Thermostability Prediction
Collection
This group contains all relative training datasets and model checkpoints trained on these datasets for Thermostability Prediction.
•
2 items
•
Updated
•
2
protein
stringlengths 88
5.39k
| label
float64 0.01
1
| stage
stringclasses 3
values |
|---|---|---|
M#E#S#N#H#K#S#G#D#G#L#S#G#TaQ#KcEsAvAlLvRvAvLvVcQvRvTqGvYwSrLfVhQdEdNpGqQkRtKkYtGaGqPaPgPdGpWdDpAdAdPdPeEdRaGqClEkIkFkIkGfKqLdPdRqDnLdFdEcDsElLpIvPvLvClEvKvIqGaKaIwYgEmMkRiMfMgMhDdFpNvGnNtNtRpGrYiAiFmVtTrFgSnNyKnVvEsAlKvNrAcIqKvQpLqNdNqYdEpIsRdNvGpRgLhLiGhVmCdAtSdVqDfNqCqRkLkFkVkGaGqIaPfKfTqKdKdRqEvErIvLqSvEqMlKvKvVqTfEpGqVwVdDgVkIaVwYdPaSdAlAaDgKnTnKtNtRpGrFiAiFmVtEgYgEpSgHsRvArAsAvMvAsRcRvKsLlLvPvGqRpIdQdLdWvGnHtGgImAdVmDdWgAdEdPrEdVdEdVdDdEpDvTvMlSvSpVfKqIkLkYkVkRfNqLaMhLqSpTdSdEqEvMnIvEvKvElFlNcNvIqKpPpGpAqVwEpRdVwKdKdIdRrDgYmAiFiVtHgFgSpNdRnEvDsAlVvEsAsMqKvAvLqNaGqKdVqLdDpGnStPgImEhVmTdLgAdKdPdVdD#K#D#S#Y#V#R#Y#T#R#G#T#G#G#R#G#T#M#L#Q#G#E#Y#T#Y#S#L#G#Q#V#Y#D#P#T#T#T#Y#L#G#A#P#V#F#Y#A#P#Q#T#Y#A#A#I#P#S#L#H#F#P#A#T#K#G#H#L#S#N#R#A#I#I#R#A#P#S#V#R#E#I#Y#M#N#V#P#V#G#A#A#G#V#R#G#L#G#G#R#G#Y#L#A#Y#T#G#L#G#R#G#Y#Q#V#K#G#D#K#R#E#D#K#L#Y#D#I#L#P#G#M#E#L#T#P#M#N#P#V#T#L#K#P#Q#G#I#K#LqAlPqQrIvLlEqEvIvCcQvKvNvNvWqGaQrPkVdYwQdLkHdSwAdIqGdQpDvQrRaQiLwFiLaYtKwIiTdIgPrAnLvAcSvQvNcPvApIcHpPrFpTgPqPpKdLtShAnFdVpDvEvAnKvTsYrAsAsEvYsTvLcQvTvLvGvIhP#T#D#G#G#D#G#T#M#A#T#A#A#A#A#A#T#A#F#P#G#Y#A#V#P#N#A#T#A#P#V#S#A#A#Q#L#K#Q#A#V#T#L#G#Q#D#L#A#A#Y#T#T#Y#E#V#Y#P#T#F#A#V#T#A#R#G#D#G#Y#G#T#F# | 0.072058 | train |
MdAfLkVaFwVdYfGwTqLcKaRpGpQhPdNnHvRvVlLqRvDdGcAvHqGfShAkAdFwRdAaRkGwRwTfLpEwPaYfPfLfVaIqAdGdEpHqNrIgPtWaLgLaHpLdPtGnSdGfRgLtVaEiGtEtVmYiAdVtDdEpRsMnLvRvFsLvDcDvFvEcSvCpPpApLrYwQhRwTdVkLgRkViQfLgLdEdD#R#A#P#G#A#E#E#P#P#A#P#TrAiVdQiChFtVyYtShRdAhTdFdPdPpEcWrAsQvLhPdHgHdDnSgYdDdSlEpGdPpHvGvLnRhYgNdPdRpEvN#R# | 0.420456 | train |
M#G#K#N#K#L#L#H#P#S#L#V#L#L#L#L#V#L#L#P#T#D#A#S#V#S#G#KdPkQkYkMkVkLkVfPfSlLeLaHeTaEpTdTkEfKkGiCkViLaLiSeYsLdNpEwTwVkTfVkSwAkSwLkEdSdV#R#G#NiRdStLqFdTtDrLdEtA#E#NhDgVdLiHdCmVdAiFgAhVhPhKdSdSpSdNqEkEdVkMiFkLmTkVmQwViKdGtPpTpQdEiFdKiKdRiTaTiVgMmVyKgNyEwDdSkLqVkFdVkQaTwDlKfSqIeYdKePqGqQdTkViKkFmRkViVfSiMaDgEpNlFqHfPaLdNqEdLwIfPaLkVkYfIkQaDdPpKvGrNdRtIqAaQmWdQgSgFdQtLaEdGrGrLmKdQmFdSmFdPgLgShSnEdPfFdQfGfSkYmKwViVwVtQaKhKpSsGrGdRiTdEiHdPiFgTtVyEdEdFdV#LfPdKqFwEdVkQdVwTdVwPqKqIaIdTeIlLpEdEfEkMtNkViSkViCfGiLaYgTqYlGgKqPgVfPwGfHkVkTkVkSkIkCwRwKfYfSpD#A#S#D#C#H#G#E#D#S#Q#AiFqCiEdKiFdSmGdQtLqNdSnHrGnCmFdYmQdQmVdKgTcKvVsFnQnLcKfRwKpErYiEaMqKkLmHkTmEkAmQwItQqEgEpG#T#V#V#EiLdTiGdRiQdSmShEgIyTdRlTeIqTkKdLkSdFwVqKfVfDaSlHaFdRaQaGqIaPwFgFkGtQkViRaLiVdDgGpKsGrVqPgIdPfNqKaVwIkFwIkRdGwNvElAqNpYdYiSdNiAdTtTaDhEnHrGrLmVdQmFdStIgNhTrTnNnVrMpGdTqSkLtTkViRkVmNfYrKdDdR#S#P#C#Y#G#Y#Q#WtVrShErEdHhEhEiAdHiHgTmAhYgLyVaFdSwPpSqKsSkFaVkHdLkEgPaMdSrHdEaLaPeCaGqHdTkQdTkViQkAiHkYiIaLgNdG#GvT#L#L#G#LdKqKkLwSkFkYkYkLfIkMdAwKlGsGhItVdRdTiGdTiHdGiLdLgVdKdQ#E#D#MrKiGdHmFdSmIdSiIhPhVgKhSqDrIrApPqVkAmRkLmLkImYwAtVqLtPsTnGlDiViIhGiDdSmAyKmYhDgVyEpNlCdLaAqNkKaVkDaLwSeFkSvPvSlQeSdLaPaAqSdHkAiHkLiRkViTfAtAaPaQqSwVkCkAwLkRwAkVfDfQpSsVsLcLsMvKpP#D#A#EdLdSdAsSvSvVsYlNvLsLrPpEgKgDaLdTaGfFrP#G#P#L#N#D#Q#D#N#E#D#C#I#N#R#H#N#V#Y#I#N#G#I#T#Y#T#P#V#S#S#T#NpEhKdDwMqYvSnFnLsErDrMsGsLmKdAmFdTmNpSgKdIgRdKdPhKhMhC#P#Q#L#Q#Q#Y#E#M#H#G#P#E#G#L#R#V#G#F#Y#E#S#D#V#M#G#R#G#H#A#R#L#V#H#V#E#E#P#H#T#E#T#V#R#K#YfFdPdErTiWqIdWgDdLiVdVtVaNhSrAvGrVmAdEmVdGiVgTtVhPhDnTdIqTrEkWmKwAmGwAmFwCiLhSdEsDvArGrLiGdIiSySdTiAySiLhRgAhFdQdPqFwFeVwEdLwTdMdPfYqSaVaIeRaGfEwAkFfTkLiKkAiTkViLfNhYqLdPqKaCkIfRfVkSqVkQdLkEdAdSdPpAqFkLdAwVdPwVpEdK#E#Q#A#PgHdCtIaChAhNrGgRmQdTiVtSiWiAtVmTgPgKhSdLaGaNkVdNkFiTkVmSkAmEaAtLdEqSdQ#E#LdC#G#T#E#VrPhSdVqP#E#H#G#RrKmDyTiVyIiKdPiLyLhVyEdPyEdGfLdEkKdEkTdTkFfNkSdLkLdCfPdSpGqGdEkVdSkEdEkLdSfLfKaLdPdPpNqVfVgEpEpSqAkRwAkSkVkSkVkLfGqDaIlLcGlSlAcMlQvNqTlQvNpLqL#Q#M#P#Y#G#CwGlElQsNlMvVsLsFaAqPlNlIlYlVvLvDvYlLcNvElTlQvQnLdTdPpEvIsKlSvKvAsIlGvYsLnNsTnGsYlQsRsQnLvNcYqKaHdYpDqGlSaYgSdTgFqGhEdR#Y#G#R#NfQdGgNwTlWlLsTlAlFvVcLlKlTrFlAlQsAcRvAvYrIgFdIdDpEpAcHnInTvQsAsLvIvWvLqSlQvRqQqKdDpNqGlCfFgRdSgSgGgS#L#L#N#N#A#I#K#G#G#V#E#D#EsVlTqLsSlAlYsIsTlIlAsLcLlEsIsPvLdTqVcTpHpPpVsVnRvNsAsLvFsCnLnEvSvAvWqKvTvAqQvEvG#D#H#G#ShHwVlYlTsKlAlLsLsAlYlAsFcAlLsAnGvNvQvDvKvRnKvEvVsLlKvSvLnNvEvEqAwVdKdKdDpNlSaViHwWhEdRgP#Q#K#P#K#A#P#V#G#H#F#Y#E#P#QaAdPfSlAsErVlElMsTlSlYsVnLlLnAsYqLqTsAhQpPpAgPhTdSpEvDsLlTsSnAsTvNrIsVvKsWnInTsKrQqQrNdAsQsGsGaFhSqSaTsQrDsTrVsVsAnLsHsAsLsSsKsYnGcAsAnTpFdTdR#T#G#KdAkAkQkVkTwIkQdSwSpGdTpFdSiSdKiFdQiVdDdNnNvNcRnLsLpLiQdQmVdSiLdPdEdLpPsGtEmYmSmMiKmVmTrGdErGgCmVmYmLmQmTmSmLiKmYtNrIgLhPdEdK#E#E#FaPqFkAdLkGdVkQaTkLvPvQlTaCpDpEdPpKcAlHqTfSkFiQkIiSkLiSkViSaYgTnGhSpRdSqAkSfNrMkAkIkVkDkVwKfMaVwStGqFkIaPfLpKvPvTqVlKvMvLqEcRvSdNpHqVwSsRdTwEdVgSdS#NgHiViLiItYiLgDrKiVhSgNrQdTiLdSmLgFmFgTmVmLgQgDrVtPdVmRaDlLiKdPwAtIkViKkVmYaDrYsYrErTrDsErFiAdIiAdEtYdNdArPnCpS#K#D#L#G#N#A# | 0.660711 | train |
M#CaSeLpGqLqFfPdPdPaPdPdRaGqQwVfTfLfYaEaHdNpNlEaLtVdTiGdSnS#Y#E#S#P#P#P#D#F#R#G#Q#W#I#N#L#P#V#LdQfLdT#K#D#P#L#K#T#P#G#R#L#D#H#G#T#R#T#A#F#I#H#H#R#E#QdV#WvKvRvC#IvNvIcWcR#D#V#GnLdFlGsVsLlNvEsIqAlNpSdE#E#E#V#F#EpWvVsKnTvAvSsGvWvAvLnAvLvCvRvWvAvS#SvL#H#G#S#L#F#P#H#L#S#L#RdSlElDvLlIlAqEqFlAaQlVwTvNgWqSqSqCfCqLwRrVeFkAdWfHdPqHpTfNqKkFiAwVtAqLgLnDnDlSwViRwViYdNhAsSpSdTpIqViPaSiLeKdHdRpLqQsRaNpVwAqSyLkAdWdKqPaLpSaApSfVwLiAwVtAqChQfSfCwIiLwIiWaTgLhDdPpTpSdLsSdTsRyPdSdScGvCrAiQdVtLqSgHdPpGqHqTgPrVwTrSeLwAdWaAqPnSvGsGqRwLiLwStAwSdPlVrDdAqAwIiRwViWaDrVpSvTvEsTdCiVdPtLpPhWdF#R#G#G#GiVwTrNyLwLdWaSqPnDvGsSqKwIiLwAtTwThPqSfAqVkFtRwViWfEgArQpMqWrTdCiEdRiWdPgThL#SpGaRtCwQqTeGwCdWaSaPlDvGnSqRkLiLwFtTfVgLpGpEaPqLwIiYkSiLkSgFaPdE#R#C#G#E#G#K#G#C#V#G#G#A#KpSdAiTdItVaAyDgLqSpEwTdTwIdQqTdPpDvGgEtEdRiLgGgGaEgAfHnSyMwVeWaDaPnSlGrEqRkLiAkVtLwMgKqGfK#P#R#V#Q#D#G#KaPiVwIiLwLiFwRtTwRdNvSpPpVhFtEhLtLhPgCsGhItIgQdGdEgPvGpAwQgPwQtLhIwTyFwHhPnSdFdNdKqGqAiLwLiSwVtGqWtSsTsGrRiIiAdHiIhPyLhYgFdVdN#A#Q#F#P#R#F#S#P#V#L#G#R#A#Q#E#P#P#A#G#G#G#G#S#I#H#D#L#P#L#F#T#E#T#S#P#T#S#A#P#W#D#P#L#P#G#P#P#P#V#L#P#H#S#P#H#S#H#L# | 0.434135 | train |
M#S#K#E#E#R#P#G#R#E#E#I#L#E#CfQdVfMqWaEaPfDdSpKvKdNcTfQlMqDnRvFlRvAvAqVcGcAvAvCvGvLdAdLdEpSaYvDvDsLlYqHvWcScVaEvSvYvSqDvFnWlAvEsFlWcKvFsSlGvIaVdFwSpRdVfYaDpEgVqVwDdTvSvKaGfIqAlDvVlPiEdWgFsKhGpStRwLhNfYlAlEvNlLlLlRdHdKpEpNqDqRdVfAaLeYwIeAdReEaGpKdEpEdItVdKtVdTgFsEnEnLlRqQlElVlAlLlFlAlAlAlMcRvKlMlGpVdKaKaGaDaReVeVeGeYqLePwNlSdEsHvAvVlEsAnMlLsAsAcArSqIrGnAhIaWySeSyTdSyPlDqFfGfVlNqGqVvLlDlRaFcSvQlIrQlPhKqLeIyFeSyVeEqAwVgVdYaNpGnKdEiHdNgHrMvEvKrLqQlQsVnVqKvGsLrPpDsLhKqKaVyVeVyIePhYdVpSdSdRpEvNpIdDdLcSvKsIhPpNrSyVdFyLpDvDvFsLsAvTsGsTdSdEpQdArPgQhLrEhFgEgQtLdPrFqSqHrPfLhFyIfMaFwSaSaG#T#T#GdAgPtKwCtMfVtHwSgAsGnGqTlLlIsQqHlLsKlEcHcLcLfHqGvNsMdTaSlSvDaIeLeLeCeYpTdTtVsGnWwMlMvWsNvWsMqVsSsLnLsAsTrGnAhAhMyVyLrYyDgGySdPcLqVpPpThPvNcVvLvWvDvLvVcDqRvIvGvIhTqVeLyVeTdGeAlKvWnLlSvVvLcEvEvKvAvMaKaPsVvEvTvHhSpLsQpMnLhHaTeIyLeShTaGlS#PqLhKfAlQvSsYsEvYcVcYcRpCrIpKhSsSrIhLdLyGkSyIfSdGdGtTdDqIqIsShCtFqMfGmHgNgFsSsLaPtVdYtKrGrEwIhQqAdRrNrLrGsMfAqVwEfAfWaNdEqEvGgKdAgVdWaGqEdSkGgEfLiVkCgTgKgPhIgPsCrQgPgTsHaFtWrNpDpEvNpGrNvKvYvRcKvAqYaFqSpKsFpPhGsIiWgAgHnGqDwYiCwRhIqNhPpKvTrGrGtIiVhMtLpG#RgSnDnG#TwLdNrPaNsGsVdRtFhGhSpSvElIlYqNvIqVvEvSpFdElEqVfEpDdSkLdCkVaPwQeYqNdKpYrRrEhEtRfViIeLmFeLtKaMtAdSpGpHhAdFdQdPpDvLsVlKvRvIsRqDvAsIsRcMnGnLtSrAnRvHrVrPgSpLyIyLyEyTaKnGdIfPkYaT#L#N#G#K#KtVdErVvAlVlKnQcIqIlAvGvKhAdVdE#Q#G#G#A#FiSpNcPsEvTsLsDvLrYsRhDpIdPpEvLsQpGpFd | 0.111884 | train |
M#RvSvSvCvVvLvLvTvAvLvVvAvLvAvAvYvYlVlYdIdPdLdPdGpSlVaSfDpPvWsKlLlMsLvLvDlAsTvFlRvGvAlQlQvVvSlNvLvIcHvYvLvGvLnSdHhHsLlLvAsLsNqFcIvIvVcSvFvGfKfKdSdAqWdSdSdApQaVwKhVwTdDwTdDdFqDqGnVwEiVkRiVkFiEqGgPhPdKdPpEvEqPqLaKaRaSeVeVeYeIeHeGdGdGlWqArLhAdSfAcKrIgRpYlYnDvEvLlCnTnAvMlAcEhElLrNsAyViIyViSyItEgYfRhLgVpPpKvVdYaFpPpErQrIlHvDsVvVlRrAnTvKqYsFcLqKdPpEvVnLsQvKvYsMrVhDdPlGlRrIyCeIySeGyDeSaAqGrGlNlLsAqAlAlLsGlQlQvFvTlQvDdApSvLgKpNgKhLhKqLeQyAeLhIeYlPyVqLaQaAqLqDdFcNqTqPlSlYsQvQvNqVcNpTpPgIpLdPhRsYlVvMsVlKvYsWvVcDrYnFlKvGhNdYpDvFcVsQvAlMsInVlNrNlHcTcSaLvDvVlEpEvAsAvAvVlRcAvRlLvNpWcTvSvLqLpPdAcSvFsTrKpNvYgKdPdVrVhQhTnThGhNdAvRvIrVcQvEsLvPvQvLsLsDpAcRsSnArPvLsIsAdDdQlAvVsLlQlLsLgPhKaTyYeIyLeTaCeEsHnDeVsLsRrDsDvGrIsMsYsAqKsRsLsEvSvAsGvVhEhVyTdLyDhHyFhEdDnGdFhHgGpClMlIsFqTcSdWpPpTrNnFtSpVvGnIvRvTvRsNvSvYvIsKvWvLsDsQvNrLd | 0.759759 | train |
MdNdYcApRlFqIfTdApAvSlAvApRfNdPpSdPpIqRlTvMvTlDvIcLvSlRvGdPdKpSpMdIdSdLpAsGhGpLkPdNqPlNvMpFdPpFdKaTkAdVwIaTdVdEdNvGfKdTiIdQiFdGhErEvMnMsKsRqAlLqQiYfShPhSlAqGaIhPpElLlLqSvWqLvKvQvLvQcIcKvLqHqNvPfPlTqIcHpYdPdPqSnQqGfQrMkDhLkCgVkTfSlGfSlQvQlGlLvClKlVsFlEvMgIgIaNaPaGaDaNeVaLeLeDaEpPlAaYdSlGvTvLlQvSsLnHvPvLnGnCyNdIyIdNhVaAySaDdElSqGgIgVdPlDvSsLvRvDvIvLqSvRvWdKaPlEcDcAlKvNpPvQvKvNrTqPhKaFeLyYeTyVaPqNaGlNgNvPfTaGlNhShLhTaSlEvRsKlKvEsIvYvEvLsAcRvKsYnDvFhLaIyIeEhDeDhPqYwYqFlLfQfFlNdKpFdRrVhPhTdFnLrSsMvDpVpDrGqRrVyIkRyAkDySgFpScKqIqIpSrSvGvLqRsIiGtFmLiTiGtPgKnPvLsIvEvRsVsIsLsHvIsQcVpSpTvLsHhPrSrTsFnNsQsLsMvIvSsQvLvLcHvErWcGdEpEvGnFsMsAvHsVsDvRvVsInDvFvYlSvNvQlKlDvAlIlLvAvAlAcDvKvWqLcTvGvLqAwEdWwHdVrPrArAgGdMfFkLtWkIiKqVgKpGpIaNqDaVcKcEcLlIaEvEpKpAqVvKvMvGvVaLhMwLdPtGsNlAsFsYdVsDnSsSvAgPgSgPsYmLtRiAdSgFsSpSdAdSdPsEvQrMsDnVvAnFsQnVsLsAsQvLsIsKvEvSvLd | 0.621282 | train |
M#E#S#E#S#E#S#G#A#A#A#D#T#P#P#L#E#T#L#S#F#H#G#D#E#E#I#I#E#V#V#E#L#D#P#G#P#P#D#P#D#D#L#A#Q#E#M#E#D#V#D#F#E#E#E#E#E#E#E#G#N#E#E#G#W#V#L#E#P#Q#E#G#V#V#G#S#M#E#G#PdDaDqSfEpVdTkFqAfLpHfSpAfSfVwFfCdVkSdLaDqPqKpTpNrTqLwAmVwTiGwGfEqDsDqKwAiFfViWaRgLpSpDhGrEdLtLqFdEiCpAdGdHgKpDgStVfTnCdAwGyFaSaHlDnSrTqLkViAwTtGaDhMqSqGqLkLiKwViWaQgVsDvTvKrEdEtVlWaSiFdErAdGgDgLwEqWyMkEdWhHqPnRpAaPcVkLiLwAtGwTyAqDqGgNkTiWkMiWaKhVpPpNvGgDsCiKdTiFqQhGgPpNrCgPtAqTnCdGkRdVqLaPlDsGsKqRwAmVwVtGwYgEqDcGqTkIiRfIiWdDgLpKnQvGsSdPtIpHeViLqKhGdTpErGgHdQnGgPgLwTaCdVkAdAaNaQpDrGrSqLwIiLwTtGwSfVlDqCqQkAiKfLiVaSgAsTvTpGrKgVgVpGaViFdRhPdEpT#V#A#S#Q#P#S#L#G#E#G#E#E#S#E#SrNfStVfEqSeLkGdFaCaSnVpMaPqLwAiAwVtGfYtLqDqGqTwLiAwIiYaDrLnAvTvQrTdLtRpHdQiCaQgHdQpSgGgIwVnQyLkLdWyEqApGpTaAqVwViYwTtCfSgLqDcGqIkViRwLiWaDrAsRvTvGrRdLtLpTdDiYgRhGrHdTsAgEgIwLnDdFwAdLaShKnDnArSqLwViVwTtTtSgGrDsHsKmAiKgViFhCgVdQdR#P#D#R# | 0.3069 | train |
MdDaSlTvLdTaAlSvEnIlRqQvRlFlIqDvFlFvKvRvNvEvHaTdYeVdHaSaSaAaTqIpPdL#D#D#P#T#LdLlFgAaNaAaGpMcNsQvFvKqPcIlFqLqNvTnIdDdPcSlHdPpMcAvKpLgSqRkAhAwNhTwQyKkChIaRqApG#G#K#H#NhDqLlDlDvVfGlKqDdVfYdHgHfTrFiFfEiMwLtGkSmWkSgFrGqDpYdFfKqElLvAlCvKvMsAvLcEcLcLvTcQpEvFlGnIpPdIlEqRqLkYaVkTeYwFaGcGfDdEvAvAlGpLgEhAtDpLvEvCnKvQvIsWvQvNvLvGpLdDdDnTlKrIyLyPhGdNyMcKvDpNfFkWdEdMpGhDqTwGgPwCtGaPgCkSmEwImHwYgDqRlIvGgGpRdDdApAsHvLcVvNpQvDpDdPlNrVtLdEgIfWkNiLkVtFfIgQfYwNtRqEdAnDvGrIdLtKdPgLgPpKgKtSmIiDmTmGtMgGtLsElRvLvVsScVsLsQnNvKhMsSgNsYcDvThDpLlFnVvPlYqFqEvAlIlQcKvGqTqGvAdRdPrYqTdGnKdVhGdAvEvDpAvDlGsIlDnMsAlYsRrVlLlArDrHlAlRlTvIlTlVsAnLvAlDsGpGaRaPqDdN#T#G#RsGnYvVrLnRlRvIsLlRlRvAnVlRcYsAcHcEpKrLrNvAgSdRqGlFsFsAlTvLcVlDvVvVnVcQvSsLcGcDvAsFpPvEsLsKvKpDcPsDpMvVsKsDvIrIsNnEvEsEsVvQvFsLvKvTlLcSvRvGlRvRvIqLlDvRlKvIvQvSvLcGvDpSaKqTeIdPaGlDlTnAlWlLcLsYcD#T#Y#G#FnPhVsDvLvTsGqLvIvAsEvEsKvGnLhVhVyDpMvDvGrFvEvEvElRvKvLvA#Q#L#K#S#Q#G#K#G#A#G#G#E#D#LqIaMdLqDdIpYvAnIlEvEvLcRvAvRvGvLhEdVfTaDaDaSpPlKlYqNqYwHdLaDdSpSvGrSdYiVdFrEdNkTdVkAwTfVfMaAwLkRgRgErKnMdFtVdEfEkVdSeTrGsQdEkCiGwVtVwLtDnKyTdCsFwYdAaEdQdGpGqQeIfYtDwEwGfYkLkVwKwVdDpDdSpS#E#D#K#TkEmFwTtVfKpNhAwQhVdRdGnGrYiViLiHrItGtTgIiYyGgDmLdKgVgGgDtQmViWiLtFdItDpEpPlRfRqRlPlIlMqSlNqHvTqAlTvHlIlLlNqFlAlLlRcSvVlLqGvEaAwDaQfKpGhSwLhVrAgPsDfRwLiRkFtDkFtTfAhKpGdAfMdSdTlQvQsIlKvKsAsElEvIsAsNvEvMlIlEvAvAfKfAfVkYeTkQdDfCdPaLpAvAlAlKvAlIaQpGlLeRdAdVpF#D#E#T#YaPdDgPrVfRmVkViSwItGrVdPyVvSvEvLsLsDvDpPsSvGdPcAvGnSvLvTtSrViEyFgCdGpGdTrHhLdRrNiSsSnHsAqGaArFkVaIfVqTdEwEdAdI#A#KvGrImRiRmItVmAmVgTtGdApEsAqQvKvAqLaRvKvAlEvSvLlKvKvCvLlSvVvMlEvAvKvVlKvApQdTpAaPaNdKvDvVsQlRvEsIlAvDvLsGlEvAvLlAvTpAgVrIhPhQpWsQsKsDvEvLsRnEvTsLsKvSvLsKnKvVsMnDvDvLrDvRvAvSvKqAvDvVlQlKvRvVlLqEvKvTlKlQvFvIcDvSvNpPaNqQqPqLeVeIeLdEeMrEdSaGpAhSdApKvAsLqNvEvAsLqKvLvFcKcMpHgSrPvQnThSwAyMkLyFwTyVhDnNvEvAsGlKkIiTkCiLkCtQfVhPhQvNvAlAlNvRlGpLqKfArSqEvWlVqQvQqVcSqGvLvMqDcGwKdGkGgGdKgDrVgSiAiQmAiTmGhKrNnVpGvCcLvQvEvAsLsQvLsAsTvSvFvAsQcLvRsLnGdD#V#K#N# | 0.321967 | train |
