13:14	-
	permutation_6945/	2019-10-11 13:15	-
	permutation_6946/	2019-10-11 13:14	-
	permutation_6947/	2019-10-11 13:16	-
	permutation_6948/	2019-10-11 13:14	-
	permutation_6949/	2019-10-11 13:15	-
	permutation_6950/	2019-10-11 13:14	-
	permutation_6951/	2019-10-11 13:13	-
	permutation_6952/	2019-10-11 13:13	-
	permutation_6953/	2019-10-11 13:15	-
	permutation_6954/	2019-10-11 13:15	-
	permutation_6955/	2019-10-11 13:14	-
	permutation_6956/	2019-10-11 13:16	-
	permutation_6957/	2019-10-11 13:15	-
	permutation_6958/	2019-10-11 13:15	-
	permutation_6959/	2019-10-11 13:14	-
	permutation_6960/	2019-10-11 13:13	-
	permutation_6961/	2019-10-11 13:14	-
	permutation_6962/	2019-10-11 13:16	-
	permutation_6963/	2019-10-11 13:15	-
	permutation_6964/	2019-10-11 13:14	-
	permutation_6965/	2019-10-11 13:15	-
	permutation_6966/	2019-10-11 13:15	-
	permutation_6967/	2019-10-11 13:14	-
	permutation_6968/	2019-10-11 13:15	-
	permutation_6969/	2019-10-11 13:13	-
	permutation_6970/	2019-10-11 13:13	-
	permutation_6971/	2019-10-11 13:15	-
	permutation_6972/	2019-10-11 13:15	-
	permutation_6973/	2019-10-11 13:14	-
	permutation_6974/	2019-10-11 13:14	-
	permutation_6975/	2019-10-11 13:16	-
	permutation_6976/	2019-10-11 13:13	-
	permutation_6977/	2019-10-11 13:16	-
	permutation_6978/	2019-10-11 13:14	-
	permutation_6979/	2019-10-11 13:15	-
	permutation_6980/	2019-10-11 13:14	-
	permutation_6981/	2019-10-11 13:15	-
	permutation_6982/	2019-10-11 13:15	-
	permutation_6983/	2019-10-11 13:14	-
	permutation_6984/	2019-10-11 13:15	-
	permutation_6985/	2019-10-11 13:14	-
	permutation_6986/	2019-10-11 13:16	-
	permutation_6987/	2019-10-11 13:14	-
	permutation_6988/	2019-10-11 13:14	-
	permutation_6989/	2019-10-11 13:16	-
	permutation_6990/	2019-10-11 13:13	-
	permutation_6991/	2019-10-11 13:14	-
	permutation_6992/	2019-10-11 13:14	-
	permutation_6993/	2019-10-11 13:16	-
	permutation_6994/	2019-10-11 13:14	-
	permutation_6995/	2019-10-11 13:13	-
	permutation_6996/	2019-10-11 13:14	-
	permutation_6997/	2019-10-11 13:15	-
	permutation_6998/	2019-10-11 13:15	-
	permutation_6999/	2019-10-11 13:15	-
	permutation_7000/	2019-10-11 13:14	-
	permutation_7001/	2019-10-11 13:16	-
	permutation_7002/	2019-10-11 13:15	-
	permutation_7003/	2019-10-11 13:16	-
	permutation_7004/	2019-10-11 13:14	-
	permutation_7005/	2019-10-11 13:14	-
	permutation_7006/	2019-10-11 13:13	-
	permutation_7007/	2019-10-11 13:15	-
	permutation_7008/	2019-10-11 13:15	-
	permutation_7009/	2019-10-11 13:14	-
	permutation_7010/	2019-10-11 13:15	-
	permutation_7011/	2019-10-11 13:13	-
	permutation_7012/	2019-10-11 13:14	-
	permutation_7013/	2019-10-11 13:15	-
	permutation_7014/	2019-10-11 13:15	-
	permutation_7015/	2019-10-11 13:15	-
	permutation_7016/	2019-10-11 13:14	-
	permutation_7017/	2019-10-11 13:15	-
	permutation_7018/	2019-10-11 13:15	-
	permutation_7019/	2019-10-11 13:16	-
	permutation_7020/	2019-10-11 13:14	-
	permutation_7021/	2019-10-11 13:13	-
	permutation_7022/	2019-10-11 13:15	-
	permutation_7023/	2019-10-11 13:14	-
	permutation_7024/	2019-10-11 13:14	-
	permutation_7025/	2019-10-11 13:14	-
	permutation_7026/	2019-10-11 13:16	-
	permutation_7027/	2019-10-11 13:14	-
	permutation_7028/	2019-10-11 13:14	-
	permutation_7029/	2019-10-11 13:16	-
	permutation_7030/	2019-10-11 13:13	-
	permutation_7031/	2019-10-11 13:15	-
	permutation_7032/	2019-10-11 13:15	-
	permutation_7033/	2019-10-11 13:15	-
	permutation_7034/	2019-10-11 13:16	-
	permutation_7035/	2019-10-11 13:15	-
	permutation_7036/	2019-10-11 13:15	-
	permutation_7037/	2019-10-11 13:14	-
	permutation_7038/	2019-10-11 13:14	-
	permutation_7039/	2019-10-11 13:13	-
	permutation_7040/	2019-10-11 13:15	-
	permutation_7041/	2019-10-11 13:14	-
	permutation_7042/	2019-10-11 13:14	-
	permutation_7043/	2019-10-11 13:15	-
	permutation_7044/	2019-10-11 13:14	-
	permutation_7045/	2019-10-11 13:14	-
	permutation_7046/	2019-10-11 13:14	-
	permutation_7047/	2019-10-11 13:15	-
	permutation_7048/	2019-10-11 13:15	-
	permutation_7049/	2019-10-11 13:14	-
	permutation_7050/	2019-10-11 13:14	-
	permutation_7051/	2019-10-11 13:16	-
	permutation_7052/	2019-10-11 13:15	-
	permutation_7053/	2019-10-11 13:14	-
	permutation_7054/	2019-10-11 13:16	-
	permutation_7055/	2019-10-11 13:15	-
	permutation_7056/	2019-10-11 13:14	-
	permutation_7057/	2019-10-11 13:14	-
	permutation_7058/	2019-10-11 13:14	-
	permutation_7059/	2019-10-11 13:15	-
	permutation_7060/	2019-10-11 13:16	-
	permutation_7061/	2019-10-11 13:15	-
	permutation_7062/	2019-10-11 13:14	-
	permutation_7063/	2019-10-11 13:15	-
	permutation_7064/	2019-10-11 13:14	-
	permutation_7065/	2019-10-11 13:14	-
	permutation_7066/	2019-10-11 13:14	-
	permutation_7067/	2019-10-11 13:14	-
	permutation_7068/	2019-10-11 13:15	-
	permutation_7069/	2019-10-11 13:14	-
	permutation_7070/	2019-10-11 13:15	-
	permutation_7071/	2019-10-11 13:14	-
	permutation_7072/	2019-10-11 13:13	-
	permutation_7073/	2019-10-11 13:13	-
	permutation_7074/	2019-10-11 13:16	-
	permutation_7075/	2019-10-11 13:15	-
	permutation_7076/	2019-10-11 13:14	-
	permutation_7077/	2019-10-11 13:16	-
	permutation_7078/	2019-10-11 13:15	-
	permutation_7079/	2019-10-11 13:15	-
	permutation_7080/	2019-10-11 13:16	-
	permutation_7081/	2019-10-11 13:15	-
	permutation_7082/	2019-10-11 13:16	-
	permutation_7083/	2019-10-11 13:15	-
	permutation_7084/	2019-10-11 13:14	-
	permutation_7085/	2019-10-11 13:14	-
	permutation_7086/	2019-10-11 13:15	-
	permutation_7087/	2019-10-11 13:14	-
	permutation_7088/	2019-10-11 13:14	-
	permutation_7089/	2019-10-11 13:15	-
	permutation_7090/	2019-10-11 13:16	-
	permutation_7091/	2019-10-11 13:15	-
	permutation_7092/	2019-10-11 13:14	-
	permutation_7093/	2019-10-11 13:14	-
	permutation_7094/	2019-10-11 13:15	-
	permutation_7095/	2019-10-11 13:15	-
	permutation_7096/	2019-10-11 13:15	-
	permutation_7097/	2019-10-11 13:14	-
	permutation_7098/	2019-10-11 13:14	-
	permutation_7099/	2019-10-11 13:15	-
	permutation_7100/	2019-10-11 13:13	-
	permutation_7101/	2019-10-11 13:16	-
	permutation_7102/	2019-10-11 13:14	-
	permutation_7103/	2019-10-11 13:14	-
	permutation_7104/	2019-10-11 13:14	-
	permutation_7105/	2019-10-11 13:14	-
	permutation_7106/	2019-10-11 13:15	-
	permutation_7107/	2019-10-11 13:14	-
	permutation_7108/	2019-10-11 13:16	-
	permutation_7109/	2019-10-11 13:14	-
	permutation_7110/	2019-10-11 13:16	-
	permutation_7111/	2019-10-11 13:15	-
	permutation_7112/	2019-10-11 13:14	-
	permutation_7113/	2019-10-11 13:14	-
	permutation_7114/	2019-10-11 13:16	-
	permutation_7115/	2019-10-11 13:15	-
	permutation_7116/	2019-10-11 13:15	-
	permutation_7117/	2019-10-11 13:13	-
	permutation_7118/	2019-10-11 13:15	-
	permutation_7119/	2019-10-11 13:15	-
	permutation_7120/	2019-10-11 13:15	-
	permutation_7121/	2019-10-11 13:14	-
	permutation_7122/	2019-10-11 13:15	-
	permutation_7123/	2019-10-11 13:14	-
	permutation_7124/	2019-10-11 13:16	-
	permutation_7125/	2019-10-11 13:14	-
	permutation_7126/	2019-10-11 13:15	-
	permutation_7127/	2019-10-11 13:15	-
	permutation_7128/	2019-10-11 13:14	-
	permutation_7129/	2019-10-11 13:15	-
	permutation_7130/	2019-10-11 13:14	-
	permutation_7131/	2019-10-11 13:13	-
	permutation_7132/	2019-10-11 13:16	-
	permutation_7133/	2019-10-11 13:13	-
	permutation_7134/	2019-10-11 13:13	-
	permutation_7135/	2019-10-11 13:14	-
	permutation_7136/	2019-10-11 13:15	-
	permutation_7137/	2019-10-11 13:15	-
	permutation_7138/	2019-10-11 13:15	-
	permutation_7139/	2019-10-11 13:13	-
	permutation_7140/	2019-10-11 13:13	-
	permutation_7141/	2019-10-11 13:15	-
	permutation_7142/	2019-10-11 13:16	-
	permutation_7143/	2019-10-11 13:15	-
	permutation_7144/	2019-10-11 13:15	-
	permutation_7145/	2019-10-11 13:14	-
	permutation_7146/	2019-10-11 13:14	-
	permutation_7147/	2019-10-11 13:13	-
	permutation_7148/	2019-10-11 13:15	-
	permutation_7149/	2019-10-11 13:14	-
	permutation_7150/	2019-10-11 13:14	-
	permutation_7151/	2019-10-11 13:13	-
	permutation_7152/	2019-10-11 13:14	-
	permutation_7153/	2019-10-11 13:16	-
	permutation_7154/	2019-10-11 13:13	-
	permutation_7155/	2019-10-11 13:14	-
	permutation_7156/	2019-10-11 13:16	-
	permutation_7157/	2019-10-11 13:15	-
	permutation_7158/	2019-10-11 13:13	-
	permutation_7159/	2019-10-11 13:14	-
	permutation_7160/	2019-10-11 13:13	-
	permutation_7161/	2019-10-11 13:16	-
	permutation_7162/	2019-10-11 13:14	-
	permutation_7163/	2019-10-11 13:15	-
	permutation_7164/	2019-10-11 13:15	-
	permutation_7165/	2019-10-11 13:13	-
	permutation_7166/	2019-10-11 13:15	-
	permutation_7167/	2019-10-11 13:15	-
	permutation_7168/	2019-10-11 13:16	-
	permutation_7169/	2019-10-11 13:13	-
	permutation_7170/	2019-10-11 13:15	-
	permutation_7171/	2019-10-11 13:14	-
	permutation_7172/	2019-10-11 13:15	-
	permutation_7173/	2019-10-11 13:14	-
	permutation_7174/	2019-10-11 13:14	-
	permutation_7175/	2019-10-11 13:14	-
	permutation_7176/	2019-10-11 13:14	-
	permutation_7177/	2019-10-11 13:14	-
	permutation_7178/	2019-10-11 13:15	-
	permutation_7179/	2019-10-11 13:15	-
	permutation_7180/	2019-10-11 13:14	-
	permutation_7181/	2019-10-11 13:16	-
	permutation_7182/	2019-10-11 13:14	-
	permutation_7183/	2019-10-11 13:13	-
	permutation_7184/	2019-10-11 13:15	-
	permutation_7185/	2019-10-11 13:15	-
	permutation_7186/	2019-10-11 13:14	-
	permutation_7187/	2019-10-11 13:14	-
	permutation_7188/	2019-10-11 13:15	-
	permutation_7189/	2019-10-11 13:15	-
	permutation_7190/	2019-10-11 13:14	-
	permutation_7191/	2019-10-11 13:13	-
	permutation_7192/	2019-10-11 13:14	-
	permutation_7193/	2019-10-11 13:14	-
	permutation_7194/	2019-10-11 13:16	-
	permutation_7195/	2019-10-11 13:14	-
	permutation_7196/	2019-10-11 13:15	-
	permutation_7197/	2019-10-11 13:14	-
	permutation_7198/	2019-10-11 13:13	-
	permutation_7199/	2019-10-11 13:15	-
	permutation_7200/	2019-10-11 13:14	-
	permutation_7201/	2019-10-11 13:13	-
	permutation_7202/	2019-10-11 13:14	-
	permutation_7203/	2019-10-11 13:15	-
	permutation_7204/	2019-10-11 13:15	-
	permutation_7205/	2019-10-11 13:15	-
	permutation_7206/	2019-10-11 13:15	-
	permutation_7207/	2019-10-11 13:14	-
	permutation_7208/	2019-10-11 13:14	-
	permutation_7209/	2019-10-11 13:14	-
	permutation_7210/	2019-10-11 13:14	-
	permutation_7211/	2019-10-11 13:15	-
	permutation_7212/	2019-10-11 13:13	-
	permutation_7213/	2019-10-11 13:15	-
	permutation_7214/	2019-10-11 13:14	-
	permutation_7215/	2019-10-11 13:14	-
	permutation_7216/	2019-10-11 13:15	-
	permutation_7217/	2019-10-11 13:14	-
	permutation_7218/	2019-10-11 13:13	-
	permutation_7219/	2019-10-11 13:14	-
	permutation_7220/	2019-10-11 13:14	-
	permutation_7221/	2019-10-11 13:14	-
	permutation_7222/	2019-10-11 13:14	-
	permutation_7223/	2019-10-11 13:13	-
	permutation_7224/	2019-10-11 13:15	-
	permutation_7225/	2019-10-11 13:16	-
	permutation_7226/	2019-10-11 13:15	-
	permutation_7227/	2019-10-11 13:16	-
	permutation_7228/	2019-10-11 13:14	-
	permutation_7229/	2019-10-11 13:15	-
	permutation_7230/	2019-10-11 13:15	-
	permutation_7231/	2019-10-11 13:14	-
	permutation_7232/	2019-10-11 13:14	-
	permutation_7233/	2019-10-11 13:15	-
	permutation_7234/	2019-10-11 13:14	-
	permutation_7235/	2019-10-11 13:15	-
	permutation_7236/	2019-10-11 13:14	-
	permutation_7237/	2019-10-11 13:14	-
	permutation_7238/	2019-10-11 13:15	-
	permutation_7239/	2019-10-11 13:14	-
	permutation_7240/	2019-10-11 13:14	-
	permutation_7241/	2019-10-11 13:14	-
	permutation_7242/	2019-10-11 13:15	-
	permutation_7243/	2019-10-11 13:14	-
	permutation_7244/	2019-10-11 13:14	-
	permutation_7245/	2019-10-11 13:15	-
	permutation_7246/	2019-10-11 13:14	-
	permutation_7247/	2019-10-11 13:16	-
	permutation_7248/	2019-10-11 13:15	-
	permutation_7249/	2019-10-11 13:15	-
	permutation_7250/	2019-10-11 13:16	-
	permutation_7251/	2019-10-11 13:14	-
	permutation_7252/	2019-10-11 13:14	-
	permutation_7253/	2019-10-11 13:14	-
	permutation_7254/	2019-10-11 13:14	-
	permutation_7255/	2019-10-11 13:14	-
	permutation_7256/	2019-10-11 13:14	-
	permutation_7257/	2019-10-11 13:15	-
	permutation_7258/	2019-10-11 13:16	-
	permutation_7259/	2019-10-11 13:15	-
	permutation_7260/	2019-10-11 13:14	-
	permutation_7261/	2019-10-11 13:15	-
	permutation_7262/	2019-10-11 13:14	-
	permutation_7263/	2019-10-11 13:15	-
	permutation_7264/	2019-10-11 13:15	-
	permutation_7265/	2019-10-11 13:13	-
	permutation_7266/	2019-10-11 13:16	-
	permutation_7267/	2019-10-11 13:15	-
	permutation_7268/	2019-10-11 13:15	-
	permutation_7269/	2019-10-11 13:14	-
	permutation_7270/	2019-10-11 13:13	-
	permutation_7271/	2019-10-11 13:13	-
	permutation_7272/	2019-10-11 13:15	-
	permutation_7273/	2019-10-11 13:15	-
	permutation_7274/	2019-10-11 13:16	-
	permutation_7275/	2019-10-11 13:14	-
	permutation_7276/	2019-10-11 13:14	-
	permutation_7277/	2019-10-11 13:13	-
	permutation_7278/	2019-10-11 13:14	-
	permutation_7279/	2019-10-11 13:16	-
	permutation_7280/	2019-10-11 13:14	-
	permutation_7281/	2019-10-11 13:15	-
	permutation_7282/	2019-10-11 13:14	-
	permutation_7283/	2019-10-11 13:14	-
	permutation_7284/	2019-10-11 13:14	-
	permutation_7285/	2019-10-11 13:15	-
	permutation_7286/	2019-10-11 13:15	-
	permutation_7287/	2019-10-11 13:15	-
	permutation_7288/	2019-10-11 13:16	-
	permutation_7289/	2019-10-11 13:16	-
	permutation_7290/	2019-10-11 13:15	-
	permutation_7291/	2019-10-11 13:13	-
	permutation_7292/	2019-10-11 13:15	-
	permutation_7293/	2019-10-11 13:14	-
	permutation_7294/	2019-10-11 13:13	-
	permutation_7295/	2019-10-11 13:14	-
	permutation_7296/	2019-10-11 13:14	-
	permutation_7297/	2019-10-11 13:14	-
	permutation_7298/	2019-10-11 13:14	-
	permutation_7299/	2019-10-11 13:14	-
	permutation_7300/	2019-10-11 13:14	-
	permutation_7301/	2019-10-11 13:13	-
	permutation_7302/	2019-10-11 13:15	-
	permutation_7303/	2019-10-11 13:13	-
	permutation_7304/	2019-10-11 13:15	-
	permutation_7305/	2019-10-11 13:14	-
	permutation_7306/	2019-10-11 13:15	-
	permutation_7307/	2019-10-11 13:15	-
	permutation_7308/	2019-10-11 13:13	-
	permutation_7309/	2019-10-11 13:14	-
	permutation_7310/	2019-10-11 13:14	-
	permutation_7311/	2019-10-11 13:15	-
	permutation_7312/	2019-10-11 13:13	-
	permutation_7313/	2019-10-11 13:15	-
	permutation_7314/	2019-10-11 13:14	-
	permutation_7315/	2019-10-11 13:15	-
	permutation_7316/	2019-10-11 13:15	-
	permutation_7317/	2019-10-11 13:16	-
	permutation_7318/	2019-10-11 13:15	-
	permutation_7319/	2019-10-11 13:13	-
	permutation_7320/	2019-10-11 13:15	-
	permutation_7321/	2019-10-11 13:15	-
	permutation_7322/	2019-10-11 13:15	-
	permutation_7323/	2019-10-11 13:14	-
	permutation_7324/	2019-10-11 13:13	-
	permutation_7325/	2019-10-11 13:14	-
	permutation_7326/	2019-10-11 13:13	-