M#A#A#S#V#A#A#A#A#R#R#L#R#R#A#I#R#R#S#P#A#W#R#G#L#S#H#R#P#L#S#S#E#P#P#A#AdKaAlSvAnVvRqAvAlFlLqNcFlFcRcDvRvHvGvHaRdLeVdPaSaAfSaVqRpPqRdG#DdP#SlLdLlFgVaNaAfGpMcNsQvFvKqPcIlFlLfGlTqVdDaPcRqSfEpMsAvGvFhRfRkVhAwNySwQyKkChVaRqApG#G#H#H#NhDqLlEvDvVfGlRqDdLqSdHgHfTrFiFfEtMwLtGkNmWkAgFgGfGpEsYdFfKqElEvAvCvNvMsAvWcEcLcLvTcQpVvYlGvIpPdElElRqLkWaIkSeYwFeDcGfDdPvKvAlGpLtDhPtDpLvEvTnRvDvIsWcLvSvLvGvVnPdApSvRrVyLhSyFdGyPcQvEpNqFkWdEdMpGhDqTwGfPwCiGaPgCkTmEwIiHwYgDfLlAcGsGpVvGpAdPgQdLtVdEtLfWkNiLkVtFwMtQfHwNiRqEdAnDvGrShLtQdPgLfPlQgRiHmViDiTmGtMgGtLsElRvLvVsAcVvLsQnGvKhHpSgTsYcDvThDpLlFnSvPlLqLqNvAlIlQcQvGqClRvAaPdPrYqLdGnRdVhGdVpArDcEvGlRsTlDnTsAlYsRrVlVlArDrHlIlRlTvLlSlVsCcIvSlDsGvIaFdPqGfM#S#GrPsPnLlVsLnRlRvIsLlRlRsAnVlRcFsScMcEvIrLsKvAgPdPqGlFsLsGlSvLsVlPvVvVsVcEvTnLcGcDvAsYpPvEsLsQvRvNcSsAvQvIsAsNvLrVsSnEvDsEsAvAlFlLvAvSlLvEvRvGlRlRvIlIvDvRvTqLvRvTvLdGdP#S#DdMaFrPeAlEvVsAlWcScLsSdL#C#G#D#L#G#LhP#LsD#M#VvEqL#MsLcEvEvKvGvVhQhLhDpSpAvGnLnEvRvLvAvQvEvEvA#Q#H#R#A#R#Q#A#E#P#V#Q#K#Q#G#LqWaLaDgVsHvAnLsGsEvLcQvRvQvGvVpPdPfTaDaDqSpPlKlYqNqYwSdLqRdPpSvGrSdYiEdFrGdTkCdEkAwQfVfLaQwLkYaTfEsDnGgTdAtVdAqSkVdGaKaGqQtRkCiGkLtLwLtDnRyTdNnFwYdAaEdQdGqGqQfAfStDwRwGdYwLkVaRwAvGpQgEnDvVdLtFwPtVfApRgAwQhVrCgGsGrFiIiLiHtEiAtVgAhPnEgCmLdRgLgGgDtQmViQmLtHdVtDpEvAlWfRqLlGlCrMqAlKlHvTqAvTvHlLlLlNqWlAlLlRcQvTlLqGhPdGqTkEaQwQpGgSwHhLdNtPsEpQkLtRkLtDkViTfThQqTdPdLdTaPlEvQsLlRvAsVsEqNvTsVlQvEvAqVlGvQvDfEwAfVkYeMkEdEfVdPaLpAvLlTqApQpVqPpGlLeRdSeLdDsEdVrYaPrDgPrVwRmVkViSwVtGnVdPhVvAvHlAsLsDpPsAvSnQnArAsLnQvTtSrViEyLgCdCpGgTrHhLdLrRtTsGnAsVqGvDgLkVaIfIqGdDwRdQdLrS#KnGrTmTiRmLtLmAmVdTtGdEpQlAqQvQvAqRaEvLlGlQvSvLlAvQvEvVlKvAvAlTvEvRlLlSvLvGaSdRpDaVlAvErAlLvRvLsSlKvDsIlGvRvLsIlEvAsVlEvTpAgVrMhPhQpWsQsRsRvEvLsLnAvTsVsKvMvLsQnRvRsAsNvTvAsInRvKvLrQlMlGvQlAlAvKvKqTlQvEvLvLpEvRvHdS#K#GdPqLeIeVqDeTeVdSaAdEpSdLlSsVsLlVqKsVnVqRvQvLnCcEvQvArPlSnThSkVyLkLyLwShPaQdPpMpGqKkViLkCiAkCiQfVhAhQpGvAlMpPdTqFqTfArEqAvWlAqLqAqVlCqSvHvMlGvGwKdAkWdGdSgRrVgViAiQiGiTmGgSgTdTpDdLvEvAvAsLsSvIrAsQvTvYvAvLvSvQsLd | 0.168953 | train |
MdAaFfWpCcQqRqDpSvYpAdRfEkFdTkTwTfVwVaSdCkCdPkAdEwLdQwTdEqG#S#NvGrKdKtEdViLdSiGaFiQwViVwLtEpDgTdVnLwFdPaEdGdGpGqQqPhDtDwRwGwTdIkNqDpIfStVfLpRhVwThRdRdGpEpQiAtDiHtFtTtQrTyPtLdDdPgGgSdQiVtLmVtRgVtDpWvEvRsRsFlDqHrMqQlQvHvSvGvQvHvLlIlTqAlVlAlDcHvLpFpKvLwKhTfTpSgWkEhLpGdRpFqRkSiAkItEkLtDpTaPlSdMdTdApEvQsVlAvAsIsEqQvSvVlNvEvKqIlRvDvRfLfPfVkNdVkRdEwLaSdLpDpDpPpEcVvEvQvVaSdGeR#G#L#P#D#DpHdA#GdPtIfRiVwViNdIrEpGpVgDhSiNyMrCtCsGgTrHhVdSgNtLsSpDsLqQvVhIkKdIfLpGhTwEdKgGdKpKpNsRiTiNiLtImFiLgStGdNvRsVvLvKvWvMvEvRvSvHvGvTvElKvAvLlTcAvLvLqKvCdGhAsEvDcHsVvEvAsVvKvKvLvQvNvSvTvKvIvLvQvKvNvNlLvNvLvLlRlDvLvAlVlHvIvAlHvSvLqRlNpSdPpDpWpGaGqVeVdIeLdHeRdKaEpGdDdSpEnFsMqNvIsIsAcNvEnInGdS#EeEgTyLwLyFwLyTwVyGhDdEqKaGfGkGtLkFiLkLtAfGhPhPpAvSlVcEvTvLlGlPvRvVlAcEvVqLqEvGwKdGwAdGdKdKdGrRmFiQmGtKmAgTgKhMsSvRsRvMvEvAsQvAvLvLrQnDvYvIsSvTvQvSvAvK#E# | 0.286144 | train |
MdTfLlQlEvLlVlHvKvAlAcSvCvYfMvDpRaVwAaVeCwFeDdEqClNpNpQdLdPiVdYtYdTgYsKvTrVlVqNvAlAlScEqLlSlNvFvLcLvLvHpCdDdFpQpG#I#RaEeIeGeLeYeCdQfPdGdIdDnLvPsSsWvIlLsGnIsLlQvVfPlAhAaYyVePyIqEyPlDpSdPqPlS#LvSsTlHvFvMcKvKlCsNvLhKqYkIyLkVhEfKqKvQcIpNvKsFcKcSvFsHpEvTvLpLwNdYwDdT#F#TwVdEdHdNdDrLiViLmFiRgLtHdWdK#N#T#E#V#N#L#M#L#N#D#G#K#E#K#Y#E#K#E#K#I#K#S#I#S#S#E#H#V#N#E#E#K#A#E#EdHkMdDfLpRsLdKgHqCqLfAhYyVwLaHwTdS#G#T#T#G#I#P#KkIiVwRtVhPgHsKlClIcVvPlNvIlQvHqFcRcVvLvFvDvIdTaQlEdDaVeLfFeLqAlSfPdLpTnFdDlPvSsVvVsErIsFsLnAsLsSsShGnAhSyLyLyIdVyPgTpSvVqKlLqLpPqSvKsLvAlScVvLdFwSvHpHvRqVhTaVeLyQeAaTePpTlLsLlRlRqFnGwSlQvLsIlKaSpTgVvLqSaAlTpTtSsLhRqVeLyAeLyGeGpEdAfFdPaSdLlTlVsLvRlSsWsRhGhEpGnNgKrThQwIyFkNyVfYyGdIdTvEqVqSrSgWtAfTaImYdRtIdPdEpKcTsLsNpSdT#L#K#C#E#L#PgVdQfLrGhFdPtLgLgGqTkVdVkEfVfRaDqTpNvGrFdTtIdQqEfGfSkGgQwViFkLiGfGgRqNsRrVgCtFdLiDrDpEdVrTmVdPgLgGrTdMiRdAtTpGqDwFmVwTgVhKdDpGsEtItFgFtLpGgRgK#D#S#Q#I#K#R#H#G#K#R#LdNrIlEvLvVlQqQnVqAlEcEsLdQpQqVfErShCwAhVwTdWcYpNpQ#E#KfLtIeLiFeMtVaStKpDdA#S#V#K#E#YvIsFqKvEsLsQvKvYvLdPpSpHrAsVrPgDpEyLyVhLyIdDnSgLfPdFdTdSsHrGsKhIgDdVpSvEvLvNnKvIvYvLvNvYvIlN#L#K#S#E#N#K#L#S#G#KlEvDsLlWlEvKvLlQqYvLlWlKcSsTlLlNvLnP#E#D#L#L#RtVdPpDqEfSdLqFsLvNvSsGrGdD#S#L#KsSlIvRvLsLqSvEsIsEcKsLsVlGvThShVqPfGlLlLsE#IcInLhSpSgSgIsLnEvIsYsNvHsIsLcQvTvVrV#P#D#E#D#V#T#F#R#K#S#C#A#T#K#R#K#L#S#D#I#N#Q#E#E#A#S#G#T#S#L#H#Q#K#A#I#M#T#F#T#C#H#N#E#I#N#AwFkVwVkLfSwRfGlSrQqIiLdStLaN#S#T#R#F#L#T#K#L#G#H#C#S#S#A#C#P#S#D#S#V#S#Q#T#N#I#Q#N#L#K#G#L#N#S#P#V#L#I#G#K#S#K#D#P#S#C#V#A#K#V#S#E#E#G#K#P#A#I#G#T#Q#K#MwEdLkHdVfRqWdRkSdDfTqGpKfCfVfDlAaSaPwLmVwVmIaPgTpFvDdKnSqSqTiTwViYwIgGfSaHqSqHqRkMiKfAiVaDrFpYrSrGrKhVtKqWeEiQdIrLdGdDgRgIfEnSaShAwCdVaSfKsCrGrNqFwIiVwVgGwChYqNvGqLkViYfViLaKgSnNrSyGrEhKtYpWaMiFdTgTdEsDhAgVfKqSaShAwTdMaDdPnTvTpGrLwIiYwIgGfSaHqDvQqHwAiYwAtLaDdIsYvRvKrKdCtVqWdKiSeKhCnGpGaTgVfFnSaSyPwCdLaNdLvIvPvHgHwLiYwFtAfThLqGqGqLkLiLfAtVaNrPnAnTyGrNdVtIqWdKiHdShCpGvKgPgLfFlSaShPwQdCdCdSnQfYwIiCwIgGwCgVqDqGqNkLtLwCiFdTgHpFnGgEhQtVqWdQiFeSgTdSpGgPgIfFqSaShPwCrTaSdPsSvEnQqKwIiFwFgGwSgHqDvCqFkIiYwCiCdNgMpKnGrHdLtQqWdKiFdEgThTpSgRgVfYnAaThPkFhAkFdHaNaY#N#G#S#N#EwMiLwLiAwAgAdShTqDqGqKkViWfIiLaEgSnQrSrGrQhLtQsSdViYdEgLdPpGaEgVfFnShShPwViVdLdErSqMwLiIwIgGtCgRrDvNrYmViYtCiLiDgLrLdG#G#N#Q#K# | 0.294505 | train |
M#V#F#P#A#K#R#F#C#L#V#PdSaMdEaGkVaRkWaAkFeSqClGqTpWdLdPdSdRpAvElWlLlLlAlVlRlSqIaQdPpEvElKsEvRvIlGlQpFdVfFaApRsDvAsKsAlAsMsAlGvRrLlMvIvRlKlLcVcAcEpKnLvNvIdPqWsNlHpIfRdLwQdRaTdApKlGgKfPiVdLtAdKpDpSdSnNgPpYqPpNqFwNdFkNeIwSeHdQdGdDrYmAiViLiAiAiEhPsEaLwQqVkGfIkDyIkMdKfTqSdFaPaGlRdGdShIlPvEvFvFcHvIvMcKvRqKqFaTdNpKvElWlEcTlIlRpSvFdKpDdEsWsTlQsLsDvMsFvYrRqNvWvArLqKlErSgFvIcKrAsIvGvVpGpLdGpFdErLnQhRqLkEhFkDdLdSpPpLsNdLaDdIaGqQdVwYdKwEpTiRwLiFhLgDnGnEhEtEpKvEqWkAiFwEiEwShKdIpDdEpHtHmFiVmAiVmAiLiRgKhPdDpG#S#R#H#Q#D#V#P#S#Q#D#D#S#K#P#T#QpRnQgFyTdIyLdNdFsNcDsLsMcSvSsAtVdPrMpTdPdErDdPcScFsWpDpCnFhCdFhTcEvEvIdP#I#R#N#G#T#K#S# | 0.460338 | train |
M#L#Q#V#H#R#T#G#L#G#R#L#G#V#S#L#S#K#G#L#H#H#K#AaVeLeAeVwReReEdDdVpNdAlWlEpRqRfAtPlLaAdPlKvHlIlKlGvIvTvNvLvGrYhKaVyLeIyQePdSyNpRsRhAlIdHhDvKvDsYnVvKvAsGvGhIdLhQdEnDdIpSpEsAhCqLeIyLeGgVaKeRdPdPdElEvKpLdMaSaRqKhTeYyAeFyFaSqHpTlIlKlAvQdEpAvNrMvGvLvLvDqEsIcLlKvQsEqIyRwLyIfDyYqEvKlMlVaDdHpRvGrVdRrVlVfAdFlGqQlWlAlGlVqAqGlMlIlNvIvLlHlGvMcGcLqRlLcLvAlLvGlHfHhTaPlFsMvHqIrGdMhAlHlNvYdRsNaSsSvQvAnVlQvAsVlRlDsAsGlYvEcIqSlLvGvLvMgPaKpSqIaGaPaLaTeFeVeFeTeGdTdGdNsVnSsKvGsAnQvAvIsFlNvEsLhPqCeEdYeVdEePlHqEcLlKvEvVcSlQhTdGnDdLsRsKyVhYyGyTyVyLdSdRcHqHvHfLkVaRfKpTpDpAgVgYdDdPpAvEvYcDvKvHqPqElRrYiIeSgRpFlNlTpDsIhAqPqYsThTqCeLyIeNyGdIdYdWwEdQpNsThPyRaLnLdTdRlQvDsAqQcSvLqLqApP#G#K#F#S#P#A#G#V#E#GsCrPgAhLdPsHgKrLhVaAeIyCrDhIsSvAlDdTaGcGtSnIhEnFlMnTnEhCaTaTeIpEvHqPqFwCwMfYqDdAsDvQvHsIdIiHgDsSdVsEhGdSgGgIhLiMyCgSgIyDpNpLsPsAsQsLrPrInEvAsTnEhCvFsGnDvMsLcYsPvYqVvEvEqMsIsLvSdDrAlTvQdPdLlEvSpQgNdFhSdPpVsVrRsDsAsVgIqTgSgNsGsTdLgPdDpKnYsKvYcIsQvTvLsRnEvS#R#E#R#A#Q#S#L#S#M#G#T#R#RqKeVeLeVeLeGdSlGaYqIlSvEqPvVlLqEvYlLvSpRpDvGvNsIyEaIyTeVyGeSeDqMpKpNvQsIqEvQvLsGvKvKvYhNvIhNhPyVhSyMdDdIlCvKpQpElEvKvLlGlFvLvVqAlKvQhDqLeVyIeSyLpLdPdYpVvLsHvPlLsVnAvKvAsCcIlTvNnKvVhNeMyVeTyAlSaYdIcTdPpAsLnKvEvLcEqKvSsVqEvDvAsGfIyTaIyIaGyEqLpGfLfDvPsGhLvDvHlMlLvAlMlEvTvIlDvKvAlKvEvVqGpAwTaIfEqSaYkIeSkYeCkGeGkLaPfAdPpEvHcSlNpNaPlLlRsYgKfFdSsWdSqPcVlGvVvLlMlNqVqMqQaSkAaTwYwLfLdDqGqKdViVdNiVdAhGhGfIlSrFqLvDvAqVkTdSfMdDpFpFdPvGpLaNqLkEiGkYhPfNgRrDySqTpKvYvAcEvIvYsGvIrSvSnAyHrTgLtLtRyGiTyLmRdYhKpGnYnMvKvAlLsNsGlFcVsKlLlGvLlIsNdRqEdAfLdPpA#FlR#P#E#AhNdPfLdTfWlKlQlLvLsCcDvLsVlGvIhShPsSpSdEdHlDvVvLsKlEvAsVsLcKvKsLsGvGnDdNpTsQnLsEvAnAcEvWrLlGcLsLnGhDrEdQtVfPdQrAdErSgIsLsDsAsLvSsKvHsLsVnMvKvLrShYdGdPlEqEtKkDmMkImVwMmRkDmSwFtGfIiRqHgPpSvGrHwLtEkHiKkTmIkDiLwViAdYmGaDdIsNpGhFgShApMsAsKlTrVsGnLqPlTrAsMqAqAvKvMcLvLvDvGvEqIdGpAdKtGtLyMyGyPqFnSdKcEsIrYsGvPvIsLvEvRvIvKvAvEvGvIgIdYmTdTmQdSmTdIiKdP# | 0.409671 | train |
M#A#S#M#L#L#A#Q#R#L#A#C#S#F#Q#H#S#Y#R#L#L#V#P#G#S#R#H#I#S#Q#A#A#A#K#V#D#V#E#FfDdYdDpGaPwLdMfKdTdEaVwPvGdPpRvSfQvEvLvMlKvQvLvNcIvIpQpNnAsEpApVpHrFgFaCwNdYlEvEpSwRtGfNqYwLtVaDgVpDvGgNtRiMfLrDeLqYcScQvIvSlSqVaPaIgGtYgSpHdPvAlLvLvKvLlIcQpQdPpQvNcAvScMqFvVvNpRfPaAqLcGqIpLdPnPdEpNcFrVvEvKlLcRvQlSfLvLvSvVpAfPaKfGqMfSpQdLkIfTwMfAfCaGqSqClSqNvEvNlAvLvKlTlIlFvMlWlYlRvScKvEvRqGpQpRdGdFdSdQpEvElLvEvTvClMvIvNcQdApPpGvCnPaDlYaSaIeLeSaFeMaGlAaFqHrGdRqTdMaGnCrLlAqTrTdHrSaKdApIvHsKnIpDpIdPdShFhDpWhPhIyAfPyFdPqRdLdKdYpPpLcEvEvFcVvKpEvNlQvQvEsElAvRvCrLlEvEvVvElDvLrIqVvKvYcRvKvKvKsKhThVhAsGaIyIeVdEePcIfQgSfEqGnGfDrNhHhAhSdDlDvFsFqRvKsLsRqDvIsAcRvKvHrGnChAfFyLeVyDeEcVqQnTvGaGcGqClTlGlKdFrWgAsHlEvHvWnGvLdDsDcPsAgDqVkMyTwFySdKrKnMlMqTiGtGiFmFtHgKhEpEsFsRpPdNpAdPpYpRsIsFrNdTrWrLsGtDgPsSvKsNsLsLsLsAsEvVsIvNvIcIcKvRvEvDvLlLsNnNqAlAqHaAlGlKvAlLlLlTvGlLlLvDvLvQcAvRvYcPvQqFaIwSdRdVwRdGdRgGrTqFfCtSkFtDfTgPpDfDqSvIsRqNvKvLlIqLsIvAsRvNsKvGrVyVhLwGdGdChGrDtKgSmIiRtFgRsPtThLsVsFdRgDnHsHsAsHsLsFsLsNvIsFsSvDvIvLsAvDpFpKd | 0.779519 | train |
M#A#C#WpPlQlLlRvLlLlLlWvKvNlLvTlFvRcRvRvQvTvC#QlLlLvLcElVqAcWlPlLcFvIlFlLvIlLlIlS#V#RcLvS#Y#P#P#Y#EwQfHfEwCwHfFfPaNwKaAwMfPlSlAfGfTdLqPsWnVvQlGnIcIlCqNcA#N#NrPfCtFdRnYdPyTaPpGcElAdPfGqVfVrGdNrFqN#K#SaIlVqA#RlLvF#S#D#A#R#R#L#L#L#Y#S#Q#K#D#T#S#M#K#D#M#R#K#V#L#R#T#L#Q#Q#I#K#K#S#S#S#N#L#KfLqQlDlF#LfVdD#NpE#TcFlSlGvFcLvYcHpNvLvSvLdPdKpSvTlVsDvKvMnLrRrAwD#V#I#L#H#K#V#F#L#Q#G#Y#Q#L#H#L#T#S#L#C#N#G#S#K#S#E#E#M#I#Q#L#G#D#Q#E#V#S#E#L#CvGvLdPdRvEvKsLsAvAvAsEsRvVsLsR#S#NgM#D#I#L#K#P#I#L#R#T#L#N#S#T#S#P#F#P#S#K#E#L#A#E#A#T#K#TvLnLlHvSsL#G#T#LvA#Q#E#L#F#S#M#R#SsW#S#DlMvRvQvElV#M#F#L#T#N#V#N#S#S#S#S#S#T#Q#I#Y#Q#A#V#ScRnInVsCrG#H#P#E#G#G#G#L#K#I#K#S#L#N#W#Y#E#D#N#N#Y#K#A#L#F#G#G#N#G#T#E#E#D#A#E#T#F#Y#D#N#S#T#TdPpYlClNvDvLvM#K#N#L#E#S#S#P#L#S#R#I#I#W#K#A#L#KvP#LvLfVqGaKaIeLeYeTdPdDdTaPqAaTvRvQlVlMvAvElVlNlKvTsFlQvE#L#A#VlF#H#DlLlElGlMqWcEvEvLcSlPvKvIvWvTcFcMlEqN#SdQ#E#M#D#L#V#RlM#L#L#D#S#R#D#N#D#H#F#W#E#Q#Q#L#D#G#L#D#W#T#A#Q#D#I#V#A#FqLsAdK#H#P#E#D#V#Q#S#S#N#G#S#V#Y#ThWpRvEnAvFsNvE#TvNnQvA#IsRvT#I#SnRsFvMsEsCsVgNdLsNpKhLyEdPyIdAnTdEpVvWvLvIqNvKvSqMvEvLcLvD#E#R#KrFhWqAwGyIkVyFwTpGpIdTdPhGhSdInEhLdPfHlHaVtKeYiKaIiRaMgDfIcD#NlVaEpRfTqNvKpIqKfD#G#Y#WdD#P#GdPfRqArD#P#F#E#DqMvRsYcVvWrGsGcFvAlYsLvQlDlVsVsElQvAsIvIlRcVrLfTqGvTdE#K#KrTfGiVaYmMaQgQaMfPiYaPrCiYfViD#DdI#F#L#R#V#M#S#R#S#MvPlLvFsMsTlLlAsWnIlYlSlVlAlVvIlIlKlGvIlVlYvEcKlElAlRvLvKvElTvMlRlIlMlGqLdDdNpSvIsLvWlFvSsWsFlIvSsSsLlIvPsLqLlVsSsAqGlLvLvVlVvIsLcKcLvGsNvLsLqPvYaSaDdPsSvVvVsFsVvFlLsSsVlFlAsVlVlTsIsLlQlCsFlLlIlSsTlLvFdSnRhAsN#L#AsA#A#CvGrGsIlIvYsFvTlLlYqLlPvYlVlLvCcV#A#WcQ#D#Y#VqGaFqTvLnKlIlFvAnSlLlLsSlPsVnAlFsGsFvGlCsEnYqFqAsLsFcEsEsQqGqInGgVdQdWpDvNcLqFcEdSgPsV#E#E#D#GnFdNgLnTvTvSsVsSvMsMsLvFvDsTsFvLvYsGnVvMsTsWvYlIsEcAqVqFdPvGdQ#YwGfIdPhRdPdWsYcFvPvCvTdKpScYvWpFpG#E#E#S#D#E#K#S#H#P#G#S#N#Q#K#R#I#S#E#I#C#MeEdEdEdPdT#HpLfKdLwGfVkSwIwQaNqLfVwKdVfYdR#D#G#M#K#VtAqVaDgGgLdAtLdNtFfYtEaGlQfIeTeSeFeLeGeHaNvG#AlGnKqTlTvTvMvSsIcLvTsGrLgFdPpPtTpSdGtTwAmYaIgLvGrKhDtIcRvSrEcMnSsTvInRsQlNqLfGfVeCqPhQpH#NlVsLdFdDqMsLdTaVlElEsHlIqWlFsYsAlRsLsKsGpLdSdEpKvHvVsKvAvElMsEvQvMlAcLvDlVlGvLpP#S#S#KrLrKrSpKgTlSnQpLdS#GpGlMsQsRlKsLsSsVlAsLsArFpVrGnGpSrKqVeVyIeLyDeEaPsTcAfG#VaDfPlYlSsRvRvGsIvWvEsLsLcLnKvYsRsQhGnRhTtIhIyLhSyTdHlHdMlDvEsAcDlVsLrGhDcRkIyAwIyIgSgHsGnKyLtCrCyVmGgShSfLvFvLlKcNvQpLqGnTfGaYkYkLkTkLfVfKfK#D#V#E#S#S#L#S#S#C#R#N#S#S#S#T#V#S#Y#L#K#K#E#D#S#V#S#Q#S#S#S#D#A#G#L#G#S#D#H#E#S#D#T#L#T#I#D#VvSvAvIvSvNvLlIvRcKvHlVaSvEpAkRdLwVdEdDdI#G#H#EmLtTmYiVgLgPhYpEvAsA#K#EvGqAsFvVlEvLsFqHvEvIcDvDvRcLqSvDvLsGsItSpSdYmGfImSdEgTgTtLsElEvIsFsLvKvVsA#EvE#S#G#V#D#A#E#T#S#D#G#T#L#P#A#R#R#N#R#R#A#F#G#D#K#Q#S#C#L#R#P#F#T#E#D#D#A#A#D#P#N#D#S#D#I#D#P#E#S#R#E#T#D#L#L#S#G#M#D#G#K#G#SpYdQfVdKdGdWpKvLlTlQvQlQlFlVvAlLlLlWvKvRlLvLlIlAlRvRqSvR#K#G#FlFcA#QqIfVvLvPlAlVvFlVlClIsAlLlVvF#S#L#I#V#P#P#F#G#K#YrPdSkLdEwLqQaPpWcMvYlNpEaQfYeTaFeVeSaNaDsAdPpEpDdTpGlTlLvElLlLvNcAlLcTaKdDpPpGhFfGaTqRcCsMfEpG#N#P#I#P#D#T#P#CqQ#A#G#E#E#EdWwTdTfAdPdVdPdQpTvIlMvDvLvFqQvNpGdNdWaTdMlQsNrPrSwPdAdCwQaCaSdSdD#K#I#K#KgMrLrPtVhCaPdPpGqAfGlGhLgPgPfPtQwRdKaQgNsTsArDyIiLyQgDyLpTyGpRhNsIvSsDsYnLcVhKrTcYqVvQvIlI#A#K#S#L#K#N#K#I#W#V#N#E#FrRyYfGkGyFkSyLwGqVrSfN#T#Q#A#L#P#P#S#Q#E#V#N#D#A#I#KvQ#M#K#K#H#L#K#L#A#K#DpSrSsAsDnRvFsLsNvSsLvG#R#FsM#T#G#LrDrTrKgNtNhVmKyVmWyFgNrNsKsGsWsHsAsIsSvSnFsLsNqVrIsNsNlAsIvLsRsAsNsLhQdKpGpEdNdPsSsHrYrGhIyTiAyFiNhHrPyLsN#L#T#K#Q#Q#L#S#E#V#A#L#M#T#T#S#V#D#V#L#VsSlIlCsVsIlFlAsMlSlFqVnPlAlSlFlVlVlFvLlIlQvElRvVlSlKvAlKvHlLlQlFvIlSlGqVdKdPpVvIsYsWlLvSsNsFlVvWsDsMlCvNsYqVvVsPsAlTvLsVnIlIvIsFcIvCvFsQvQ#KcSlYqVpSpSpTqNrLvPvVvLsAsLlLlLsLsLlYlGsWlSqIsTnPlLvMlYlPvAlSsFvVvFdKnI#PsS#TvAsYsV#VvLsTsSsVvNsLsFcIlGqIvN#GlSlV#A#TlF#V#L#E#L#F#T#D#N#K#L#N#NvIvNsDvIvLsKcSvVvFsLlIlFrPsHsFnClLsGsRqGlLsIsDlMsVsKvNlQvA#M#A#D#A#L#E#R#F#G#E#N#R#F#V#SrPsLcSdWcDvLrVnGvRvNsLsFvAsMsAvVvEnGsVvVvFsFnLvIvTsVsLcIvQvYvR#F#F#I#R#P#R#P#V#N#A#K#L#S#P#L#N#D#EaDdEpDqVqRvRvEqRlQvRcIlLvDvGpGvGqQpNqDfIqLkEwIwKfEqLfTwKdIdYdR#R#K#R#K#PtAlVaDgRgIdCtVhGgIhPhPwGlEfCeFeGeLeLaGeVrNdGsAlGnKvSvSvTvFvKcMcLlTsGvDvTdTpVtTnRdGtDwAmFaLgNnKnNdSiIcLvSpNpIvHsEvVsHsQlNqMeGfYeCqPaQpF#DlAsIfTdEqLsLdTfGlRlEsHlVqElFsFsAlLsLsRsGrVrPdEnKvEcVsGnKsVsGsEvWvAlIcRvKlLlGvLvVpKvYgGrErKpYgApGnNpYdS#GpGlNvKsRlKsLsSsTnAsMsArLcInGsGnPrPqVeVhFeLaDeEaPrTcTrG#MrDnPsKvAsRlRvFsLvWlNvCsAlLnSvVsVsKvEvGrRhSyVyVyLyTyShHsSdMlEvEsCcElAsLhCgTqRkMyAfIyMgVaNsGnRyFtRrCdLiGgSgVqQvHvLlKlNvRvFqGnDqGwYkTkIkVkVwRfIaA#G#S#N#P#D#LcKvPvVvQvDvFvFcGvLpAlFaPpGpSwVdLfKdE#KdH#R#NgMmLtQmYiQtLhPgS#S#L#S#SdLpAsRsIvFsSvIvLcSsQvScKcKvRvLrHrItEpDdYmSdVmStQrTdTgLpDsQvVsFsVvNvFvAnKvD#Q#S#D#D#D#H#L#K#D#L#S#L#H#K#N#Q#T#V#V#D#V#A#V#L#T#S#F#L#Q#D#E#K#V#K#E#S#Y#V# | 0.286475 | train |
M#D#L#E#G#D#R#N#G#G#A#K#K#K#N#F#F#K#L#N#N#K#S#E#K#D#K#K#E#K#KfPdTfVdSdVpFvSvMlFlRpYlSfNdWpLlDlKvLvYlMvVvVlGlTlLvAlAlIlIlHlGlAlGlLvPlLvMlMlLlVlFvGlEvMlTlDlIlFqAlNvAvG#NaL#E#D#L#M#S#N#I#T#N#R#S#D#I#N#D#T#G#F#F#M#NvLlElEvDsMlTvRvYsAlYvYvYlSlGvIsGlAvGsVlLlVvAsAlYlIsQnVqSlFsWlClLlAsAlGlRsQsIlHlKvIlRlKlQlFlFlHvAlIlMlRfQaEfIvGlWvFvDvVpHdDdVlGlEvLsNlTcRlLsTpDpDlVsSvKlIlNsEqGlIsGhDsKlIvGsMlFlFsQsSlMqAsTlFlFvTsGlFvIvVlGlFcTvRlGdWvKvLlTlLvVlIlLvAvIlSlPvVvLlGvLvSlAvAvVvWlAvKvIlLlSvSvFlTvDvKqElLvLvAlYvAvKqAlGlAvVlAlElEqVcLlAvAcIlRvTvVcIlAlFlGvGvQlKvKvEsLlEvRsYsNlKvNsLlEvEsAsKlRvIsGlIlKvKsAlIlTsAnNlIlSsIvGlAvAsFlLlLsIvYlAlSsYvAlLrAlFlWlYvGlTlTvLcVvLlSvGvEnYhSdIpGsQsVsLsTsVnFvFvSsVsLvIsGsAsFvSsVvGvQsAsSvPvSsIvEvAsFnArNsAsRrGsAsAvYvEvIsFvKvIsIsDpNdKdPhSlIqDgSlYpSdKpSaGaHdKqPdDpNpIfKqGwNkLkEwFwRaNqVfHwFdSdYrPsSvRcKpEvVaKiIlLaKgGgLaNtLdKiVfQgSrGlQaTeVeAeLeVdGeNdSpGsCnGcKqSvTvTvVvQcLvMqQlRpLsYdDpPtTpEdGtMfViSdVgDpGpQdDtIpRsTrIhNnVsRnFsLsRlElIqIeGfVeVqSaQqEfPqVdLaFdAqTfTfIlAlEvNsIlRcYlGlRpEvNpVdTdMpDvElIlEvKvAlVlKvElAlNvAqYqDvFvIlMvKvLdPpHvKrFrDrTfLgVdGdE#R#G#AdQdLdSdGrGlQnKsQsRsIsAsIsAsRsArLcVsRsNvPhKqIeLyLeLaDhEqAsTpSvApLdDdTpEvSsEsAvVsVrQlVsAsLvDvKsAsRsKgGrRhTgTyIyVhIyAhHpRdLvSvTsVcRlNpAgDqVkIyAfGyFgDdDsGnVyIgVpEdKmGdNhHpDvEvLcMcKvEvKcGdIrYsFvKvLsVvTcMvQlT#A#G#N#E#V#E#L#E#N#A#A#D#E#S#K#S#E#I#D#A#L#E#M#S#S#N#D#S#R#S#S#L#I#R#K#R#S#T#R#R#S#V#R#G#S#Q#A#Q#D#R#K#L#S#T#K#E#A#L#D#E#S#I#P#P#VdSdFlWvRvIlMvKvLlNlLvTvElWvPvYlFvVvVqGlVlFvClAlIlIvNlGlGvLlQqPlAvFlAlIlIlFvSlKqIlIsGvVlFsTsRhI#DdDdPsEvTvKnRsQvNsSsNsLvFsSsLvLvFsLsAvLsGsIvIsSsFsIvTsFsFsLsQnGsFsTsFlGsKsAsGlEsIvLqTlKsRvLlRlYsMlVlFsRsSlMvLsRqQaDfVvSlWvFsDpDpPpKcNnTdTsGvAnLsTsTvRlLsAvNpDlAsAnQlVlKsGlAqIrGgSvRlLvAsVlIvTsQsNlIcAsNlLqGvTvGlIlIvIlSlFcIvYqGpWvQvLlTlLvLlLlLvAvIlVlPvIvIlAlIvAlGlVlVvElMvKvMvLvS#GvQlAvLvKvDlKvKvElLvEvGqSlGsKvIlAsTsEsAcIsEvNcFvRvTvVsVsSsLsTvQnEsQvKvFsEsHvMvYsAsQvSsLvQvVvPsYsRvNsSsLsRvKvAsHsIvFnGsIsTsFsSsFvTsQsAsMsMvYsFsSsYvAsGvClFsRsFvGvAsYvLcVvAsHvKvLnMhSrFpEsDsVsLsLsVsFvSsAsVnVvFvGsAsMvAsVsG#Q#V#S#S#F#A#P#DsYnAvKsAnKsIsSsAvAsHvIsIvMcIsIsEpKdTrPyLpIqDgSlYpSdTpEaGfLdMqPdNpTdLfEqGwNkVkTwFwGaEqVfVwFdNdYrPpTnRcPnDpIaPtVqLaQgGgLaStLdEiVfKgKqGlQaTeLeAeLeVdGeSdSdGrCnGcKqSvTvVvVvQcLvLqElRpFsYdDdPtLpAdGtKfVmLdLgDvGnKhEtIvKvRrLhNnVnQvWsLsRsAlHqLeGqIdVqSaQqEfPqIdLaFdDqCfSfIlAlEvNlIlAqYsGlDhNpSpRdVrVqSdQpEvElIlVlRvAlAlKvElAlNvInHqAvFvIlEvSpLdPpNcKrYrSrTfKtVdGdDpK#G#TdQdLdSdGrGlQnKsQsRsIsAsIsAsRsAsLpVsRsQvPhHqIeLyLeLaDhEqAsTqSvApLdDdTpEvSsEsKvVsVnQlEsAsLvDvKsAsRsEgGrRhTgCyIyVhIyAhHpRdLvSvTsIqQlNpAgDqLkIyVfVyFrQdNnGnRyVtKpEdHmGgThHnQvQvLvLcAvQvKcGdIvYsFvSvMsVvSvVvQ#A#G#T#K#R#Q# | 0.356645 | train |
M#R#G#P#P#A#W#P#L#R#L#L#E#P#P#S#P#A#E#P#G#R#L#L#P#V#A#C#V#W#A#A#A#S#R#V#P#G#S#L#S#P#F#T#G#L#R#P#A#R#L#W#G#A#G#P#A#L#L#W#G#V#G#A#A#R#R#W#R#S#G#C#R#G#G#G#P#G#A#S#R#G#V#L#G#L#A#R#L#L#G#L#W#A#R#G#P#G#S#C#R#C#G#A#F#A#G#P#G#A#P#R#L#P#R#A#R#F#P#G#G#P#A#A#A#A#W#A#G#D#E#A#W#R#R#G#P#A#A#P#P#G#D#K#G#R#L#R#P#A#A#A#G#LpPpElAvRvKvLlLcGvLlAlYvPvElRvRvRlLqAvAlAlVvGvFlLlTvMvSlSlVvIvSvMlScAvPlFvFvLqGlKvIvIvDvVvIcYvTvNcPvTpVdDdYcSpDvNvLvTvRvLvCvLvGvLvSvAvVvFvLvCvGnAvAvAsNvAvIsRsVvYvLsMlQvTvSsGlQvRvIsVlNvRvLlRlTvSlLlFvSvSlIvLvRlQaEfVvAlFvFpDlKvTdRpTpGvEvLsIvNcRlLnSpSvDlTsAsLlLlGsRcSlVsTgEvNlLvSsDlGlLvRsAlGvAvQlAlSvVsGlIlSvMlMlFcFvVlSpPvNvLlAsTvFvVlLvSvVqVvPpPvVlSvIvIvAlVvIvYlGvRvYvLlRvKvLlTvKvVvTlQvDvSlLvAvQvAlTvQvLlAvEcEvRcIvGvNvVvRvTvVcRvAvFvGvKcEpMvTvEsIvEvKvYsAvSvKsVvDvHvVsMvQvLsAvRvKvEsAvFvAsRvAvGvFsFcGvAsTvGsLvSsGvNvLvIsVvLvSvVlLvYvKvGvGvLvLcMvGvSvAvHnMhTdVpGsEsLsSsSsFsLvMvYsAvFvWsVsGvIvSsIvGvGsLnSvSvFsYvSvEsLnMvKsGnLsGvAsGsGvRvLsWcEcLsLsEvRdEdPhKpLaPgFrNfEdGaVdIdLdNdEpKvSlFqQqGfAkLkEwFwKaNqVfHwFdAdYrPsAsRcPnEvVdPtIlFaQgDgFaStLdStIqPdSgGlSfVeTeAeLeVeGePdSpGpSsGcKlSvTvVvLvScLvLqLlRpLsYdDdPtApSdGtTfImSdLgDsGnHhDgIcRsQrLhNgPsVvWnLsRvSlKqIeGaTeVqSaQqEqPaIaLdFdSqCfSfIlAlElNlIlAlYlGlAdDpDdPsSvSpVdTdApEvElIlQcRvVlAlEvVlAlNvAqVqAvFvIlRcNvFdPpQcGrFrNrTfVgVdGgEpKpGgVdLdLdSdGlGlQnKsQrRsIsAsIlAsRsAlLvLnKsNvPhKqIeLyLeLyDeEcA#T#S#ApLdDdApEvNsEnYvLsVnQvEsAsLvDvRsLsMsDhGnRhTrVyLyVyIhAdHpRdLpSvTsIlKqNpAgNqMkVyAfVyLrDdQnGnKyIgTpEdYiGgKhHpEvEvLqLcSpKpPpNpGhIpYsRvKvLsMvNvKvQ#S#F#I#S#A# | 0.429698 | train |
M#S#D#S#V#I#L#R#S#I#K#K#F#G#E#E#N#D#G#F#E#S#D#K#S#Y#N#N#D#K#K#S#R#L#Q#D#E#K#K#G#D#G#V#R#VdGdFlFvQnLlFcRpFlSfSdSpTlDlIvWvLlMqFvVlGlSlLvClAlFlLvHlGlIlAlQrPlGvVvLlLvIlFqGlTvMlTlDlVlFqIlDlYvDlVlEqLvQvElLcQpIpPpGqKwAdCqV#N#N#T#I#V#W#T#N#S#S#L#N#Q#N#M#T#N#G#T#R#C#G#L#L#NqIlElSvEvMlIlKvFsAlSvYvYlAqGvIsAlVvAsVlLlIvTsGlYlIsQnIqClFsWqVlIlAsAlAlRsQsIlQlKvMlRlKlFlYlFlRvRlIvMlRfMaEfIvGlWvFcDvCvNdSpVlGvEvLvNlTcRlFsSpDpDlIsNvKlIlNsDlAqIrAhDnQlMvAsLlFlIsQsRlMqTsSlTlIvCsGlFlLvLlGlFcFvRlGpWvKvLlTsLvVlIlIvSvVlSvPvLvIlGvIvGlAvAvTcIsGvLvSlVsSvKvFlTsDvYqElLvKvAlYvAvKqAlGlVvVlAlDlElVcIlSqSvMlRvTvVcAlAlFlGvGvEqKvRvEsVlEvRvYsElKvNsLlVvFsAsQlRvWsGlIlRvKnGlIlVsMsGlFqFsTsGlFvVsWlClLsIvFlLlCsYvAlLrAlFlWlYvGlSvTcLcVcLqDpEvGvEsYdTdPpGsTsLsVsQsIsFvLsSsVnIvVsGsAvLsNsLvGvNsAsSvPsCsLvEvAsFsAvTsGsRsAvAsAvTpSvIsFvEvTsIsDvRdKdPhIpIrDgClMpSdEpDaGaYdKqLdDpRdIfKqGwEkIkEwFwHaNqVfTwFdHdYrPsSsRcPpEpVdKiIqLaNgDgLaNtMdViIfKgPgGlEfMeTeAeLeVdGePdSpGsAlGcKqSvTvAvLvQcLvIqQlRpFsYdDpPtCpEdGtMfVmTdVgDvGpHhDgIpRvSrLhNnInQlWsLsRlDlQqIeGfIeVqEaQqEfPqVfLaFdSqTfTfIlAqEvNsIlRcYlGlRpEvDpAdTdMpEvDlIlVcQvAlAlKvElAlNvAqYqNvFvIlMvDvLdPpQvQrFrDrTdLgVlGhEgG#G#G#QvMdSdGrGlQnKsQsRsVsAsIsAsRsArLcIsRsNvPhKqIeLyLeLaDeMqAsTcSvA#LdDdNpEvSsEsAvMsVrQvEvVsLvSvKvIcQsHrGrHhTrIyIyShVhAhHlRdLpSvTnVqRlApAgDpTkIyIfGyFgEdHsGnTyAgVdEdRiGdThHpEvEvLcLcEvRvKcGdVrYvFvTvLsVvTvLvQvS#Q#G#N#Q#A#L#N#E#E#D#I#K#D#A#T#E#D#D#M#L#A#R#T#F#S#R#G#S#Y#Q#D#S#L#R#A#S#I#R#Q#R#S#K#S#Q#L#S#Y#L#V#H#E#P#P#L#A#V#V#D#H#K#S#T#Y#E#E#D#R#K#D#K#D#I#P#V#Q#E#E#V#EpPfAaPdVlRvRvIlLvKvFlSlApPvElWvPvYlMlLvVqGlSlVvGlAlAlVvNlGlTvVlTqPlLvYvAlFvLlFvSlQvIlLsGlTlFsSsIdPpDdKsEvEvQsRsSvQvIsNsGvVsCsLvLvFsVsAvMsGsCvVsSsLsFvTsQsFsLsQnGsYsAsFlAsKsSsGlEsLvLqTlKsRvLlRlKsFlGlFsRsAlMvLsGqQaDfIvAlWvFcDpDaLpRcNnSdPsGvAnLsTsTvRlLnAvTnDlAsSsQlVlQsGlAsApGrSsQlIsGsMlIvVsNsSlFvTsNlVqTvVsAlMvIvIlAqFcSvFqSpWvKvLlSlLvVlIlLvCvFlFlPvFvLlAqLcSlG#AlTcQlT#RvMlLvTvGvFlAvSvRqDlKvQvAlLcEvMvVlGsQvIlTsNsEsAcLsSvNcIvRvTvVcAsGsIsGsKpEsRvRvFsIsEvAvLsEsTvEsLsEvKrPsFsKvTsAsIsQvKcAsNsIvYnGsFsCsFsAsFsAnQsCsIsMsFsIsAsNsSsArSlYsRsYvGlGsYvLcIcSvNpEvGvLrHsFsSsYsVsFsRsVsIsSrAsVsVnLsSsAsTnAsLsGsR#AsFsS#Y#T#P#SsYnAsKsAsKsIsSsAvAsRvFsFvQvLsLsDvRdQdPhPlIqSgVlYpNdTpAaGfEdKdWdDdNdFfQqGwKkIkDwFwVfDqCfKwFdTdYrPpSnRgPnDpSdQtVqLaNgGtLaStVdStIfSgPfGlQfTeLeAeFeVaGfSfSpGsCnGcKqSvTvSvIvQcLcLqElRpFsYdDpPtDpQdGtKfVmMdIgDpGnHhDtSpKsKrVhNnVnQvFnLsRsSlNqIeGaIeVqSaQqEqPqVfLdFaAqCfSfIlMqDvNlIlKqYsGlDhNpTpKdErIqPdMvEvRlVlIcAvAlAcKvQlAlQvLnHqDvFvVlMvSpLdPpEvKrYrErTdNgVlGhSgQrGsSvQvLdSdRrGlEnKsQrRsIsAsIsAsRsArIpVsRsDpPhKqIeLyLeLaDhEqAsTqSvApLdDdTpEvSsEsKvTsVrQlVsAsLvDvKsAsRsEgGrRhTyCyIyVhIyAhHlRdLpSvTsIqQlNpAgDqIkIyAfVyMgAdQnGnVyVtIpEdKmGgThHpEvEvLcMcAvQvKcGdApYvYvKcLcVvTsT#G#S#P#I#S# | 0.409858 | train |
M#E#N#S#E#R#A#E#E#M#Q#E#N#Y#Q#R#N#G#T#A#E#E#Q#P#K#L#R#K#ElAfVdGdSlIvEvIlFcRpFlAdDdGpLlDlIvTvLlMqIvLlGlIlLvAlSlLlVqNlGlAlClLqPlLvMvPlLlVlLqGlEqMlSlDvNlLqIlS#G#C#L#V#Q#T#N#T#T#N#Y#Q#N#C#T#Q#S#Q#E#KvL#NlEvDsMlTvLvLsTlLvYvYlVlGvIsGlVvAsAlLlIvFsGlYlIsQnIqSlLsWqIlIlTsAlAlRsQsTlKlRvIlRlKlQlFlFlHlSlVvLlAqQaDfIvGlWvFlDvSvCdDdIlGvEvLsNlTcRlMsTpDvDlIsDvKlIlSsDlGlIsGgDsKlIvAsLlLlFsQsNlMvSsTlFlSvInGlLlAvVlGlLcVvKlGpWvKvLlTlLvVlTlLvSvTlSlPvLvIlMvAvSlAlAvAvClSvRvMqVlIvSvLlTvSvKqElLvSvAlYvSvKqAlGlAvVlAlElEqVcLlSvScIlRvTlVcIlAlFlRvApQqEvKvEsLlQvRsYsTlQvNsLlKvDsAsKlDvFsGlIlKvRsTlIlAsSvKlVlSsLvGlAsVnYlFlFsMvNlGlTsYvGlLrAlFlWlYvGlTlSvLcIvLlNvGvEpPpGsYrTdIlGsTsVsLsAsVsFvFsSsVnIvHvSsSsYvCsIvGvAvAsVvPvHsFvEvTsFnArIsAsRrGsAsAvFsHvIsFvQvVsIsDvKdKdPhSpIrDgNlFpSdTpAaGaYdKqPdEpSdIfElGfTkVkEwFwKaNqVfSwFdNdYrPsSvRgPnSpIaKtIlLaKgGgLaNtLdRtIfKgSfGlEfTeVeAeLeVdGeLdNpGsSlGcKqSvTvVvVvQcLcLqQlRpLsYdDpPtDpDdGtFfImMdVgDpEnNhDgIpRvArLhNdVsRlHsYsRlDlHqIeGaVeVqSaQqEqPaVfLdFaGqTfTfIlSlNvNsIlKcYlGlRdDvDpVdTdDpEvElMlEcRvAlAlRvElAlNvAqYqDpFvIlMvEvFdPpNcKrFrNrTdLgVlGhEgKsGsApQvMdSdGsGlQnKsQrRsIsAsIsAsRsArLvVsRsNvPhKqIeLyIeLaDhEnAnTqS#A#L#D#S#E#SsKsSvAsVrQvAsAsLvEvKsAsSsKgGrRhTrTyIyVhVhAhHlR#L#S#TvIlRqSpAgDqLkIyVfTyLgKdDsGnMyLtApEdKmGdAhHpAvEvLvMcAvKvRcGdLpYvYvSvLsVvMvS#Q#D#I#K#K#A#D#E#Q#M#E#S#M#T#Y#S#T#E#R#K#T#N#S#L#P#L#H#S#V#K#S#I#K#S#D#F#I#D#K#A#E#E#S#T#Q#S#K#E#I#S#L#PpEqVdSdLpLvKnIlLvKvLlNlKpPvElWvPvFlVlVvLqGlTlLvAlSlVlLlNlGlTvVlHqPlVvFvSlIlIlFvAlKcIsIsTnMvFvG#N#N#DdKsTvTvLnKsHvDsAsEsIvYsSsMvIvFsVsIvLsGsVvIsCsFsVvSsYsFsMsQlGsLnFrYlGsRsAsGlEsIvLsTlMsRvLlRlHsLlAlFsKsAlMsLsYfQaDfIvAlWvFcDvEpKpEcNnSdTsGvGnLsTsTcIlLsApIpDqIsAnQlIsQsGvAsTdGrSnRvIvGsVlLvTsQsNlAcTsNlMlGvLsSlVlIvIlSlFcIvYqGpWvEvMlTlFvLlIlLvSvIlAlPvVvLlAvVvTlGvMvIqElTvAcAlM#T#GvFlA#NvKvDlK#QvElLvKvHvAlGsKvIlAsTsEsAcLsEvNcIsRvTvIcVsSsLsTsRnEsKvAvFsEsQvMvYsEsEvMsLsQvTvQsHsRvNsTsSsKvKsAsQsIsInGsSsCsYsAsFnSsHvAsFsIvYsFsAsYvAsAvGlFsRsFvGqAsYvLcIvQvAvGvRnMgTrPsEsGsMsFsIsVsFvTsAsIvAvYsGsAsMvAsIvGvEvTvLvVvLcAvPvEsYvSvKsAnKsSvGsAvAsHvLsFcAvLsLsEvKdKdPhNpIqDgSlRvSdQpEaGaKdKqPdDpTdCfEqGaNkLkEwFwRaEqVfSwFdFdYrPpCvRcPpDvVaFiIlLaRgGgLaStLdSiIfEhRfGlKaTeVeAeFeVeGeSdSpGsCnGcKqSvTvSvVvQcLvLqQlRpLsYdDdPtVpQdGtQfVmLdFgDvGrVhDgApKvErLhNnVnQvWsLsRsSlQqIeAaIeVqPaQqEqPaVfLaFdNqCfSfIlAlEvNlIlAqYsGlDhNpSpRdVrVdPdLvDvElIlKlEvAlAlNvAlAlNvInHqSvFvIlEvGpLdPpEcKrYrNrTdQtVlGhLgKrGsAvQvLdSdGlGlQnKsQrRsLsAsIsAsRsArLvLsQsKvPhKqIeLyLeLyDhEqAsTqSpA#LdDdN#DvSsEsKvVsVrQlHsAsLvDvKsAsRsTgGrRhTrCyLyVhVyThHlRdLpS#A#IcQlNpAgDqLkIyVfVyLgHdNnGnKyIgKpEdQmGdThHpQvEvLvLcRvNvRcDpIdYvFvKvLsVsN#A#Q#S#V#Q# | 0.391965 | train |