	permutation_7327/	2019-10-11 13:16	-
	permutation_7328/	2019-10-11 13:14	-
	permutation_7329/	2019-10-11 13:15	-
	permutation_7330/	2019-10-11 13:15	-
	permutation_7331/	2019-10-11 13:14	-
	permutation_7332/	2019-10-11 13:14	-
	permutation_7333/	2019-10-11 13:15	-
	permutation_7334/	2019-10-11 13:14	-
	permutation_7335/	2019-10-11 13:15	-
	permutation_7336/	2019-10-11 13:15	-
	permutation_7337/	2019-10-11 13:14	-
	permutation_7338/	2019-10-11 13:16	-
	permutation_7339/	2019-10-11 13:14	-
	permutation_7340/	2019-10-11 13:14	-
	permutation_7341/	2019-10-11 13:14	-
	permutation_7342/	2019-10-11 13:14	-
	permutation_7343/	2019-10-11 13:14	-
	permutation_7344/	2019-10-11 13:14	-
	permutation_7345/	2019-10-11 13:16	-
	permutation_7346/	2019-10-11 13:15	-
	permutation_7347/	2019-10-11 13:14	-
	permutation_7348/	2019-10-11 13:15	-
	permutation_7349/	2019-10-11 13:15	-
	permutation_7350/	2019-10-11 13:16	-
	permutation_7351/	2019-10-11 13:13	-
	permutation_7352/	2019-10-11 13:15	-
	permutation_7353/	2019-10-11 13:15	-
	permutation_7354/	2019-10-11 13:14	-
	permutation_7355/	2019-10-11 13:15	-
	permutation_7356/	2019-10-11 13:14	-
	permutation_7357/	2019-10-11 13:15	-
	permutation_7358/	2019-10-11 13:14	-
	permutation_7359/	2019-10-11 13:13	-
	permutation_7360/	2019-10-11 13:14	-
	permutation_7361/	2019-10-11 13:15	-
	permutation_7362/	2019-10-11 13:14	-
	permutation_7363/	2019-10-11 13:15	-
	permutation_7364/	2019-10-11 13:14	-
	permutation_7365/	2019-10-11 13:14	-
	permutation_7366/	2019-10-11 13:15	-
	permutation_7367/	2019-10-11 13:13	-
	permutation_7368/	2019-10-11 13:15	-
	permutation_7369/	2019-10-11 13:14	-
	permutation_7370/	2019-10-11 13:14	-
	permutation_7371/	2019-10-11 13:14	-
	permutation_7372/	2019-10-11 13:14	-
	permutation_7373/	2019-10-11 13:15	-
	permutation_7374/	2019-10-11 13:15	-
	permutation_7375/	2019-10-11 13:15	-
	permutation_7376/	2019-10-11 13:15	-
	permutation_7377/	2019-10-11 13:15	-
	permutation_7378/	2019-10-11 13:15	-
	permutation_7379/	2019-10-11 13:14	-
	permutation_7380/	2019-10-11 13:14	-
	permutation_7381/	2019-10-11 13:15	-
	permutation_7382/	2019-10-11 13:15	-
	permutation_7383/	2019-10-11 13:14	-
	permutation_7384/	2019-10-11 13:14	-
	permutation_7385/	2019-10-11 13:13	-
	permutation_7386/	2019-10-11 13:16	-
	permutation_7387/	2019-10-11 13:15	-
	permutation_7388/	2019-10-11 13:14	-
	permutation_7389/	2019-10-11 13:15	-
	permutation_7390/	2019-10-11 13:14	-
	permutation_7391/	2019-10-11 13:13	-
	permutation_7392/	2019-10-11 13:14	-
	permutation_7393/	2019-10-11 13:15	-
	permutation_7394/	2019-10-11 13:14	-
	permutation_7395/	2019-10-11 13:15	-
	permutation_7396/	2019-10-11 13:14	-
	permutation_7397/	2019-10-11 13:15	-
	permutation_7398/	2019-10-11 13:15	-
	permutation_7399/	2019-10-11 13:14	-
	permutation_7400/	2019-10-11 13:14	-
	permutation_7401/	2019-10-11 13:15	-
	permutation_7402/	2019-10-11 13:14	-
	permutation_7403/	2019-10-11 13:14	-
	permutation_7404/	2019-10-11 13:15	-
	permutation_7405/	2019-10-11 13:14	-
	permutation_7406/	2019-10-11 13:13	-
	permutation_7407/	2019-10-11 13:15	-
	permutation_7408/	2019-10-11 13:15	-
	permutation_7409/	2019-10-11 13:14	-
	permutation_7410/	2019-10-11 13:14	-
	permutation_7411/	2019-10-11 13:14	-
	permutation_7412/	2019-10-11 13:16	-
	permutation_7413/	2019-10-11 13:15	-
	permutation_7414/	2019-10-11 13:16	-
	permutation_7415/	2019-10-11 13:15	-
	permutation_7416/	2019-10-11 13:15	-
	permutation_7417/	2019-10-11 13:16	-
	permutation_7418/	2019-10-11 13:15	-
	permutation_7419/	2019-10-11 13:15	-
	permutation_7420/	2019-10-11 13:15	-
	permutation_7421/	2019-10-11 13:14	-
	permutation_7422/	2019-10-11 13:14	-
	permutation_7423/	2019-10-11 13:15	-
	permutation_7424/	2019-10-11 13:13	-
	permutation_7425/	2019-10-11 13:14	-
	permutation_7426/	2019-10-11 13:14	-
	permutation_7427/	2019-10-11 13:15	-
	permutation_7428/	2019-10-11 13:14	-
	permutation_7429/	2019-10-11 13:14	-
	permutation_7430/	2019-10-11 13:13	-
	permutation_7431/	2019-10-11 13:15	-
	permutation_7432/	2019-10-11 13:14	-
	permutation_7433/	2019-10-11 13:16	-
	permutation_7434/	2019-10-11 13:14	-
	permutation_7435/	2019-10-11 13:16	-
	permutation_7436/	2019-10-11 13:15	-
	permutation_7437/	2019-10-11 13:16	-
	permutation_7438/	2019-10-11 13:15	-
	permutation_7439/	2019-10-11 13:15	-
	permutation_7440/	2019-10-11 13:15	-
	permutation_7441/	2019-10-11 13:16	-
	permutation_7442/	2019-10-11 13:15	-
	permutation_7443/	2019-10-11 13:15	-
	permutation_7444/	2019-10-11 13:15	-
	permutation_7445/	2019-10-11 13:15	-
	permutation_7446/	2019-10-11 13:14	-
	permutation_7447/	2019-10-11 13:15	-
	permutation_7448/	2019-10-11 13:13	-
	permutation_7449/	2019-10-11 13:14	-
	permutation_7450/	2019-10-11 13:14	-
	permutation_7451/	2019-10-11 13:13	-
	permutation_7452/	2019-10-11 13:15	-
	permutation_7453/	2019-10-11 13:15	-
	permutation_7454/	2019-10-11 13:13	-
	permutation_7455/	2019-10-11 13:15	-
	permutation_7456/	2019-10-11 13:14	-
	permutation_7457/	2019-10-11 13:15	-
	permutation_7458/	2019-10-11 13:14	-
	permutation_7459/	2019-10-11 13:16	-
	permutation_7460/	2019-10-11 13:13	-
	permutation_7461/	2019-10-11 13:15	-
	permutation_7462/	2019-10-11 13:14	-
	permutation_7463/	2019-10-11 13:15	-
	permutation_7464/	2019-10-11 13:14	-
	permutation_7465/	2019-10-11 13:14	-
	permutation_7466/	2019-10-11 13:16	-
	permutation_7467/	2019-10-11 13:14	-
	permutation_7468/	2019-10-11 13:14	-
	permutation_7469/	2019-10-11 13:15	-
	permutation_7470/	2019-10-11 13:15	-
	permutation_7471/	2019-10-11 13:14	-
	permutation_7472/	2019-10-11 13:16	-
	permutation_7473/	2019-10-11 13:14	-
	permutation_7474/	2019-10-11 13:16	-
	permutation_7475/	2019-10-11 13:15	-
	permutation_7476/	2019-10-11 13:14	-
	permutation_7477/	2019-10-11 13:15	-
	permutation_7478/	2019-10-11 13:15	-
	permutation_7479/	2019-10-11 13:14	-
	permutation_7480/	2019-10-11 13:14	-
	permutation_7481/	2019-10-11 13:14	-
	permutation_7482/	2019-10-11 13:15	-
	permutation_7483/	2019-10-11 13:16	-
	permutation_7484/	2019-10-11 13:15	-
	permutation_7485/	2019-10-11 13:14	-
	permutation_7486/	2019-10-11 13:15	-
	permutation_7487/	2019-10-11 13:15	-
	permutation_7488/	2019-10-11 13:14	-
	permutation_7489/	2019-10-11 13:16	-
	permutation_7490/	2019-10-11 13:15	-
	permutation_7491/	2019-10-11 13:14	-
	permutation_7492/	2019-10-11 13:14	-
	permutation_7493/	2019-10-11 13:15	-
	permutation_7494/	2019-10-11 13:14	-
	permutation_7495/	2019-10-11 13:16	-
	permutation_7496/	2019-10-11 13:14	-
	permutation_7497/	2019-10-11 13:16	-
	permutation_7498/	2019-10-11 13:16	-
	permutation_7499/	2019-10-11 13:13	-
	permutation_7500/	2019-10-11 13:15	-
	permutation_7501/	2019-10-11 13:15	-
	permutation_7502/	2019-10-11 13:15	-
	permutation_7503/	2019-10-11 13:13	-
	permutation_7504/	2019-10-11 13:15	-
	permutation_7505/	2019-10-11 13:15	-
	permutation_7506/	2019-10-11 13:14	-
	permutation_7507/	2019-10-11 13:14	-
	permutation_7508/	2019-10-11 13:13	-
	permutation_7509/	2019-10-11 13:15	-
	permutation_7510/	2019-10-11 13:15	-
	permutation_7511/	2019-10-11 13:14	-
	permutation_7512/	2019-10-11 13:14	-
	permutation_7513/	2019-10-11 13:13	-
	permutation_7514/	2019-10-11 13:16	-
	permutation_7515/	2019-10-11 13:14	-
	permutation_7516/	2019-10-11 13:16	-
	permutation_7517/	2019-10-11 13:13	-
	permutation_7518/	2019-10-11 13:15	-
	permutation_7519/	2019-10-11 13:14	-
	permutation_7520/	2019-10-11 13:15	-
	permutation_7521/	2019-10-11 13:14	-
	permutation_7522/	2019-10-11 13:16	-
	permutation_7523/	2019-10-11 13:14	-
	permutation_7524/	2019-10-11 13:15	-
	permutation_7525/	2019-10-11 13:14	-
	permutation_7526/	2019-10-11 13:14	-
	permutation_7527/	2019-10-11 13:16	-
	permutation_7528/	2019-10-11 13:14	-
	permutation_7529/	2019-10-11 13:13	-
	permutation_7530/	2019-10-11 13:15	-
	permutation_7531/	2019-10-11 13:15	-
	permutation_7532/	2019-10-11 13:15	-
	permutation_7533/	2019-10-11 13:15	-
	permutation_7534/	2019-10-11 13:14	-
	permutation_7535/	2019-10-11 13:14	-
	permutation_7536/	2019-10-11 13:15	-
	permutation_7537/	2019-10-11 13:16	-
	permutation_7538/	2019-10-11 13:14	-
	permutation_7539/	2019-10-11 13:15	-
	permutation_7540/	2019-10-11 13:15	-
	permutation_7541/	2019-10-11 13:15	-
	permutation_7542/	2019-10-11 13:16	-
	permutation_7543/	2019-10-11 13:14	-
	permutation_7544/	2019-10-11 13:15	-
	permutation_7545/	2019-10-11 13:15	-
	permutation_7546/	2019-10-11 13:13	-
	permutation_7547/	2019-10-11 13:14	-
	permutation_7548/	2019-10-11 13:14	-
	permutation_7549/	2019-10-11 13:15	-
	permutation_7550/	2019-10-11 13:15	-
	permutation_7551/	2019-10-11 13:14	-
	permutation_7552/	2019-10-11 13:16	-
	permutation_7553/	2019-10-11 13:15	-
	permutation_7554/	2019-10-11 13:14	-
	permutation_7555/	2019-10-11 13:15	-
	permutation_7556/	2019-10-11 13:14	-
	permutation_7557/	2019-10-11 13:16	-
	permutation_7558/	2019-10-11 13:14	-
	permutation_7559/	2019-10-11 13:15	-
	permutation_7560/	2019-10-11 13:16	-
	permutation_7561/	2019-10-11 13:15	-
	permutation_7562/	2019-10-11 13:15	-
	permutation_7563/	2019-10-11 13:16	-
	permutation_7564/	2019-10-11 13:15	-
	permutation_7565/	2019-10-11 13:15	-
	permutation_7566/	2019-10-11 13:15	-
	permutation_7567/	2019-10-11 13:15	-
	permutation_7568/	2019-10-11 13:14	-
	permutation_7569/	2019-10-11 13:14	-
	permutation_7570/	2019-10-11 13:16	-
	permutation_7571/	2019-10-11 13:14	-
	permutation_7572/	2019-10-11 13:14	-
	permutation_7573/	2019-10-11 13:14	-
	permutation_7574/	2019-10-11 13:16	-
	permutation_7575/	2019-10-11 13:15	-
	permutation_7576/	2019-10-11 13:14	-
	permutation_7577/	2019-10-11 13:15	-
	permutation_7578/	2019-10-11 13:15	-
	permutation_7579/	2019-10-11 13:13	-
	permutation_7580/	2019-10-11 13:14	-
	permutation_7581/	2019-10-11 13:14	-
	permutation_7582/	2019-10-11 13:15	-
	permutation_7583/	2019-10-11 13:14	-
	permutation_7584/	2019-10-11 13:13	-
	permutation_7585/	2019-10-11 13:14	-
	permutation_7586/	2019-10-11 13:16	-
	permutation_7587/	2019-10-11 13:16	-
	permutation_7588/	2019-10-11 13:14	-
	permutation_7589/	2019-10-11 13:16	-
	permutation_7590/	2019-10-11 13:15	-
	permutation_7591/	2019-10-11 13:15	-
	permutation_7592/	2019-10-11 13:13	-
	permutation_7593/	2019-10-11 13:14	-
	permutation_7594/	2019-10-11 13:14	-
	permutation_7595/	2019-10-11 13:13	-
	permutation_7596/	2019-10-11 13:14	-
	permutation_7597/	2019-10-11 13:16	-
	permutation_7598/	2019-10-11 13:16	-
	permutation_7599/	2019-10-11 13:13	-
	permutation_7600/	2019-10-11 13:15	-
	permutation_7601/	2019-10-11 13:16	-
	permutation_7602/	2019-10-11 13:15	-
	permutation_7603/	2019-10-11 13:16	-
	permutation_7604/	2019-10-11 13:13	-
	permutation_7605/	2019-10-11 13:16	-
	permutation_7606/	2019-10-11 13:15	-
	permutation_7607/	2019-10-11 13:15	-
	permutation_7608/	2019-10-11 13:14	-
	permutation_7609/	2019-10-11 13:16	-
	permutation_7610/	2019-10-11 13:13	-
	permutation_7611/	2019-10-11 13:15	-
	permutation_7612/	2019-10-11 13:14	-
	permutation_7613/	2019-10-11 13:15	-
	permutation_7614/	2019-10-11 13:13	-
	permutation_7615/	2019-10-11 13:14	-
	permutation_7616/	2019-10-11 13:15	-
	permutation_7617/	2019-10-11 13:16	-
	permutation_7618/	2019-10-11 13:15	-
	permutation_7619/	2019-10-11 13:13	-
	permutation_7620/	2019-10-11 13:14	-
	permutation_7621/	2019-10-11 13:15	-
	permutation_7622/	2019-10-11 13:16	-
	permutation_7623/	2019-10-11 13:14	-
	permutation_7624/	2019-10-11 13:16	-
	permutation_7625/	2019-10-11 13:14	-
	permutation_7626/	2019-10-11 13:14	-
	permutation_7627/	2019-10-11 13:16	-
	permutation_7628/	2019-10-11 13:14	-
	permutation_7629/	2019-10-11 13:15	-
	permutation_7630/	2019-10-11 13:15	-
	permutation_7631/	2019-10-11 13:15	-
	permutation_7632/	2019-10-11 13:15	-
	permutation_7633/	2019-10-11 13:15	-
	permutation_7634/	2019-10-11 13:15	-
	permutation_7635/	2019-10-11 13:13	-
	permutation_7636/	2019-10-11 13:14	-
	permutation_7637/	2019-10-11 13:15	-
	permutation_7638/	2019-10-11 13:14	-
	permutation_7639/	2019-10-11 13:15	-
	permutation_7640/	2019-10-11 13:15	-
	permutation_7641/	2019-10-11 13:14	-
	permutation_7642/	2019-10-11 13:13	-
	permutation_7643/	2019-10-11 13:15	-
	permutation_7644/	2019-10-11 13:14	-
	permutation_7645/	2019-10-11 13:15	-
	permutation_7646/	2019-10-11 13:13	-
	permutation_7647/	2019-10-11 13:15	-
	permutation_7648/	2019-10-11 13:15	-
	permutation_7649/	2019-10-11 13:14	-
	permutation_7650/	2019-10-11 13:14	-
	permutation_7651/	2019-10-11 13:13	-
	permutation_7652/	2019-10-11 13:13	-
	permutation_7653/	2019-10-11 13:16	-
	permutation_7654/	2019-10-11 13:16	-
	permutation_7655/	2019-10-11 13:14	-
	permutation_7656/	2019-10-11 13:15	-
	permutation_7657/	2019-10-11 13:15	-
	permutation_7658/	2019-10-11 13:16	-
	permutation_7659/	2019-10-11 13:14	-
	permutation_7660/	2019-10-11 13:13	-
	permutation_7661/	2019-10-11 13:16	-
	permutation_7662/	2019-10-11 13:14	-
	permutation_7663/	2019-10-11 13:15	-
	permutation_7664/	2019-10-11 13:16	-
	permutation_7665/	2019-10-11 13:14	-
	permutation_7666/	2019-10-11 13:15	-
	permutation_7667/	2019-10-11 13:15	-
	permutation_7668/	2019-10-11 13:13	-
	permutation_7669/	2019-10-11 13:14	-
	permutation_7670/	2019-10-11 13:13	-
	permutation_7671/	2019-10-11 13:15	-
	permutation_7672/	2019-10-11 13:16	-
	permutation_7673/	2019-10-11 13:15	-
	permutation_7674/	2019-10-11 13:13	-
	permutation_7675/	2019-10-11 13:15	-
	permutation_7676/	2019-10-11 13:14	-
	permutation_7677/	2019-10-11 13:14	-
	permutation_7678/	2019-10-11 13:15	-
	permutation_7679/	2019-10-11 13:16	-
	permutation_7680/	2019-10-11 13:14	-
	permutation_7681/	2019-10-11 13:14	-
	permutation_7682/	2019-10-11 13:14	-
	permutation_7683/	2019-10-11 13:14	-
	permutation_7684/	2019-10-11 13:15	-
	permutation_7685/	2019-10-11 13:15	-
	permutation_7686/	2019-10-11 13:14	-
	permutation_7687/	2019-10-11 13:15	-
	permutation_7688/	2019-10-11 13:14	-
	permutation_7689/	2019-10-11 13:15	-
	permutation_7690/	2019-10-11 13:15	-
	permutation_7691/	2019-10-11 13:15	-
	permutation_7692/	2019-10-11 13:14	-
	permutation_7693/	2019-10-11 13:15	-
	permutation_7694/	2019-10-11 13:15	-
	permutation_7695/	2019-10-11 13:16	-
	permutation_7696/	2019-10-11 13:14	-
	permutation_7697/	2019-10-11 13:14	-
	permutation_7698/	2019-10-11 13:15	-
	permutation_7699/	2019-10-11 13:14	-
	permutation_7700/	2019-10-11 13:14	-
	permutation_7701/	2019-10-11 13:13	-
	permutation_7702/	2019-10-11 13:15	-
	permutation_7703/	2019-10-11 13:15	-
	permutation_7704/	2019-10-11 13:14	-
	permutation_7705/	2019-10-11 13:14	-
	permutation_7706/	2019-10-11 13:14	-
	permutation_7707/	2019-10-11 13:16	-
	permutation_7708/	2019-10-11 13:15	-
	permutation_7709/	2019-10-11 13:16	-
	permutation_7710/	2019-10-11 13:14	-
	permutation_7711/	2019-10-11 13:16	-
	permutation_7712/	2019-10-11 13:16	-
	permutation_7713/	2019-10-11 13:15	-
	permutation_7714/	2019-10-11 13:15	-
	permutation_7715/	2019-10-11 13:14	-
	permutation_7716/	2019-10-11 13:15	-
	permutation_7717/	2019-10-11 13:14	-
	permutation_7718/	2019-10-11 13:15	-
	permutation_7719/	2019-10-11 13:14	-
	permutation_7720/	2019-10-11 13:15	-
	permutation_7721/	2019-10-11 13:14	-
	permutation_7722/	2019-10-11 13:15	-
	permutation_7723/	2019-10-11 13:13	-
	permutation_7724/	2019-10-11 13:16	-
	permutation_7725/	2019-10-11 13:14	-
	permutation_7726/	2019-10-11 13:14	-
	permutation_7727/	2019-10-11 13:14	-
	permutation_7728/	2019-10-11 13:15	-
	permutation_7729/	2019-10-11 13:15	-
	permutation_7730/	2019-10-11 13:13	-
	permutation_7731/	2019-10-11 13:13	-
	permutation_7732/	2019-10-11 13:14	-
	permutation_7733/	2019-10-11 13:16	-
	permutation_7734/	2019-10-11 13:15	-
	permutation_7735/	2019-10-11 13:16	-
	permutation_7736/	2019-10-11 13:14	-
	permutation_7737/	2019-10-11 13:15	-
	permutation_7738/	2019-10-11 13:14	-
	permutation_7739/	2019-10-11 13:14	-
	permutation_7740/	2019-10-11 13:15	-
	permutation_7741/	2019-10-11 13:14	-
	permutation_7742/	2019-10-11 13:13	-
	permutation_7743/	2019-10-11 13:15	-
	permutation_7744/	2019-10-11 13:14	-
	permutation_7745/	2019-10-11 13:14	-
	permutation_7746/	2019-10-11 13:14	-
	permutation_7747/	2019-10-11 13:16	-
	permutation_7748/	2019-10-11 13:15	-
	permutation_7749/	2019-10-11 13:14	-
	permutation_7750/	2019-10-11 13:14	-
	permutation_7751/	2019-10-11 13:16	-
	permutation_7752/	2019-10-11 13:16	-
	permutation_7753/	2019-10-11 13:14	-
	permutation_7754/	2019-10-11 13:15	-
	permutation_7755/	2019-10-11 13:13	-
	permutation_7756/	2019-10-11 13:15	-
	permutation_7757/	2019-10-11 13:14	-
	permutation_7758/	2019-10-11 13:15	-
	permutation_7759/	2019-10-11 13:15	-
	permutation_7760/	2019-10-11 13:15	-
	permutation_7761/	2019-10-11 13:13	-
	permutation_7762/	2019-10-11 13:14	-
	permutation_7763/	2019-10-11 13:13	-
	permutation_7764/	2019-10-11 13:16	-
	permutation_7765/	2019-10-11 13:15	-
	permutation_7766/	2019-10-11 13:13	-
	permutation_7767/	2019-10-11 13:14	-
	permutation_7768/	2019-10-11 13:13	-
	permutation_7769/	2019-10-11 13:15	-
	permutation_7770/	2019-10-11 13:13	-
	permutation_7771/	2019-10-11 13:14	-
	permutation_7772/	2019-10-11 13:15	-
	permutation_7773/	2019-10-11 13:15	-
	permutation_7774/	2019-10-11 13:13	-
	permutation_7775/	2019-10-11 13:15	-
	permutation_7776/	2019-10-11 13:16	-
	permutation_7777/	2019-10-11 13:14	-
	permutation_7778/	2019-10-11 13:14	-
	permutation_7779/	2019-10-11 13:14	-
	permutation_7780/	2019-10-11 13:15	-
	permutation_7781/	2019-10-11 13:13	-
	permutation_7782/	2019-10-11 13:14	-
	permutation_7783/	2019-10-11 13:14	-
	permutation_7784/	2019-10-11 13:15	-
	permutation_7785/	2019-10-11 13:16	-
	permutation_7786/	2019-10-11 13:14	-
	permutation_7787/	2019-10-11 13:16	-
	permutation_7788/	2019-10-11 13:16	-
	permutation_7789/	2019-10-11 13:15	-
	permutation_7790/	2019-10-11 13:14	-
	permutation_7791/	2019-10-11 13:15	-
	permutation_7792/	2019-10-11 13:14	-
	permutation_7793/	2019-10-11 13:13	-
	permutation_7794/	2019-10-11 13:14	-
	permutation_7795/	2019-10-11 13:16	-
	permutation_7796/	2019-10-11 13:15	-
	permutation_7797/	2019-10-11 13:14	-
	permutation_7798/	2019-10-11 13:16	-
	permutation_7799/	2019-10-11 13:15	-
	permutation_7800/	2019-10-11 13:14	-
	permutation_7801/	2019-10-11 13:15	-
	permutation_7802/	2019-10-11 13:14	-
	permutation_7803/	2019-10-11 13:15	-
	permutation_7804/	2019-10-11 13:15	-
	permutation_7805/	2019-10-11 13:13	-
	permutation_7806/	2019-10-11 13:15	-
	permutation_7807/	2019-10-11 13:14	-
	permutation_7808/	2019-10-11 13:15	-
	permutation_7809/	2019-10-11 13:13	-
	permutation_7810/	2019-10-11 13:14	-
	permutation_7811/	2019-10-11 13:15	-
	permutation_7812/	2019-10-11 13:16	-
	permutation_7813/	2019-10-11 13:14	-
	permutation_7814/	2019-10-11 13:15	-
	permutation_7815/	2019-10-11 13:14	-
	permutation_7816/	2019-10-11 13:15	-
	permutation_7817/	2019-10-11 13:15	-
	permutation_7818/	2019-10-11 13:15	-
	permutation_7819/	2019-10-11 13:15	-
	permutation_7820/	2019-10-11 13:15	-
	permutation_7821/	2019-10-11 13:15	-
	permutation_7822/	2019-10-11 13:15	-
	permutation_7823/	2019-10-11 13:14	-
	permutation_7824/	2019-10-11 13:14	-
	permutation_7825/	2019-10-11 13:14	-
	permutation_7826/	2019-10-11 13:14	-
	permutation_7827/	2019-10-11 13:13	-
	permutation_7828/	2019-10-11 13:14	-
	permutation_7829/	2019-10-11 13:15	-
	permutation_7830/	2019-10-11 13:14	-
	permutation_7831/	2019-10-11 13:15	-
	permutation_7832/	2019-10-11 13:15	-
	permutation_7833/	2019-10-11 13:14	-
	permutation_7834/	2019-10-11 13:15	-
	permutation_7835/	2019-10-11 13:14	-
	permutation_7836/	2019-10-11 13:15	-
	permutation_7837/	2019-10-11 13:15	-
	permutation_7838/	2019-10-11 13:13	-
	permutation_7839/	2019-10-11 13:14	-
	permutation_7840/	2019-10-11 13:15	-
	permutation_7841/	2019-10-11 13:13	-
	permutation_7842/	2019-10-11 13:16	-
	permutation_7843/	2019-10-11 13:16	-
	permutation_7844/	2019-10-11 13:14	-
	permutation_7845/	2019-10-11 13:14	-
	permutation_7846/	2019-10-11 13:14	-
	permutation_7847/	2019-10-11 13:16	-
	permutation_7848/	2019-10-11 13:14	-
	permutation_7849/	2019-10-11 13:14	-
	permutation_7850/	2019-10-11 13:14	-
	permutation_7851/	2019-10-11 13:15	-
	permutation_7852/	2019-10-11 13:14	-
	permutation_7853/	2019-10-11 13:14	-
	permutation_7854/	2019-10-11 13:15	-
	permutation_7855/	2019-10-11 13:13	-
	permutation_7856/	2019-10-11 13:15	-
	permutation_7857/	2019-10-11 13:15	-
	permutation_7858/	2019-10-11 13:15	-
	permutation_7859/	2019-10-11 13:16	-
	permutation_7860/	2019-10-11 13:16	-
	permutation_7861/	2019-10-11 13:13	-
	permutation_7862/	2019-10-11 13:15	-
	permutation_7863/	2019-10-11 13:15	-
	permutation_7864/	2019-10-11 13:14	-
	permutation_7865/	2019-10-11 13:14	-
	permutation_7866/	2019-10-11 13:15	-
	permutation_7867/	2019-10-11 13:15	-
	permutation_7868/	2019-10-11 13:15	-
	permutation_7869/	2019-10-11 13:14	-
	permutation_7870/	2019-10-11 13:14	-
	permutation_7871/	2019-10-11 13:14	-
	permutation_7872/	2019-10-11 13:13	-
	permutation_7873/	2019-10-11 13:15	-
	permutation_7874/	2019-10-11 13:15	-
	permutation_7875/	2019-10-11 13:13	-
	permutation_7876/	2019-10-11 13:15	-
	permutation_7877/	2019-10-11 13:15	-
	permutation_7878/	2019-10-11 13:14	-
	permutation_7879/	2019-10-11 13:14	-
	permutation_7880/	2019-10-11 13:15	-
	permutation_7881/	2019-10-11 13:14	-
	permutation_7882/	2019-10-11 13:16	-
	permutation_7883/	2019-10-11 13:14	-
	permutation_7884/	2019-10-11 13:15	-
	permutation_7885/	2019-10-11 13:14	-
	permutation_7886/	2019-10-11 13:14	-
	permutation_7887/	2019-10-11 13:15	-
	permutation_7888/	2019-10-11 13:14	-
	permutation_7889/	2019-10-11 13:15	-
	permutation_7890/	2019-10-11 13:16	-
	permutation_7891/	2019-10-11 13:15	-
	permutation_7892/	2019-10-11 13:15	-
	permutation_7893/	2019-10-11 13:15	-
	permutation_7894/	2019-10-11 13:16	-
	permutation_7895/	2019-10-11 13:16	-
	permutation_7896/	2019-10-11 13:14	-
	permutation_7897/	2019-10-11 13:13	-
	permutation_7898/	2019-10-11 13:13	-
	permutation_7899/	2019-10-11 13:14	-
	permutation_7900/	2019-10-11 13:14	-
	permutation_7901/	2019-10-11 13:15	-
	permutation_7902/	2019-10-11 13:14	-
	permutation_7903/	2019-10-11 13:16	-
	permutation_7904/	2019-10-11 13:15	-
	permutation_7905/	2019-10-11 13:14	-
	permutation_7906/	2019-10-11 13:13	-
	permutation_7907/	2019-10-11 13:14	-
	permutation_7908/	2019-10-11 13:15	-
	permutation_7909/	2019-10-11 13:15	-
	permutation_7910/	2019-10-11 13:14	-
	permutation_7911/	2019-10-11 13:15	-
	permutation_7912/	2019-10-11 13:14	-
	permutation_7913/	2019-10-11 13:14	-
	permutation_7914/	2019-10-11 13:14	-
	permutation_7915/	2019-10-11 13:16	-
	permutation_7916/	2019-10-11 13:14	-
	permutation_7917/	2019-10-11 13:16	-
	permutation_7918/	2019-10-11 13:13	-
	permutation_7919/	2019-10-11 13:16	-
	permutation_7920/	2019-10-11 13:16	-
	permutation_7921/	2019-10-11 13:14	-
	permutation_7922/	2019-10-11 13:16	-
	permutation_7923/	2019-10-11 13:15	-
	permutation_7924/	2019-10-11 13:13	-
	permutation_7925/	2019-10-11 13:15	-
	permutation_7926/	2019-10-11 13:15	-
	permutation_7927/	2019-10-11 13:16	-
	permutation_7928/	2019-10-11 13:15	-
	permutation_7929/	2019-10-11 13:14	-
	permutation_7930/	2019-10-11 13:14	-
	permutation_7931/	2019-10-11 13:15	-
	permutation_7932/	2019-10-11 13:15	-
	permutation_7933/	2019-10-11 13:13	-
	permutation_7934/	2019-10-11 13:14	-
	permutation_7935/	2019-10-11 13:13	-
	permutation_7936/	2019-10-11 13:15	-
	permutation_7937/	2019-10-11 13:14	-
	permutation_7938/	2019-10-11 13:16	-
	permutation_7939/	2019-10-11 13:13	-
	permutation_7940/	2019-10-11 13:14	-
	permutation_7941/	2019-10-11 13:14	-
	permutation_7942/	2019-10-11 13:14	-
	permutation_7943/	2019-10-11 13:16	-
	permutation_7944/	2019-10-11 13:14	-
	permutation_7945/	2019-10-11 13:15	-
	permutation_7946/	2019-10-11 13:15	-
	permutation_7947/	2019-10-11 13:15	-
	permutation_7948/	2019-10-11 13:15	-
	permutation_7949/	2019-10-11 13:15	-
	permutation_7950/	2019-10-11 13:14	-
	permutation_7951/	2019-10-11 13:16	-
	permutation_7952/	2019-10-11 13:15	-
	permutation_7953/	2019-10-11 13:15	-
	permutation_7954/	2019-10-11 13:16	-
	permutation_7955/	2019-10-11 13:15	-
	permutation_7956/	2019-10-11 13:13	-
	permutation_7957/	2019-10-11 13:15	-
	permutation_7958/	2019-10-11 13:16	-
	permutation_7959/	2019-10-11 13:16	-
	permutation_7960/	2019-10-11 13:15	-
	permutation_7961/	2019-10-11 13:14	-
	permutation_7962/	2019-10-11 13:14	-
	permutation_7963/	2019-10-11 13:15	-
	permutation_7964/	2019-10-11 13:14	-
	permutation_7965/	2019-10-11 13:16	-
	permutation_7966/	2019-10-11 13:15	-
	permutation_7967/	2019-10-11 13:16	-
	permutation_7968/	2019-10-11 13:15	-
	permutation_7969/	2019-10-11 13:14	-
	permutation_7970/	2019-10-11 13:14	-
	permutation_7971/	2019-10-11 13:15	-
	permutation_7972/	2019-10-11 13:14	-
	permutation_7973/	2019-10-11 13:15	-
	permutation_7974/	2019-10-11 13:14	-
	permutation_7975/	2019-10-11 13:14	-
	permutation_7976/	2019-10-11 13:13	-
	permutation_7977/	2019-10-11 13:13	-
	permutation_7978/	2019-10-11 13:15	-
	permutation_7979/	2019-10-11 13:15	-
	permutation_7980/	2019-10-11 13:14	-
	permutation_7981/	2019-10-11 13:14	-
	permutation_7982/	2019-10-11 13:15	-
	permutation_7983/	2019-10-11 13:15	-
	permutation_7984/	2019-10-11 13:15	-
	permutation_7985/	2019-10-11 13:14	-
	permutation_7986/	2019-10-11 13:16	-
	permutation_7987/	2019-10-11 13:15	-
	permutation_7988/	2019-10-11 13:14	-
	permutation_7989/	2019-10-11 13:14	-
	permutation_7990/	2019-10-11 13:15	-
	permutation_7991/	2019-10-11 13:16	-
	permutation_7992/	2019-10-11 13:15	-
	permutation_7993/	2019-10-11 13:15	-
	permutation_7994/	2019-10-11 13:14	-
	permutation_7995/	2019-10-11 13:13	-
	permutation_7996/	2019-10-11 13:14	-
	permutation_7997/	2019-10-11 13:14	-
	permutation_7998/	2019-10-11 13:13	-
	permutation_7999/	2019-10-11 13:13	-
	permutation_8000/	2019-10-11 13:14	-
	permutation_8001/	2019-10-11 13:15	-
	permutation_8002/	2019-10-11 13:15	-
	permutation_8003/	2019-10-11 13:14	-
	permutation_8004/	2019-10-11 13:16	-
	permutation_8005/	2019-10-11 13:15	-
	permutation_8006/	2019-10-11 13:15	-
	permutation_8007/	2019-10-11 13:14	-
	permutation_8008/	2019-10-11 13:14	-
	permutation_8009/	2019-10-11 13:15	-
	permutation_8010/	2019-10-11 13:16	-
	permutation_8011/	2019-10-11 13:15	-
	permutation_8012/	2019-10-11 13:14	-
	permutation_8013/	2019-10-11 13:14	-
	permutation_8014/	2019-10-11 13:15	-
	permutation_8015/	2019-10-11 13:14	-
	permutation_8016/	2019-10-11 13:15	-
	permutation_8017/	2019-10-11 13:14	-
	permutation_8018/	2019-10-11 13:15	-
	permutation_8019/	2019-10-11 13:14	-
	permutation_8020/	2019-10-11 13:15	-
	permutation_8021/	2019-10-11 13:16	-
	permutation_8022/	2019-10-11 13:16	-
	permutation_8023/	2019-10-11 13:14	-
	permutation_8024/	2019-10-11 13:14	-
	permutation_8025/	2019-10-11 13:15	-
	permutation_8026/	2019-10-11 13:13	-
	permutation_8027/	2019-10-11 13:15	-
	permutation_8028/	2019-10-11 13:13	-
	permutation_8029/	2019-10-11 13:14	-
	permutation_8030/	2019-10-11 13:15	-
	permutation_8031/	2019-10-11 13:14	-
	permutation_8032/	2019-10-11 13:15	-
	permutation_8033/	2019-10-11 13:14	-
	permutation_8034/	2019-10-11 13:13	-
	permutation_8035/	2019-10-11 13:14	-
	permutation_8036/	2019-10-11 13:16	-
	permutation_8037/	2019-10-11 13:14	-
	permutation_8038/	2019-10-11 13:15	-
	permutation_8039/	2019-10-11 13:15	-
	permutation_8040/	2019-10-11 13:15	-
	permutation_8041/	2019-10-11 13:15	-
	permutation_8042/	2019-10-11 13:14	-
	permutation_8043/	2019-10-11 13:15	-
	permutation_8044/	2019-10-11 13:14	-
	permutation_8045/	2019-10-11 13:15	-
	permutation_8046/	2019-10-11 13:14	-
	permutation_8047/	2019-10-11 13:14	-
	permutation_8048/	2019-10-11 13:13	-
	permutation_8049/	2019-10-11 13:15	-
	permutation_8050/	2019-10-11 13:15	-
	permutation_8051/	2019-10-11 13:14	-
	permutation_8052/	2019-10-11 13:15	-
	permutation_8053/	2019-10-11 13:15	-
	permutation_8054/	2019-10-11 13:14	-
	permutation_8055/	2019-10-11 13:14	-
	permutation_8056/	2019-10-11 13:14	-
	permutation_8057/	2019-10-11 13:16	-
	permutation_8058/	2019-10-11 13:14	-
	permutation_8059/	2019-10-11 13:13	-
	permutation_8060/	2019-10-11 13:14	-
	permutation_8061/	2019-10-11 13:14	-
	permutation_8062/	2019-10-11 13:14	-
	permutation_8063/	2019-10-11 13:14	-
	permutation_8064/	2019-10-11 13:16	-
	permutation_8065/	2019-10-11 13:14	-
	permutation_8066/	2019-10-11 13:15	-
	permutation_8067/	2019-10-11 13:15	-
	permutation_8068/	2019-10-11 13:15	-
	permutation_8069/	2019-10-11 13:15	-
	permutation_8070/	2019-10-11 13:15	-
	permutation_8071/	2019-10-11 13:14	-
	permutation_8072/	2019-10-11 13:15	-
	permutation_8073/	2019-10-11 13:14	-
	permutation_8074/	2019-10-11 13:14	-
	permutation_8075/	2019-10-11 13:15	-
	permutation_8076/	2019-10-11 13:14	-
	permutation_8077/	2019-10-11 13:15	-
	permutation_8078/	2019-10-11 13:14	-
	permutation_8079/	2019-10-11 13:15	-
	permutation_8080/	2019-10-11 13:14	-
	permutation_8081/	2019-10-11 13:14	-
	permutation_8082/	2019-10-11 13:16	-
	permutation_8083/	2019-10-11 13:15	-
	permutation_8084/	2019-10-11 13:14	-
	permutation_8085/	2019-10-11 13:15	-
	permutation_8086/	2019-10-11 13:15	-
	permutation_8087/	2019-10-11 13:14	-
	permutation_8088/	2019-10-11 13:15	-
	permutation_8089/	2019-10-11 13:14	-