M#V#T#V#G#NeYqCdE#A#E#G#P#V#G#PpAcWdMdQqDqGaLgSaPpCsFnFlFlTvLpVlPlSvTvRlMlAvLlGlTvLvAlLvVvLvAlLvP#C#R#R#R#E#R#P#A#G#A#D#S#L#S#W#G#A#G#P#R#I#SpPlYlVvLvQlLlLvLlAlTvLcQqAlAcLlPlLvAvGlLvAvGlRcVvGvTpAcRpG#A#PhLhPnSvYsLsLvLvAsSsVvLsEsSnLnAsGsAvCsGlLsWvLlLsVvVsElRvSvQvAvR#Q#R#L#A#M#G#I#W#I#K#F#R#HrSdPpGsLsLlLvLsWlTvVsAqFlAvAsElNvLsAvLvVsScWcNsSgPpQsWaWlWnAvRvApDdLpGsQsQvVsQvFvSvLsWsVvLsRsYnVvVsSsGvGsLnFnVvLsGnLvWvA#P#G#L#R#P#Q#S#Y#T#L#Q#V#H#E#E#D#Q#D#V#E#R#S#Q#V#R#S#A#A#Q#Q#S#T#W#R#D#F#GvRvKvLvRvLvLlSvGvY#L#WcPpRpGpSdPvAvLlQnLvVlVvLvIvClLlGvLlMlGvLvElRlAvLlNlVqLvVlPlIvFlYlRlNvIlVvNvLcLvTvEvKvAhPdWpNvSvLnAvWvTsVvTvSvYnVvFvLsKcFqLqQqGdG#G#T#G#S#T#GhFpVsSnNvLvRsTvFvLsWcIvRvVsQlQvFsTsSlRvRvVqElLvLlIlFvSvHlLvHvElLaSfLpRlWvHvLvGvRdRdTpGvEvVsLvRvIlAsDvRlGlTsSvSlVsTsGvLlLcScYcLvVsFrNfVvIvPsTlLvAvDsIlIvIvGvIlIvYvFcScMpFpFpNhAnWvFlGsLvIlVsFvLvClMvSvLvYlLvTvLlTlIvVvVlTlEvWvRlTvKvFlRvRvAqMlNvTvQlEvNvAvTlRvAvRlAvVvDvScLvLvNcFvEvTvVcKvYvYvNvAcEpSvYvEsVvEvRvYsRvEvAsIvIvKsYnQvGvLsEvWvKsSsSvAvSsLlVvLvLsNvQvTvQsNvLvVsIlGvLvGsLlLvAvGvSlLvLvCvAvYvFcVcTvEvQvKvLdQpVpGsDvYsVsLsFsGvTvYsIsIvQvLsYcMsPsLsNnWcFvGsTvYsYvRvMsInQsTsNsFsIvDsMnEvNsMsFvDvLsLvKpEdEdTrEqVqKdDaLpPdGpAqGaPfLdRpFaQdKqGwRkIkEwFwEaNqVfHwFdSdYsAdDpGpRaEiTlLaQgDgVdStFdTiVfMgPrGlQaTeLeAeLeVdGePdSpGsAlGcKqSvTvIvLvRcLvLqFlRcFsYhDdItSpSdGtCfImRdItDvGnQdDtIpSnQrVhTdQsAvSnLsRnSlHqIeGaVeVqPaQqDdTqVaLaFdNqDfTfIlAlDvNlIlRcYlGlRpVvTpAdGdNsDvElVlElAvAlAlQvAlAlGpIcHqDvAvIlMvApFdPpEvGrYrRrTfQgVdGhEpRpGgLdKdLdSdGlGlEnKsQsRsVsAsIsAsRsTlIvLsKsAlPhGqIeIyLeLyDhEqAsTpSvArLdDdTpSvNsEsRvAsInQlAvSsLvAvKvVsCsAgNsRhThTyIyVyVyAhHpRdLvSvTsVcVqNpAgDqQkIyLfVyIgKdDsGnCyIgVpEdRmGdRhHpEvAvLvLcSvRvGvGdVpYsAvDvMsWnQvLvQvQvGvQ#E#E#T#S#E#D#T#K#P#Q#T#M#E#R# | 0.433177 | train |
M#A#L#L#A#M#H#S#W#R#W#A#A#A#A#A#A#F#E#K#R#R#H#S#A#I#L#I#R#P#L#V#S#V#S#G#S#G#P#Q#W#R#P#H#Q#L#G#A#L#G#T#A#R#A#Y#Q#I#P#E#S#L#K#S#I#T#W#Q#R#L#G#K#G#N#S#G#Q#F#L#D#A#A#K#A#L#Q#V#W#P#L#I#E#K#R#T#C#W#H#G#H#A#G#G#G#L#H#T#D#P#K#E#G#L#K#D#V#DpTlRvKvIlIvKvAvMlLvScYlVqWvPpKpDvRcPpDpLsRvAvRlVvAvIlSlLvGvFlLlGvGqAlKlAvMlNlIlVvVlPlFvMlFqKlYvAlVvDvSlLvNvQvM#S#G#N#M#L#N#L#S#D#A#P#N#T#V#AvTvMvAsTvAvVsLvIvGvYsGvVvSsRnAvGrAsAvFvFsNlEvVvRsNcAvVsFvGvKvVsAlQvNsSsIlRvRvIlAlKvNvVlFvLvHlLvHvNlLaDfLpGvFvHvLvSvRhQdTpGlAsLvSvKlAlIsDvRlGlTsRvGlIsSsFlVlLsScAcLcVsFvNfLdLvPsIlMvFvElVlMvLvVlSlGvVvLcYcYvKqCvGrAnQvFlAsLvVlTlLcGvTlLvGvTvYlTlAvFlTlVqAvVlTlRvWvRlTvRvFlRvIvEqMlNvKvAlDvNvDlAlGvNvAlAvIvDvScLvLvNcYvEvTvVcKvYvFvNvNcEpRvYvEsAvQvRvYsDvGvFsLvKvTsYnEvTvAsSvLvKsSsTvSvTsLvAvMvLsNvFvGvQsSvAvIsFlSvVvGsLlTvAvIsMlVvLsAqSvQvGcIvVvAvGvTnLhTdVpGsDvLsVsMsVsNsGsLsLsFvQvLsSsLvPsLsNsFcLvGsTvVsYvRvEsTnRsQsAsLsIsDsMnNvTsLsFvTvLsLvKpVdDdThQpIqKdDaKdVdMpAqSaPqLdQdIdTdPlQqTlAfTkVkAwFwDaNqVfHwFdEdYpIdEpGpQdKtVqLaSgGgIaStFdEiVqPhArGlKfKeVeAeIeVeGeGdSpGsSlGcKvSvTvIvVvRcLcLqFlRpFsYdEdPtQpKdGtSfIiYdLtAsGnQdNtIpQnDrVhSdLsEvSnLsRnRlAqVeGaVeVqPaQqDqAqVfLaFdHqNfTfIqYlYvNlLlLcYlGlNpIvSpAdSdPpEvElVsYlAvVlAcKvLlAlGvLnHqDvAvIqLvRpMdPpHcGrYrDrTdQgVlGhEgRrGsLvKnLdSdGrGlEnKsQlRsVsAsIsAsRsArIlLsKsDlPhPqVeIyLeYyDhEqAsTcSpS#LdDdSpIvTsEvEvTsIrLlGsAsMvKvD#VsVsKgHsRhTrSyIyFyIyAhHpRpLcSvTsVcVlDpAgDqEkIyIfVyLgDdQnGnKyVgApEdRmGdThHpHvGvLqLcAvNdPcHpShIpYsSvEvMsWvHvTvQvSvS#R#V#Q#N#H#D#N#P#K#W#E#A#K#K#E#N#I#S#K#E#E#E#R#K#K#L#Q#E#E#I#V#N#S#V#K#G#C#G#N#C#S#C# | 0.392607 | train |
M#L#V#H#L#F#R#V#G#I#R#G#G#P#F#P#G#R#L#L#P#P#L#R#F#Q#T#F#S#A#V#R#N#T#W#R#N#G#K#T#G#Q#L#H#K#A#E#G#E#Y#S#D#G#Y#R#S#S#S#L#L#R#A#V#A#H#L#R#S#Q#L#W#A#H#L#P#R#A#P#L#A#P#R#W#S#P#S#A#W#C#W#V#G#G#A#L#L#G#P#M#V#L#S#K#H#P#H#L#C#L#V#A#L#C#E#A#E#E#A#P#P#A#S#S#T#P#H#V#V#G#S#RaFqNdWpKvLvFvWcQvFlLcHvPvHlLvLvVlLlGvVlAlVlVvLlAlLlGvAlAlLlVlNvVlQcIlPlLlLlLqGlQvLlVvElVlVvAvKvYcTvRpDpH#V#G#S#F#MvTpEvSnQvNvLsSvTvHvLnLvIvLsYvGvVsQsGvLvLsTlFvGsYsLlVvLsLlSvHvVsGlEvRsMsAlVvDvMlRlRvAlLlFvSvSlLvLvRfQaDfIvTlFvFvDvAvNdKpTpGvQvLsVvScRlLsTpTvDlVsQvElFlKsSvSlFsKsLcVcIsSnQlGvLsRsSlCvTsQlVlAvGsClLlVvSvLlScMvLlSdTvRvLlTsLvLvLcMvVvAlTvPvAvLlMvGvVvGlTvLvMlGsSvGvLlRvKvLlSsRvQvClQvEvQlIvAvRvAlMvGvVlAvDcEvAcLvGvNpVvRvTvVcRvAvFvAvMvEpQvRvEsEvEvRvYsGvAvEsLvEvAvCsRvCvRsAvEvEvLsGvRvGsIvAvLvFsQvGvLvSvNvIvAsFvNvCvMsVlLvGvTlLcFvIvGvGvSvLcVvAvGvQvQnLhTpGsGsDsLsMsSsFnLsVvAsSvQvTsVnQvRvSsMvAsNsLnSsVsLsFvGsQsVnVvRsGsLsSsAsGsAsRvVsFvEvYsMsApLdNdPhCpIqPgLqSwGdGaCdCdVdPdKpEvQlLfRqGfSkVkTwFwQaNqVfCwFdSdYsPpCvRcPpGpFdEiVlLaKgDgFaTtLdTiLqPgPgGlKfIaVeAeLeVdGeQdSpGsGlGcKqTvTvVvAvScLvLqElRpFsYdDpPtTpAdGtVfVmMdLgDpGnRhDgLpRsTrLdDtPsSnWnLcRqGlQaVaVeGqFeIaSaQqEqPaVfLaFdGqTfTfIlMqEvNlIlRcFvGsKpLvEpAdSdDpEvElVlYcTvAlAlRvElAlNvAqHqEpFvIlTvSvFdPpEcGrYrNrTdVgVqGgEgRrGsTvTvLdSdGrGlQnKsQlRsLsAsIsAsRsArLpIsKsQpPhTqVeLyIeLaDhEqAsTqSpApLdDdApEvSsEsRvVsVrQvEsAsLvDvRsAsSsAgGrRhTrVyLyVyIhAhHlRdLpSvTnVqRqGpAgHqCkIyVfVyMgAdDsGnRyVtWdEdAmGdThHpEvEvLvLcKvKvGcGpLpYvAvEvLsIvRvRvQvAvL#D#A#P#R#T#A#A#P#P#P#K#K#P#E#G#P#R#S#H#Q#H#K#S# | 0.417177 | train |
M#A#D#K#L#T#RkIfAkIaVfNaHlDvKqCfKqPlKlKpCdRpQpEqClKlKvSpCqPpVlVvRvMvGvKdLpCqIwEdVdTdPnQpSdKsItAiWaIgSdErTnLsCdIpGqCpGcIrCsIcKvKrCrPpFrGsArLiSdImVdNtLdP#S#N#LqElKlEqTfTfHaRdYqCdAhNrAwFeKtLeHgRhLaPaIqPwRaPaGlEfVeLeGeLeVaGeTfNpGqIaGcKpSvTvAnLvKcIcLlAqGvKvQdKhPgNqLsGpKpYnDvDdPrPdDdWpQvEvIvLlTvYsFcRpGpShEsLvQnNvYsFvTcKcIcLvEvDvDvLfKhAeIdIeKlPdQqYdVlDvQcIvPlKvAvAdKwGdTfVlGqSvIlLlDvRvKqDaEpTpKvTcQlAvIvVlCcQvQlLlDvLcTpHvLrKrErRpNiVsEvDpLdSdGpGsEnLsQlRsFsAsClAsVsVqClIrQhKdAgDqIeFyMeFyDeEaPsScSfYpLfDfVqKlQnRlLvKsAsAlIvTsIlRsSvLvIrNdPrDrRhYtIhIyVyVyEhHqDqLlSqVsLvDlYqLrSgDqFwIyCwCyLwYaGdVdPrSrAyYhGiVyVtTdMhPiFdSgVsRvEvGrIvNqIcFvLqDqGqYaVdPpTvEvNrLdRrFrRdDpAdSgLnV#F#K#V#A#E#T#A#N#E#E#E#V#K#K#M#CdMkYfKkYdPkGwMfKwKdKdMdGpEqFeEiLeAtIeVhAiGaEiFdTtDfSlEfIeMeVeMeLhGdEgNaGqTlGcKlTvTvFvIvRcMqLlAcGvRnLdKpPtDpEdGiGdEhVgPpVpLwNfVeSfYeKqPdQqKdIdSdPlKpSdTwGdSaVlRlQvLvLcHcEvKqIqRvDpAqYvTpHdPpQvFsVcTvDlVqMcKvPlLlQvIvEvNvIrIrDrQpEtVsQnTpLdSdGpGsEnLvQlRsVsAsLlAsLsCrLlGsKhPdAtDqVeYyLeIaDeEaPsScArYpLgDgSnEsQsRlLsMsAsAlRrVsVvKsRvFsIsLnHvAvKrKhTyAyFyVyVyEyHrDrFpIsMsArTsYsLrAhDqRwVyIwVyFwDdGdVdPrSnKhNyTiVyAtNySyPtQhTgLpLqAvGrMvNlKvFsLcSvQvLsElIwTaFwRdRaDdPpNpNrYrRgPtRhItNdKhLdNpSdIpKvDsVvEvQcKvKvSvGsNrYrFyFdL#D#D# | 0.772292 | train |
M#P#S#D#L#AvKvKvK#AvAvK#K#K#E#A#A#K#A#R#Q#R#P#R#K#G#H#E#E#N#G#D#V#V#T#E#P#Q#V#A#E#K#N#E#A#N#G#R#E#T#T#E#V#D#L#L#T#K#EvL#EvDvFvE#MvKvKfAvAvAqRkAaVwTdGwVdLfApSdHdPlNpSaTlDkVtHkItIfNqLiSwLiTgFgHnGnQdEtLlLaSgDgTaKiLdEtLwNhSfGqRfRaYeGaLeIdGdLdNpGpIsGqKpSvMvLvLlSvAcIvGqKvRvEsVdPpIhPrEpHqIfDdIeYdHaLlTdRfEfMdPgPfSfDqKdTfPlLlHvClVlMlEpVcDpTvElRlAvMvLlEvKvEvAlEvRvLcAcHvEvDpAvEpCdEpKvLnMvEvLsYvEvRlLnEvElLsDdA#DpKcAsEsMlRlAlSvRlIlLlHvGqLqGpFdTdPpAvMrQrRpKgKgLsKnDvFdSdGrGlWnRsMsRsVsAsLvAsRsAlLlFsIsRlPgFlMeLyLeLeDeEaPsTcNpHsLgDaLlDlAsClVlWsLvElEvEsLqKlTpFnKrRhItLyVyLyVyShHqSfQlDvFsLqNqGsVhCgTqNkIyIfHyMrHdNpKsKyLtKdYiYdTgGgNgYpDvQsYvVvKvTvRvLvEvLvElEvNvQlMqKvRqFlHvWvElQvDvQlIlAvHvMlKvNvYqIcAvRvFqGcHpGhSdApKvLsAvRvQvAnQvSvKsEvKvTvLnQvKvMcMvAvSvGpLgTrEdRrVdV#S#D#K#T#LqSaFaYaFfPdPaClGdKdIdPdPpPqVaIkMwVwQfNqVfSwFdKdYpTdKpDpGgPdCtIlYaNgNgLaEgFdGgIfDwLfDpTaRqVeAeLeVhGePgNpGpAsGcKlSvTvLvLvKcLcLqTvGvEvLdLpPtTpDdGtMdImRdKhHdSpHpVaKfIeGqReYdHdQpHcLpQlEvQpLqDpLqDqLfSfPlLlEvYsMlMcKvCvYpPvEvIdKpEdKsEvEvMsRqKvIlIlGvRsYlGvLqTdGdKvQnQrVgSdPgInRvNvLdSdDpGqQsKsClRsVsCsLsAsWsLrAsWvQvNsPgHqMeLyFeLyDaEaPsTcNpHpLhDhInEsTvIlDvAsLvAlDvAnIlNvEpFhErGhGhMyMyLdVhShHsDhFlRvLsIcQqQsVgAgQpEwIyWwVyCrEdKpQnTyIiTdKtWdPpGdDhIsLvAvYvKsEvHvLsKvSvKvLsVvD#E#E#P#Q#L#T#K#R#T#H#N#V# | 0.32173 | train |
M#A#TvClAlEvIlLcRcSvEvFqPvEpIdDdGpQvVlFsDcYvVlTvGvVcLcHvSvGcSlAvDvFdEpSdVlDvDvLnVcEvArVcGvEvLvLvQcEvVsScGpD#S#KdDdDsAvGrIsRsAvVsCsQvRvMsYnNvTvLsRvL#A#E#P#Q#S#Q#G#N#S#Q#V#L#L#D#A#P#I#Q#L#S#K#I#T#E#N#Y#D#C#G#T#K#L#P#G#L#L#K#R#E#Q#S#S#T#V#NpApKvKvLvEvKvAvEvAvRvLvKvAvKvQvEvKvRvS#E#K#D#T#L#K#T#S#N#P#L#V#L#E#E#A#SaAkSdQ#A#G#S#R#K#E#S#R#L#E#S#S#G#K#N#K#SaYlDkVdRwIgEfNqFmDwViSdFgGvDvRdVtLlLaAgGgAaDiVdNiLfAhWkGqRaReYeGeLeVaGeRaNfGpLsGqKpTvTvLvLlKvMcLvAvTvRcSsLgRpVdPrApHpIfSfLeLdHaVqEdQ#E#V#A#G#DdDqTaPqAlLlQvSlVlLlEvSlDqSvVvRlEvDvLlLvRvRlElRvEvLlTvAvQcIvAvAvGvR#A#E#GpSvEsAvAvEvLnAvEvIsYvAvKvLcEvEvIvEvAvDvKcAlPsAvRlAlSvVlIlLcAvGqLqGpFqTdPpKvMsQsQgQgPgTrRnEvFdSdGsGlWvRvMsRsLsAsLvAsRsAqLlFsAnRqPtDlLeLyLeLeDeEaPsTvNpMsLgDfVlRsAsIlLvWlLvElNvYsLlQqTpWrPrShTyIyLyVyVhShHqDfRlNvFsLqNqAsIhAhTqDkIyIwHyLrHdSpQnRyLtDdGiYgRgGhDgFpEvTnFvIvKvSvKvQvEvRvLlLvNvQlQvRvEvYlEvAvQvQvQvYvRlQvHvIlQvVvFvIlDvRvFcRvYpNpApNvRcApSvQvVsQvSvKsLvKvMvLsEvKpLpPpEdL#KdPdVrD#K#E#S#EfVfVaMaKaFfPdDaGpFdEdKaFdSdPdPdIaLkQwLwDaEqVfDwFdYdYpDdPpKvHdVtIlFaSgRgLeStVdSgAwDfLfEpSaRqIeCeVeVhGeEhNvGpAsGcKvSvTvMvLvKcLvLrLvGvDvLdAdPtVpRdGtIdRiHdAhHdRpNpLaKfIeGqYeFaSdQpHcHqV#E#QvLdDpLqNaVaSfAlVlEvLsLlAcRvKvFpPpGdRdPdEsEvEvYsRqHvQlLlGvRsYrGvIqShGdEvLnArMhRdPgLnAvSpLgSgGpGqQsKsSlRsVsAsFvAsQnMsTrMpPvCnPgNqFeYyIeLhDeEaPsTcNpHrLrDhMnEsTsIlEvAnLvGlRvAnLlNqNpFhRsGtGiVyIyLyVyShHnDrEpRvFsIcRvLsVgChRdEwLyWwVyCrEpGdGnGyViTdRtVdEnGvGpFvDvQvYvRsAvLvLsQvEvQvFcRvRvEvG#F#L# | 0.079324 | train |
M#S#S#S#N#V#E#V#F#I#P#V#S#Q#G#N#T#N#G#F#P#A#T#A#S#N#D#L#K#A#F#T#E#GfAkVkLkSwFwHfNqIkCkYfRwVdKfLdKqS#G#F#L#P#C#R#KdPtVdEiKdEiIqLaSgNgIdNtGfIiMfKfPlGfLfNaAeIeLeGePdTvGsGlGcKfSvSvLvLlDcVvLsAlAvRqKfDdPcSvGgLiSdGtDaVmLdIiNqGlAhPgRdPdAlNqFsKlClNqSeGfYeVaVeQpDdDlVpVfMdGqTlLaTfVlRqElNrLlQlFlSlAlAlLqRnLaAfTpTvMdTdNsHvEvKsNsEvRlIlNvRvVlIcQvElLlGvLvDvKvVrArDrSwKgVnGhTdQpFvIgRdGtVdSdGpGlEsRsKlRsTsSsIvGsMsErLpIsTnDvPhSsIeLyFeLyDeEaPsTcTpGpLhDdSlSvTsAsNlAsVvLlLvLsLvKlRvMsSsKvQsGsRhTrIyIyFySyIhHdQdPhRaYlSsIsFlKvLrFgDqSwLyTwLyLgAgSsGnRaLtMlFdHtGdPgAsQvEcAvLqGvYlFvEvSvAvGvYdHhCdEdApYpNdNrPvAsDvFsFvLhDcIqIrNcGvD#S#TvAvVnA#L#N#R#E#E#D#F#K#A#T#E#I#I#E#P#S#K#Q#D#KdPdLsInEvKvLsArEvIsYhVcNpSdSpFrYvKvEvTsKvAvEvLsHcQvLsSnG#G#E#K#K#K#K#I#T#V#F#K#E#I#SpYfTsTdSdFlCvHsQlLlRvWsVlSlKvRvSlFlKsNsLcLvGsNvPvQpAvSlIvAvQlIlIvVvTlVlVvLvGlLqVvIlGlAvIvYqFfGaLqKaNlDaSlTcGsIlQvNsRlAlGvVsLlFlFvLlTlTlNvQlClFlSlSlVlSvAlVlEvLlFcVqVvEcKvKvLvFvIlHvEcYvIsSsGrYrYhRdVlSvSsYnFlLnGsKsLvLvSsDcLlLvPrMsRqMlLvPsSlIvIsFsTlCvIsVnYcFvMrLnGvLfKdPpKdApDvAlFsFvVlMlMsFlTlLsMsMlVlAnYlSlAsSnSlMlAsLlAlIqAnAqGlQdSnVdVsSpVvAsTsLvLvMsTvIvCvFqVvFvMlMsIvFlSlGcLdLpVdNqLlTvTpIdAdSpWvLcSsWvLcQnYlFvSrIsPnRnYlGsFsTqAlLnQlHlNsEgFqLqGpQdNfFsCdPdG#L#N#A#T#G#N#N#P#C#N#Y#A#TdCgTgGsEvEsYvLcVvKsQsGvIqDdLnSdPpWcGsLnWvKvNsHsVvAsLsAvCvMsIsVvIvFsLsTvIsAsYsLvKsLnLvFpLrKsKsYrS# | 0.762223 | train |