	permutation_8090/	2019-10-11 13:14	-
	permutation_8091/	2019-10-11 13:15	-
	permutation_8092/	2019-10-11 13:14	-
	permutation_8093/	2019-10-11 13:16	-
	permutation_8094/	2019-10-11 13:14	-
	permutation_8095/	2019-10-11 13:16	-
	permutation_8096/	2019-10-11 13:16	-
	permutation_8097/	2019-10-11 13:15	-
	permutation_8098/	2019-10-11 13:14	-
	permutation_8099/	2019-10-11 13:15	-
	permutation_8100/	2019-10-11 13:14	-
	permutation_8101/	2019-10-11 13:16	-
	permutation_8102/	2019-10-11 13:14	-
	permutation_8103/	2019-10-11 13:14	-
	permutation_8104/	2019-10-11 13:13	-
	permutation_8105/	2019-10-11 13:14	-
	permutation_8106/	2019-10-11 13:15	-
	permutation_8107/	2019-10-11 13:15	-
	permutation_8108/	2019-10-11 13:14	-
	permutation_8109/	2019-10-11 13:15	-
	permutation_8110/	2019-10-11 13:14	-
	permutation_8111/	2019-10-11 13:14	-
	permutation_8112/	2019-10-11 13:15	-
	permutation_8113/	2019-10-11 13:15	-
	permutation_8114/	2019-10-11 13:14	-
	permutation_8115/	2019-10-11 13:15	-
	permutation_8116/	2019-10-11 13:14	-
	permutation_8117/	2019-10-11 13:13	-
	permutation_8118/	2019-10-11 13:14	-
	permutation_8119/	2019-10-11 13:13	-
	permutation_8120/	2019-10-11 13:15	-
	permutation_8121/	2019-10-11 13:14	-
	permutation_8122/	2019-10-11 13:14	-
	permutation_8123/	2019-10-11 13:14	-
	permutation_8124/	2019-10-11 13:16	-
	permutation_8125/	2019-10-11 13:14	-
	permutation_8126/	2019-10-11 13:13	-
	permutation_8127/	2019-10-11 13:15	-
	permutation_8128/	2019-10-11 13:16	-
	permutation_8129/	2019-10-11 13:15	-
	permutation_8130/	2019-10-11 13:15	-
	permutation_8131/	2019-10-11 13:14	-
	permutation_8132/	2019-10-11 13:15	-
	permutation_8133/	2019-10-11 13:14	-
	permutation_8134/	2019-10-11 13:15	-
	permutation_8135/	2019-10-11 13:15	-
	permutation_8136/	2019-10-11 13:15	-
	permutation_8137/	2019-10-11 13:14	-
	permutation_8138/	2019-10-11 13:14	-
	permutation_8139/	2019-10-11 13:15	-
	permutation_8140/	2019-10-11 13:14	-
	permutation_8141/	2019-10-11 13:15	-
	permutation_8142/	2019-10-11 13:14	-
	permutation_8143/	2019-10-11 13:14	-
	permutation_8144/	2019-10-11 13:14	-
	permutation_8145/	2019-10-11 13:15	-
	permutation_8146/	2019-10-11 13:15	-
	permutation_8147/	2019-10-11 13:15	-
	permutation_8148/	2019-10-11 13:16	-
	permutation_8149/	2019-10-11 13:15	-
	permutation_8150/	2019-10-11 13:15	-
	permutation_8151/	2019-10-11 13:13	-
	permutation_8152/	2019-10-11 13:15	-
	permutation_8153/	2019-10-11 13:16	-
	permutation_8154/	2019-10-11 13:14	-
	permutation_8155/	2019-10-11 13:14	-
	permutation_8156/	2019-10-11 13:14	-
	permutation_8157/	2019-10-11 13:15	-
	permutation_8158/	2019-10-11 13:14	-
	permutation_8159/	2019-10-11 13:14	-
	permutation_8160/	2019-10-11 13:14	-
	permutation_8161/	2019-10-11 13:15	-
	permutation_8162/	2019-10-11 13:14	-
	permutation_8163/	2019-10-11 13:14	-
	permutation_8164/	2019-10-11 13:15	-
	permutation_8165/	2019-10-11 13:14	-
	permutation_8166/	2019-10-11 13:15	-
	permutation_8167/	2019-10-11 13:14	-
	permutation_8168/	2019-10-11 13:15	-
	permutation_8169/	2019-10-11 13:15	-
	permutation_8170/	2019-10-11 13:14	-
	permutation_8171/	2019-10-11 13:14	-
	permutation_8172/	2019-10-11 13:16	-
	permutation_8173/	2019-10-11 13:15	-
	permutation_8174/	2019-10-11 13:13	-
	permutation_8175/	2019-10-11 13:16	-
	permutation_8176/	2019-10-11 13:15	-
	permutation_8177/	2019-10-11 13:15	-
	permutation_8178/	2019-10-11 13:14	-
	permutation_8179/	2019-10-11 13:14	-
	permutation_8180/	2019-10-11 13:14	-
	permutation_8181/	2019-10-11 13:16	-
	permutation_8182/	2019-10-11 13:14	-
	permutation_8183/	2019-10-11 13:14	-
	permutation_8184/	2019-10-11 13:14	-
	permutation_8185/	2019-10-11 13:13	-
	permutation_8186/	2019-10-11 13:14	-
	permutation_8187/	2019-10-11 13:15	-
	permutation_8188/	2019-10-11 13:16	-
	permutation_8189/	2019-10-11 13:16	-
	permutation_8190/	2019-10-11 13:15	-
	permutation_8191/	2019-10-11 13:16	-
	permutation_8192/	2019-10-11 13:15	-
	permutation_8193/	2019-10-11 13:14	-
	permutation_8194/	2019-10-11 13:15	-
	permutation_8195/	2019-10-11 13:14	-
	permutation_8196/	2019-10-11 13:13	-
	permutation_8197/	2019-10-11 13:15	-
	permutation_8198/	2019-10-11 13:14	-
	permutation_8199/	2019-10-11 13:15	-
	permutation_8200/	2019-10-11 13:14	-
	permutation_8201/	2019-10-11 13:15	-
	permutation_8202/	2019-10-11 13:14	-
	permutation_8203/	2019-10-11 13:14	-
	permutation_8204/	2019-10-11 13:15	-
	permutation_8205/	2019-10-11 13:14	-
	permutation_8206/	2019-10-11 13:15	-
	permutation_8207/	2019-10-11 13:14	-
	permutation_8208/	2019-10-11 13:15	-
	permutation_8209/	2019-10-11 13:15	-
	permutation_8210/	2019-10-11 13:14	-
	permutation_8211/	2019-10-11 13:14	-
	permutation_8212/	2019-10-11 13:16	-
	permutation_8213/	2019-10-11 13:16	-
	permutation_8214/	2019-10-11 13:15	-
	permutation_8215/	2019-10-11 13:15	-
	permutation_8216/	2019-10-11 13:15	-
	permutation_8217/	2019-10-11 13:14	-
	permutation_8218/	2019-10-11 13:15	-
	permutation_8219/	2019-10-11 13:14	-
	permutation_8220/	2019-10-11 13:15	-
	permutation_8221/	2019-10-11 13:15	-
	permutation_8222/	2019-10-11 13:14	-
	permutation_8223/	2019-10-11 13:14	-
	permutation_8224/	2019-10-11 13:15	-
	permutation_8225/	2019-10-11 13:15	-
	permutation_8226/	2019-10-11 13:14	-
	permutation_8227/	2019-10-11 13:13	-
	permutation_8228/	2019-10-11 13:14	-
	permutation_8229/	2019-10-11 13:16	-
	permutation_8230/	2019-10-11 13:15	-
	permutation_8231/	2019-10-11 13:14	-
	permutation_8232/	2019-10-11 13:15	-
	permutation_8233/	2019-10-11 13:14	-
	permutation_8234/	2019-10-11 13:15	-
	permutation_8235/	2019-10-11 13:15	-
	permutation_8236/	2019-10-11 13:14	-
	permutation_8237/	2019-10-11 13:15	-
	permutation_8238/	2019-10-11 13:15	-
	permutation_8239/	2019-10-11 13:14	-
	permutation_8240/	2019-10-11 13:14	-
	permutation_8241/	2019-10-11 13:15	-
	permutation_8242/	2019-10-11 13:15	-
	permutation_8243/	2019-10-11 13:14	-
	permutation_8244/	2019-10-11 13:14	-
	permutation_8245/	2019-10-11 13:13	-
	permutation_8246/	2019-10-11 13:15	-
	permutation_8247/	2019-10-11 13:14	-
	permutation_8248/	2019-10-11 13:13	-
	permutation_8249/	2019-10-11 13:15	-
	permutation_8250/	2019-10-11 13:15	-
	permutation_8251/	2019-10-11 13:15	-
	permutation_8252/	2019-10-11 13:13	-
	permutation_8253/	2019-10-11 13:15	-
	permutation_8254/	2019-10-11 13:16	-
	permutation_8255/	2019-10-11 13:15	-
	permutation_8256/	2019-10-11 13:16	-
	permutation_8257/	2019-10-11 13:15	-
	permutation_8258/	2019-10-11 13:14	-
	permutation_8259/	2019-10-11 13:14	-
	permutation_8260/	2019-10-11 13:14	-
	permutation_8261/	2019-10-11 13:15	-
	permutation_8262/	2019-10-11 13:14	-
	permutation_8263/	2019-10-11 13:14	-
	permutation_8264/	2019-10-11 13:15	-
	permutation_8265/	2019-10-11 13:14	-
	permutation_8266/	2019-10-11 13:15	-
	permutation_8267/	2019-10-11 13:14	-
	permutation_8268/	2019-10-11 13:13	-
	permutation_8269/	2019-10-11 13:16	-
	permutation_8270/	2019-10-11 13:15	-
	permutation_8271/	2019-10-11 13:13	-
	permutation_8272/	2019-10-11 13:15	-
	permutation_8273/	2019-10-11 13:15	-
	permutation_8274/	2019-10-11 13:14	-
	permutation_8275/	2019-10-11 13:14	-
	permutation_8276/	2019-10-11 13:15	-
	permutation_8277/	2019-10-11 13:15	-
	permutation_8278/	2019-10-11 13:15	-
	permutation_8279/	2019-10-11 13:14	-
	permutation_8280/	2019-10-11 13:14	-
	permutation_8281/	2019-10-11 13:16	-
	permutation_8282/	2019-10-11 13:15	-
	permutation_8283/	2019-10-11 13:16	-
	permutation_8284/	2019-10-11 13:14	-
	permutation_8285/	2019-10-11 13:15	-
	permutation_8286/	2019-10-11 13:14	-
	permutation_8287/	2019-10-11 13:14	-
	permutation_8288/	2019-10-11 13:13	-
	permutation_8289/	2019-10-11 13:15	-
	permutation_8290/	2019-10-11 13:14	-
	permutation_8291/	2019-10-11 13:14	-
	permutation_8292/	2019-10-11 13:13	-
	permutation_8293/	2019-10-11 13:14	-
	permutation_8294/	2019-10-11 13:15	-
	permutation_8295/	2019-10-11 13:15	-
	permutation_8296/	2019-10-11 13:14	-
	permutation_8297/	2019-10-11 13:15	-
	permutation_8298/	2019-10-11 13:15	-
	permutation_8299/	2019-10-11 13:16	-
	permutation_8300/	2019-10-11 13:15	-
	permutation_8301/	2019-10-11 13:15	-
	permutation_8302/	2019-10-11 13:15	-
	permutation_8303/	2019-10-11 13:15	-
	permutation_8304/	2019-10-11 13:15	-
	permutation_8305/	2019-10-11 13:14	-
	permutation_8306/	2019-10-11 13:13	-
	permutation_8307/	2019-10-11 13:14	-
	permutation_8308/	2019-10-11 13:16	-
	permutation_8309/	2019-10-11 13:16	-
	permutation_8310/	2019-10-11 13:14	-
	permutation_8311/	2019-10-11 13:15	-
	permutation_8312/	2019-10-11 13:14	-
	permutation_8313/	2019-10-11 13:16	-
	permutation_8314/	2019-10-11 13:15	-
	permutation_8315/	2019-10-11 13:16	-
	permutation_8316/	2019-10-11 13:13	-
	permutation_8317/	2019-10-11 13:14	-
	permutation_8318/	2019-10-11 13:15	-
	permutation_8319/	2019-10-11 13:15	-
	permutation_8320/	2019-10-11 13:15	-
	permutation_8321/	2019-10-11 13:14	-
	permutation_8322/	2019-10-11 13:16	-
	permutation_8323/	2019-10-11 13:14	-
	permutation_8324/	2019-10-11 13:15	-
	permutation_8325/	2019-10-11 13:15	-
	permutation_8326/	2019-10-11 13:14	-
	permutation_8327/	2019-10-11 13:15	-
	permutation_8328/	2019-10-11 13:14	-
	permutation_8329/	2019-10-11 13:15	-
	permutation_8330/	2019-10-11 13:14	-
	permutation_8331/	2019-10-11 13:15	-
	permutation_8332/	2019-10-11 13:15	-
	permutation_8333/	2019-10-11 13:13	-
	permutation_8334/	2019-10-11 13:14	-
	permutation_8335/	2019-10-11 13:14	-
	permutation_8336/	2019-10-11 13:16	-
	permutation_8337/	2019-10-11 13:14	-
	permutation_8338/	2019-10-11 13:14	-
	permutation_8339/	2019-10-11 13:15	-
	permutation_8340/	2019-10-11 13:16	-
	permutation_8341/	2019-10-11 13:15	-
	permutation_8342/	2019-10-11 13:14	-
	permutation_8343/	2019-10-11 13:15	-
	permutation_8344/	2019-10-11 13:14	-
	permutation_8345/	2019-10-11 13:13	-
	permutation_8346/	2019-10-11 13:16	-
	permutation_8347/	2019-10-11 13:14	-
	permutation_8348/	2019-10-11 13:16	-
	permutation_8349/	2019-10-11 13:14	-
	permutation_8350/	2019-10-11 13:14	-
	permutation_8351/	2019-10-11 13:14	-
	permutation_8352/	2019-10-11 13:14	-
	permutation_8353/	2019-10-11 13:14	-
	permutation_8354/	2019-10-11 13:14	-
	permutation_8355/	2019-10-11 13:15	-
	permutation_8356/	2019-10-11 13:16	-
	permutation_8357/	2019-10-11 13:15	-
	permutation_8358/	2019-10-11 13:15	-
	permutation_8359/	2019-10-11 13:14	-
	permutation_8360/	2019-10-11 13:15	-
	permutation_8361/	2019-10-11 13:15	-
	permutation_8362/	2019-10-11 13:15	-
	permutation_8363/	2019-10-11 13:14	-
	permutation_8364/	2019-10-11 13:15	-
	permutation_8365/	2019-10-11 13:14	-
	permutation_8366/	2019-10-11 13:15	-
	permutation_8367/	2019-10-11 13:14	-
	permutation_8368/	2019-10-11 13:14	-
	permutation_8369/	2019-10-11 13:15	-
	permutation_8370/	2019-10-11 13:15	-
	permutation_8371/	2019-10-11 13:14	-
	permutation_8372/	2019-10-11 13:15	-
	permutation_8373/	2019-10-11 13:14	-
	permutation_8374/	2019-10-11 13:14	-
	permutation_8375/	2019-10-11 13:15	-
	permutation_8376/	2019-10-11 13:14	-
	permutation_8377/	2019-10-11 13:15	-
	permutation_8378/	2019-10-11 13:15	-
	permutation_8379/	2019-10-11 13:13	-
	permutation_8380/	2019-10-11 13:14	-
	permutation_8381/	2019-10-11 13:14	-
	permutation_8382/	2019-10-11 13:15	-
	permutation_8383/	2019-10-11 13:16	-
	permutation_8384/	2019-10-11 13:16	-
	permutation_8385/	2019-10-11 13:15	-
	permutation_8386/	2019-10-11 13:13	-
	permutation_8387/	2019-10-11 13:15	-
	permutation_8388/	2019-10-11 13:14	-
	permutation_8389/	2019-10-11 13:15	-
	permutation_8390/	2019-10-11 13:15	-
	permutation_8391/	2019-10-11 13:15	-
	permutation_8392/	2019-10-11 13:14	-
	permutation_8393/	2019-10-11 13:14	-
	permutation_8394/	2019-10-11 13:14	-
	permutation_8395/	2019-10-11 13:15	-
	permutation_8396/	2019-10-11 13:14	-
	permutation_8397/	2019-10-11 13:14	-
	permutation_8398/	2019-10-11 13:15	-
	permutation_8399/	2019-10-11 13:15	-
	permutation_8400/	2019-10-11 13:15	-
	permutation_8401/	2019-10-11 13:15	-
	permutation_8402/	2019-10-11 13:15	-
	permutation_8403/	2019-10-11 13:14	-
	permutation_8404/	2019-10-11 13:15	-
	permutation_8405/	2019-10-11 13:16	-
	permutation_8406/	2019-10-11 13:14	-
	permutation_8407/	2019-10-11 13:14	-
	permutation_8408/	2019-10-11 13:14	-
	permutation_8409/	2019-10-11 13:14	-
	permutation_8410/	2019-10-11 13:14	-
	permutation_8411/	2019-10-11 13:15	-
	permutation_8412/	2019-10-11 13:14	-
	permutation_8413/	2019-10-11 13:15	-
	permutation_8414/	2019-10-11 13:14	-
	permutation_8415/	2019-10-11 13:14	-
	permutation_8416/	2019-10-11 13:15	-
	permutation_8417/	2019-10-11 13:16	-
	permutation_8418/	2019-10-11 13:15	-
	permutation_8419/	2019-10-11 13:14	-
	permutation_8420/	2019-10-11 13:15	-
	permutation_8421/	2019-10-11 13:14	-
	permutation_8422/	2019-10-11 13:13	-
	permutation_8423/	2019-10-11 13:13	-
	permutation_8424/	2019-10-11 13:15	-
	permutation_8425/	2019-10-11 13:13	-
	permutation_8426/	2019-10-11 13:14	-
	permutation_8427/	2019-10-11 13:15	-
	permutation_8428/	2019-10-11 13:14	-
	permutation_8429/	2019-10-11 13:16	-
	permutation_8430/	2019-10-11 13:14	-
	permutation_8431/	2019-10-11 13:15	-
	permutation_8432/	2019-10-11 13:15	-
	permutation_8433/	2019-10-11 13:16	-
	permutation_8434/	2019-10-11 13:14	-
	permutation_8435/	2019-10-11 13:13	-
	permutation_8436/	2019-10-11 13:14	-
	permutation_8437/	2019-10-11 13:14	-
	permutation_8438/	2019-10-11 13:14	-
	permutation_8439/	2019-10-11 13:14	-
	permutation_8440/	2019-10-11 13:14	-
	permutation_8441/	2019-10-11 13:14	-
	permutation_8442/	2019-10-11 13:15	-
	permutation_8443/	2019-10-11 13:14	-
	permutation_8444/	2019-10-11 13:15	-
	permutation_8445/	2019-10-11 13:14	-
	permutation_8446/	2019-10-11 13:15	-
	permutation_8447/	2019-10-11 13:14	-
	permutation_8448/	2019-10-11 13:14	-
	permutation_8449/	2019-10-11 13:15	-
	permutation_8450/	2019-10-11 13:15	-
	permutation_8451/	2019-10-11 13:15	-
	permutation_8452/	2019-10-11 13:14	-
	permutation_8453/	2019-10-11 13:15	-
	permutation_8454/	2019-10-11 13:15	-
	permutation_8455/	2019-10-11 13:16	-
	permutation_8456/	2019-10-11 13:14	-
	permutation_8457/	2019-10-11 13:16	-
	permutation_8458/	2019-10-11 13:15	-
	permutation_8459/	2019-10-11 13:14	-
	permutation_8460/	2019-10-11 13:13	-
	permutation_8461/	2019-10-11 13:15	-
	permutation_8462/	2019-10-11 13:14	-
	permutation_8463/	2019-10-11 13:16	-
	permutation_8464/	2019-10-11 13:15	-
	permutation_8465/	2019-10-11 13:15	-
	permutation_8466/	2019-10-11 13:15	-
	permutation_8467/	2019-10-11 13:14	-
	permutation_8468/	2019-10-11 13:13	-
	permutation_8469/	2019-10-11 13:15	-
	permutation_8470/	2019-10-11 13:13	-
	permutation_8471/	2019-10-11 13:15	-
	permutation_8472/	2019-10-11 13:16	-
	permutation_8473/	2019-10-11 13:15	-
	permutation_8474/	2019-10-11 13:15	-
	permutation_8475/	2019-10-11 13:13	-
	permutation_8476/	2019-10-11 13:15	-
	permutation_8477/	2019-10-11 13:14	-
	permutation_8478/	2019-10-11 13:15	-
	permutation_8479/	2019-10-11 13:14	-
	permutation_8480/	2019-10-11 13:14	-
	permutation_8481/	2019-10-11 13:14	-
	permutation_8482/	2019-10-11 13:14	-
	permutation_8483/	2019-10-11 13:16	-
	permutation_8484/	2019-10-11 13:15	-
	permutation_8485/	2019-10-11 13:14	-
	permutation_8486/	2019-10-11 13:15	-
	permutation_8487/	2019-10-11 13:15	-
	permutation_8488/	2019-10-11 13:15	-
	permutation_8489/	2019-10-11 13:15	-
	permutation_8490/	2019-10-11 13:14	-
	permutation_8491/	2019-10-11 13:15	-
	permutation_8492/	2019-10-11 13:13	-
	permutation_8493/	2019-10-11 13:15	-
	permutation_8494/	2019-10-11 13:14	-
	permutation_8495/	2019-10-11 13:15	-
	permutation_8496/	2019-10-11 13:14	-
	permutation_8497/	2019-10-11 13:14	-
	permutation_8498/	2019-10-11 13:15	-
	permutation_8499/	2019-10-11 13:14	-
	permutation_8500/	2019-10-11 13:14	-
	permutation_8501/	2019-10-11 13:16	-
	permutation_8502/	2019-10-11 13:15	-
	permutation_8503/	2019-10-11 13:14	-
	permutation_8504/	2019-10-11 13:13	-
	permutation_8505/	2019-10-11 13:15	-
	permutation_8506/	2019-10-11 13:16	-
	permutation_8507/	2019-10-11 13:14	-
	permutation_8508/	2019-10-11 13:14	-
	permutation_8509/	2019-10-11 13:16	-
	permutation_8510/	2019-10-11 13:13	-
	permutation_8511/	2019-10-11 13:15	-
	permutation_8512/	2019-10-11 13:14	-
	permutation_8513/	2019-10-11 13:15	-
	permutation_8514/	2019-10-11 13:15	-
	permutation_8515/	2019-10-11 13:14	-
	permutation_8516/	2019-10-11 13:15	-
	permutation_8517/	2019-10-11 13:14	-
	permutation_8518/	2019-10-11 13:15	-
	permutation_8519/	2019-10-11 13:14	-
	permutation_8520/	2019-10-11 13:15	-
	permutation_8521/	2019-10-11 13:15	-
	permutation_8522/	2019-10-11 13:16	-
	permutation_8523/	2019-10-11 13:16	-
	permutation_8524/	2019-10-11 13:16	-
	permutation_8525/	2019-10-11 13:14	-
	permutation_8526/	2019-10-11 13:14	-
	permutation_8527/	2019-10-11 13:14	-
	permutation_8528/	2019-10-11 13:15	-
	permutation_8529/	2019-10-11 13:15	-
	permutation_8530/	2019-10-11 13:14	-
	permutation_8531/	2019-10-11 13:13	-
	permutation_8532/	2019-10-11 13:14	-
	permutation_8533/	2019-10-11 13:15	-
	permutation_8534/	2019-10-11 13:15	-
	permutation_8535/	2019-10-11 13:14	-
	permutation_8536/	2019-10-11 13:16	-
	permutation_8537/	2019-10-11 13:15	-
	permutation_8538/	2019-10-11 13:14	-
	permutation_8539/	2019-10-11 13:14	-
	permutation_8540/	2019-10-11 13:15	-
	permutation_8541/	2019-10-11 13:15	-
	permutation_8542/	2019-10-11 13:16	-
	permutation_8543/	2019-10-11 13:15	-
	permutation_8544/	2019-10-11 13:14	-
	permutation_8545/	2019-10-11 13:14	-
	permutation_8546/	2019-10-11 13:13	-
	permutation_8547/	2019-10-11 13:14	-
	permutation_8548/	2019-10-11 13:15	-
	permutation_8549/	2019-10-11 13:13	-
	permutation_8550/	2019-10-11 13:15	-
	permutation_8551/	2019-10-11 13:14	-
	permutation_8552/	2019-10-11 13:14	-
	permutation_8553/	2019-10-11 13:14	-
	permutation_8554/	2019-10-11 13:14	-
	permutation_8555/	2019-10-11 13:15	-
	permutation_8556/	2019-10-11 13:16	-
	permutation_8557/	2019-10-11 13:13	-
	permutation_8558/	2019-10-11 13:15	-
	permutation_8559/	2019-10-11 13:13	-
	permutation_8560/	2019-10-11 13:15	-
	permutation_8561/	2019-10-11 13:13	-
	permutation_8562/	2019-10-11 13:14	-
	permutation_8563/	2019-10-11 13:14	-
	permutation_8564/	2019-10-11 13:13	-
	permutation_8565/	2019-10-11 13:14	-
	permutation_8566/	2019-10-11 13:15	-
	permutation_8567/	2019-10-11 13:14	-
	permutation_8568/	2019-10-11 13:16	-
	permutation_8569/	2019-10-11 13:15	-
	permutation_8570/	2019-10-11 13:16	-
	permutation_8571/	2019-10-11 13:15	-
	permutation_8572/	2019-10-11 13:15	-
	permutation_8573/	2019-10-11 13:14	-
	permutation_8574/	2019-10-11 13:14	-
	permutation_8575/	2019-10-11 13:16	-
	permutation_8576/	2019-10-11 13:15	-
	permutation_8577/	2019-10-11 13:14	-
	permutation_8578/	2019-10-11 13:14	-
	permutation_8579/	2019-10-11 13:13	-
	permutation_8580/	2019-10-11 13:15	-
	permutation_8581/	2019-10-11 13:14	-
	permutation_8582/	2019-10-11 13:15	-
	permutation_8583/	2019-10-11 13:14	-
	permutation_8584/	2019-10-11 13:16	-
	permutation_8585/	2019-10-11 13:14	-
	permutation_8586/	2019-10-11 13:13	-
	permutation_8587/	2019-10-11 13:13	-
	permutation_8588/	2019-10-11 13:13	-
	permutation_8589/	2019-10-11 13:15	-
	permutation_8590/	2019-10-11 13:14	-
	permutation_8591/	2019-10-11 13:14	-
	permutation_8592/	2019-10-11 13:14	-
	permutation_8593/	2019-10-11 13:16	-
	permutation_8594/	2019-10-11 13:15	-
	permutation_8595/	2019-10-11 13:15	-
	permutation_8596/	2019-10-11 13:15	-
	permutation_8597/	2019-10-11 13:14	-
	permutation_8598/	2019-10-11 13:16	-
	permutation_8599/	2019-10-11 13:14	-
	permutation_8600/	2019-10-11 13:15	-
	permutation_8601/	2019-10-11 13:14	-
	permutation_8602/	2019-10-11 13:15	-
	permutation_8603/	2019-10-11 13:15	-
	permutation_8604/	2019-10-11 13:13	-
	permutation_8605/	2019-10-11 13:14	-
	permutation_8606/	2019-10-11 13:14	-
	permutation_8607/	2019-10-11 13:15	-
	permutation_8608/	2019-10-11 13:15	-
	permutation_8609/	2019-10-11 13:13	-
	permutation_8610/	2019-10-11 13:16	-
	permutation_8611/	2019-10-11 13:15	-
	permutation_8612/	2019-10-11 13:15	-
	permutation_8613/	2019-10-11 13:16	-
	permutation_8614/	2019-10-11 13:13	-
	permutation_8615/	2019-10-11 13:16	-
	permutation_8616/	2019-10-11 13:15	-
	permutation_8617/	2019-10-11 13:15	-
	permutation_8618/	2019-10-11 13:15	-
	permutation_8619/	2019-10-11 13:14	-
	permutation_8620/	2019-10-11 13:16	-
	permutation_8621/	2019-10-11 13:14	-
	permutation_8622/	2019-10-11 13:15	-
	permutation_8623/	2019-10-11 13:14	-
	permutation_8624/	2019-10-11 13:14	-
	permutation_8625/	2019-10-11 13:15	-
	permutation_8626/	2019-10-11 13:14	-
	permutation_8627/	2019-10-11 13:13	-
	permutation_8628/	2019-10-11 13:14	-
	permutation_8629/	2019-10-11 13:15	-
	permutation_8630/	2019-10-11 13:15	-
	permutation_8631/	2019-10-11 13:14	-
	permutation_8632/	2019-10-11 13:14	-
	permutation_8633/	2019-10-11 13:14	-
	permutation_8634/	2019-10-11 13:15	-
	permutation_8635/	2019-10-11 13:14	-
	permutation_8636/	2019-10-11 13:14	-
	permutation_8637/	2019-10-11 13:15	-
	permutation_8638/	2019-10-11 13:16	-
	permutation_8639/	2019-10-11 13:15	-
	permutation_8640/	2019-10-11 13:15	-
	permutation_8641/	2019-10-11 13:15	-
	permutation_8642/	2019-10-11 13:15	-
	permutation_8643/	2019-10-11 13:15	-
	permutation_8644/	2019-10-11 13:14	-
	permutation_8645/	2019-10-11 13:14	-
	permutation_8646/	2019-10-11 13:14	-
	permutation_8647/	2019-10-11 13:14	-
	permutation_8648/	2019-10-11 13:14	-
	permutation_8649/	2019-10-11 13:13	-
	permutation_8650/	2019-10-11 13:16	-
	permutation_8651/	2019-10-11 13:14	-
	permutation_8652/	2019-10-11 13:14	-
	permutation_8653/	2019-10-11 13:16	-
	permutation_8654/	2019-10-11 13:15	-
	permutation_8655/	2019-10-11 13:15	-
	permutation_8656/	2019-10-11 13:14	-
	permutation_8657/	2019-10-11 13:14	-
	permutation_8658/	2019-10-11 13:16	-
	permutation_8659/	2019-10-11 13:14	-
	permutation_8660/	2019-10-11 13:14	-
	permutation_8661/	2019-10-11 13:15	-
	permutation_8662/	2019-10-11 13:14	-
	permutation_8663/	2019-10-11 13:15	-
	permutation_8664/	2019-10-11 13:15	-
	permutation_8665/	2019-10-11 13:14	-
	permutation_8666/	2019-10-11 13:14	-
	permutation_8667/	2019-10-11 13:15	-
	permutation_8668/	2019-10-11 13:13	-
	permutation_8669/	2019-10-11 13:14	-
	permutation_8670/	2019-10-11 13:14	-
	permutation_8671/	2019-10-11 13:15	-
	permutation_8672/	2019-10-11 13:15	-
	permutation_8673/	2019-10-11 13:15	-
	permutation_8674/	2019-10-11 13:14	-
	permutation_8675/	2019-10-11 13:15	-
	permutation_8676/	2019-10-11 13:15	-
	permutation_8677/	2019-10-11 13:15	-
	permutation_8678/	2019-10-11 13:14	-
	permutation_8679/	2019-10-11 13:14	-
	permutation_8680/	2019-10-11 13:15	-
	permutation_8681/	2019-10-11 13:14	-
	permutation_8682/	2019-10-11 13:15	-
	permutation_8683/	2019-10-11 13:14	-
	permutation_8684/	2019-10-11 13:15	-
	permutation_8685/	2019-10-11 13:15	-
	permutation_8686/	2019-10-11 13:14	-
	permutation_8687/	2019-10-11 13:15	-
	permutation_8688/	2019-10-11 13:13	-
	permutation_8689/	2019-10-11 13:16	-
	permutation_8690/	2019-10-11 13:14	-
	permutation_8691/	2019-10-11 13:14	-
	permutation_8692/	2019-10-11 13:14	-
	permutation_8693/	2019-10-11 13:15	-
	permutation_8694/	2019-10-11 13:13	-
	permutation_8695/	2019-10-11 13:15	-
	permutation_8696/	2019-10-11 13:15	-
	permutation_8697/	2019-10-11 13:14	-
	permutation_8698/	2019-10-11 13:15	-
	permutation_8699/	2019-10-11 13:14	-
	permutation_8700/	2019-10-11 13:16	-
	permutation_8701/	2019-10-11 13:14	-
	permutation_8702/	2019-10-11 13:13	-
	permutation_8703/	2019-10-11 13:15	-
	permutation_8704/	2019-10-11 13:14	-
	permutation_8705/	2019-10-11 13:15	-
	permutation_8706/	2019-10-11 13:14	-
	permutation_8707/	2019-10-11 13:16	-
	permutation_8708/	2019-10-11 13:15	-
	permutation_8709/	2019-10-11 13:14	-
	permutation_8710/	2019-10-11 13:14	-
	permutation_8711/	2019-10-11 13:15	-
	permutation_8712/	2019-10-11 13:13	-
	permutation_8713/	2019-10-11 13:14	-
	permutation_8714/	2019-10-11 13:16	-
	permutation_8715/	2019-10-11 13:16	-
	permutation_8716/	2019-10-11 13:15	-
	permutation_8717/	2019-10-11 13:15	-
	permutation_8718/	2019-10-11 13:15	-
	permutation_8719/	2019-10-11 13:14	-
	permutation_8720/	2019-10-11 13:15	-
	permutation_8721/	2019-10-11 13:13	-
	permutation_8722/	2019-10-11 13:15	-
	permutation_8723/	2019-10-11 13:14	-
	permutation_8724/	2019-10-11 13:14	-
	permutation_8725/	2019-10-11 13:15	-
	permutation_8726/	2019-10-11 13:14	-
	permutation_8727/	2019-10-11 13:14	-
	permutation_8728/	2019-10-11 13:14	-
	permutation_8729/	2019-10-11 13:13	-
	permutation_8730/	2019-10-11 13:15	-
	permutation_8731/	2019-10-11 13:15	-
	permutation_8732/	2019-10-11 13:14	-
	permutation_8733/	2019-10-11 13:14	-
	permutation_8734/	2019-10-11 13:14	-
	permutation_8735/	2019-10-11 13:13	-
	permutation_8736/	2019-10-11 13:13	-
	permutation_8737/	2019-10-11 13:15	-
	permutation_8738/	2019-10-11 13:14	-
	permutation_8739/	2019-10-11 13:16	-
	permutation_8740/	2019-10-11 13:13	-
	permutation_8741/	2019-10-11 13:15	-
	permutation_8742/	2019-10-11 13:16	-
	permutation_8743/	2019-10-11 13:15	-
	permutation_8744/	2019-10-11 13:13	-
	permutation_8745/	2019-10-11 13:15	-
	permutation_8746/	2019-10-11 13:14	-
	permutation_8747/	2019-10-11 13:13	-
	permutation_8748/	2019-10-11 13:14	-
	permutation_8749/	2019-10-11 13:14	-
	permutation_8750/	2019-10-11 13:13	-
	permutation_8751/	2019-10-11 13:16	-
	permutation_8752/	2019-10-11 13:13	-
	permutation_8753/	2019-10-11 13:14	-
	permutation_8754/	2019-10-11 13:15	-
	permutation_8755/	2019-10-11 13:14	-
	permutation_8756/	2019-10-11 13:16	-
	permutation_8757/	2019-10-11 13:14	-
	permutation_8758/	2019-10-11 13:14	-
	permutation_8759/	2019-10-11 13:16	-
	permutation_8760/	2019-10-11 13:15	-
	permutation_8761/	2019-10-11 13:15	-
	permutation_8762/	2019-10-11 13:15	-
	permutation_8763/	2019-10-11 13:15	-
	permutation_8764/	2019-10-11 13:15	-
	permutation_8765/	2019-10-11 13:15	-
	permutation_8766/	2019-10-11 13:13	-
	permutation_8767/	2019-10-11 13:14	-
	permutation_8768/	2019-10-11 13:14	-
	permutation_8769/	2019-10-11 13:13	-
	permutation_8770/	2019-10-11 13:13	-
	permutation_8771/	2019-10-11 13:14	-
	permutation_8772/	2019-10-11 13:14	-
	permutation_8773/	2019-10-11 13:16	-
	permutation_8774/	2019-10-11 13:15	-
	permutation_8775/	2019-10-11 13:14	-
	permutation_8776/	2019-10-11 13:15	-
	permutation_8777/	2019-10-11 13:13	-
	permutation_8778/	2019-10-11 13:15	-
	permutation_8779/	2019-10-11 13:14	-
	permutation_8780/	2019-10-11 13:14	-
	permutation_8781/	2019-10-11 13:13	-
	permutation_8782/	2019-10-11 13:15	-
	permutation_8783/	2019-10-11 13:15	-
	permutation_8784/	2019-10-11 13:15	-
	permutation_8785/	2019-10-11 13:15	-
	permutation_8786/	2019-10-11 13:14	-
	permutation_8787/	2019-10-11 13:14	-
	permutation_8788/	2019-10-11 13:14	-
	permutation_8789/	2019-10-11 13:16	-
	permutation_8790/	2019-10-11 13:14	-
	permutation_8791/	2019-10-11 13:15	-
	permutation_8792/	2019-10-11 13:15	-
	permutation_8793/	2019-10-11 13:15	-
	permutation_8794/	2019-10-11 13:13	-
	permutation_8795/	2019-10-11 13:14	-
	permutation_8796/	2019-10-11 13:14	-
	permutation_8797/	2019-10-11 13:14	-
	permutation_8798/	2019-10-11 13:14	-
	permutation_8799/	2019-10-11 13:14	-
	permutation_8800/	2019-10-11 13:16	-
	permutation_8801/	2019-10-11 13:13	-
	permutation_8802/	2019-10-11 13:15	-
	permutation_8803/	2019-10-11 13:14	-
	permutation_8804/	2019-10-11 13:14	-
	permutation_8805/	2019-10-11 13:16	-
	permutation_8806/	2019-10-11 13:15	-
	permutation_8807/	2019-10-11 13:15	-
	permutation_8808/	2019-10-11 13:15	-
	permutation_8809/	2019-10-11 13:16	-
	permutation_8810/	2019-10-11 13:14	-
	permutation_8811/	2019-10-11 13:15	-
	permutation_8812/	2019-10-11 13:14	-
	permutation_8813/	2019-10-11 13:14	-
	permutation_8814/	2019-10-11 13:15	-
	permutation_8815/	2019-10-11 13:14	-
	permutation_8816/	2019-10-11 13:16	-
	permutation_8817/	2019-10-11 13:14	-
	permutation_8818/	2019-10-11 13:15	-
	permutation_8819/	2019-10-11 13:15	-
	permutation_8820/	2019-10-11 13:15	-
	permutation_8821/	2019-10-11 13:13	-
	permutation_8822/	2019-10-11 13:13	-
	permutation_8823/	2019-10-11 13:14	-
	permutation_8824/	2019-10-11 13:13	-
	permutation_8825/	2019-10-11 13:15	-
	permutation_8826/	2019-10-11 13:15	-
	permutation_8827/	2019-10-11 13:16	-
	permutation_8828/	2019-10-11 13:15	-
	permutation_8829/	2019-10-11 13:14	-
	permutation_8830/	2019-10-11 13:15	-
	permutation_8831/	2019-10-11 13:15	-
	permutation_8832/	2019-10-11 13:14	-
	permutation_8833/	2019-10-11 13:14	-
	permutation_8834/	2019-10-11 13:15	-
	permutation_8835/	2019-10-11 13:14	-
	permutation_8836/	2019-10-11 13:14	-
	permutation_8837/	2019-10-11 13:15	-
	permutation_8838/	2019-10-11 13:14	-
	permutation_8839/	2019-10-11 13:13	-
	permutation_8840/	2019-10-11 13:13	-
	permutation_8841/	2019-10-11 13:15	-
	permutation_8842/	2019-10-11 13:14	-
	permutation_8843/	2019-10-11 13:16	-
	permutation_8844/	2019-10-11 13:14	-
	permutation_8845/	2019-10-11 13:16	-
	permutation_8846/	2019-10-11 13:15	-
	permutation_8847/	2019-10-11 13:14	-
	permutation_8848/	2019-10-11 13:16	-
	permutation_8849/	2019-10-11 13:15	-
	permutation_8850/	2019-10-11 13:16	-
	permutation_8851/	2019-10-11 13:13	-
	permutation_8852/	2019-10-11 13:16	-
	permutation_8853/	2019-10-11 13:16	-