M#A#G#K#A#A#E#E#R#G#L#P#K#G#A#T#P#Q#D#T#S#G#L#Q#D#R#L#F#S#S#E#S#D#N#S#L#Y#F#T#Y#S#G#QdPkNkTkLkEwVwRfDfLwNwYkQkVfD#L#A#S#Q#V#P#W#F#E#Q#L#A#Q#F#K#M#P#W#T#S#P#S#C#Q#N#S#C#E#L#GlIaQgNgLdStFfKmVdRiSfGlQaMeLeAeIeIeGaSaSpGsClGnRpAvSvLvLvDcVvIlTqGvRnG#H#G#G#KdIgKpSdGiQfIiWdImNrGnQhPtSdSdPnQvLvVsRlKvCaVeAfHeVqReQpHdNlQdLfLqPqNlLaTaVlRlElTrLqAlFlIlAlQlMlRpLdPfRpTvFdSdQsAvQnRsDsKvRlVsEvDsVlIcAvElLlRvLvRvQvCrArDrTwRgVlGhNdMpYvVgRdGtLdSdGpGlEsRsRlRsVsSsIvGsVsQrLpLsWrNpPhGqIeLyIeLyDeEaPsTcSpGpLhDdSlFvTsAsHlNvLvVlKvTsLvSlRsLnAsKnGsNrRhLhVyLyIySyLhHhQaPrRdSlDsIsFlRvLsFhDqLwVyLfLyMgTgSsGnTfPtIlYaLtGaAgAsQvHcMqVqQvYvFvTvAvIvGvYrPhCdPdRpYpSdNrPsAsDvFsYvVnDvLqTqSdIqDdRpRpSdRpEvQsEnLvAvTsRvEvKsAnQvSvLsArAvLvFlLcEvKqVqR#D#L#D#D#F#L#W#K#A#E#T#K#D#L#D#E#D#T#C#V#E#S#S#V#T#P#L#D#T#N#C#L#P#S#P#T#K#M#PdGdAlVvQsQlFlTvTsLlIlRvRvQlIlSsNsDvFvRsDvLvPvTvLlLvIvHlGlAvEvAlClLvMlSlMvTvIlGlFvLvYlFfGdH#G#S#I#Q#LgSdFpMlDrTlAlAvLsLlFlMcIlGlAqLvIlPlFlNvVlIlLlDvVlIlSvKvCcYlSsEcRlAqMvLvYlYvEcLvEsDsGvLsYdTdTlGpPsYnFlFvAsKvIlLvGsEcLvPvEsHlClAsYsIlIcIsYnGvMvPsTnYcWvLrAnNvLfRdPdGdLpQvPlFsLvLqHlFsLvLlVsWsLlVsVsFsClCsRsIlMlAsLlAlAlAsAlLqLdPqTdFsHvMsAsSsFvFvSsNvAvLlYsNvSlFlYsLcAlGlGcFsMnIdNqLlSvSpLdWdTdVpPsAvWvIsSnKlVlSrFsLsRnWlCsFsElGlLnMlKcIsQrFqSaRpRdTwYdKfMdPdLdGpNpLdTtIdAtVdSrGsDvKvIvLcSvVvMsEvLsDpSpYdPdLnYvAvIsYsLvIsVsIvGvLsSsGvGvFsMsVvLsYsYsVvSsLsRvFpIpK#Q#K#P#S#Q#D#W# | 0.374195 | train |
M#A#V#A#R#L#A#A#V#A#A#W#V#P#C#R#S#W#G#W#A#A#V#P#F#G#P#H#R#G#L#S#V#L#L#A#R#I#P#Q#R#A#P#R#W#L#P#A#C#R#Q#K#TwSdLwSdFwLdNdRdPvDpLaPwNiLkAiYkKtKkLdKaGfKdSpPpGaIeIeFeIfPeGaYdLlSdYaMcNpGdTlKlAnLvAlIvEvEvFlCcKsSvLvGrHhAmCyImRtFiDaYaSdGcVhGdSpSiDhGhNnSpElEpSdTaLlGvKsWsRlKvDvVvLvScIcIqDpDvLpAgDdGaPaQyIeLyVeGaSaSaLsGgGlWlLsMvLlHsAvAcIlAvRcPvErKrVyVqAeLyIeGyVqAlThAnAqDcTvLlVlTvKvFlNvQpLdPdVpEvLvKnKvEvVcEvMvKvGqVwWdSwMdPqSdKpYpSdEpEvGrVtYdNiVdQgYpSvFrInKvErAcEvHvHsChLqLlHvSaPaIrPaVhNaChPaIyReLyLeHyGeMcKqDeDpIrVhPhWlHcTvSlMvQsVnAvDvRrVyLpShTpDhVyDdVyIhLyRdKdHhSdDyHsRvMlRnEpKpAvDsIsQvLvLvVsYvTvIvDvDvLvIvDvKvLvSvTvIvV#N# | 0.779664 | train |
M#R#A#G#Q#Q#L#A#S#M#L#R#W#T#R#A#W#R#L#P#R#E#G#L#G#P#H#G#P#S#F#A#R#V#P#V#A#P#S#S#S#S#G#G#R#G#G#A#E#P#R#PqLwPpLwSgYkRgLkLdDaGfEdAlApLaPqAeVeVeFeLaHeGaLpFlGdSfKlTvNlFcNvSvIvAqKvIvLcAcQvQvTpGrRhRiVyLmTrVtDgAfReNlHyGdDsStPyHhSdPlDdMdSfYlEvIvMsSlQvDnLcQvDvLpLcPvQvLvGsLnVwPqChVeVyVaGyHaSqMlGgGlKlTsAqMlLvLnAcLqQvRpPvErLnVyEqReLyIeArVeDaIaSfPlVfEfSqT#G#V#S#HpFpAvTvYvVlAvAlMqRvApIdNdIdAdDfEqLdPdRpSvRvAsRlKvLsAsDlEvQsLsScSvVrIdQvDdMpAvVvRsQvHsLnLsTvNqLfVdEdVdDpGrRdFtVdWgRsVgNpLsDnAsLcTvQvHcLvDvKnIsLrAgFhPdQdRgQqEeSaYrLaGhPaTyLeFyLeLhGeGqNqSeQdFnVdHdPpSvHrHvPvEvIcMcRnLrFyPvRnAyQdMyQdTyVdPyNqAgGyHsWpIcHcAvDrRpPvQpDvFvIsAvAvIvRvGvFsLsVd | 0.209427 | train |
M#R#K#R#T#E#P#V#A#L#E#H#E#R#C#A#A#A#G#S#S#S#S#G#S#A#A#A#A#L#D#A#D#C#R#L#K#Q#N#L#R#L#T#G#P#A#A#A#E#P#R#C#A#A#D#A#G#M#K#R#A#L#G#R#R#K#GvVvWvLvRvLvRvKvIvLvFvCvVvLvGvLcYlIvAvIvPlFvLcIlKlLvCcPlGvIvQlAlKcLvIqFqLvNqFvVaRaVpPpYpFpIdDpLlKqKcPlQvDvQlGvLlNqHqTkChNwYdYwLdQdPlEdEpDqVwTiIkGiVkWiHkThVfPqApVvWcWsKvNvAsQpGpKdDdQpMvWvYsElDlAsLlAqSpSqHaPaIeIeLeYeLfHeGaNhAhGhTfRcGsGhDnHlRnVsElLlYcKvVlLqSsSpLlGgYyHiVyVmTyFiDgYfRdGsWhGdDpSiVhGdTdPdSdElRvGrMsTlYsDvAsLlHsVvFvDvWsIsKvAvRrSnGnDpNhPaVyYeIyWeGaHaShLnGrTlGlVsAqTlNsLnVqRlRvLcClEvRvEvTrPhPgDqAeLyIeLyEaSlPdFaTqNwIvRlEvElAqKcSpHfPpFvSvVvIsYcRvYpFpPvGcFsDcWsFsFhLrDvPsIcTvSvSsGvIgKiFsArNlDlEvNsVlKlHrIgSaChPaLyLeIyLeHyAeEcDqDaPnVrVrPhFpQvLrGsRvKvLsYlSvIsAnAvPpArRpSsFcRpDpFyKhVyQyFyVdPyFdHySnDvLvGvYcRyHrKrYnIpYsKvSdPpEcLpPsRvIvLcRcEvFrLsGpK#S#E#P#E#H#Q#H# | 0.48267 | train |
M#E#K#SvWvMvLvWvNvFvVvEvRvWvLvIvAvLvAvSvWvSvWvAvLvCvRvIvSvLvLvPvLvIvVvTcFcHvLvYcGvGvIvIvLvLvLvLvIvFvIvSvIvAlGvIvLvYqKvFcQvDlVvLvLaYaFaPqEcQvPvSvScSqRqLvYdVqPaMdPdTpGpIfPdHkEdNwIdFwIdRaTfKpDvGgIwRiLwNtLkIiLkItRfYqTdGdDpNpSrPlYaSaPaTeIeIeYeFfHeGgNrAhGgNaIvGsHvRcLvPvNlAvLvLvMlLcVvNlLqKvVhNiLyLiLyVtDdYfRdGsYhGhKpSiEhGdEgAdSaEqEvGrLlYlLrDrSlEvArVvLlDvYvVqMvTpRdPpDsLhDdKqTlKrIyFeLyFeGaRaSaLvGgGlAlVsArIlHsLsAcSlEvNpSvHvRrIhSqAeIyMeVyEaNlTyFaLqSwIpPlHvMlAcScTvLvFpSvFvFdPpMsRvYpLdPdLpWvCsYhKrNgKiFsLrSsYlRvKsIqSlQsCrRqMhPaSyLeFqIeSaGeLcSqDaQpLrIrPhPsVvMrMsKvQsLsYqEvLsShPpShRpThKyRdLyAhIyFhPpDrGdTyHsNpDcTsWsQvCgQpGcYsFsTvAvLvEnQvFsIsKvEvVsVvKvScH#S#P#E#E#M#A#K#T#S#S#N#V#T#I#I# | 0.645667 | train |
M#V#G#A#L#C#G#C#W#F#R#L#G#G#A#R#P#L#I#P#L#G#P#T#V#V#Q#T#SdMdSdRpSvQvVvAvLvLvGvLvSvLvLvLvMvLvLcLcYvVlG#L#P#G#P#P#E#Q#T#S#C#L#W#G#D#P#NpVwTdVwLdAwGdLwTqPdGdNdSfPtIkFiYkRiEkVtLaPaLpNdQaAaHdRlVeEaVeVeLeLeHdGaKpAsFdNfSrHvTvWcEvQsLnGsTnLrQsLlLcSnQpRvGrYhRiAyVmAtLiDgLpPdGpFgGdNpSgAdPhSdKpElAlSvTdElAvGsRlAqAvLvLvEvRsAvLcRvDsLvEvVpQqNaAyVeLyVaSaPaSaLaSsGlHsYnAvLvPsFnLqMlRpGpH#H#Q#LyHlGaFyVePyIqAlPyTpSpTlQvNvYdTdQlEvQsFlWlApVrKpThPqTyLeIyLeYyGeEpLqDaHpIpLsAsRvEvSnLvRvQrLnRvHsLnPpNrHySdVyVdKyLdRyNpAaGyHrApCrYcLsHvKcPvQpDvFvHsLvVvLvLvAvFsLvDvHpLrPd | 0.513423 | train |
M#A#A#SdVkEdQkRdEkGdTwIwQaVfQpGnQaAtLkFiFkRiEkAiLaPgGnSvGnQaAaRpFaSeVeLeLeLeHdGaIpRvFdSfSnEvTvWcQvNvLlGcTvLrHvRlLcArQsAlGrYyRiAyVmAyIiDgLaPdGcLgGdHvSnKnEvAgAdAqPqAdPpIqGqEaLaAhPaGlSvFrLvAvAsVvVcDvArLvEvLrGpPqPhVaVyIaSaPaSaLsSsGcMsYrSvLvPnFvLqTlApPvGpSrQdLhPlGaFyVePyVqAlPyIhCpTlDvKvIdNdAlAvNsYlAlSpVgKpThPaAyLeIyVeYyGeDpQqDePpMsGsQvTvSsFcEvHsLnKvQsLnPpNrHyRdVyLdIyMqKyGpAaGyHrPpCrYcLvDvKpPvEvEsWvHsTvGvLvLsDvFsLvQvGpLgQ# | 0.291528 | train |
M#A#D#D#L#E#Q#Q#S#Q#G#W#L#S#S#W#L#P#T#W#R#P#TaSdMlSvQlLlKvNvVlElAvRlIlLcQvClLdQpNfKdFkLdAwRdYwVqSqLfPpNvQrNwKtIkWtTkVmTkVgSpPpEvQqNdDpRaTaPeLaVeMeVeHeGaFpGlGdGfVpGsLlWlIsLlNqMrDnSlLqSpAvRrRhTiLyHmTyFiDaLfLaGcFwGrRsStSdRfPdAaFfPdRlDaPlEvGrAlElDvEvFrVlTvSvIvEvTrWsRcEvTsMvGvIrPqSaMhIaLyLeGaHaSaLcGrGlFvLsAlTlSvYnSlIlKvYcPvDrRrVhKlHaLrIeLyVqDlPyWfGaFaPdLdRdPdTpNdPpSvEvIqRqAdPaPdAqWlVlKvA#V#A#S#V#L#G#R#S#N#P#L#A#V#L#R#V#A#G#P#W#G#P#G#L#V#QcR#F#RcPvDvFvKcRvKlFcAvDvFpFdEvDdDsTsIvSsEsYnIsYsHnCrNrAnQdNdPgSgGsEsTsAsFvKsAnMqMdEpSgF#GrWhAgRpRrPhMcLlEvRpIsHlLsIrRdKqDsVhPaIyTeMyIeYyGeSpDaTeWsIhDpTlScTsGqKvKsVsKcMvQsRrPvDsShYhVgRhDrMdEyIdKyGqAdSyHsHsVnYcArDrQpPvHpIvFvNnAvVvVvEvEvIvCsDvSvVsDd | 0.156537 | train |
M#A#A#E#E#E#E#V#D#S#A#D#T#G#E#R#S#G#W#L#T#G#W#L#P#T#W#C#PpTaSdIlSvHlLlKvEvAlElEcKlMlLqKvClVqPpCaTdYwKdKwEdPfVqRdIdSpNpGrNwKtIkWtTkLiKkFlSaH#N#I#S#NpKaTaPeLaVeLeLaHeGaFpGlGdGfLqGsLlWlAsLlNaFrGnDlLlCsTpNhRhPiVyYmAyFiDgLfLaGcFwGrRsStSdRqPdRaFfDdSlDaAlEvErVlElNvQvFrVlEvSvIvEvErWsRcCvAsLvGvLrDqKaMhIaLqLaGyHaNaLcGsGlFvLsAqAlAvYnSlLlKvYcPvSrRrVyNlHeLrIeLyVqElPyWaGqFaPdEdRdPdDdL#A#D#Q#D#R#P#IdPdVvWvIvRvAvLvGlAvAvLcTlPvFdNqPpLcAvGvLlRlIvAcGrPpFcGsLlSvLvVlQcRvLvRcPvDvFlKcRvKlYcSvSvMsFdEvDdDsTsVvTsEsYnIsYsHnCrNrVnQpTdPcSrGvEsTsAsFqKsNsMqTdIdPgYpGsWhAgKpRhPhMvLlQvRcIsGlKsMrHdPqDsIhPaVySeVyIeFaGeApRpSeC#I#D#G#NcSsGqTvSsIsQcSvLsRnPvHnShYhVgKhTyIhAyIdLyGqAdGyHsYsVnYcArDrQpPvEvEvFvNsQvKvVvKvEvIvCsDvTvVsDd | 0.337646 | train |
M#D#L#DvV#VvNvMvF#VvIvA#G#G#TvLvAvIvPvIvLvAvFvVvAcScFlLvLpWpPlSlAvLvIvRvIvYvYlWvYvWlRcRvTvLlGvMwQdVwRdYwVfHdHdEpDpYwQiFkCiYkSiFwRaGaRdPdGdHpKaPaSaIeLeMeLaHeGaFfSlAdHaKqDsMlWlLsSlVqVsKvFqLaPdKrNrLhHtLyViCrVtDgMfPdGlHdEdGpTtTdRdSdSpLpDqDpLlSaIlDvGsQsVlKvRvIvHvQvFvVcEvCrLvKvLsNqKvKaPaFhHaLyVeGyTaSaMcGrGlQlVsAqGlVlYnAcAlYvYcPvSsDnVhSqSeLyCeLyVqCnPyAfGqLaQdYdSpTdDdNaQpFqVlQvRvL#KvEvL#Q#G#S#A#A#V#EvKdInPlLcIqPdSqTaPlEvEsMlSlEsMnLcQvLlCfSwYlVdRrFdKdVdPdQrQsInLsQvGsLvVnDvVvRrIvPvHrNsNvFvYsRsKvLsFvLcEnIcVpSdEpKrShRrYrSsLsHvQvNrMlDlKsIrKaVhPqTyQeIyIeWyGeKcQaDaQrVnLhDhVpScGvAqDvMsLsApKvSrIhApNrCyQdVyEhLyLdEyNsCtGyHrSsVcVcMnEvRpPsRnKvTvAsKvLvIvIvDvFsLsAvSvVsHvNvTvD#N#N#K#K#L#D# | 0.194708 | train |
M#E#P#L#S#H#R#G#L#P#R#L#S#W#I#D#T#L#Y#S#N#F#S#Y#G#T#D#E#Y#D#G#E#G#N#E#E#Q#K#G#P#P#E#G#S#E#T#M#P#Y#I#D#E#S#P#T#M#S#P#Q#L#S#A#R#S#Q#G#G#G#D#G#V#S#P#T#P#P#E#G#L#A#P#G#V#E#A#G#K#G#LlEvMlRlKlLvVlLlSvGvFvLlAlSvElEvIqYlIlNlQlLlEvAlLlLcLvPvMlKvPvLqKvAvTqAlTpTdSpQdPhVlLdThIpQvQlIsEcTlIqFcYpKlIsQvDvIvYsEvIlHsKvEvFlYsDvNvLsCvPvKdVsQvQpWdDdSsQqVdTdMdGlHvLsFlQlKsLsAlSvQpLcGvVsYvKvArFlVlDvNsYlKvVvAnLvEvTsAlEvKvCsSlQvSvNgNvQvFsQvKvIsSqEfEfLrKwVgKdG#P#K#D#S#K#D#S#H#TdSgVdTgMsEsAnLsLsYcKsPsIvDvRvVlTvRvSsTlLvVsLlHvDsLsLlKvHsTrPdVcDpHrPpDsYnPvLsLsQvDnAsLnRvIsSsQsNvFsLvS#SvI#N#E#D#I#D#P#R#R#T#A#VdTqT#P#K#G#EdTiRkQgLwVdKdDwGdFwLwVwEwVqSdEpSnSdRtKdLtRwHiVwFtLdFiTlDfVkLiLwCtAwKdLwKdK#T#S#A#G#K#H#Q#QfYtDdCtKpWdYmIaPgLlAlDqLkVdFdPdS#P#E#E#S#E#A#S#P#Q#V#H#P#FdPqDvHlEvLlEvDvMlKvMlKlIlSlAqLlKvSlEvIlQvKvEcKvAvNvK#G#Q#SpRvAvInEvRvLsKlKvKvMnFvEvNsEqFvLvLnLrLrNrSqPfTdIcPwFdRwImHdNgRnNvGgKdSiYiLiFtLgLdSqSdDpYlEvRsSvEvWvRvEcAsIsQvKvLsQvKvKpDpLhQdAdFdVdLdSdSpVrErLvQrVsLvTrGrScCcFcKsLnRdTsVdHnNdIhPlVfT#S#N#K#D#D#D#E#S#P#GaLaYfGaFkLkHkVkIfVfHfSkAkKaGqFaKpQfSfAaNfLkYkCkTwLkEwVwDdSaF#G#YrFiVdStKaAaKiTfRhVtFdRhDrTdArEmPdKgWgDrEfEiFwEiIgEgLdEhGsStQfSkLiRkIiLwCmYwEgKqCdYpD#K#T#K#V#N#K#D#N#N#E#I#V#DiKhItMdGfKiGfQmIdQtLdDdP#Q#T#V#E#T#K#NdWkHdTwDdVwItEdMgNvGrImKiViEiFmSiMiKhFgTdShRhD#M#S#L#K#RlTaPaSdKpKdQcTlGfVqFfGsVhKaIlSvVsVqTcKvRvEvRvShKlVePhYpIlVlRvQvClVlEvElVcEvKvRpGvIlElEaVaGcIqYlRrIhSaGdVgAvTvDlIlQvAvLlKrAvVcFrDgAvNvNhKpDcIsLvLvMsLsSvDpMgDdInNnAsIsAsGvTnLnKlLnYsFlRsEnLhPsEaPfLlLlTgDpRvLcYlPvAqFlMlEvGlIlApLdSpD#PpA#A#KsEvNvCsMlMlHvLsLlRlSvLgPdDsPsNsLsIvTnFlLlFvLvLlEvHsLlKlRsVsAqEvKsEcPsIrNrKvMrShLlHlNnLvAlTlVsFcGlPcTsLrLrRpPgSnE#V#E#S#K#A#H#L#T#S#A#A#D#I#W#S#H#DsVsMvAsQsVsQsVsLsLsYvYsLsQpHdPdPrIdSdFpA#E#L#K#R#N#T#L#Y#F#S#T#D#V# | 0.13884 | train |
M#E#A#E#E#S#E#K#A#A#T#E#Q#E#P#L#E#G#T#E#Q#T#L#D#A#E#E#E#Q#E#E#S#E#E#A#A#C#G#S#K#K#RqVaVdPkGwIkVkYkLfGqHdIdPdPfRpFdRdPqLvHlVcRcNvLlLlSvAvYlGaEdVwGdRdVkFdFfQaAwEpDdRpFvVvRlRvKvKvKvAvAvAcAvAvG#G#K#K#R#S#Y#T#KgDdYtTrEmGmWmViEmFgRsDhKnRvIsAlKvRvVcAqAvSpLqHaNqTdPqMsGdApRdRpRpSdPpFrRrYpDpLgWtNhLmKdYiLdHpRpFdTdWvSvHvLvSvEvHvLvAvFvEvRvQvVvRvRvQvRvLvRvAvEvVvAvQvAvKvRvEvTvDvFvYvLvQvSvVvEvRvGvQvRvFvLvAvAvD#G#D#P#A#R#P#D#G#S#W#T#F#A#QpRdPdTdEvQvEvLvRvAvRvKvAvApR#P#G#G#R#E#R#A#RvLvAvTvAvQvDvKvA#R#S#N#K#G#LvL#A#R#IvFvG#A#P#P#P#S#E#S#M#E#G#P#S#L#V#R#D#S# | 0.054776 | train |
M#A#G#T#Y#S#S#T#L#K#T#L#E#D#L#T#L#D#S#G#Y#G#A#G#D#S#C#R#S#L#S#L#S#S#S#K#S#N#S#Q#A#L#N#S#S#A#Q#Q#H#R#G#A#A#W#W#C#Y#S#G#S#M#N#S#R#H#N#S#W#D#T#V#N#T#V#L#P#E#D#P#E#V#A#D#L#F#S#R#CfPaRfLdPdEqLdEpEdFdPqWdTdElGvDlVlAqRvVlLlRcKpG#A#G#G#R#R#L#P#QgFaSdAsEqAlVsRvRlLvAvGrLlLlRsRlAlLlIvRqVlAlRlEqAlQlRlLlScVvLaHlAlKeCrTaRlFlEsVsQlSlAsVlRlLlVqHfSdWpAvLlAsEvSlClAvLvAlAlVvKqAlLlSvLlYlSlMvScA#G#D#G#LqRqRdGaKsScAvRsCsGvLhTsFgSqVlGlRsFqFlRlWvMcVlDsTnRcIsSgVlRfIyHdEsYsAsAsIsSsLsTrAsCsMsEsNsLvVsEvEvIlRsAvRqVlMsAvSvHvS#P#D#G#G#G#A#G#G#G#EhVcSyAnEvAsLsEvMvVsIqNqNqDdAqErLrWvGqVsLsQdPgYgEqHaLgIrChGqKdNgAnNvGlVdLgShLdP#A#Y#F#S#P#Y#N#G#G#S#L#G#H#D#E#R#A#D#A#Y#A#QvLvElLsRvTvLlErQvSqLqLqAqTlCaVdGqSdIlSvErLlSvDvLsVvSvRsAvMlHvHvM#Q#G#R#H#P#L#C#P#G#A#S#P#A#R#Q#A#R#Q#P#P#Q#P#IqTaWeSdPpDqAqLsHsTlLlYnYvFnLrRhC#P#Q#M#E#S#M#E#N#P#N#L#D#P#P#R#M#T#L#N#N#E#R#P#F#M#L#LgPgPgLnMnEsWlMvRsVqAqIvTsYvAcEvHsRqRlShLsTyVrDhSsGvDsIsRlQvAsAcRsLrLrLpPgGpLrDdCdErPrRdQyLdKaPfE#H#C#F#S#S#F#R#R#LdDdApRvAvAnTqElKlFvNlQlDvLvGlFsRvMqLlNvCvGlRdTlDvLcIqNvQvAsIqEvAsLnGpPdDcGrVqNqTrMaDgDlQqGqMdTgPsLlMlYsAcClAlAvGlDvElApMsVnQvMsLsIvDvAvGpAdNdLqDqIdQfVrPdScNdSdPpRsHrPsSrIhHdPnDqSrRgHrWaTtSsLlTlFsAnVlLsHsGpHnIvSsVsVnQvLvLsLvDvAsGpAaHdVlEqGrSrA#V#N#G#G#E#D#S#Y#A#EhTgPsLlQlLsAcSlAlAsGlNpYqEvLsVnSvLvLsLvSvRsGpAdDqPqLlLpS#M#L#E#A#H#G#M#G#S#S#L#H#E#D#MqNgCsFlSlHsSnAlAlHsGlHsRpNvVsLnRvKvLnLvTpQdP#Q#Q#A#K#A#D#V#L#S#L#E#E#I#L#A#E#G#V#E#E#S#D#A#S#S#Q#G#S#G#S#E#G#P#V#R#LdSdRpTsRvTlKvAnLlQsEsAsMlYsYsSnAlEsHnGlYvVlDvIsTnMvEvLsRvAvLsGvVnPaWdKqLpHnIsWlIlEsSsLlRvTsScFvSvQvSvRvYvSvVvVnQlSvLsLlRvDcFpSvSsIhRdElElErYdNdEvEcLcVlTpErGvLlQvLsMlFlDvIcLcKqTpSdKpNdDvSsVsIvQlQsLsAlTvIvFlTlHvClYlGpSpSdPdIqPdSaIqPdEaIdRpK#T#LqP#AdR#LdDaPpHvFcLwNqNdKpEpMpSfDpVaTwFeLqVeEpGnKdLiFgYgAdHhKlVvLlLlVvTsAqSfNpRlFsKvTcLqMvTvN#K#S#E#Q#D#G#D#S#S#K#TyIhEyIdSyDpMaKhYpHvIlFvQsMqMvMsQsYcLsYnYvGrGhTcEpSpMdEdIdPdTpTvDcIlLlErLnLlSlAvAcSlLsFrQvLrDvAnLsQnRsHvCsElInLvCcSlQvTpLdSdMlEvScAlVlNvTqYlKvYsAcKvIvHsNvAvPvErLsAnLlFsCsElGsFvFcLsKnHcMvKsAvLsLvEvQdDpAsFsRvQcLcIqYnGnR#S#S#K#V#Q#G#LhDdPsLsQvDsLnQsNvTsLsAsEvRsVsHcSvVpYrIpTvS#R#V# | 0.10924 | train |