	permutation_8854/	2019-10-11 13:15	-
	permutation_8855/	2019-10-11 13:15	-
	permutation_8856/	2019-10-11 13:16	-
	permutation_8857/	2019-10-11 13:14	-
	permutation_8858/	2019-10-11 13:14	-
	permutation_8859/	2019-10-11 13:15	-
	permutation_8860/	2019-10-11 13:14	-
	permutation_8861/	2019-10-11 13:13	-
	permutation_8862/	2019-10-11 13:13	-
	permutation_8863/	2019-10-11 13:14	-
	permutation_8864/	2019-10-11 13:15	-
	permutation_8865/	2019-10-11 13:15	-
	permutation_8866/	2019-10-11 13:13	-
	permutation_8867/	2019-10-11 13:14	-
	permutation_8868/	2019-10-11 13:14	-
	permutation_8869/	2019-10-11 13:14	-
	permutation_8870/	2019-10-11 13:15	-
	permutation_8871/	2019-10-11 13:15	-
	permutation_8872/	2019-10-11 13:13	-
	permutation_8873/	2019-10-11 13:15	-
	permutation_8874/	2019-10-11 13:15	-
	permutation_8875/	2019-10-11 13:16	-
	permutation_8876/	2019-10-11 13:14	-
	permutation_8877/	2019-10-11 13:14	-
	permutation_8878/	2019-10-11 13:16	-
	permutation_8879/	2019-10-11 13:14	-
	permutation_8880/	2019-10-11 13:14	-
	permutation_8881/	2019-10-11 13:14	-
	permutation_8882/	2019-10-11 13:16	-
	permutation_8883/	2019-10-11 13:13	-
	permutation_8884/	2019-10-11 13:13	-
	permutation_8885/	2019-10-11 13:15	-
	permutation_8886/	2019-10-11 13:16	-
	permutation_8887/	2019-10-11 13:15	-
	permutation_8888/	2019-10-11 13:14	-
	permutation_8889/	2019-10-11 13:15	-
	permutation_8890/	2019-10-11 13:14	-
	permutation_8891/	2019-10-11 13:13	-
	permutation_8892/	2019-10-11 13:15	-
	permutation_8893/	2019-10-11 13:16	-
	permutation_8894/	2019-10-11 13:15	-
	permutation_8895/	2019-10-11 13:14	-
	permutation_8896/	2019-10-11 13:13	-
	permutation_8897/	2019-10-11 13:14	-
	permutation_8898/	2019-10-11 13:14	-
	permutation_8899/	2019-10-11 13:15	-
	permutation_8900/	2019-10-11 13:14	-
	permutation_8901/	2019-10-11 13:15	-
	permutation_8902/	2019-10-11 13:15	-
	permutation_8903/	2019-10-11 13:14	-
	permutation_8904/	2019-10-11 13:14	-
	permutation_8905/	2019-10-11 13:14	-
	permutation_8906/	2019-10-11 13:15	-
	permutation_8907/	2019-10-11 13:16	-
	permutation_8908/	2019-10-11 13:14	-
	permutation_8909/	2019-10-11 13:16	-
	permutation_8910/	2019-10-11 13:13	-
	permutation_8911/	2019-10-11 13:15	-
	permutation_8912/	2019-10-11 13:14	-
	permutation_8913/	2019-10-11 13:16	-
	permutation_8914/	2019-10-11 13:16	-
	permutation_8915/	2019-10-11 13:15	-
	permutation_8916/	2019-10-11 13:13	-
	permutation_8917/	2019-10-11 13:14	-
	permutation_8918/	2019-10-11 13:13	-
	permutation_8919/	2019-10-11 13:14	-
	permutation_8920/	2019-10-11 13:16	-
	permutation_8921/	2019-10-11 13:14	-
	permutation_8922/	2019-10-11 13:14	-
	permutation_8923/	2019-10-11 13:14	-
	permutation_8924/	2019-10-11 13:13	-
	permutation_8925/	2019-10-11 13:14	-
	permutation_8926/	2019-10-11 13:14	-
	permutation_8927/	2019-10-11 13:15	-
	permutation_8928/	2019-10-11 13:15	-
	permutation_8929/	2019-10-11 13:16	-
	permutation_8930/	2019-10-11 13:14	-
	permutation_8931/	2019-10-11 13:13	-
	permutation_8932/	2019-10-11 13:15	-
	permutation_8933/	2019-10-11 13:14	-
	permutation_8934/	2019-10-11 13:14	-
	permutation_8935/	2019-10-11 13:15	-
	permutation_8936/	2019-10-11 13:14	-
	permutation_8937/	2019-10-11 13:15	-
	permutation_8938/	2019-10-11 13:14	-
	permutation_8939/	2019-10-11 13:15	-
	permutation_8940/	2019-10-11 13:16	-
	permutation_8941/	2019-10-11 13:15	-
	permutation_8942/	2019-10-11 13:14	-
	permutation_8943/	2019-10-11 13:15	-
	permutation_8944/	2019-10-11 13:14	-
	permutation_8945/	2019-10-11 13:15	-
	permutation_8946/	2019-10-11 13:14	-
	permutation_8947/	2019-10-11 13:14	-
	permutation_8948/	2019-10-11 13:16	-
	permutation_8949/	2019-10-11 13:13	-
	permutation_8950/	2019-10-11 13:14	-
	permutation_8951/	2019-10-11 13:14	-
	permutation_8952/	2019-10-11 13:13	-
	permutation_8953/	2019-10-11 13:14	-
	permutation_8954/	2019-10-11 13:16	-
	permutation_8955/	2019-10-11 13:15	-
	permutation_8956/	2019-10-11 13:15	-
	permutation_8957/	2019-10-11 13:15	-
	permutation_8958/	2019-10-11 13:15	-
	permutation_8959/	2019-10-11 13:15	-
	permutation_8960/	2019-10-11 13:15	-
	permutation_8961/	2019-10-11 13:14	-
	permutation_8962/	2019-10-11 13:14	-
	permutation_8963/	2019-10-11 13:15	-
	permutation_8964/	2019-10-11 13:14	-
	permutation_8965/	2019-10-11 13:14	-
	permutation_8966/	2019-10-11 13:15	-
	permutation_8967/	2019-10-11 13:13	-
	permutation_8968/	2019-10-11 13:15	-
	permutation_8969/	2019-10-11 13:15	-
	permutation_8970/	2019-10-11 13:16	-
	permutation_8971/	2019-10-11 13:16	-
	permutation_8972/	2019-10-11 13:16	-
	permutation_8973/	2019-10-11 13:15	-
	permutation_8974/	2019-10-11 13:15	-
	permutation_8975/	2019-10-11 13:14	-
	permutation_8976/	2019-10-11 13:15	-
	permutation_8977/	2019-10-11 13:14	-
	permutation_8978/	2019-10-11 13:15	-
	permutation_8979/	2019-10-11 13:14	-
	permutation_8980/	2019-10-11 13:15	-
	permutation_8981/	2019-10-11 13:14	-
	permutation_8982/	2019-10-11 13:15	-
	permutation_8983/	2019-10-11 13:14	-
	permutation_8984/	2019-10-11 13:14	-
	permutation_8985/	2019-10-11 13:15	-
	permutation_8986/	2019-10-11 13:13	-
	permutation_8987/	2019-10-11 13:14	-
	permutation_8988/	2019-10-11 13:15	-
	permutation_8989/	2019-10-11 13:15	-
	permutation_8990/	2019-10-11 13:14	-
	permutation_8991/	2019-10-11 13:15	-
	permutation_8992/	2019-10-11 13:13	-
	permutation_8993/	2019-10-11 13:16	-
	permutation_8994/	2019-10-11 13:14	-
	permutation_8995/	2019-10-11 13:15	-
	permutation_8996/	2019-10-11 13:15	-
	permutation_8997/	2019-10-11 13:14	-
	permutation_8998/	2019-10-11 13:15	-
	permutation_8999/	2019-10-11 13:14	-
	permutation_9000/	2019-10-11 13:14	-
	permutation_9001/	2019-10-11 13:14	-
	permutation_9002/	2019-10-11 13:15	-
	permutation_9003/	2019-10-11 13:14	-
	permutation_9004/	2019-10-11 13:15	-
	permutation_9005/	2019-10-11 13:14	-
	permutation_9006/	2019-10-11 13:16	-
	permutation_9007/	2019-10-11 13:15	-
	permutation_9008/	2019-10-11 13:14	-
	permutation_9009/	2019-10-11 13:15	-
	permutation_9010/	2019-10-11 13:14	-
	permutation_9011/	2019-10-11 13:15	-
	permutation_9012/	2019-10-11 13:14	-
	permutation_9013/	2019-10-11 13:14	-
	permutation_9014/	2019-10-11 13:15	-
	permutation_9015/	2019-10-11 13:15	-
	permutation_9016/	2019-10-11 13:15	-
	permutation_9017/	2019-10-11 13:14	-
	permutation_9018/	2019-10-11 13:15	-
	permutation_9019/	2019-10-11 13:15	-
	permutation_9020/	2019-10-11 13:14	-
	permutation_9021/	2019-10-11 13:14	-
	permutation_9022/	2019-10-11 13:16	-
	permutation_9023/	2019-10-11 13:14	-
	permutation_9024/	2019-10-11 13:13	-
	permutation_9025/	2019-10-11 13:14	-
	permutation_9026/	2019-10-11 13:15	-
	permutation_9027/	2019-10-11 13:15	-
	permutation_9028/	2019-10-11 13:15	-
	permutation_9029/	2019-10-11 13:15	-
	permutation_9030/	2019-10-11 13:16	-
	permutation_9031/	2019-10-11 13:13	-
	permutation_9032/	2019-10-11 13:15	-
	permutation_9033/	2019-10-11 13:14	-
	permutation_9034/	2019-10-11 13:13	-
	permutation_9035/	2019-10-11 13:15	-
	permutation_9036/	2019-10-11 13:14	-
	permutation_9037/	2019-10-11 13:15	-
	permutation_9038/	2019-10-11 13:14	-
	permutation_9039/	2019-10-11 13:16	-
	permutation_9040/	2019-10-11 13:15	-
	permutation_9041/	2019-10-11 13:16	-
	permutation_9042/	2019-10-11 13:14	-
	permutation_9043/	2019-10-11 13:13	-
	permutation_9044/	2019-10-11 13:14	-
	permutation_9045/	2019-10-11 13:14	-
	permutation_9046/	2019-10-11 13:14	-
	permutation_9047/	2019-10-11 13:14	-
	permutation_9048/	2019-10-11 13:15	-
	permutation_9049/	2019-10-11 13:15	-
	permutation_9050/	2019-10-11 13:16	-
	permutation_9051/	2019-10-11 13:15	-
	permutation_9052/	2019-10-11 13:15	-
	permutation_9053/	2019-10-11 13:15	-
	permutation_9054/	2019-10-11 13:16	-
	permutation_9055/	2019-10-11 13:14	-
	permutation_9056/	2019-10-11 13:15	-
	permutation_9057/	2019-10-11 13:13	-
	permutation_9058/	2019-10-11 13:14	-
	permutation_9059/	2019-10-11 13:13	-
	permutation_9060/	2019-10-11 13:14	-
	permutation_9061/	2019-10-11 13:16	-
	permutation_9062/	2019-10-11 13:15	-
	permutation_9063/	2019-10-11 13:14	-
	permutation_9064/	2019-10-11 13:15	-
	permutation_9065/	2019-10-11 13:14	-
	permutation_9066/	2019-10-11 13:15	-
	permutation_9067/	2019-10-11 13:15	-
	permutation_9068/	2019-10-11 13:14	-
	permutation_9069/	2019-10-11 13:16	-
	permutation_9070/	2019-10-11 13:16	-
	permutation_9071/	2019-10-11 13:16	-
	permutation_9072/	2019-10-11 13:13	-
	permutation_9073/	2019-10-11 13:15	-
	permutation_9074/	2019-10-11 13:14	-
	permutation_9075/	2019-10-11 13:16	-
	permutation_9076/	2019-10-11 13:15	-
	permutation_9077/	2019-10-11 13:15	-
	permutation_9078/	2019-10-11 13:15	-
	permutation_9079/	2019-10-11 13:15	-
	permutation_9080/	2019-10-11 13:15	-
	permutation_9081/	2019-10-11 13:15	-
	permutation_9082/	2019-10-11 13:16	-
	permutation_9083/	2019-10-11 13:16	-
	permutation_9084/	2019-10-11 13:14	-
	permutation_9085/	2019-10-11 13:13	-
	permutation_9086/	2019-10-11 13:15	-
	permutation_9087/	2019-10-11 13:16	-
	permutation_9088/	2019-10-11 13:14	-
	permutation_9089/	2019-10-11 13:14	-
	permutation_9090/	2019-10-11 13:14	-
	permutation_9091/	2019-10-11 13:13	-
	permutation_9092/	2019-10-11 13:16	-
	permutation_9093/	2019-10-11 13:16	-
	permutation_9094/	2019-10-11 13:15	-
	permutation_9095/	2019-10-11 13:15	-
	permutation_9096/	2019-10-11 13:14	-
	permutation_9097/	2019-10-11 13:15	-
	permutation_9098/	2019-10-11 13:14	-
	permutation_9099/	2019-10-11 13:15	-
	permutation_9100/	2019-10-11 13:15	-
	permutation_9101/	2019-10-11 13:14	-
	permutation_9102/	2019-10-11 13:15	-
	permutation_9103/	2019-10-11 13:15	-
	permutation_9104/	2019-10-11 13:15	-
	permutation_9105/	2019-10-11 13:15	-
	permutation_9106/	2019-10-11 13:14	-
	permutation_9107/	2019-10-11 13:16	-
	permutation_9108/	2019-10-11 13:14	-
	permutation_9109/	2019-10-11 13:14	-
	permutation_9110/	2019-10-11 13:16	-
	permutation_9111/	2019-10-11 13:15	-
	permutation_9112/	2019-10-11 13:14	-
	permutation_9113/	2019-10-11 13:14	-
	permutation_9114/	2019-10-11 13:14	-
	permutation_9115/	2019-10-11 13:16	-
	permutation_9116/	2019-10-11 13:16	-
	permutation_9117/	2019-10-11 13:14	-
	permutation_9118/	2019-10-11 13:15	-
	permutation_9119/	2019-10-11 13:15	-
	permutation_9120/	2019-10-11 13:14	-
	permutation_9121/	2019-10-11 13:15	-
	permutation_9122/	2019-10-11 13:15	-
	permutation_9123/	2019-10-11 13:14	-
	permutation_9124/	2019-10-11 13:15	-
	permutation_9125/	2019-10-11 13:15	-
	permutation_9126/	2019-10-11 13:13	-
	permutation_9127/	2019-10-11 13:15	-
	permutation_9128/	2019-10-11 13:14	-
	permutation_9129/	2019-10-11 13:13	-
	permutation_9130/	2019-10-11 13:14	-
	permutation_9131/	2019-10-11 13:13	-
	permutation_9132/	2019-10-11 13:13	-
	permutation_9133/	2019-10-11 13:15	-
	permutation_9134/	2019-10-11 13:14	-
	permutation_9135/	2019-10-11 13:13	-
	permutation_9136/	2019-10-11 13:15	-
	permutation_9137/	2019-10-11 13:15	-
	permutation_9138/	2019-10-11 13:15	-
	permutation_9139/	2019-10-11 13:16	-
	permutation_9140/	2019-10-11 13:14	-
	permutation_9141/	2019-10-11 13:15	-
	permutation_9142/	2019-10-11 13:14	-
	permutation_9143/	2019-10-11 13:16	-
	permutation_9144/	2019-10-11 13:14	-
	permutation_9145/	2019-10-11 13:14	-
	permutation_9146/	2019-10-11 13:13	-
	permutation_9147/	2019-10-11 13:13	-
	permutation_9148/	2019-10-11 13:15	-
	permutation_9149/	2019-10-11 13:15	-
	permutation_9150/	2019-10-11 13:16	-
	permutation_9151/	2019-10-11 13:15	-
	permutation_9152/	2019-10-11 13:14	-
	permutation_9153/	2019-10-11 13:15	-
	permutation_9154/	2019-10-11 13:13	-
	permutation_9155/	2019-10-11 13:15	-
	permutation_9156/	2019-10-11 13:15	-
	permutation_9157/	2019-10-11 13:14	-
	permutation_9158/	2019-10-11 13:15	-
	permutation_9159/	2019-10-11 13:14	-
	permutation_9160/	2019-10-11 13:13	-
	permutation_9161/	2019-10-11 13:14	-
	permutation_9162/	2019-10-11 13:14	-
	permutation_9163/	2019-10-11 13:14	-
	permutation_9164/	2019-10-11 13:15	-
	permutation_9165/	2019-10-11 13:15	-
	permutation_9166/	2019-10-11 13:13	-
	permutation_9167/	2019-10-11 13:15	-
	permutation_9168/	2019-10-11 13:15	-
	permutation_9169/	2019-10-11 13:15	-
	permutation_9170/	2019-10-11 13:15	-
	permutation_9171/	2019-10-11 13:14	-
	permutation_9172/	2019-10-11 13:14	-
	permutation_9173/	2019-10-11 13:15	-
	permutation_9174/	2019-10-11 13:14	-
	permutation_9175/	2019-10-11 13:16	-
	permutation_9176/	2019-10-11 13:14	-
	permutation_9177/	2019-10-11 13:15	-
	permutation_9178/	2019-10-11 13:16	-
	permutation_9179/	2019-10-11 13:15	-
	permutation_9180/	2019-10-11 13:16	-
	permutation_9181/	2019-10-11 13:15	-
	permutation_9182/	2019-10-11 13:13	-
	permutation_9183/	2019-10-11 13:15	-
	permutation_9184/	2019-10-11 13:15	-
	permutation_9185/	2019-10-11 13:14	-
	permutation_9186/	2019-10-11 13:14	-
	permutation_9187/	2019-10-11 13:13	-
	permutation_9188/	2019-10-11 13:15	-
	permutation_9189/	2019-10-11 13:14	-
	permutation_9190/	2019-10-11 13:14	-
	permutation_9191/	2019-10-11 13:13	-
	permutation_9192/	2019-10-11 13:15	-
	permutation_9193/	2019-10-11 13:16	-
	permutation_9194/	2019-10-11 13:16	-
	permutation_9195/	2019-10-11 13:15	-
	permutation_9196/	2019-10-11 13:13	-
	permutation_9197/	2019-10-11 13:14	-
	permutation_9198/	2019-10-11 13:14	-
	permutation_9199/	2019-10-11 13:14	-
	permutation_9200/	2019-10-11 13:16	-
	permutation_9201/	2019-10-11 13:14	-
	permutation_9202/	2019-10-11 13:16	-
	permutation_9203/	2019-10-11 13:16	-
	permutation_9204/	2019-10-11 13:13	-
	permutation_9205/	2019-10-11 13:15	-
	permutation_9206/	2019-10-11 13:14	-
	permutation_9207/	2019-10-11 13:16	-
	permutation_9208/	2019-10-11 13:15	-
	permutation_9209/	2019-10-11 13:14	-
	permutation_9210/	2019-10-11 13:15	-
	permutation_9211/	2019-10-11 13:15	-
	permutation_9212/	2019-10-11 13:14	-
	permutation_9213/	2019-10-11 13:14	-
	permutation_9214/	2019-10-11 13:14	-
	permutation_9215/	2019-10-11 13:13	-
	permutation_9216/	2019-10-11 13:16	-
	permutation_9217/	2019-10-11 13:13	-
	permutation_9218/	2019-10-11 13:16	-
	permutation_9219/	2019-10-11 13:15	-
	permutation_9220/	2019-10-11 13:14	-
	permutation_9221/	2019-10-11 13:14	-
	permutation_9222/	2019-10-11 13:13	-
	permutation_9223/	2019-10-11 13:14	-
	permutation_9224/	2019-10-11 13:14	-
	permutation_9225/	2019-10-11 13:16	-
	permutation_9226/	2019-10-11 13:14	-
	permutation_9227/	2019-10-11 13:15	-
	permutation_9228/	2019-10-11 13:14	-
	permutation_9229/	2019-10-11 13:14	-
	permutation_9230/	2019-10-11 13:15	-
	permutation_9231/	2019-10-11 13:13	-
	permutation_9232/	2019-10-11 13:13	-
	permutation_9233/	2019-10-11 13:14	-
	permutation_9234/	2019-10-11 13:13	-
	permutation_9235/	2019-10-11 13:16	-
	permutation_9236/	2019-10-11 13:14	-
	permutation_9237/	2019-10-11 13:16	-
	permutation_9238/	2019-10-11 13:15	-
	permutation_9239/	2019-10-11 13:14	-
	permutation_9240/	2019-10-11 13:14	-
	permutation_9241/	2019-10-11 13:14	-
	permutation_9242/	2019-10-11 13:14	-
	permutation_9243/	2019-10-11 13:13	-
	permutation_9244/	2019-10-11 13:15	-
	permutation_9245/	2019-10-11 13:14	-
	permutation_9246/	2019-10-11 13:15	-
	permutation_9247/	2019-10-11 13:14	-
	permutation_9248/	2019-10-11 13:14	-
	permutation_9249/	2019-10-11 13:14	-
	permutation_9250/	2019-10-11 13:16	-
	permutation_9251/	2019-10-11 13:15	-
	permutation_9252/	2019-10-11 13:14	-
	permutation_9253/	2019-10-11 13:14	-
	permutation_9254/	2019-10-11 13:14	-
	permutation_9255/	2019-10-11 13:16	-
	permutation_9256/	2019-10-11 13:14	-
	permutation_9257/	2019-10-11 13:14	-
	permutation_9258/	2019-10-11 13:15	-
	permutation_9259/	2019-10-11 13:13	-
	permutation_9260/	2019-10-11 13:14	-
	permutation_9261/	2019-10-11 13:14	-
	permutation_9262/	2019-10-11 13:16	-
	permutation_9263/	2019-10-11 13:14	-
	permutation_9264/	2019-10-11 13:15	-
	permutation_9265/	2019-10-11 13:14	-
	permutation_9266/	2019-10-11 13:15	-
	permutation_9267/	2019-10-11 13:15	-
	permutation_9268/	2019-10-11 13:14	-
	permutation_9269/	2019-10-11 13:14	-
	permutation_9270/	2019-10-11 13:15	-
	permutation_9271/	2019-10-11 13:15	-
	permutation_9272/	2019-10-11 13:14	-
	permutation_9273/	2019-10-11 13:16	-
	permutation_9274/	2019-10-11 13:15	-
	permutation_9275/	2019-10-11 13:16	-
	permutation_9276/	2019-10-11 13:15	-
	permutation_9277/	2019-10-11 13:13	-
	permutation_9278/	2019-10-11 13:13	-
	permutation_9279/	2019-10-11 13:14	-
	permutation_9280/	2019-10-11 13:14	-
	permutation_9281/	2019-10-11 13:13	-
	permutation_9282/	2019-10-11 13:14	-
	permutation_9283/	2019-10-11 13:13	-
	permutation_9284/	2019-10-11 13:14	-
	permutation_9285/	2019-10-11 13:14	-
	permutation_9286/	2019-10-11 13:15	-
	permutation_9287/	2019-10-11 13:16	-
	permutation_9288/	2019-10-11 13:14	-
	permutation_9289/	2019-10-11 13:16	-
	permutation_9290/	2019-10-11 13:15	-
	permutation_9291/	2019-10-11 13:14	-
	permutation_9292/	2019-10-11 13:15	-
	permutation_9293/	2019-10-11 13:16	-
	permutation_9294/	2019-10-11 13:14	-
	permutation_9295/	2019-10-11 13:15	-
	permutation_9296/	2019-10-11 13:16	-
	permutation_9297/	2019-10-11 13:15	-
	permutation_9298/	2019-10-11 13:14	-
	permutation_9299/	2019-10-11 13:15	-
	permutation_9300/	2019-10-11 13:14	-
	permutation_9301/	2019-10-11 13:14	-
	permutation_9302/	2019-10-11 13:16	-
	permutation_9303/	2019-10-11 13:14	-
	permutation_9304/	2019-10-11 13:15	-
	permutation_9305/	2019-10-11 13:14	-
	permutation_9306/	2019-10-11 13:15	-
	permutation_9307/	2019-10-11 13:15	-
	permutation_9308/	2019-10-11 13:15	-
	permutation_9309/	2019-10-11 13:16	-
	permutation_9310/	2019-10-11 13:13	-
	permutation_9311/	2019-10-11 13:15	-
	permutation_9312/	2019-10-11 13:15	-
	permutation_9313/	2019-10-11 13:13	-
	permutation_9314/	2019-10-11 13:15	-
	permutation_9315/	2019-10-11 13:14	-
	permutation_9316/	2019-10-11 13:15	-
	permutation_9317/	2019-10-11 13:14	-
	permutation_9318/	2019-10-11 13:14	-
	permutation_9319/	2019-10-11 13:15	-
	permutation_9320/	2019-10-11 13:14	-
	permutation_9321/	2019-10-11 13:14	-
	permutation_9322/	2019-10-11 13:15	-
	permutation_9323/	2019-10-11 13:14	-
	permutation_9324/	2019-10-11 13:16	-
	permutation_9325/	2019-10-11 13:14	-
	permutation_9326/	2019-10-11 13:14	-
	permutation_9327/	2019-10-11 13:15	-
	permutation_9328/	2019-10-11 13:15	-
	permutation_9329/	2019-10-11 13:14	-
	permutation_9330/	2019-10-11 13:15	-
	permutation_9331/	2019-10-11 13:14	-
	permutation_9332/	2019-10-11 13:13	-
	permutation_9333/	2019-10-11 13:14	-
	permutation_9334/	2019-10-11 13:14	-
	permutation_9335/	2019-10-11 13:14	-
	permutation_9336/	2019-10-11 13:14	-
	permutation_9337/	2019-10-11 13:13	-
	permutation_9338/	2019-10-11 13:13	-
	permutation_9339/	2019-10-11 13:14	-
	permutation_9340/	2019-10-11 13:14	-
	permutation_9341/	2019-10-11 13:14	-
	permutation_9342/	2019-10-11 13:14	-
	permutation_9343/	2019-10-11 13:14	-
	permutation_9344/	2019-10-11 13:15	-
	permutation_9345/	2019-10-11 13:15	-
	permutation_9346/	2019-10-11 13:13	-
	permutation_9347/	2019-10-11 13:15	-
	permutation_9348/	2019-10-11 13:14	-
	permutation_9349/	2019-10-11 13:15	-
	permutation_9350/	2019-10-11 13:16	-
	permutation_9351/	2019-10-11 13:15	-
	permutation_9352/	2019-10-11 13:15	-
	permutation_9353/	2019-10-11 13:14	-
	permutation_9354/	2019-10-11 13:14	-
	permutation_9355/	2019-10-11 13:14	-
	permutation_9356/	2019-10-11 13:14	-
	permutation_9357/	2019-10-11 13:14	-
	permutation_9358/	2019-10-11 13:16	-
	permutation_9359/	2019-10-11 13:16	-
	permutation_9360/	2019-10-11 13:15	-
	permutation_9361/	2019-10-11 13:14	-
	permutation_9362/	2019-10-11 13:15	-
	permutation_9363/	2019-10-11 13:14	-
	permutation_9364/	2019-10-11 13:13	-
	permutation_9365/	2019-10-11 13:14	-
	permutation_9366/	2019-10-11 13:16	-
	permutation_9367/	2019-10-11 13:16	-
	permutation_9368/	2019-10-11 13:15	-
	permutation_9369/	2019-10-11 13:16	-
	permutation_9370/	2019-10-11 13:13	-
	permutation_9371/	2019-10-11 13:15	-
	permutation_9372/	2019-10-11 13:13	-
	permutation_9373/	2019-10-11 13:15	-
	permutation_9374/	2019-10-11 13:14	-
	permutation_9375/	2019-10-11 13:15	-
	permutation_9376/	2019-10-11 13:15	-
	permutation_9377/	2019-10-11 13:14	-
	permutation_9378/	2019-10-11 13:15	-
	permutation_9379/	2019-10-11 13:15	-
	permutation_9380/	2019-10-11 13:14	-
	permutation_9381/	2019-10-11 13:14	-
	permutation_9382/	2019-10-11 13:15	-
	permutation_9383/	2019-10-11 13:15	-
	permutation_9384/	2019-10-11 13:13	-
	permutation_9385/	2019-10-11 13:14	-
	permutation_9386/	2019-10-11 13:16	-
	permutation_9387/	2019-10-11 13:15	-
	permutation_9388/	2019-10-11 13:16	-
	permutation_9389/	2019-10-11 13:15	-
	permutation_9390/	2019-10-11 13:13	-
	permutation_9391/	2019-10-11 13:14	-
	permutation_9392/	2019-10-11 13:15	-
	permutation_9393/	2019-10-11 13:15	-
	permutation_9394/	2019-10-11 13:14	-
	permutation_9395/	2019-10-11 13:15	-
	permutation_9396/	2019-10-11 13:14	-
	permutation_9397/	2019-10-11 13:16	-
	permutation_9398/	2019-10-11 13:14	-
	permutation_9399/	2019-10-11 13:15	-
	permutation_9400/	2019-10-11 13:14	-
	permutation_9401/	2019-10-11 13:15	-
	permutation_9402/	2019-10-11 13:15	-
	permutation_9403/	2019-10-11 13:14	-
	permutation_9404/	2019-10-11 13:16	-
	permutation_9405/	2019-10-11 13:15	-
	permutation_9406/	2019-10-11 13:13	-
	permutation_9407/	2019-10-11 13:13	-
	permutation_9408/	2019-10-11 13:14	-
	permutation_9409/	2019-10-11 13:16	-
	permutation_9410/	2019-10-11 13:15	-
	permutation_9411/	2019-10-11 13:15	-
	permutation_9412/	2019-10-11 13:15	-
	permutation_9413/	2019-10-11 13:13	-
	permutation_9414/	2019-10-11 13:14	-
	permutation_9415/	2019-10-11 13:14	-
	permutation_9416/	2019-10-11 13:15	-
	permutation_9417/	2019-10-11 13:15	-
	permutation_9418/	2019-10-11 13:14	-
	permutation_9419/	2019-10-11 13:15	-
	permutation_9420/	2019-10-11 13:15	-
	permutation_9421/	2019-10-11 13:14	-
	permutation_9422/	2019-10-11 13:15	-
	permutation_9423/	2019-10-11 13:15	-
	permutation_9424/	2019-10-11 13:14	-
	permutation_9425/	2019-10-11 13:15	-
	permutation_9426/	2019-10-11 13:16	-
	permutation_9427/	2019-10-11 13:15	-
	permutation_9428/	2019-10-11 13:15	-
	permutation_9429/	2019-10-11 13:13	-
	permutation_9430/	2019-10-11 13:15	-
	permutation_9431/	2019-10-11 13:13	-
	permutation_9432/	2019-10-11 13:14	-
	permutation_9433/	2019-10-11 13:16	-
	permutation_9434/	2019-10-11 13:16	-
	permutation_9435/	2019-10-11 13:14	-
	permutation_9436/	2019-10-11 13:13	-
	permutation_9437/	2019-10-11 13:15	-
	permutation_9438/	2019-10-11 13:16	-
	permutation_9439/	2019-10-11 13:14	-
	permutation_9440/	2019-10-11 13:14	-
	permutation_9441/	2019-10-11 13:14	-
	permutation_9442/	2019-10-11 13:14	-
	permutation_9443/	2019-10-11 13:16	-
	permutation_9444/	2019-10-11 13:15	-
	permutation_9445/	2019-10-11 13:14	-
	permutation_9446/	2019-10-11 13:13	-
	permutation_9447/	2019-10-11 13:15	-
	permutation_9448/	2019-10-11 13:15	-
	permutation_9449/	2019-10-11 13:15	-
	permutation_9450/	2019-10-11 13:13	-
	permutation_9451/	2019-10-11 13:15	-
	permutation_9452/	2019-10-11 13:14	-
	permutation_9453/	2019-10-11 13:15	-
	permutation_9454/	2019-10-11 13:14	-
	permutation_9455/	2019-10-11 13:15	-
	permutation_9456/	2019-10-11 13:15	-
	permutation_9457/	2019-10-11 13:14	-
	permutation_9458/	2019-10-11 13:15	-
	permutation_9459/	2019-10-11 13:13	-
	permutation_9460/	2019-10-11 13:14	-
	permutation_9461/	2019-10-11 13:15	-
	permutation_9462/	2019-10-11 13:15	-
	permutation_9463/	2019-10-11 13:15	-
	permutation_9464/	2019-10-11 13:13	-
	permutation_9465/	2019-10-11 13:14	-
	permutation_9466/	2019-10-11 13:13	-
	permutation_9467/	2019-10-11 13:16	-
	permutation_9468/	2019-10-11 13:15	-
	permutation_9469/	2019-10-11 13:14	-
	permutation_9470/	2019-10-11 13:13	-
	permutation_9471/	2019-10-11 13:14	-
	permutation_9472/	2019-10-11 13:14	-
	permutation_9473/	2019-10-11 13:13	-
	permutation_9474/	2019-10-11 13:15	-
	permutation_9475/	2019-10-11 13:16	-
	permutation_9476/	2019-10-11 13:15	-
	permutation_9477/	2019-10-11 13:14	-
	permutation_9478/	2019-10-11 13:15	-
	permutation_9479/	2019-10-11 13:15	-
	permutation_9480/	2019-10-11 13:15	-
	permutation_9481/	2019-10-11 13:14	-
	permutation_9482/	2019-10-11 13:15	-
	permutation_9483/	2019-10-11 13:15	-
	permutation_9484/	2019-10-11 13:13	-
	permutation_9485/	2019-10-11 13:15	-
	permutation_9486/	2019-10-11 13:14	-
	permutation_9487/	2019-10-11 13:13	-
	permutation_9488/	2019-10-11 13:14	-
	permutation_9489/	2019-10-11 13:14	-
	permutation_9490/	2019-10-11 13:14	-
	permutation_9491/	2019-10-11 13:14	-
	permutation_9492/	2019-10-11 13:14	-
	permutation_9493/	2019-10-11 13:16	-
	permutation_9494/	2019-10-11 13:14	-
	permutation_9495/	2019-10-11 13:13	-
	permutation_9496/	2019-10-11 13:15	-
	permutation_9497/	2019-10-11 13:16	-
	permutation_9498/	2019-10-11 13:15	-
	permutation_9499/	2019-10-11 13:14	-
	permutation_9500/	2019-10-11 13:15	-
	permutation_9501/	2019-10-11 13:15	-
	permutation_9502/	2019-10-11 13:16	-
	permutation_9503/	2019-10-11 13:15	-
	permutation_9504/	2019-10-11 13:13	-
	permutation_9505/	2019-10-11 13:14	-
	permutation_9506/	2019-10-11 13:14	-
	permutation_9507/	2019-10-11 13:13	-
	permutation_9508/	2019-10-11 13:14	-
	permutation_9509/	2019-10-11 13:14	-
	permutation_9510/	2019-10-11 13:14	-
	permutation_9511/	2019-10-11 13:13	-
	permutation_9512/	2019-10-11 13:14	-
	permutation_9513/	2019-10-11 13:14	-
	permutation_9514/	2019-10-11 13:15	-
	permutation_9515/	2019-10-11 13:15	-
	permutation_9516/	2019-10-11 13:15	-
	permutation_9517/	2019-10-11 13:14	-
	permutation_9518/	2019-10-11 13:15	-
	permutation_9519/	2019-10-11 13:14	-
	permutation_9520/	2019-10-11 13:16	-
	permutation_9521/	2019-10-11 13:14	-
	permutation_9522/	2019-10-11 13:16	-
	permutation_9523/	2019-10-11 13:16	-
	permutation_9524/	2019-10-11 13:14	-
	permutation_9525/	2019-10-11 13:15	-
	permutation_9526/	2019-10-11 13:14	-
	permutation_9527/	2019-10-11 13:13	-
	permutation_9528/	2019-10-11 13:14	-
	permutation_9529/	2019-10-11 13:14	-
	permutation_9530/	2019-10-11 13:15	-
	permutation_9531/	2019-10-11 13:15	-
	permutation_9532/	2019-10-11 13:13	-
	permutation_9533/	2019-10-11 13:14	-
	permutation_9534/	2019-10-11 13:16	-
	permutation_9535/	2019-10-11 13:13	-
	permutation_9536/	2019-10-11 13:13	-
	permutation_9537/	2019-10-11 13:14	-
	permutation_9538/	2019-10-11 13:16	-
	permutation_9539/	2019-10-11 13:16	-
	permutation_9540/	2019-10-11 13:15	-
	permutation_9541/	2019-10-11 13:14	-
	permutation_9542/	2019-10-11 13:14	-
	permutation_9543/	2019-10-11 13:14	-
	permutation_9544/	2019-10-11 13:15	-
	permutation_9545/	2019-10-11 13:14	-
	permutation_9546/	2019-10-11 13:14	-
	permutation_9547/	2019-10-11 13:15	-
	permutation_9548/	2019-10-11 13:16	-
	permutation_9549/	2019-10-11 13:16	-
	permutation_9550/	2019-10-11 13:13	-
	permutation_9551/	2019-10-11 13:15	-
	permutation_9552/	2019-10-11 13:14	-
	permutation_9553/	2019-10-11 13:15	-
	permutation_9554/	2019-10-11 13:13	-
	permutation_9555/	2019-10-11 13:15	-
	permutation_9556/	2019-10-11 13:16	-
	permutation_9557/	2019-10-11 13:14	-
	permutation_9558/	2019-10-11 13:15	-
	permutation_9559/	2019-10-11 13:14	-
	permutation_9560/	2019-10-11 13:15	-
	permutation_9561/	2019-10-11 13:13	-
	permutation_9562/	2019-10-11 13:15	-
	permutation_9563/	2019-10-11 13:15	-
	permutation_9564/	2019-10-11 13:15	-
	permutation_9565/	2019-10-11 13:13	-
	permutation_9566/	2019-10-11 13:13	-
	permutation_9567/	2019-10-11 13:15	-
	permutation_9568/	2019-10-11 13:14	-
	permutation_9569/	2019-10-11 13:13	-
	permutation_9570/	2019-10-11 13:14	-
	permutation_9571/	2019-10-11 13:15	-
	permutation_9572/	2019-10-11 13:14	-
	permutation_9573/	2019-10-11 13:14	-
	permutation_9574/	2019-10-11 13:15	-
	permutation_9575/	2019-10-11 13:16	-
	permutation_9576/	2019-10-11 13:15	-
	permutation_9577/	2019-10-11 13:13	-
	permutation_9578/	2019-10-11 13:13	-
	permutation_9579/	2019-10-11 13:16	-
	permutation_9580/	2019-10-11 13:15	-
	permutation_9581/	2019-10-11 13:16	-
	permutation_9582/	2019-10-11 13:15	-
	permutation_9583/	2019-10-11 13:15	-
	permutation_9584/	2019-10-11 13:14	-
	permutation_9585/	2019-10-11 13:15	-
	permutation_9586/	2019-10-11 13:14	-
	permutation_9587/	2019-10-11 13:15	-
	permutation_9588/	2019-10-11 13:13	-
	permutation_9589/	2019-10-11 13:14	-
	permutation_9590/	2019-10-11 13:14	-
	permutation_9591/	2019-10-11 13:15	-
	permutation_9592/	2019-10-11 13:15	-
	permutation_9593/	2019-10-11 13:13	-
	permutation_9594/	2019-10-11 13:14	-
	permutation_9595/	2019-10-11 13:14	-
	permutation_9596/	2019-10-11 13:14	-
	permutation_9597/	2019-10-11 13:14	-
	permutation_9598/	2019-10-11 13:16	-
	permutation_9599/	2019-10-11 13:15	-
	permutation_9600/	2019-10-11 13:15	-
	permutation_9601/	2019-10-11 13:14	-
	permutation_9602/	2019-10-11 13:15	-
	permutation_9603/	2019-10-11 13:15	-
	permutation_9604/	2019-10-11 13:16	-
	permutation_9605/	2019-10-11 13:14	-
	permutation_9606/	2019-10-11 13:14	-
	permutation_9607/	2019-10-11 13:13	-
	permutation_9608/	2019-10-11 13:14	-
	permutation_9609/	2019-10-11 13:14	-
	permutation_9610/	2019-10-11 13:14	-
	permutation_9611/	2019-10-11 13:15	-
	permutation_9612/	2019-10-11 13:15	-
	permutation_9613/	2019-10-11 13:13	-
	permutation_9614/	2019-10-11 13:15	-
	permutation_9615/	2019-10-11 13:14	-
	permutation_9616/	2019-10-11 13:15	-
	permutation_9617/	2019-10-11 13:13	-