M#Q#R#L#Q#V#V#L#G#H#L#R#G#P#A#D#S#G#W#M#P#Q#A#A#P#C#L#S#G#A#P#QdAdSdAlAqDfVkVfVfVqHaGkRaRkTaAfIkCfRfAaGpRpGtGpFcKlDvTpTdPfDlElLqLaSlAlVgMvTlAvVgLcKvDvVqNvLpRdPlElQlLaGqDeIeCeVeGfNaVaLfQdPdGqAsGcAqIvMsAvRvIsAsQcFvLvSnDvIrPdEpTnVhPyLySdTyVdNyRqQwClSqSrGlLvQvAqVvAvSvIvAsGvGcIsRnNvGpSsYhDfIkGhMkArCkGyVwEfSrMlSsLpAgDdRpGpNdPpGdNdIdTdSpRcLqMvEvKdEpKlAsRvDlClLpIdPdMvGlIqTlSlEqNvVlAcEvRvFvGvIcSaRlElKlQlDlTvFlAlLlAqSqQlQqKlAqAvRvAcQvSvKvGcClFcQqArErIhVdPwVrTwTdTwVdHqDdDpKvGrTdKiRdSiIdTiVgTrQhDqEpGlIrRdPnSpTdTdMsEvGnLsAvKpLfKqPrAdFrKdKrDpGgSsTfTgAlGsNqSaSfQgVrSiDgGmAmAmAmIiLmLiAgRsRnSnKvAcEvEvLsGvLgPhIgLlGwVtLwRqSfYkAfVkVdGfVfPrPqDsInMlGlIqGqPlAlYpAaIvPvVvAqLqQvKsAnGsLhTaVlSvDqVaDqIaFeEaIeNaEsArFgAsSsQsAvAsYvCsVcEvKsLrRvLhPdPpEcKrVyNpPsLnGhGhArVsArLrGgHrPsLrGrCrTrGnAnRvQsVvInTsLfLsNsEvLvKvRvRvGqKaRwAgYkGyVkVySkMyCgItGhTsGgMmGiAmAmAiViFmEiYgPhGgNd | 0.483936 | train |
M#AlLaLlRfGwVkFfVfVlAfAkKaRkTaPfFkGaAfYqGvGgLqLcKlDpFpTaAqTlDrLqSlElFlAqAlKlAlArLcSvAsGqKvVpSdPlEqTqVaDqSeVfIeMeGeNdVaLaQcSlSdSpDcAsIvYcLrArRvHsVsGsLvRsVsGpIrPdKnEpTrPyAyLdTyIdNyRqLwClGcSqGqFvQvSqIvVvNvGvCsQvEcIvCrVvKvEvAhEfVkVyLkCgGkGyTwEfSnMlSnQsAqPdYfCdVwRpNpVdRpFpGhTdKdLpGpSdDpItKdLgEhDrSpLsWqVvSsLqTaDdQpHvVvQrLdPgMvAvMqTlAlElNvLlAcVvKvHvKvIpSaRlElEqClDlKvYqAlLlQvSlQlQqRlWqKvAvAcNvDvAvGcYlFcNvDrErMyArPwIdEfVtKqTdKpKvGgKtQdTiMdQtVhDhEpHqAhRdPnQvTdTdLsEvQvLsQvKpLfPaPaVdFgKdKhDnGtTsVdTgAlGsNfAaSfGgVaAiDgGmAmGmAiViImImAgStEpDvAcVcKvKvHvNvFgTdPgLlAwRiIfVqGwYkFaVkSdGfCaDdPlSsInMlGlIlGqPaVqPcAgIvSvGvAgLcKvKsAsGvLhSaLlKvDlMaDqLaVeEeVeNaErArFgAsPsQsYvLvAsVnEcRvSvLrDvLhDdIpScKrTyNcVsNnGhGhArIsArLrGgHrPrLgGgGrSrGsSsRvIqTvAsHsLcVsHsEvLcRvRvRvGvGgKfYkAyVkGySkAyCgIgGhGpGgQmGiImAiViImIiQgSgTpAd | 0.82588 | train |
M#D#E#P#S#P#L#A#Q#P#L#E#L#N#Q#H#S#R#F#I#I#G#S#V#S#E#D#N#S#E#D#E#I#S#N#L#V#K#L#D#L#L#E#E#K#E#G#S#L#S#P#A#S#V#G#S#D#T#L#S#D#L#G#I#S#S#L#Q#D#G#L#A#L#H#I#R#S#S#M#S#G#L#H#L#V#K#Q#G#R#D#R#K#K#I#D#S#Q#R#D#F#T#VdAaSaPqAvErFvVlTvRqFlGvGfNdKaVrIfEqKeVeLeIeAlNdNaGfIlAqAlVvKlClMlRvSlIqRlRvWvScYcEsMhFnRvNgEsRnAsIhRaFyVeVyMeVdTePpEqDcLvKqAlNvAwEpYsIcKvMsAhDpHyYyVdPyVfPyGdGdPaNlNcNrNgYsAqNvVlEvLvIvLlDvIvAcKvRvIpPpVgQqAeVyWeAhGfWdGdHrAnSqElNpPlKvLnPqEvLsLcLvKvNvGnIhAfFyMlGfPwPhSsQqAlMsWqAcLfGvDqKqIlAnSnSvIqVlAcQvTqAlGvIaPfTaLfPqWkSqGlSpGpLrRhVdDdWdQdE#N#D#F#S#K#R#I#LdNhVdPdQpEvLsYsEvKsGrYfVaKdDaVqDvDsGvLlQvArAcEvEvVsGdYpPqVkMwIkKaAfSrEpG#G#G#G#K#GlIiRdKtVrNgNdAsDvDcFrPnNvLsFnRvQrVsQcAvErVdPpGpStPtIiFmViMgRyLdAdKdQqSwRwHkLkEkVwQkIkLaAfDaQqYpGlNdAiIfStLlFaGiRkDtCqSlVpQdRdRsHrQdKgIfIkEiEkApPrAdTdIlAaTdPpAvVlFsEvHvMvErQvCsAvVsKsLsAcKsMnVrGsYtVhSaAiGkTmVwEiYwLiYaSdQpDvGnSdFiYhFtLrEgLiNgPrRrLnQdVsEpHcPvCnTsEcMrVqAqDvVdNsLrPsAvAsQsLvQcIrAsMsGrIrPgLqYcRqIqKqDsIsRcMvMqYlGvVhSdPsWhGdDdSdPdIaDdFrEpDdSrApHrVdPgCdPtRqGaHmVkImAkAgRfIkTfSlEfNdPlDvEvGvFrKdPhSdSwGwTfVwQqEdLwNdFfRdSdNdKrNfVkWdGkYdFfSrVhAhAhArGgGiLgHdEpFnAdDgSrQrFgGmHmCmFmSgWgGdEnNyRpElEnAsIlSvNrMvVlVvArLlKlEvLtSdItRdGtDdFtRdTiTcVsElYvLvInKvLvLsEpTdEpScFvQnMvNvRpIgDgTnGcWrLnDvRvLcIsAvEvKvVpQdAgEdRaPdDpTpMlLvGvVvVvCqGvAvLvHlVvAvDvVvSqLlRvNvSlVlSvNlFcLlHlScLvElRqGfQaVdLdPdAlHpTsLnLdNqTkVdDwVdEwLwIaYfEpGqVeKiYfViLwKiVkTgRfQlSfPpNqSkYiVwViIfMgNqGnSaCiVdEiVwDgVwHdRaLdSpDsGgGwLiLwLiSqYfDlGnSdStYwTiTkYdMwKdEdEdV#DqRwYiRwImTdItGsNnKhTiCgViFtEgKdEqN#DfPlSqVfMdRfSdPqSaA#GfKwLwIaQdYfIpVaEdDaGqGgHkVdFaAaGqQdCwYtAtEwItEqV#M#K#M#ViMdTtLdTgArVrEaSiGfCgIkHhYaVpKaRdPhGgAdAtLhD#P#G#ChVtLgAiKgMgQpLgDpNdPpSvKpV#Q#Q#AgEhLyHdTnGdSgLdPdRdIrQ#S#T#A#L#R#G#E#KpLlHqRsVlFlHvYvVlLlDvNsLlVvNsVlMlNlGqYrCaLdPdDpPpFvFrSvSvKvVlKvDvWsVlEvRsLnMlKvTsLlRpDqPlScLnPlLlLsElLvQvDvIlMcTvSvVlSpGpRlIaPdPpNvVlEnKvSqIvKvKvElMsAvQvYlAvSvNcIrTpSdV#L#CrQfFrPpSlQvQsInAvNcIsLlDvSvHvAlAvTpLdNpRdKpSvEvRsEvVsFsFcMvNsTcQvSsIvVnQvLsVsQvRcYqRvSvGgIsRlGsHnMsKvAvVsVlMlDvLsLlRvQsYnLlRvVlElTvQlFcQqNpG#HdYpDsKvCsVlFvAvLvRcEvEvNpKvSpDdMcNvTvVsLvNsYsIsFsSsHvAvQcVlTlKsKsNlLsLsVlTlMsLsIlDcQsLsC#G#R#D#P#T#L#T#DpEsLlLlNvIsLlTvEsLlTlQvLnSdKdTpTsNsAlKsVrAnLlRsAsRlQqVsLnI#A#S#H#L#P#S#Y#E#LvRlHlNvQvVvEvSvIlFlLvSvAqI#D#M#Y#G#H#Q#F#C#I#E#N#LlQvK#LlIlL#S#E#T#S#IcFlDlVrLlPlNvFqFcYvHdSpNdQpVsVsRvMvAsAsLqEvVsYvVvRsRnAlYqIvAqYwEaLwNpSdVwQdHwRdQaLdKpDvNrTwCiVkViEkFtQwFtMdLdPhT#S#HdP#N#R#G#N#I#P#T#L#N#R#M#S#F#S#S#N#L#N#H#Y#G#M#T#H#V#A#S#V#S#D#V#L#L#D#N#S#F#T#P#P#C#Q#RaMmGeGmMeVtSeFdRaTaFvEvDvFcVvRvIcFvDvEvVvMlGvCsFlS#D#S#P#P#Q#S#P#T#F#P#E#A#G#H#T#S#L#Y#D#E#D#K#V#P#R#D#E#PqIrHyIeLyNeVyAeIyKeTdD#C#D#IdEdDpDvRvLvAlAvMvFqRqEvFvTcQlQvNcKlAvTsLcVvDvHsGsIhRfRkLyTkFyLwVyAaQyK#D#F#R#K#Q#V#N#Y#E#V#D#R#R#F#H#R#E#F#PtKwFiFwTiFfRgAvRvDvKsFrEhEtDdRqIlYcRtHsLhEsPvAsLcAvFvQvLqElLcNlRqMaRvNqFfDdLwTdAwIdPdCdA#NdH#KqMkHtLwYtLwGtAfAgKdVdEpVpGpTdEdVtTqDaYtReFiFeViRtAgIeIgRgH#S#D#L#V#T#K#E#A#SeFpEvYrLcQlNvEsGvElRvLvLvLvEsAsMlDsErLlEsVnAvFcN#N#TdNpVrRdThDaCcNyHeIyFeLyNeFyVpPtTeVhIaMdDdPvSvKvIvEvEvSsVvRvSvMsVcMvRvYcGlSvRsLcWvKsLsRnVnLfQkAyEkLyKwIhNwIyRaLpTdPpTpGgKdAtIwPiIkRmLwFiLwTgNdElSqGsY#YdLiDdIiSwLiYwKtEfVdTqDdSpRpTpArQfItMaFtQdAtYdGdDdKdQdGdPpLrHhGpMhLgIpNsThPhYdVdTtKdDdLpLqQsSvKlRqFvQvAqQvSvLlGqTaTgYfIpYvDcIvPqEvMlFlRvQvSlLqIvKvLqWvEvSvMcSvTvQwAfFdLfPdS#P#P#LqP#SpDpMqLkTdYkTwEkLwVaLqDdDpQvGlQaLtVdHtMhNdRdLdPpGpGpNdEpIdGqMkViAkWmKwMmTwFgKqShPrElYrPnEvGtRfDiIeIiVeIiGeNgDsIcTsYpRlInGsSaFqGfPlQrEnDlLsLsFlLlRnAsSlEvLvAcRlAvEqGqIfPeRyIeYyVeSdArNhSdGyAaRfIaGdLaAqEpElIvRvHvMfFkHdVfAaWaVpDdPpEvDdPcYsKnGdYgRdYaLiYwLgTaPpQvDsYcKvRvVcSvAvLlNvSqVfHqCfEdHfVdEdDdEpGnEgStRtYgKgItTdDdIgIrGhKnEdEgGrInGdPvEnNsLvRvGsSlGvMsIsAlGvEsSlSlLvAsYlNqErIhIqTaIeSyLeVyTaCrReAaIeGaIsGrAlYsLsVlRqLsGsQqRaTyIeQyVaEqNnSyHfLrIyLpTdGfAqGvAvLvNcKsV#L#G#R#EnVqYdTpSgNrNcQvLvGgGgIcQvIpMcHlNqNlGrVsTyHfCyTyVdCnDhDvFsEvGvVsFsTvVvLvHlWvLcScYqMfPaKsSgVlHpSgSdVgPrLfLgNqStKpDaPdIlDfRaIfIqEqFdVaPdTdKlTpPfYdDaPcRvWcMqLaAaGwRaPaHdPpTpQdKpGpQdWtLgSgGhFlFfDgYhGpSfFwSdEwItMsQcPnWyAlQvTqVkVtVwGtRwAtRhLqGsGrInPiVaGtVeViAeVgEgTqRaTwVdEwLrSwIdPrAfDrPsAsNdLsDpSgErAiKdIiIdQtQdAhGhQqVeWdFfPqDrSnAlFqKvTlYlQsAsIlKsDsFcNqRnEsGvLhPeLyMeVyFqAhNfWhRqGaFySpGpGdMpKvDsMvYvDvQpVsLvKvFsGlAvYsIlVlDvGsLvRlEpCrCpQaPaVyLeVyYeIhPgPaQsAgEeLdReGqGrSrWcVvVsIqDfScSvIsNpPvRlHhMyEaMyYeAyDaRqErSyRfGySyVhLhEaPlElGvTcVcEvIvKpFvRdRlKvDnLlVlKvTvMcRcRvVpDpPpVvYlIvHvLlAvEvRvLlGpTdP#EpLdSdTpAvEvRnKvEvLsEvNvKvLnKvEvRvEsEvFvLcIvPvIvYsHsQvVvAsVsQvFvAsDrLvHcDgTgPpGvRvMcQvEvKvGvVrIhSpDyIhLdDhWnKrTrSvRsTsFvFvYvWlRqLsRlRlLrLsLlElDsLvVlKvKvKlIlHcNvAlNpPvEvLdTdDpGvQnIsQvAvMvLvRlRvWvFcVcEvVvEvGhTpVvKcAsYvVvWvDpNpNsKnDvLnAsEvWvLsEvKlQlLpTdE#E#D#G#V#H#SrVpIsEvEvNvIsKvCvIsSnRvDvYvVvLvKvQvIvRvSvLvVcQvAvNcPvEpVvAvM#DvSvI#IvHvM#T#QvHpIdSdPpTvQvRnAvEvV#I#RvI#L#S#T#M#D#S#P#S#T# | 0.207753 | train |
M#V#L#L#L#C#L#S#C#L#I#F#S#C#L#T#F#S#W#L#K#I#W#G#K#M#T#D#S#K#P#I#T#K#S#K#S#E#A#N#L#I#P#S#Q#E#P#F#P#A#S#D#N#S#G#E#T#P#Q#R#N#G#E#G#H#T#L#P#K#T#P#S#Q#A#E#P#A#S#H#K#G#P#K#D#A#G#R#R#R#N#S#L#P#P#S#H#Q#K#P#P#R#N#P#L#S#S#S#D#A#A#P#S#P#E#L#Q#A#N#G#T#G#T#Q#G#L#E#A#T#D#T#N#G#L#S#S#S#A#R#P#Q#G#Q#Q#A#G#S#P#S#K#E#D#K#K#Q#A#N#I#K#R#Q#L#M#T#N#F#I#L#G#S#F#D#D#Y#S#S#D#E#D#S#V#A#G#S#S#R#E#S#T#R#K#G#S#R#A#S#L#G#A#L#S#L#E#A#Y#L#T#T#G#E#A#E#T#R#V#P#T#M#R#P#S#M#S#G#L#H#L#V#K#R#G#R#E#H#K#K#L#D#L#H#R#D#F#T#VdAaSaPqAvErFvVlTvRqFqGpGfDdRaVrIfEqKeVeLeIeAlNdNaGfIvAqAlVvKlClMlRvSlIqRlRvWvAcYcEvMhFnRvNgEsRnAsIhRaFyVeVyMeVdTePpEqDlLvKqAlNvAwEdYsIvKvMsAhDpHyYyVdPyVfPyGdGdPaNlNcNrNgYsAqNvVlEvLvIvVlDvIvAcKvRvIpPpVgQqAeVyWeAhGfWdGdHrAnSfElNpPqKvLnPlEvLsLcCvKvNvGnVhAfFyLlGfPwPhSsEqAlMsWvAcLfGlDfKqIlAnSnTvVqVlAcQvTqLvQvVnPfTaLfPqWkSqGlSpGpLhThVdEpWdTdEvDvDcLlQvQvGvKdRfIdSdVdPdEpDvVsYsDvKsGqCfVdKdDaVlDvEsGvLvEvArAdEvRvInGdFdPqLkMkIkKaAfSrEnG#G#G#G#K#GlIiRdKtAdEgSdAnEvDcFsPnIvLsFnRvQrVsQcSvErIdPpGpStPtIiFmLmMgKyLdAdQdHqAwRwHkLkEkVwQkIkLaAaDaQqYvGlNdAiVfStLlFaGiRkDtCqSfIdQdRdRsHnQhKgIfVkEmEkApPrAdTpIlAaPdLpAvIlFrEvFvMvErQvCsAvIsRvLsAcKsTrVrGsYtVhSaAiGkTmVwEiYwLiYaShQnDvGnSdFiHhFtLrEgLiNgPrRhLhQdVsEpHcPvCqTsEcMqIqAqDvVdNsLrPsAnAsQsLvQsIrAsMsGrVrPhLlHcRsLqKqDsIsRcLvLqYlGvEhShPsWsGdVpTdPdIaSdFnEvTdPgSpNrPhPgLdAgRqGfHmVkImAkAgRfIkTfSlEfNdPlDvEvGvFgKdPhSdSwGwTaVwQqEdLwNdFfRdSaSdKpNfVkWdGkYdFfSrVgAhAnTgGgGiLdHdEpFnAdDdSrQrFrGmHmCmFmSgWgGdEnNyRdEvErAnIlSvNrMvVlVvArLlKlEvLtSdItRdGiDpFtRdTiTcVsElYvLvInNvLvLsEpTdEpScFnQvNvNvDvIgDgTnGcWvLnDvYvLcIsAvEvK#V#Q#AgEdKaPdDpIpMlLvGvVvVvCqGvAvLvNvVvAvDvAvMqFqRvTvClMlTvDlFcLlHvScLvElRlGfQhVdLdPdAlDpSsLnLdNqLkVdDwVdEwLwIaYdGpGlVaKiYeIiLwKiVwAgRdQlSaLpTfMwFiVwLiIfMgNlGhCdHiIdEiIkDgAwHdRaLdNpDsGgGwLiLfLiSaYfNlGnNdStYwTiTkYdMwKdEdEdV#DqSwYiRwImTdIiGsNnKhTiCdViFtEgKhEpN#DfPlTqVfLqRfSdPqSfAwGfKfLfTaQdYfTpVaEdDaGqGgHkVdEaAaGqSdSfYgAtEwMgEqV#M#K#M#IiMdTtLrNtVgQrEhRtGaRgVwKhYaIdKdRdPhGgAdVtLhEaAhGrCdVgVgAtRgLgEpLhDpDdPpS#K#V#H#P#AgEhPyFdTnGdEgLrPpA#Q#Q#T#L#P#I#L#G#EpKdLlHqQsVlFlHvSvVlLlEvNsLlTvNsVlMlSlGqFrCaLdPdEpPpVvFrSvIvKvLlKvEvWsVlQvKsLnMlMvTsLlRpHaPlScLnPlLlLvElLvQvEvIlMlTvSvVlApGpRlIaPdApPvVlEnKvSqVvRvRvVlMsAvQvYlAvSvNcIrTpSpV#LpCrQfFrPpSlQvQsInAvTcIsLlDvCvHvAlAvTvLdQpRdKpAvDvRsEvVsFsFcIvNsTcQvSsIvVnQvLsVsQvRcYrRvSvGgIsRlGsYnMsKvTvVsVlLlDvLsLlRvRsYnLlRvVlEcHvHlFvQqQ#A#H#YpDsKvCsVlIvNvLvRcEvQvFpKvPvDdMcSvQvVsLsDsCsIsFsSsHvAvQsVlAlKsKsNlQsLsVlIlMsLsIlDdEsLnCqG#P#D#P#S#L#SdDpEsLlIlSvIsLlNvEsLlTlQvLrSdK#S#EsHsC#KsVnAnL#RsAsRlQ#IsLvI#A#S#H#L#P#S#YlEvLvRlHlNvQvVvEvSvIlFlLcSvAqI#D#M#Y#G#H#Q#F#C#P#E#NsLlKvKqLlIlLfS#E#T#T#IcFlDlVrLlPlTvFqFcYpHdApNdKvVsVsCvMvAsSsLvEvVsYvVvRcRnGlYqIvAqYwEaLwNpSdLwQdHwRdQaLdPpDvGgTwCiVkViEkFtQkFtMfLdPhS#S#H#P#N#R#M#T#V#P#I#S#I#T#N#P#D#L#L#R#H#S#T#E#L#F#M#D#S#G#F#S#P#L#C#QmRaMmGeAmMeVtAeFdRaRaFpEvDvFcTvRvNcFvDvEvVvIlScCvFlA#N#V#P#K#D#T#P#L#F#S#E#A#R#T#S#L#Y#S#E#D#D#C#K#S#L#R#E#E#PqIrHyIeLyNeVySeIyQeC#A#D#H#L#EdDpEvAvLvVqPvIvLvRqTvFvVcQlSvKcKlNvIvLcVvDvYsGsLyRaRkIyTwFyLwIyArQyE#KsEdFrPtKwFiFwTmFfRgAvRvDvEsFrAdEtDdRqIlYcRtHsLhEsPpAsLcAcFvQlLqElLcNlRqMaRvNqFwDdLwThAwVdPdCfA#N#H#KqMkHtLwYtLwGtAfAgKdVdKdE#G#VdEdVgTpDaHtReFiFeIiRgAgIeIgR#H#S#D#L#I#T#K#E#A#S#F#E#Y#L#Q#N#EvGvElRvLvLvLvEsAsMlDsErLlEsVnAvFcN#N#T#S#VdRdThDaCcNyHeIyFeLyNeFyVpPdTeVgIaMdDdPvFvKvIvEvEvSsVvRvYvMsVcMvRvYcGlS#RsLcWvKvLsRnVnLqQkAyEkVyKwIhNwIyRaQnTdT#TpGgSdAtVwPiIkRmLwFiIwTgNdE#S#G#Y#YdLiDdIiSwLiYwKiEfVdTqDdSpRpS#G#NfItMaFtHdStFdGpNdKdQdGdPpQrHhGrMhLgIpNsThPhYdVdTtKdD#LpLlQsAvKlRqFvQvAqQvTvLlGqTaTtYaIpYvDcFvPqEvMlFlRvQvAlLqFcKvLqWvGpSdPpDvKpYdPdKpDcIqLkTdYkTfEkLwVdLqDdSpQvGlQaLtVdEtMdNdRdLdPpGpGpNdEpVdGqMkVtAkFmKwMmRwFgKcThQqElYrPnEvGtRfDiVaImVeIiGeNgDsIcTsFgRlInGsSaFqGfPlGrErDlLsLsYlLlRnAsSlEvMvAcRlAvEqGqIaPeKyIeYyVeAqArNhSdGyAaRdIaGdMhAqEnElIpKpHvMfFkHdVfAqWaVpDdPpEvDdPcHsKnGdFgKdYaLiYwLgTaPpQvDsYcTvRvIcSvSvLqNpSqVfHqCfKdHwIdEaEpGpGnEgStRtYgMtItTpDdIgIpGhKnDdDgGrLnGdVvEnNsLvRvGsSlGvMsIsAlGvEsSlSlLvAsYlEqErIhVqTaIeSyLeVyTaCrReAqIeGaIsGrAlYsLsVlRvLsGsQqRaVyIeQyVaEaNpSyHfIrIyLhTdGfAqSvAvLvNcKsVsL#G#R#EnVqYdTpSgNnNcQvLvGgGgVcQvIpMcHlYqNlGqVsShHfIyTyVdPhDhDvFsEvGvVsYsTvIvLvElWvLcSqYqMfPaKsDgNsHvSdPdVgPrIfIhTqPaTpDaPdIlDfRfEfIqEqFdLaPdSdRpAdPfYdDaPcRvWcMqLaAaGfRaPqHdPpTpLdKgGpTdWtQrSgGhFlFfDgHhGpSfFwKdEwItMsAcPnWyApQvTqVkVtTwGtRwAtRhLqGnGrIrPiVaGtVeIiAeVgEgTqRaTwVdEwVrAwVdPrAfDrPsAsNdLsDpSnErAiKdIiIdQtQdAhGhQqVeWdFaPqDrSnAlYqKvTlAlQsAsVlKsDnFcNqRsEsKvLhPeLyMeIyFqAhNaWhRlGaFySdGpGdMpKvDsMvYvDsQpVsLvKvFsGlAvYsIlVlDvGsLvRlQpYhKdQaPaIyLeIyYeIhPhPaYqAgEeLdReGqGrSrWcVvVsIqDfAcTvIsNpPvLlChIyEaMyYeAyDaKqEnSyRwGyGyVnLhEqPlElGvTcVcEvIvKpFvRdKlKvDnLlIlKvSvMcRcRvIpDpPpAvYlKvKvLlMvEvQvLlGpEdPpDpLdSdDpKvDvRnKvDvLsEvGvRvLnKvAvRvEsDvLvLcLvPvIvYsHsQvVvAsVsQvFvAsDrFvHcDgTgPpGvRvMcLvEvKvGvVrIhSdDyIyLdEhWnKrTnAcRsTnFvLvYvWlRvLsRlRlLrLsLlElDsQvVlKvQvElIlLcQvAlSpGvEvLdSdHpVvHvIsQvSvMvLlRlRvWlFcVcEvTvEvGhAvVvKcAsYvLcWvDpNvNsQvVvVsVsQvWlLsEcQvHlWpQ#A#G#D#G#P#R#SsTpIsRvEvNvIsTvYvLsKsHvDvSrVvLvKvTvIvRvGvLvVcEvEvNpPvEvVcAvV#DvCvVvIvYvLvSlQvHpIdSdPpAvEvRnAvQ#V#V#HvL#L#S#T#M#D#S#P#A#S#T# | 0.271679 | train |