	permutation_9618/	2019-10-11 13:16	-
	permutation_9619/	2019-10-11 13:15	-
	permutation_9620/	2019-10-11 13:16	-
	permutation_9621/	2019-10-11 13:14	-
	permutation_9622/	2019-10-11 13:16	-
	permutation_9623/	2019-10-11 13:16	-
	permutation_9624/	2019-10-11 13:16	-
	permutation_9625/	2019-10-11 13:15	-
	permutation_9626/	2019-10-11 13:15	-
	permutation_9627/	2019-10-11 13:15	-
	permutation_9628/	2019-10-11 13:15	-
	permutation_9629/	2019-10-11 13:15	-
	permutation_9630/	2019-10-11 13:15	-
	permutation_9631/	2019-10-11 13:15	-
	permutation_9632/	2019-10-11 13:15	-
	permutation_9633/	2019-10-11 13:14	-
	permutation_9634/	2019-10-11 13:15	-
	permutation_9635/	2019-10-11 13:14	-
	permutation_9636/	2019-10-11 13:13	-
	permutation_9637/	2019-10-11 13:14	-
	permutation_9638/	2019-10-11 13:16	-
	permutation_9639/	2019-10-11 13:15	-
	permutation_9640/	2019-10-11 13:14	-
	permutation_9641/	2019-10-11 13:15	-
	permutation_9642/	2019-10-11 13:14	-
	permutation_9643/	2019-10-11 13:15	-
	permutation_9644/	2019-10-11 13:14	-
	permutation_9645/	2019-10-11 13:14	-
	permutation_9646/	2019-10-11 13:15	-
	permutation_9647/	2019-10-11 13:13	-
	permutation_9648/	2019-10-11 13:15	-
	permutation_9649/	2019-10-11 13:14	-
	permutation_9650/	2019-10-11 13:13	-
	permutation_9651/	2019-10-11 13:14	-
	permutation_9652/	2019-10-11 13:14	-
	permutation_9653/	2019-10-11 13:15	-
	permutation_9654/	2019-10-11 13:16	-
	permutation_9655/	2019-10-11 13:13	-
	permutation_9656/	2019-10-11 13:15	-
	permutation_9657/	2019-10-11 13:16	-
	permutation_9658/	2019-10-11 13:16	-
	permutation_9659/	2019-10-11 13:14	-
	permutation_9660/	2019-10-11 13:14	-
	permutation_9661/	2019-10-11 13:14	-
	permutation_9662/	2019-10-11 13:13	-
	permutation_9663/	2019-10-11 13:14	-
	permutation_9664/	2019-10-11 13:15	-
	permutation_9665/	2019-10-11 13:15	-
	permutation_9666/	2019-10-11 13:14	-
	permutation_9667/	2019-10-11 13:15	-
	permutation_9668/	2019-10-11 13:14	-
	permutation_9669/	2019-10-11 13:14	-
	permutation_9670/	2019-10-11 13:15	-
	permutation_9671/	2019-10-11 13:14	-
	permutation_9672/	2019-10-11 13:14	-
	permutation_9673/	2019-10-11 13:15	-
	permutation_9674/	2019-10-11 13:14	-
	permutation_9675/	2019-10-11 13:16	-
	permutation_9676/	2019-10-11 13:14	-
	permutation_9677/	2019-10-11 13:14	-
	permutation_9678/	2019-10-11 13:14	-
	permutation_9679/	2019-10-11 13:15	-
	permutation_9680/	2019-10-11 13:15	-
	permutation_9681/	2019-10-11 13:16	-
	permutation_9682/	2019-10-11 13:16	-
	permutation_9683/	2019-10-11 13:15	-
	permutation_9684/	2019-10-11 13:13	-
	permutation_9685/	2019-10-11 13:16	-
	permutation_9686/	2019-10-11 13:16	-
	permutation_9687/	2019-10-11 13:15	-
	permutation_9688/	2019-10-11 13:15	-
	permutation_9689/	2019-10-11 13:14	-
	permutation_9690/	2019-10-11 13:14	-
	permutation_9691/	2019-10-11 13:16	-
	permutation_9692/	2019-10-11 13:14	-
	permutation_9693/	2019-10-11 13:16	-
	permutation_9694/	2019-10-11 13:15	-
	permutation_9695/	2019-10-11 13:15	-
	permutation_9696/	2019-10-11 13:16	-
	permutation_9697/	2019-10-11 13:14	-
	permutation_9698/	2019-10-11 13:14	-
	permutation_9699/	2019-10-11 13:15	-
	permutation_9700/	2019-10-11 13:16	-
	permutation_9701/	2019-10-11 13:15	-
	permutation_9702/	2019-10-11 13:13	-
	permutation_9703/	2019-10-11 13:13	-
	permutation_9704/	2019-10-11 13:14	-
	permutation_9705/	2019-10-11 13:15	-
	permutation_9706/	2019-10-11 13:14	-
	permutation_9707/	2019-10-11 13:13	-
	permutation_9708/	2019-10-11 13:15	-
	permutation_9709/	2019-10-11 13:14	-
	permutation_9710/	2019-10-11 13:16	-
	permutation_9711/	2019-10-11 13:15	-
	permutation_9712/	2019-10-11 13:15	-
	permutation_9713/	2019-10-11 13:13	-
	permutation_9714/	2019-10-11 13:15	-
	permutation_9715/	2019-10-11 13:15	-
	permutation_9716/	2019-10-11 13:16	-
	permutation_9717/	2019-10-11 13:14	-
	permutation_9718/	2019-10-11 13:14	-
	permutation_9719/	2019-10-11 13:16	-
	permutation_9720/	2019-10-11 13:15	-
	permutation_9721/	2019-10-11 13:14	-
	permutation_9722/	2019-10-11 13:14	-
	permutation_9723/	2019-10-11 13:14	-
	permutation_9724/	2019-10-11 13:14	-
	permutation_9725/	2019-10-11 13:14	-
	permutation_9726/	2019-10-11 13:15	-
	permutation_9727/	2019-10-11 13:15	-
	permutation_9728/	2019-10-11 13:14	-
	permutation_9729/	2019-10-11 13:14	-
	permutation_9730/	2019-10-11 13:14	-
	permutation_9731/	2019-10-11 13:14	-
	permutation_9732/	2019-10-11 13:15	-
	permutation_9733/	2019-10-11 13:14	-
	permutation_9734/	2019-10-11 13:13	-
	permutation_9735/	2019-10-11 13:15	-
	permutation_9736/	2019-10-11 13:14	-
	permutation_9737/	2019-10-11 13:15	-
	permutation_9738/	2019-10-11 13:14	-
	permutation_9739/	2019-10-11 13:16	-
	permutation_9740/	2019-10-11 13:15	-
	permutation_9741/	2019-10-11 13:15	-
	permutation_9742/	2019-10-11 13:14	-
	permutation_9743/	2019-10-11 13:14	-
	permutation_9744/	2019-10-11 13:14	-
	permutation_9745/	2019-10-11 13:13	-
	permutation_9746/	2019-10-11 13:14	-
	permutation_9747/	2019-10-11 13:14	-
	permutation_9748/	2019-10-11 13:15	-
	permutation_9749/	2019-10-11 13:14	-
	permutation_9750/	2019-10-11 13:14	-
	permutation_9751/	2019-10-11 13:15	-
	permutation_9752/	2019-10-11 13:14	-
	permutation_9753/	2019-10-11 13:15	-
	permutation_9754/	2019-10-11 13:14	-
	permutation_9755/	2019-10-11 13:14	-
	permutation_9756/	2019-10-11 13:15	-
	permutation_9757/	2019-10-11 13:14	-
	permutation_9758/	2019-10-11 13:14	-
	permutation_9759/	2019-10-11 13:14	-
	permutation_9760/	2019-10-11 13:14	-
	permutation_9761/	2019-10-11 13:14	-
	permutation_9762/	2019-10-11 13:15	-
	permutation_9763/	2019-10-11 13:14	-
	permutation_9764/	2019-10-11 13:15	-
	permutation_9765/	2019-10-11 13:15	-
	permutation_9766/	2019-10-11 13:14	-
	permutation_9767/	2019-10-11 13:16	-
	permutation_9768/	2019-10-11 13:15	-
	permutation_9769/	2019-10-11 13:13	-
	permutation_9770/	2019-10-11 13:15	-
	permutation_9771/	2019-10-11 13:15	-
	permutation_9772/	2019-10-11 13:15	-
	permutation_9773/	2019-10-11 13:15	-
	permutation_9774/	2019-10-11 13:15	-
	permutation_9775/	2019-10-11 13:13	-
	permutation_9776/	2019-10-11 13:14	-
	permutation_9777/	2019-10-11 13:14	-
	permutation_9778/	2019-10-11 13:16	-
	permutation_9779/	2019-10-11 13:14	-
	permutation_9780/	2019-10-11 13:15	-
	permutation_9781/	2019-10-11 13:14	-
	permutation_9782/	2019-10-11 13:14	-
	permutation_9783/	2019-10-11 13:15	-
	permutation_9784/	2019-10-11 13:14	-
	permutation_9785/	2019-10-11 13:13	-
	permutation_9786/	2019-10-11 13:14	-
	permutation_9787/	2019-10-11 13:16	-
	permutation_9788/	2019-10-11 13:15	-
	permutation_9789/	2019-10-11 13:14	-
	permutation_9790/	2019-10-11 13:14	-
	permutation_9791/	2019-10-11 13:15	-
	permutation_9792/	2019-10-11 13:13	-
	permutation_9793/	2019-10-11 13:15	-
	permutation_9794/	2019-10-11 13:16	-
	permutation_9795/	2019-10-11 13:14	-
	permutation_9796/	2019-10-11 13:15	-
	permutation_9797/	2019-10-11 13:14	-
	permutation_9798/	2019-10-11 13:13	-
	permutation_9799/	2019-10-11 13:14	-
	permutation_9800/	2019-10-11 13:15	-
	permutation_9801/	2019-10-11 13:14	-
	permutation_9802/	2019-10-11 13:14	-
	permutation_9803/	2019-10-11 13:15	-
	permutation_9804/	2019-10-11 13:14	-
	permutation_9805/	2019-10-11 13:15	-
	permutation_9806/	2019-10-11 13:14	-
	permutation_9807/	2019-10-11 13:14	-
	permutation_9808/	2019-10-11 13:16	-
	permutation_9809/	2019-10-11 13:15	-
	permutation_9810/	2019-10-11 13:13	-
	permutation_9811/	2019-10-11 13:15	-
	permutation_9812/	2019-10-11 13:15	-
	permutation_9813/	2019-10-11 13:14	-
	permutation_9814/	2019-10-11 13:15	-
	permutation_9815/	2019-10-11 13:14	-
	permutation_9816/	2019-10-11 13:14	-
	permutation_9817/	2019-10-11 13:14	-
	permutation_9818/	2019-10-11 13:15	-
	permutation_9819/	2019-10-11 13:15	-
	permutation_9820/	2019-10-11 13:16	-
	permutation_9821/	2019-10-11 13:14	-
	permutation_9822/	2019-10-11 13:14	-
	permutation_9823/	2019-10-11 13:15	-
	permutation_9824/	2019-10-11 13:14	-
	permutation_9825/	2019-10-11 13:14	-
	permutation_9826/	2019-10-11 13:14	-
	permutation_9827/	2019-10-11 13:15	-
	permutation_9828/	2019-10-11 13:15	-
	permutation_9829/	2019-10-11 13:14	-
	permutation_9830/	2019-10-11 13:14	-
	permutation_9831/	2019-10-11 13:14	-
	permutation_9832/	2019-10-11 13:15	-
	permutation_9833/	2019-10-11 13:13	-
	permutation_9834/	2019-10-11 13:13	-
	permutation_9835/	2019-10-11 13:15	-
	permutation_9836/	2019-10-11 13:14	-
	permutation_9837/	2019-10-11 13:14	-
	permutation_9838/	2019-10-11 13:13	-
	permutation_9839/	2019-10-11 13:15	-
	permutation_9840/	2019-10-11 13:16	-
	permutation_9841/	2019-10-11 13:16	-
	permutation_9842/	2019-10-11 13:15	-
	permutation_9843/	2019-10-11 13:15	-
	permutation_9844/	2019-10-11 13:14	-
	permutation_9845/	2019-10-11 13:14	-
	permutation_9846/	2019-10-11 13:15	-
	permutation_9847/	2019-10-11 13:14	-
	permutation_9848/	2019-10-11 13:15	-
	permutation_9849/	2019-10-11 13:13	-
	permutation_9850/	2019-10-11 13:15	-
	permutation_9851/	2019-10-11 13:13	-
	permutation_9852/	2019-10-11 13:15	-
	permutation_9853/	2019-10-11 13:14	-
	permutation_9854/	2019-10-11 13:13	-
	permutation_9855/	2019-10-11 13:15	-
	permutation_9856/	2019-10-11 13:14	-
	permutation_9857/	2019-10-11 13:16	-
	permutation_9858/	2019-10-11 13:15	-
	permutation_9859/	2019-10-11 13:16	-
	permutation_9860/	2019-10-11 13:15	-
	permutation_9861/	2019-10-11 13:15	-
	permutation_9862/	2019-10-11 13:15	-
	permutation_9863/	2019-10-11 13:15	-
	permutation_9864/	2019-10-11 13:14	-
	permutation_9865/	2019-10-11 13:14	-
	permutation_9866/	2019-10-11 13:16	-
	permutation_9867/	2019-10-11 13:16	-
	permutation_9868/	2019-10-11 13:15	-
	permutation_9869/	2019-10-11 13:13	-
	permutation_9870/	2019-10-11 13:14	-
	permutation_9871/	2019-10-11 13:15	-
	permutation_9872/	2019-10-11 13:15	-
	permutation_9873/	2019-10-11 13:16	-
	permutation_9874/	2019-10-11 13:15	-
	permutation_9875/	2019-10-11 13:16	-
	permutation_9876/	2019-10-11 13:15	-
	permutation_9877/	2019-10-11 13:14	-
	permutation_9878/	2019-10-11 13:15	-
	permutation_9879/	2019-10-11 13:15	-
	permutation_9880/	2019-10-11 13:15	-
	permutation_9881/	2019-10-11 13:14	-
	permutation_9882/	2019-10-11 13:15	-
	permutation_9883/	2019-10-11 13:15	-
	permutation_9884/	2019-10-11 13:13	-
	permutation_9885/	2019-10-11 13:14	-
	permutation_9886/	2019-10-11 13:13	-
	permutation_9887/	2019-10-11 13:15	-
	permutation_9888/	2019-10-11 13:13	-
	permutation_9889/	2019-10-11 13:16	-
	permutation_9890/	2019-10-11 13:15	-
	permutation_9891/	2019-10-11 13:16	-
	permutation_9892/	2019-10-11 13:14	-
	permutation_9893/	2019-10-11 13:14	-
	permutation_9894/	2019-10-11 13:16	-
	permutation_9895/	2019-10-11 13:14	-
	permutation_9896/	2019-10-11 13:16	-
	permutation_9897/	2019-10-11 13:15	-
	permutation_9898/	2019-10-11 13:15	-
	permutation_9899/	2019-10-11 13:14	-
	permutation_9900/	2019-10-11 13:16	-
	permutation_9901/	2019-10-11 13:16	-
	permutation_9902/	2019-10-11 13:14	-
	permutation_9903/	2019-10-11 13:15	-
	permutation_9904/	2019-10-11 13:15	-
	permutation_9905/	2019-10-11 13:14	-
	permutation_9906/	2019-10-11 13:15	-
	permutation_9907/	2019-10-11 13:15	-
	permutation_9908/	2019-10-11 13:13	-
	permutation_9909/	2019-10-11 13:15	-
	permutation_9910/	2019-10-11 13:13	-
	permutation_9911/	2019-10-11 13:14	-
	permutation_9912/	2019-10-11 13:15	-
	permutation_9913/	2019-10-11 13:14	-
	permutation_9914/	2019-10-11 13:14	-
	permutation_9915/	2019-10-11 13:15	-
	permutation_9916/	2019-10-11 13:15	-
	permutation_9917/	2019-10-11 13:15	-
	permutation_9918/	2019-10-11 13:15	-
	permutation_9919/	2019-10-11 13:15	-
	permutation_9920/	2019-10-11 13:15	-
	permutation_9921/	2019-10-11 13:14	-
	permutation_9922/	2019-10-11 13:16	-
	permutation_9923/	2019-10-11 13:15	-
	permutation_9924/	2019-10-11 13:14	-
	permutation_9925/	2019-10-11 13:15	-
	permutation_9926/	2019-10-11 13:14	-
	permutation_9927/	2019-10-11 13:16	-
	permutation_9928/	2019-10-11 13:16	-
	permutation_9929/	2019-10-11 13:15	-
	permutation_9930/	2019-10-11 13:15	-
	permutation_9931/	2019-10-11 13:14	-
	permutation_9932/	2019-10-11 13:14	-
	permutation_9933/	2019-10-11 13:13	-
	permutation_9934/	2019-10-11 13:14	-
	permutation_9935/	2019-10-11 13:14	-
	permutation_9936/	2019-10-11 13:13	-
	permutation_9937/	2019-10-11 13:16	-
	permutation_9938/	2019-10-11 13:14	-
	permutation_9939/	2019-10-11 13:15	-
	permutation_9940/	2019-10-11 13:14	-
	permutation_9941/	2019-10-11 13:14	-
	permutation_9942/	2019-10-11 13:14	-
	permutation_9943/	2019-10-11 13:15	-
	permutation_9944/	2019-10-11 13:15	-
	permutation_9945/	2019-10-11 13:14	-
	permutation_9946/	2019-10-11 13:15	-
	permutation_9947/	2019-10-11 13:15	-
	permutation_9948/	2019-10-11 13:15	-
	permutation_9949/	2019-10-11 13:14	-
	permutation_9950/	2019-10-11 13:15	-
	permutation_9951/	2019-10-11 13:14	-
	permutation_9952/	2019-10-11 13:15	-
	permutation_9953/	2019-10-11 13:15	-
	permutation_9954/	2019-10-11 13:15	-
	permutation_9955/	2019-10-11 13:14	-
	permutation_9956/	2019-10-11 13:14	-
	permutation_9957/	2019-10-11 13:16	-
	permutation_9958/	2019-10-11 13:14	-
	permutation_9959/	2019-10-11 13:15	-
	permutation_9960/	2019-10-11 13:15	-
	permutation_9961/	2019-10-11 13:15	-
	permutation_9962/	2019-10-11 13:16	-
	permutation_9963/	2019-10-11 13:15	-
	permutation_9964/	2019-10-11 13:14	-
	permutation_9965/	2019-10-11 13:14	-
	permutation_9966/	2019-10-11 13:14	-
	permutation_9967/	2019-10-11 13:14	-
	permutation_9968/	2019-10-11 13:15	-
	permutation_9969/	2019-10-11 13:14	-
	permutation_9970/	2019-10-11 13:14	-
	permutation_9971/	2019-10-11 13:14	-
	permutation_9972/	2019-10-11 13:14	-
	permutation_9973/	2019-10-11 13:14	-
	permutation_9974/	2019-10-11 13:16	-
	permutation_9975/	2019-10-11 13:13	-
	permutation_9976/	2019-10-11 13:15	-
	permutation_9977/	2019-10-11 13:14	-
	permutation_9978/	2019-10-11 13:14	-
	permutation_9979/	2019-10-11 13:15	-
	permutation_9980/	2019-10-11 13:16	-
	permutation_9981/	2019-10-11 13:13	-
	permutation_9982/	2019-10-11 13:15	-
	permutation_9983/	2019-10-11 13:16	-
	permutation_9984/	2019-10-11 13:16	-
	permutation_9985/	2019-10-11 13:15	-
	permutation_9986/	2019-10-11 13:14	-
	permutation_9987/	2019-10-11 13:15	-
	permutation_9988/	2019-10-11 13:14	-
	permutation_9989/	2019-10-11 13:14	-
	permutation_9990/	2019-10-11 13:14	-
	permutation_9991/	2019-10-11 13:13	-
	permutation_9992/	2019-10-11 13:15	-
	permutation_9993/	2019-10-11 13:14	-
	permutation_9994/	2019-10-11 13:16	-
	permutation_9995/	2019-10-11 13:14	-
	permutation_9996/	2019-10-11 13:14	-
	permutation_9997/	2019-10-11 13:15	-
	permutation_9998/	2019-10-11 13:16	-
	permutation_9999/	2019-10-11 13:15	-