M#C#V#R#S#C#F#Q#S#P#R#L#Q#W#V#W#R#T#A#F#L#K#H#T#Q#R#R#H#Q#G#S#H#R#W#T#H#L#G#G#S#TlYaRqAeVeIeFeDeMqGdGlVaLfIfPdShPlGlRvVlAqAqEvWvEcVvQvNvRvIhPpSrGcTlIlLvKcAlLcMpEpGpGhEcNpGhPlWnMnRcFqMlRlAqEvIdTaApEvGrFsLcRvEsFsGqRvLsCsScEvMvLvKvThSgVdPpVvDvSvFsFvScLsLvTlSdEpRvVrAsKhQtFdPpVlMvTlElAlIlTvQvIcRvAvKvGvLgQfTyAeVyLqSyNsNwFgYaLdPpNvQrKdSiFrLdPsLdDdRpKvQsFhDqVyIyVqEgSnCnMvEvGsIdChKpPpDpPlRvIsYvKvLvCrLcEvQsLvGvLdQqPqScEnSyIeFyLeDdDqLdGpTrNsLqKvEsAsAvRvLsGnIhHhTyIdKhVrNpDdPnEvTvAsVqKvEvLvEcAvLnLvGvFhThLsR#V#G#V#P#N#TwRdPaVaKdKpTlMrEdIwPpKqDvSlLvQvKvYvLvKcDvLlLvGvIdQpT#T#G#PdLwEdLwLiQwFgDnH#G#Q#SqNwPtTkYiYwIiRdLdApNpRfDiLkViLkRtKwKhPdPdGdTdL#L#P#S#A#HpApIvEvRlEvFlRlIvMqKvAlLlAvNvAlGvVqPqVaPfNaVwLrDdLwCdEcDpScSvVrItGnTtPtFmYtVmMtEgYdCdPdGfLdIfYdKqDaPlSlLpPpGpLdEaPlSvHlRsRlAlIlYlTlAqMlNlTvVsLlClKsIqHqSpVdDdLcQvAvVsGvLnEpDvYsGaKdQpGdDpYfIqPvRvQlVlRvTvWlVvKvQlYlRvAvSlEdTpSdTdIqPpAlMlEvRvLcInEvWlLlPnLvHdLdPdRpQdQfRdTwTtVkVdHqGqDqFrReLrDrNqLfVgFdHhPhEpEhPsEhVtLnAhVgLhDrWsEsLrSiTdLiGtDgPsLlAlDnVlAlYnShClLpAqHcYcLdPdScSpFpPpVpLgRgGhIcNvDvCpDdLcTvQnLsGnIhPdAhAsEvErYsFqRvMsYnCcLvQsMnGvLhPdPrTdEpNlWnNlFsYsMnAlFsSsFlFsRsVvAlAsIvLlQsGnVlYqKsRcSvLvTvG#Q#A#S#S#T#Y#A#E#Q#TsGvKvLvTsEsFvVsSsNvLsAsWsDvFsAsVvKvEsGvFvRvV#F#K#E#M#P#F#T#N#P#L#T#R#S#Y#H#T#W#A#R#P#Q#S#Q#W#C#P#T#G#S#R#S#Y#S#S#V#P#E#A#S#P#A#H#T#S#R#G#GdLqVdIqSdPlEvSpLdSdPpPvVlRnEvLvYlHvRlLlKlHvFlMcEvQpRqVvYvPvAcEvPvEvLvQvSvHcQcAvSdApAnRqWqSaPdSdPpLsIlEvDvLlKlEvKvAcKvAvEsGvLlWaNqLaFqLaPeLcEvAlDvPvEvKcKpYqGhApGhLhTfNlVlEsYvAlHsLvClElLsMlGlTlSdLpYsAsPcEsVsCrNlCnSdApPpDlTsGlNvMlEsLlLcVsRrYwGnTdEpAvQcKcAvRvWpLnIvPcLsLsEvGsKqAaRdSeCwFeAfMqTaEaPpQvVdAdScSlDpAvTlNgIfEaAwSeIwReEdEdDpSqFkYtVwItNwGgHkKtWwWqIiTfGqIlLqDrPpRrChQqLwCyVfFyMkGhKaThDdPpHpApPdRsHlRqQgQiSfVtLfLtVaPtMnDpTfPpGqIkKdIfIdRdPfLdTdVqYvGnLrEqDpAgPnGrGgHiGtEtViRtFrEdHrVgRiVdPgKpEsNrMtVtLnGdPgGsRcGhFnEvIsAlQlGsRsLlGqPsGvRlIlHsHlClMsRsLlIlGsFnSlEvRsAlLlAvLlMlKvAvRlVqKqSpRdLdAdFpGhKdPrLnVvEpQdGpTvVsLvAvDlIsAvQvSlRvVvElIsEsQvAlRsLvLlVsLsRvAlAsHsLcMcDsLvApGnNrKvArAsAvLlDsIsAlMvIsKlMlVrArPlSvMsAsSlRsVsIlDvRsAsIcQvAsFvGdAvAvGlLcSdSpDvYdPcLsAvQvFsFnTsWsAsRvAvLsRcFpApDsGrPhDnEvVvHsRvAvTvVnAvKvLvEvLvKpHdR#I# | 0.310015 | train |
M#K#P#G#A#T#G#E#S#DqLwAdEaVqLdPpQqHrKdFwDdSpKvSlLvElAvYvLcNvQvHqLpSpGpFlGcAvEpRvEpAwTdLwTdIkAtQwYgRpApG#K#SqNfPtTkFiYwLiQdKtGpFpQaTiYkViLkRtKwKhPgPdGdS#L#L#P#KlA#HrQpIqDvRlEvFlKlVqQlKcAlLcFvSvIvGpFqPqVaPfKaPwIrLdYwCdScDpTcSvVrItGnTtEtFmYtVmMtEgHdVdQdGfRdIfFaRlDaLlTlIpPpGpLdSdPlAqElRsSqAlIlYlVlAqTlVlElTsLlAlQvLqHqSlLdNdIpQvSsLsQpLcEpGpYqGaIdGaAaGcYqCqKvRvQlVlSvTvWlTvKvQlYlQvAvAlAdHpQdDdIqPvAlMlQvQvLlSsEvWlLlMnKvNdLpPdDpNpDsNrErEwNgLwIdHqGqDqFrReLrDrNqIfVgFdHhPhKpEdCsRhVtInAhVgLhDrWsEsLrSiTgItGyHdPsLlSlDnLlAlHlFhSvLcFqYqFqWpPqRpTqVdP#M#I#N#Q#G#S#Y#S#E#N#SsGsIhPdSdMsElEvLsIlSvIsYsCcRvCsRnGvIhNdSlIdLdPpNcWnNlFsFsLnAlLsSsYlFsKvMvAlGsIvAlQsGnVlYcSsRcYvLvLvGvNnN#S#S#E#DcSsFvLvFsAvNvIrVnQnPsLsAsEvTsGsLvQvLsSnKvRdT#F#S#T#V#L#P#Q#I#D#T#T#G#Q#L#FfVdQfTdRpKlGlQvEvVlLlIvKvVlKvHvFlMcKvQpHqIvLvPvAcEqKvEvVqTlEvFvYqVvQvNcEwNpSpVpDqKqWqGeKgPdLvVsIlDvKvLlKlEvMvAcKvVvEvGvLlWaNpLcFlLdPcAvVrSnGvLgSfHlVlDsYvAlLsIsAlElEqTqGlKqCgFpFcAsPcDvVsFrNlCnQdApPpDlTnGlNvMlElVlLcHvLvYwGnSdEpEvQrKcKvQvWpLnEvPcLsLsQsGvNqIaTgSeCwFeCfMqTaEaPdDvVdApSsSlDpAsTlNvIaEaCfSdIwQeRdDdEpDfSkYtVwItNfGgKkKtWwWqStSwGqAlGqNyPpKrChKfIkAyIwVyLkGhRfTqQdNdTpSvLdSdRsHqKlQrHiSfMiIfLiVdPtMcNpTfPpGqVkKdIfIdRdPfLdSdVqFvGsYtTqDnNsFhHrGrGgHiFtEmIiHtFrNgQrVgRmVdPgApTsNrLtItLrGdEgGsRcGrFvEvIsSlQlGsRsLlGlPsGvRlIlHsHlClMsRsTlVlGsLlAlEvRsAlLlQvIlMlCvEvRlAqTqQvRdIdAdFpKnKdKrLnYcAvHpEvVvVsAvHvWlIsAvElSsRvIvAlIsEvKvIlRsLvLlTsLsKvAlAsHvSqMcDrTvLpGnSsAvGrAsKlKlEsIsAlMvIsKlVlArArPlRvAsVsSlKsIsVlDvWsAsIlQvVsCvGdGpAcGsVcSdQsDvYdPcLsAvNvMsYnAsIsTsRvVvLsRcLpApDsGhPhDnEvVsHsLvSvAvInAvTvMvEvLvRvDvQvAvKvRvLvTvA#K#I# | 0.422379 | train |
M#L#W#S#G#C#R#R#F#G#A#R#L#G#C#L#P#G#G#L#R#V#L#V#Q#T#G#H#R#S#LdTdSdClIlDpPlScMpGpLdNdEpEvQlKvEvFlQlKvVvAlFlDvFlAlAvRpEpMqAqPvNcMqAlEvWcDqQvKvElLaFqPpVlDvVsMvRlKvAvAlQvLvGqFlGlGaVaYcIaQdTpDvVlGpGhSpGnLdSaRlLlDsTlSlVsIsFlElAsLnAlTlGnCpTlSlTnTsAlYqIsSlIqHlNnMlCvAlWvMlIcDrSvFqGnNdEpEvQsRnHnKvFpCnPnPcLrCsTsMvEvKfFtAeSkYeCfLqTaEdPpGpSdGdSlDnAsAfSqLdLdTfSaAfKeKdQdGpDqHwYtIfLtNfGdSkKgAfFfIiSwGqApGpErSgDqIwYyVfVhMwChRaThGdGdPgGgPqKqGrIiSwCtIfViVdEgKpGpTqPpGqLwSdFwGaKdKfEdKdKaVlGaWsNsSnQtPtTtRiAmViIgFgEdDrCrAiVdPgVpAsNrRtIgGhSdEgGsQcGhFsLvIsAvVlRvGsLlNlGsGsRlIlNsIlAlSsCsSlLlGnAlAlHvAsSlVlIvLlTlRvDvHqLqNqVpRdKdQdFpGhEhPrLvAcSvNdQvYvLsQvFvTlLsAvDlMsAsTvRlLsVsAvAlRsLvMlVsRsNvAlAsVvAcLvQrEvEvRhKpDcAsVsAlLsCsSlMvAsKlLlFsAsTlDvEsCsFlAvIsClNvQvAsLlQvMsHcGpGpYvGsYvLdKsDvYdAcVsQsQnYsVnRrDsSsRnVcHsQcIrLpEsGnShNsEvVsMsRvIvLvInSvRvSvLvLvQpEd | 0.68418 | train |
M#S#G#C#G#L#F#L#R#T#T#A#A#A#R#A#C#R#G#L#V#V#S#T#A#N#R#R#L#L#R#T#S#P#P#V#R#AdFqAlKlEvLlFlLqGlKaIgKpKcKvElVcFpPqFhPfEdVdSdQpDvElLvNvEvIlNvQvFlLpGpPvVlElKcFcFlTvEpEpVdDdSlRlKcIlDqQvEvGlKaIdPdDpEvTnLvElKsLcKlSsLsGqLlFqGqLdQcVqPdEvEvYlGpGhLvGnFdSfNlTlMsYlSlRvLvGlElIsIlSlMsDhGlSlIsTsVlTqLsAcAqHqQdAlIfGfLcKvGlIcIvLpAqGnTdEpEvQsKsAnKvYpLsPnKcLrAsSsGvEvHfIgAgAkFeCfLqTaEdPpAvSdGdSqDnAsAfSpIdRaSwRaAwTeLqSdEpDvKnKfHwYtIfLtNfGdSkKgVfWfIiTwNcGlGvLpAgNqIwFyTfVhFkAhKwTyEfVdVqDdSpDvGrSdVtKdDtKaIiTwAtFfIiVdEgRcDvFlGpGqVwTdNwGdKdPaEdDdKaLlGaIsRsGrStNgTtCtEmViHtFhEhNrTrKtIgPgVpEsNrItLgGhEdVvGrDcGvFvKvVsAnMlNvIsLlNlSsGsRlFlSsMlGlSsVnVlAlGsLvLlKvRvLlIlEvMvTlAvEvYqAqCcTpRdKdQdFpNrKdRrLnScEpFdGpLvIlQvEvKlFsAlLlMsAvQlKlAsYlVlMlEvSlMlTsYsLsTlAsGsMsLcDpQdPrGdFhPhDpCcSsIlEsAsAlMlVsKlVlFsSsSlEvAsAqWlQsCsVlSvEsAsLlQvIsLvGdGpLvGlYvTdRpDpYdPcYsEsRnIsLnRsDsTsRpIcLsLcIpFpEsGrThNnElIsLsRlMlYvInAlLvTvGsLlQvHsAlGcRvIvLcTvTvRlIlHvEcLvKvQvApKpVvSvTsVvMvDvTvVvGvRvRvLvRcDvSvLvGpRdTqVfDdLnGqLcTdGdNpHnGhVsVfHdPpSlLcAvDvSlAvNsKlFlEsEvNlTsYnClFsGsRvTlVsEsTvLlLcLsRvFqGpKvTnIvMsEvEvQsLvVlLsKnRlVnAsNlIlLsIsNlLsYsGsMlTsAsVlLrSsRvAlSrRvScIvRvIvGvLhRdNpHsDvHvEsVsLvLsAsNnTvFsCsVvEvAsYsLvQsNsLvFvSsLsScQcLsDpKvYvAvPvEvNdLcDpEvQvIvKvKvVvSvQvQvIcLvEvKvRvAhYdIpCdAdHdPpLpDdRpTdC# | 0.610715 | train |
M#A#A#G#F#G#R#C#C#R#V#L#R#S#I#S#R#F#H#W#R#S#Q#H#T#K#A#N#R#Q#R#E#P#G#LpGdFdSdFpEdFdTdEpQvQlKvEvFlQlAvTlAlRqKcFlAlRvEvEpIqIqPvVcAvAlEvYcDfKvTvGlEaYaPpVvPvLsIlRqRvAcWlEvLsGlLlMaNlTqHcIqPcEvNvClGvGhLpGnLdGfTlFlDsAlClLsIsSlElEsLnAlYlGnCpTvGlVnQsTlAlIrElGqNqSlLlGqQcMlPlIcIsIvAfGnNdDpQvQsKsKnKvYpLvGnRvMvTnEvEgPsLaMgCeAkYeCfVqTaEfPpGvAdGdSqDpVsAvGpIdKaTfKaAwEeKdKdGpDqEkYtIfItNfGdQkKtMfWfIiTwNcGlGvKgAhNqWkYyFwLhLkAhRfShDdPpDpPpKpAdPdAlNlKqAgFiTwGiFfIiVgEgAcDpTfPpGqIkQdIwGaRdKfEdLqNaMlGaQsRsCnSiDgTtRtGmIiVgFgEhDrVgKiVgPgKnEsNrViLgInGdDhGsArGrFsKvVsAsMvGvAsFlDlKsTsRlPlVnVlAlAsGsAlVlGsLlAlQvRsAlLlDvElAlTvKvYqAqLqEpRdKdTdFpGrKdLrLnVcEvHpQvAvIsSvFvMlLsAvEvMsAvMvKlVsEvLvAlRvMvSlYsQsRvAsArWvEcVvDvSvGvRhRrNrTlYlYsAsSlIvAsKlAlFsAsGlDvIsAqNlQvLsAlTvDvAsVlQvIsLcGdGpNvGsFvNdTsEvYdPdVsEsKnLsMnRsDhAsKnIcYsQcIpYpEsGhThSsQvIrQsRvLvIsVnAvRvEvHvIvDvKvYvKpN# | 0.68699 | train |
M#A#A#A#L#L#A#R#A#S#G#P#A#R#R#A#L#C#P#R#A#W#R#Q#L#H#T#I#YdQdS#VdEdLdPpEpTvHlQvMvLlLlQvTvClRlDvFlAlEvKpEpLqFqPvIcAqAlQvVcDwKvEvHlLaFqPsAlAvQsVlKlKvMcGlGvLvGqLlLlAaMaDcVpPdEvEvLlGvGhAvGvLhDfYlLlAsYnAlIsAsMlElEsInSlRlGsChAlSlTsGsVvIqMsSlVqNrNhSqLvYqLlGvPlIcLvKvFfGnSdKpEvQsKsQnAvWrVrTnPvFdTrSnGsDpKaIgGeCkFeAfLqSaEdPpGvNdGdSqDpAsGlAqAaSpTwTaAwReAdEdGpDqSkWiVwLiNfGdTkKtAfWfIiTkNcApWvEgAhSqAwAyVfVhFwAhSfTpDdRcAvLcQgNlKlGrIiSwAtFfLiVgPgMpPpTfPpGqLwTdLwGaKdKfEdDdKaLlGaIsRsGnSiStTtAtNmLiIgFgEdDrCgRiIdPgKpDsSrItLgGhEdPgGsMcGrFsKvIsAvMlQvTsLlDlMrGsRlIlGsIlAlSsQsAlLlGnIlAlQvTsAlLlDsClAlVvNvYqAqEqNpRdMdAdFpGhAhPrLvTvKvLpQvVvIsQvFvKlLsAvDvMlAvLvAlLsEvSvAlRvLvLlTsWsRvAlArMvLcKvDrNvKvKhPdFrIsKlEsAsAlMvAsKlLlAsAsSlEvAsAqTlAsIsSlHvQvAsIlQvIsLnGdGpMvGcYvVdTsEvMgPcAsEsRnHsYnRsDsAsRvIcTsEcIpYpEsGhThSsEvIrQsRvLvVsInAvGvHvLvLvRvSvYvRvSd | 0.586728 | train |
M#E#G#L#A#V#R#L#L#R#G#S#R#L#L#R#R#N#F#L#T#C#L#S#S#W#K#I#P#P#H#V#S#K#S#S#Q#S#E#A#L#L#N#I#T#N#N#G#I#H#FpAdPdLlQpTdFdTdDpEvElMvMvIlKlSvSvVlKlKvFcAlQvEpQpIpAqPvLcVqSlTvMlDwEvNvSlKaMdEdKpSsVlIlQqGsLcFlQvQsGqLlMqGaIaEcVpDdPvEvYlGpGhTvGnAhSaFlLsSsTnVlLsVsIlElEsLnAlKlVrDpAlSlVsAsVvFqCsElIcQsNhTlLpIvNlTvLlIcRvKvHfGnTdEpEvQsKsAnTpYpLsPnQcLsTsThEaKaVgGeSkFeCfLqSaEdApGvAaGaSlDvSsFqAvLdKdTfRaAwDeKdEdGpDqYwYtVwLtNfGdSkKtMfWfIiSwSpAlEvHrAhGqLwFyLfVhMwAhNaVdDdPcTvIvGgYlKlGrItTwStFfLiVdDgRnDpTfPpGqLkHdIwGaKaPfEdNdKaLlGaLsRsAnStSgTtCtPmLiTgFgEdNrVgKiVgPgEpAsNrItLgGhQdIgGsHcGnYsKvYsAvIvGvSsLlNlEsGsRlIlGsIlAlAsQsMlLlGnLlAlQvGsClFlDvYqTlIvPvYvIqKcEpRdIdQdFpGhKhRgLvFcDpFpQpGvLlQvHvQlVnAvHvVlAvTvQlLsEvAvAlRvLsLlTsYsNvAlAsRvLcLvEvAvGvKhPdFrIsKlEsAsSlMvAsKlYlYsAsSlEvIsAqGlQvTsTlSvKvCsIlEvWsMnGdGpVvGsYpTdKsDvYdPcVsEsKnYsFnRsDsAsKnIcGsTcIgYpEsGnAhSsNvIrQsLvNvTsInAvKvHvIvDvAvEvYd | 0.594164 | train |
M#Q#A#A#R#M#A#A#S#L#G#R#Q#L#L#R#L#G#G#G#S#S#R#L#T#A#L#L#G#Q#P#R#P#G#P#A#R#R#P#Y#A#G#G#A#A#Q#L#A#L#D#K#S#D#S#H#P#S#D#A#L#T#R#K#K#P#A#K#AdEdSaKlSdFcAlVlGqMlFlKqGlQhLrTsTcDpQlVfFfPqYqPdSdVqLdNdEpEvQlTvQvFlLlKvEvLlVlEvPvVlSlRcFlFlEvEpVpNfDdPqAlKvNlDlAvLvElMaVgEdEpTsTsWvQlGvLcKlEvLsGlAlFqGaLdQcVpPcSvEvLlGqGgVvGnLdCaNlTlQsYlAlRsLsVlElIsVcGlMlHrDhLvGlVvGsIlTlLsGcAqHfQdSlIfGfFcKvGlIcLvLvFqGnTdKpAvQsKsEnKvYpLnPnKcLrAsSsGvEvTfVgAgAkFeCfLqTaEdPpSvSdGdSqDnAsAfSpIdRdTwSaAwVePaSdPpCvGnKfYwYtTfLtNfGdSkKgLfWfIiSwNcGlGvLpAgDqIwFgTfVhFkAhKwTyPfVdTqDdPpAvTpGrAdVtKdEtKaIiTwAtFfVtVdEgRpGvFqGdGqIkTdHwGaPdPfEdKdKaMqGaIsKsAnStNgTtAiEmViFgFhDdGrVrRtVgPtSnEsNrVtLrGhEdVvGrScGvFvKvVsAnMlHvIsLlNlNsGsRlFlGsMlAlAsAsLlAlGsTnMlRvGnIlIlAvKlAlVvDvHqAqTqNpRdTdQdFpGhEdKrInHcNvFdGpLvIsQvEvKlLsAlRlMsVvMlLlQsYvVlTsEnSlMlAsYnMsVlSsAsNcMvDsQvGpAnTpDdFcQsIlEsAsAlIlSsKlIlFsGsSlEvAsAsWlKsVsTlDvEvCsIlQvIsMnGdGpMvGsFpMdKpEvPvGpVsEsRnVsLnRsDsLsRpIcFsRcIpFpEsGrThNnDlIrLsRlLlFvVsAlLsQvGsClMpDvKvGlKvElLvSvGvLvGvSvAcLvKvNvPvFvGvNnAvGvLsLvLvGvEvAvGvKqQ#LvRcR#R#A#G#L#G#SsGpLdSfLcSpGpLrVfHaPpElLcSrRvSlGrEvLlAlVsRvAlLsEvQlFlAsTvVlVsEnAvKvLcIvKvHqKpKsGnIvVsNsEvQsFvLlLsQnRlLsAsDlGsAsIsDlLsYsAsMlVsVsVlLrSsRvAlSrRvScLvSvEvGvHpPpTcAnQvHvEsKsMvLsCnDvTvWsCsIvEvAsAsAvRsIsRvEvGsMsAcAlLsQpSpDdPpWcQnQvEvLvYvRvNvFvKvSvIcSvKvAcLcVvEvRvGvGhVdVpTaSdNpPpLvGrFd | 0.621548 | train |
M#A#V#L#A#A#L#L#R#S#G#A#R#S#R#S#P#L#L#R#R#L#V#Q#E#I#R#Y#V#E#R#S#Y#V#SdKpPdTqLwKfEwVkVfIfVlSaAkTaRkTaPaIwGaSfFqLvGgSdLcSlLvLdPaAqTlKlLlGlSlIvAqIvQlGlAqIcEvKsAsGvIdPdKlEaElVaKaEeAeYeMaGfNeVfLqQcGpGpEsGdQpAqPsTqRlQsAsVsLvGsAnGvLhPdIpSnTyPyCyTdTyIaNdKpVwClAqSqGqMqKvAqIvMvMvAvSvQvScLqMrCvGvHvQgDfVkMhVkAgGfGyMwEfSnMlSnNpVrPdYwVdMdNdRpGdSdTaPdYpGpGgVdKdLtEhDgLcIcVvKvDrGhLfTaDfVpYpNvKrIaHgMlGlSlClAlEqNvTlAcKvKvLvNvIpAaRlNvEnQlDlAvYlAlIvNqSqYlTvRlSqKvAvAcWvEvAvGcKlFcGvNrEhVyIdPwVdTwVdTdVdKpGpQdPdDiVdViVrKgEhDqEdEqYsKvRvVdDdFsSvKcVsPvKvLfKaTaVdFrQdKnEpNrGhTrVdTgAlAlNqAaSfTgLaNiDgGmAmAmAmLtVmLmMgTgApDvAvAcKvRvLrNvVgTdPtLfAkRiIfVdAdFkAdDkAfAfVdEaPlIsDqFlPlIcAqPqVlYvArAqSvMvVrLcKvDvVvGvLhKaKlEvDqIaAqMaWeEeVeNaEcAnFgSsLsVsVvLvAnNnIcKvMvLnEvIdDdPpQcKrVyNcIsNnGhGhArVsSgLsGhHdPsIsGsMgSrGsAsRsIvVvGsHsLcTsHrApLdKdQaGqEgYkGyLkAySkIyCgNrGgGrGgGmAiSmAmMtLiImQgKtLd | 0.599577 | train |
M#N#A#G#SdDqPfVkVfIfVqSfAkAaRkTaIaIkGaSfFqNvGgAqLcAlAqVpPqVqQlDlLlGlSlTlVqIvKlEvVqLcKvRsAlTvVhAdPlEaDlVwSqEeVeIeFfGfHeVfLlAcApGpCsGpQpNfPsVqRvQsAnSsVvGsAnGvIrPdYpSvVhPyAyWhSyCdQyMqIwClGqSrGfLqKvAqVvCvLvAvVrQvScIqGvIvGpDvStSfIkVyVkAgGfGyMfEfNdMlSsKpArPdHfLdAdYdLaRpTvGhVdKpIdGdEdMtPdLtThDgScIcLcCpDrGhLaTaDfApFpHpNrCaHgMvGlIlTlAlElNvVlAcKvKvWlQvVpSaRlElDlQlDlKvVlAlVlLqSqQlNvRlTqEvNvAcQvKvAvGcHlFcDvKrErIhVdPwVdLwVdSqTdRpKvGgLtIdEtVdKtThDhEdFqPrRdHpGpSdNdIsEvAvMsSvKpLfKdPaYdFrLdTnDpGpTsGgTrVfTgPlAsNfAaSfGgIaNiDgGmAiAmAiVtVmLmMgKgKpSvEvAcDvKvRvGvLgTdPgLlAwRtIwVqSfWkSdQkVdGfVfEdPqSsInMlGlIqGqPqIqPvAgIvKvQvArVqTvKsAsGvWhSqLlEvDlVaDqIaFeEeIeNaErArFgAsAsVsSvAvAsIsVcKvEvLnGvLhNdPpEcKrVyNsIsEsGhGhArIsArLsGhHrPrLtGrArSsGnCrRvIsLvVsTsLqLsHsTvLcEvRvMvGvRhSfRwGyVkAyAkLyCgIgGhGnGgMmGiImAmMtCiViQtRdEd | 0.747214 | train |
M#AvLlQvAvDlFlDvRvAlAvEvDlVlRvKvLfKpAdRpPdDdDpGvElLvKlElLlYlGlLlYvKcQcAlIpVpGnDaIdNdIdAdCqPdGdMpLvDpLpKvGsKnAsKnWsEvAnWvNnLvKcKhGpLpShTnEsDrAsTsSvAvYnIsSvKsAsKvEvLrIcEvKvYrGnId | 0.417142 | train |
M#S#S#S#S#W#L#L#L#S#L#V#A#V#T#A#A#Q#SdTaIlEqEnQvAlKvTvFlLlDvKvFvNlHvEvAlEqDvLlFlYlQqSlSqLvAlSvWlNcYcNqTqNfIpTdEpEvNsVvQvNsMnNvNvAsGvDvKvWnSvAvFsLlKlEvQsSlTvLvAlQvMvYrPdLlQvErIhQpNqLlTlVsKsLlQlLsQvAlLsQvQlNnGfSlSvVlLdSpEpDvKlSsKvRlLlNvTvIlLlNvTvMlSlTcIcYlSqTvGpKwVfCaNdPlDvNgPrQvErCiLdLhLqEpPpGgLlNfEcIcMlAqNdSdLlDdYpNqEsRlLlWlAsWlEvSrWlRqSvErVrGqKlQvLnRlPvLsYlEvEsYnVlVvLsKqNqEvMrAqRvAsNsHvYaElDfYnGlDlYvWqRlGcDlYqEaVdNpGdVdDpGpYqDgYdShRsGvQvLvIlEvDvVlEvHvTqFlEvEvIlKqPlLlYqElHlLlHqAlYlVlRlAvKlLvMcNvAsYvPpSlYqIgSdPlIfGaCfLaPaAqHsLnLqGnDgMsWgGvRlFfWnTlNsLcYlSvLsTrVqPpFcGpQvKdPdNaIlDwVlTlDvAlMcVvDvQvAvWpDdAlQvRnIlFlKvEvAlEqKqFqFlVvSlVlGvLfPdNgMqTdQpGlFqWvEvNpSeMaLsTaDrPpGdNdVpQgKdArVnCqHdPwTaAwWdDdLsGgKpGsDrFtRyIiLrMhCnTdKdVsTtMlDvDsFsLlTsAsHnHlEnMvGlHlIvQsYlDqMvAlYqAnAvQrPrFpLsLlRrNaGaAlNgElGlFrHsEnAlVsGsEvIlMrSsLlSqAcAsTaPpKvHnLcKvSvIvGpLsLdSdPpDpFdQdEdDdNlEsTnEvIlNsFvLlLsKsQvAcLsTgIqVvGsTnLsPlFvTlYsMlLlEsKvWlRvWvMcVvFrKsGvEvIaPpKlDqQcWsMqKvKvWsWqElMsKcRcEpIrVnGsVyVhEhPqVaPdHdDgEsTsYgCrDvPsAsSsLdFsHcVsSsNnDvYhSrFrIcRsYsYnTlRnTsLqYlQnFlQlFlQqEvAlLlCqQvAqAcKvHdEdGdPqLsHsKnCdDrIsSgNnSnTnEsAsGsQvKlLvFsNvMlLsRnLrGrKnSsEdPnWvTlLvAsLsEcNsVrVrGvAgKrNdMgNdVcRvPsLvLcNsYnFcEvPsLnFsTvWvLsKcDvQvNcKpNpSgFdVrGhWhSdTsDpWdShPsYcApDqQqSkIwKkVkRaIaSdLqKcSvAqLqGpDvKnArYdEdWdNdDvNvEvMlYlLvFlRlSqSlVlAqYvAlMlRqQvYlFcLcKpVpKvNvQdMrIfLrFrGhEsEvDqVwRgVwAaNdLqKdPpRsIgSmFiNiFtFwVgTaAgPdKsNrVpSpDrItIdPgRnTvEsVsElKvAsIcRlMvScRvSvRvIsNcDvAvFnRvLhNaDcNvSrLiEdFtLpGpIrQdPgT#L#G#P#P#N#Q#P#PpVdSdIvWvLvIvVvFvGvVvVvMvGvVvIvVvVvGvIvVvIvLcIvFvTvGvIvRvDvR#K#K#K#N#K#A#R#S#G#E#N#P#Y#A#S#I#D#I#S#K#G#E#N#N#P#G#F#Q#N#T#D#D#V#Q#T#S#F# | 0.642454 | train |
M#W#R#R#K#H#P#R#T#S#G#G#T#R#G#V#L#S#G#N#R#G#V#E#Y#G#S#G#R#G#H#L#G#T#F#E#G#R#W#R#K#L#P#K#M#P#E#A#V#G#T#D#P#S#T#S#R#K#M#A#E#L#E#E#VpTdLdDpGpKhPrLlQlApLdRdVlTvDvLlKlAvAlLqEvQvRvGvLhAdKsSdGdQdKsSvAvLsVsKvRsLnKvGvAvLsMvLvEvNvLvQvKvH#S#T#P#H#A#A#F#Q#P#N#S#Q#I#G#E#E#M#S#Q#NdSpFvIsKvQvYvLvEvKvQvQvEvLvLvRvQvRvLvEvRvEvAvRvEvAvAvEvLvEvE#A#S#A#E#S#E#D#E#M#I#H#P#E#G#V#A#S#L#L#P#P#D#F#Q#S#S#L#E#R#P#E#L#E#L#S#R#H#S#P#R#K#S#S#S#I#S#E#E#K#G#D#S#D#D#E#K#P#R#K#G#E#R#R#S#S#R#V#R#Q#A#R#A#A#K#L#S#E#G#S#Q#P#A#E#E#E#E#D#Q#E#T#P#S#R#N#L#R#V#R#A#D#R#N#L#K#T#E#E#E#E#E#E#E#E#E#E#E#E#D#D#E#E#E#E#G#D#D#E#G#Q#K#S#R#E#A#P#I#L#K#E#F#K#E#E#G#E#E#I#P#R#V#K#P#E#E#M#M#D#E#R#P#K#T#R#S#Q#E#Q#E#V#L#E#R#G#G#R#F#T#R#S#Q#E#E#A#R#K#S#H#L#A#R#Q#Q#Q#E#K#E#M#K#T#T#S#P#L#E#E#E#E#R#E#I#K#S#S#Q#G#L#K#E#K#S#K#S#P#S#P#P#R#L#T#E#D#R#K#K#A#S#L#V#A#L#P#E#Q#T#A#S#E#E#E#T#P#P#P#L#L#T#K#E#A#S#S#P#P#P#H#P#Q#L#H#S#E#E#E#I#E#P#M#E#G#P#A#P#A#V#L#I#Q#L#S#P#P#N#T#D#A#D#T#R#E#L#L#V#S#Q#H#T#V#Q#L#V#G#G#L#S#P#L#S#S#P#S#D#T#K#A#E#S#P#A#E#K#V#P#E#E#S#V#L#P#L#V#Q#K#S#T#L#A#D#Y#S#A#Q#K#D#L#E#P#E#S#D#R#S#A#Q#P#L#P#L#K#I#E#E#L#A#L#A#K#G#I#T#E#E#C#L#K#Q#P#S#L#E#Q#K#E#G#R#R#A#S#H#T#L#L#P#S#H#R#L#K#Q#S#A#D#S#S#S#S#R#S#S#S#S#S#S#S#S#S#R#S#R#S#R#S#P#D#S#S#G#S#R#S#H#S#P#L#R#S#K#Q#R#D#V#A#Q#A#R#T#H#A#N#P#R#G#R#P#K#M#G#S#R#S#T#S#E#S#R#S#R#S#R#S#R#S#R#S#A#S#S#N#S#R#K#S#L#S#P#G#V#S#R#D#S#S#T#S#Y#T#E#T#K#D#P#S#S#G#Q#E#V#A#T#P#P#V#P#Q#L#Q#V#C#E#P#K#E#R#T#S#T#S#S#S#S#V#Q#A#R#R#L#S#Q#P#E#S#A#E#K#H#V#T#Q#R#L#Q#P#E#R#G#S#P#K#K#C#E#A#E#E#A#E#P#P#A#A#T#Q#P#Q#T#S#E#T#Q#T#S#H#L#P#E#S#E#R#I#H#H#T#V#E#E#K#E#E#V#T#M#D#T#S#E#N#R#P#E#N#D#V#P#E#P#P#M#P#I#A#D#Q#V#S#N#D#D#R#P#E#G#S#V#E#D#E#E#K#K#E#S#S#L#P#K#S#F#K#R#K#I#S#V#V#S#A#T#K#G#V#P#A#G#N#S#D#T#E#G#G#Q#P#G#R#K#R#R#W#G#A#S#T#A#T#T#Q#K#K#P#S#I#S#I#T#T#E#S#L#K#S#L#I#P#D#I#K#P#L#A#G#Q#E#A#V#V#D#L#H#A#D#D#S#R#I#S#E#D#E#T#E#R#N#G#D#D#G#T#H#D#K#G#L#K#I#C#R#T#V#T#Q#V#V#P#A#E#G#Q#E#N#G#Q#R#E#E#E#E#E#E#K#E#P#E#A#E#P#P#V#P#P#Q#V#S#V#E#V#A#L#P#P#P#A#E#H#E#V#K#K#V#T#L#G#D#T#L#T#R#R#S#I#S#Q#Q#K#S#G#V#S#I#T#I#D#D#P#V#R#T#A#Q#V#P#S#P#PaR#GdKdIqSdNqIkVkHkIkSaNlLdVdRdPdFdTdLpGvQrLvKvEvLlLlGvRvTlGaTdLwVpEpEvAlFwWdIaDdKpIrKrSgHiCiFmVtTgYgSpTdVsErEsAlVvAsTsRqTsAvLqHrGqVdKdWpPpQvSpNrPpKdFgLmChAiDhYgAdEdQpDlEvLsDcYvHrRvGvL#L#V#D#R#P#S#E#T#K#T#E#E#Q#G#I#P#R#P#L#H#P#P#P#P#P#P#V#Q#P#P#Q#H#P#R#A#E#Q#R#EvQ#EvRvAvVvRvEvQvWvAvEvRvEvRvEvM#EvRvR#E#R#T#R#S#E#R#E#W#D#R#D#K#V#R#E#G#P#R#S#R#S#R#S#R#D#R#R#R#K#E#R#A#K#S#K#E#K#K#S#E#K#K#E#K#A#Q#E#E#P#P#A#KdLdLlDcDnLvFfRpKwTdKpAdApPvCiIdYtWhLdPdLdTpDvSvQvIvVvQvKvEvAvEvRvAvEvRvAvKvEvRvEvKvRvRvKvEvQvEvEvEvEvQvKvEvRvEvKvEvAvEvRvEvRvNvRvQvLvEvRvEvKvRvRvEvHvSvRvEvRvDvRvEvRvEvRvEvRvEvRvDvRvGvDvRvDvRvDvRvEvRvDvRvEvRvGvRvEvRvDvRvRvDvTvK#R#H#S#R#S#R#S#R#S#T#P#V#R#D#R#G#G#R#R# | 0.735155 | train |
M#SfAwKfAwIaSwEfQvTlGvKlElLlLcYlKvFqIqCdTfTpSfAdIeQpNqRrFpKfYkAfRkVdTfPpDpTdDdWpAvRvLsLcQvDvHhPvWcLlLqSvQaNfLkVkVkKaPfDgQqLpIdKpRlRcGvKvLvGvLrViGdVaNrLhTrLsDvGrVvKvSvWvLcKpPvRqLhGqQdEwAdTdVdGfKlAfTiGdFhLrKgNmFmLmImEgPhFhVdPdHdSdQqAqEqEwFkYkVwCkIwYaAdTdRlEfGaDiYkViLwFiHdHsErGfGaVsDpVpGdDpVsDvAvKhAtQfKiLdLgVaGgVqDpEgKaLdNdPlEvDcIcKvKvHgLhLcVpHpArPdEpDvKcKsEvIlLvAsSrFnIvSnGsLvFvNvFsYcEvDqLqYaFwTrYmLwEiIaNtPtLfVgVqTdKpDvGtVtYyVrLpDtLiAiAtKiVhDtAvTlAcDcYvIvCcKcVvKsWsGpDpIgEdFrPrPdPhFhGrRdEdAdYdPpElEqAvYvIqAvDvLlDcAnKpSdGlAkSfLwKgLkTdLfLfNaPlKqGaRqIeWaTeMeVaAaGfGqGqAfSlVlVqYlSlDvTlIcCvDvLvGvGrVlNvErLyAgNmYrGiEyYiSgGpAqPdSfElQqQsTlYlDsYsAlKlTsIsLlSvLsMnTlRpEdKaHdPpDvGfKhIeLyIeIhGfGaSfIaAdNlFpThNaVlAlAgTsFlKnGsInVlRvAsIcRvDvYsQlGvPsLnKvEvHnElVyTaIyFeVhReRyGhGfPhNnYvQvEnGsLqRvVsMqGvEvVsGcKvTvTsGvIrPhIyHhVgFaGyTpEvTdHdMgTnAvIvVsGcMcArLvGvHvRdPpIrPpN#Q#P#P#T#A#A#H#T#A#N#F#L#L#N#A#S#G#S#T#S#T#P#A#P#S#R#T#A#S#F#S#E#S#R#A#D#E#V#A#P#A#K#K#A#K#P#A#M#P#Q#D#S#V#P#S#P#R#S#L#Q#G#KfSdTlTdLdFwSfRlHqTaKaAeIeVeWeGdMdQqTqRvAlVqQqGqMfLlDvFlDnYqVlClSvRrDpEdPrSnVyAqAaMyVeYdPqFpTdGdDkHdKwQdKwFhYdWnGqHnKdEiIdLtIhPiVyFhKnNdMpAvDvAvMcRvKvHcPvErVhDqVeLyIeNyFpAdSeLlRvScAqYlDvSvTlMvEvTvMlNvYrAlQsIhRqTeIyAeIaIdAgEdGsInPrEpAsLsTvRsKvLsIlKvKsAcDvQvKsGsVhTqIyIqGdPdAaTaVqGwGkIaKaPaGsCiFgKdIrGgNsTqGlGhMhLvDvNsIcLvAqSlKvLsYnRhPaGfSqVeAeYeVeSeRqSiGsGsMvSqNsEvLvNsNnIlIcSsRvTqTaDlGgVhYrEmGyVgAhIqGyGlDeRqYnPgGsSdTaFpMvDsHnVlLlRsYlQqDvTdPlGsVhKqMeIyVeVyLeGaEeIfGaGdTqErElYvKvIvClRvGcIlKvEvGvRsLhTdKhPaIyVaCyWaCyIgGnTqCcAqTvMvFrSsStEwVdQdFtGsHrAnGrArCgAhNpQdApScErThArVvAnKsNlQvAsLcKvEvAsGvVhFrVyPdRpSgFpDvEcLsGsEvIsIsQnSvVsYnEvDvLcVvAvNvGvVvIgVdPrAdQdEdVdPrPtPdTdVhPdMdDdYpSvWvAcRvEvLvGpLvIdRdKdPdAdSpFdMdTdSqIqCwDdEpRpGdQpEfLtIdYgAlGnMrPgIpTvErVcFvKvEvEvMcGpIpGlGqVsLcGcLrLrWvFvQsKdRrLfPdKnYlSsCsQvFlIlEvMlClLlMqVvTlAqDdHdGdPcApVdSqGlAsHvNqTlIlIlCcAlRqAvGvKdDdLlVvSsSsLlTvSsGsLlLvTvIcGdDdRpFhGlGcAlLlDlAqAlAlKvMlFlSvKvAcFvDvSvGvIdIaPlMvEvFsVvNvKvMcKvKvEvGvKhLdIrMrGqIwGfHdRdVpKaSfIpNvNrPdDdMpRsVlQvIvLsKvDvYsVlRvQvHpFfPpAdTqPsLsLvDvYrAqLvEvVnEqKvIvTvTcSvKvKpPrNrLrIhLrNhVnDsGnLsInGnVsAsFlVlDsMsLqRpNgCrGpSrFdTdRnEvEsAsDvEvYcIsDvIvGpAvLsNsGvIsFsVsLsGsRhSsMnGvFsIsGvHsYsLvDvQcKvRvLvKvQnGhLnYdRdHdPdWpDvDpIdSdYpVpLdPdEdH#M#S#M# | 0.394378 | train |
M#PvGvRvHlVvSvRlVlRvAvLlYlKvRlVqLlQvLlHlRvVlLpPdPpDvLcKsSvLvGvDnQvYvVsKvDvEvFsRvRvHpKpTpVdGdSpDvEvAsQvRvFvLsQvEvWsEvVvYvAsTvAqLsLvQvQlAsNvEvNcRvQvNdSpT#G#KdArCdFdGdTdFdLdPdEpEvKnLvNvDvFdRdDpEvQvIvGvQvLvQvEvLvMvQvEvAvTpKpPdNpR#Q#F#S#I#S#E#S#M#K#P#K#F# | 0.411781 | train |
M#SpNqPpFqAcHvLqAwEaPdLlDdPpVvQqPrGlKaKiFeFrNqLpNvKvLvEvDqSpRlYqGlRqLdPdFlSlIlRnVqLqLlErAqAlIsRvNpCdDpEcFpLlVrKhKpQvDlInEvNlIsLsHvWlNvVpTqQqHpKvNqIdEkVgPwFgKqPaAqReVeIeLeQeDlFlTlGvVlPlAlVlVlDlFlAqAlMlRlDvAlVlKvKvLlGvGfDhPsElKlIsNaPqVpChPaAyDeLyVeIyDfHaSqIfQfVqDaFdNfRlRdAqDcSlLqQvKvNrQvDvLvEsFcEvRqNqRvEvRsFlElFsLvKlWlGsScQlAqFhHdNsMyRhIyIfPdPfGqSfGfIdIrHlQlVcNcLqElYpLvAdRlVqVwFdDrQpDsGsYyYtYgPgDhSeLyVeGyTqDfSqHlTvTlMlIcDlGlLlGqIhLhGyWgGhVfGfGsIlEvAnEsAcVsMrLlGvQhPtIdSmMaVrLsPaQaVeIeGeYeReLeMdGaKePaHdPqLpVdTdSlTlDlIvVqLlTvIvTlKlHvLlRlQvVvGdVaVaGsKhFhVyEeFyFaGaPpGrVsAvQnLdSaIsAlDsRsAsTlInArNsMlCcPvEqYsGhAhTgAhAhFhFyPqVhDeEvVsSsIlTvYsLcVqQlTsGqRhDdEpEvKsLsKvYvIsKvKsYvLcQvAsVnGvMrFyRdDdFrNhDdPcSvQsDnPhDdFgTpQyVyVdEyLdDyLnKhTpVgVaPaCwCkSaGkPfKaRgPsQnDrKiVdAhVlSqDcMlKlKvDqFqElSvCqLdGcAdKdQdGdFrKrGhFdQnVhAdPpEvHlHqNfDfHkKfTwFfIdYdDpNnTdEiFdTiLdAaHaGfSfVeVqIeAqAeIaTfSeCrTnNdTlSsNpPlSlVlMlLvGqAlGlLqLlAlKvKlAcVvDvAqGaLfNeVfMdPpYqIrKlTaSeLySaPhGrSrGvVlVsTvYqYlLcQvEvSlGpVsMqPvYsLcSsQrLnGtFhDdVhVnGgYrGhCrMyTlCvIqGaNsShGhPdLgPdEpPrVvVlEcArIcTvQvGsDvLhVqAyVeGhVeLySqGhNnRgNnFhEqGpRrVrHyPvNsThRrAtNyYmLhAhSgPsPnLvVsIsAlYcArIrAlGrTgIsRnIdDnFlEvKpEaPaLsGdVaNhApKvGrQdQgVhFgLsKvDsIsWrPdTgRsDvEnIsQvAvVsEcRvQvYrVsIgPnGvMsFsKcEvVsYvQvKcIrEnTpVpNdEpSsWsNvApLnAdThPdSsDdKsLhFdFdWaNdSpKlSdTqYaIaKhSnPdPcFlFsEvNpLfTdLlDdLfQdPfPdKaSwIaVfDqAaYaVaLlLfNeLeGeDaSdVpTaTlDcHqIfSfPnAfGaNaIdAdRcNpSfPpAlAvRvYvLvTvNvRsGvLdTdPsRvEsFsNgStYsGsSrRrRsGnNpDlAsVnMrAlRsGrTgFsAqNdIqRqLgLqNgRlFqLvNnKhQrAgPqQwTdIqHlLlPvSvGrEdIiLdDrVsFlDvAsAlEvRvYcQvQvAvGvLhPaLyIeVhLfAyGeKyEaYpGhAdGdS#S#RyDlWsAsAqKvGnPcFvLvLsGrIhKqAeVyLeAyEqSyYyEdRpIsHsRcSlNsLvVlGqMqGlVrIwPyLwEhYaLpPvGpEdNgAcDvAnLqGvLnTpGsQsEwRtYwTiIwIgIdPdErNdLdKdPaQqMdKkVtQkViKaLtDpTvGrKdTiFdQiAiVtMrRhFpDhTdDpVvEsLvTcYqFnLsNlGsGhIdLsNsYvMsIsRsKvMsAsKd | 0.469577 | train |
M#A#P#Y#S#L#L#V#T#R#L#Q#K#A#L#G#V#R#Q#Y#H#V#A#S#V#L#C#Q#R#A#KaVaAaMlSwHpFqEgPsNpEhYgIdHpYvDvLlLlEvKvNqIlNvIlVlRcKvRvLvNvRdPfLfTaLlSvEcKsIlVfYsGsHfLaDpDdPsAnSpQaEdIaEdRaGqKaSgYkLgRfLgRaPaDqReVeAeMeQeDlAlTqAlQlMvAlMlLlQlFlIvSlSlGvLdSfKaVfApVhPaSyTeIyHaChDfHfLqIqEfAdQdVfGfGaEpKvDsLqRvRvAsKcDvIvNcQvEvVsYqNvFlLsAqTlAsGcAlKrYhGfVyGwFyWfKfPrGlSfGfIaIrHlQvIcIcLcElNtYrAqYaPaGsVgLrLyIeGyTcDkSlHlTqPlNlGsGlGlLrGnGyInCgIfGhVfGhGsAlDqAnVsDcVnMrAvGvIhPgWrEiLdKrCnPaKaVeIeGeVeKaLeTaGaSaLaSdGfWqSdSaPlKlDlVvIqLlKvVvAcGlIvLqTpVlKaGnGqTaGrAhIeVyEeYyHdGyPpGhVlDvSrIhSaCsTlGsMsAsTlInCfNrMlGsAsEsInGlAhTrTtSyVhFyPaYdNdHpRnMsKcKvYsLcSvKlTsGvRnEnDvIsAsNvLvAcDvEvFvKrDvHsLrVhPtDpPpGpCdHdYhDpQhLyIhEyIdNyLnSvEpLgKaPwHwIkNaGwPqFaTgPsDnLrAiHdPhVlAqEcVqGqKvVvAcEvKvEvGvWaPaLfDfIaRaVeGqLeIeGdSdCsTnNqSqSaYqEqDlMlGqRqSlAlAqVlAlKvQvAqLvAvHlGvLfKaCfKpShQaFyTeIyTaPhGrSgElQlIsRvAqTqIcEvRvDvGcYsAvQvIsLcRvDvLsGvGyIgVyLhArNsAhCcGhPqCvIaGqQsWyDpRdKdDpIdKdKaGqEdKqNhTeIhVeTySqYhNnRgNnFhTqGcRrNrDnAnNrPrEnTyHgAyFmVhTtSrPsEnIvVsTsAvLcArIrAvGrTgLsKnFdNdPlEvTdDdYwLdTaGgTpDvGrKdKtFdRgLrEtArPgDdAgDdEsLhPdKpGdErFtDdPsGhQdDpTrYmQdHgPrPdKpDdSsSpGpQrHdVnDdVdSdPcTpSdQqRqLaQdLnLdEdPfFfDdKfWdDpGlKdDwLdEfDfLaQaIaLlIaKeVfKdGdKdCaTaTvDcHqIqSqAnAtGhPpWlLsKsFnRsGrHpLlDvNvIsSlNqNsLgLrIqGnAtIqNgIpEvNpGrKhAgNqSwVdRqNlApVpTvQrEhFtGgPgVsPsDvTsAlRqYvYcKvKvHvGvIhReWhVeVyIeGeDeEeNqYhGhErGdSiSlRyElHsAsAqLsEsPcRsHvLsGrGyRaAeIyIeTyKqSyFyArRdInHnElTvNsLnKlKqQqGlLhLhPyLwTyFfApDdPsAcDcYsNvKvIaHdPnVnDwKtLkTiIwQdGdLlKnDvFdTaPaGpKdPwLiKwCiIwItKqHdPpNvGrTdQiEdTiItLtLiNdHgThFdNhEpTlQsInElWcFnRnAlGsShAnLsNsRvMsKsEvLvQvQ# | 0.357863 | train |
M#I#Q#N#V#G#N#H#L#R#R#G#L#A#S#V#F#S#N#R#T#S#R#K#S#A#L#R#A#G#N#D#S#A#M#A#D#G#E#GdYdRdNaPqTlEkVfQkMdSkQdLaVaLaPqCvHqTdNdQpRvGqEwLgSqVvGlQsLvLlKlWvIqDlTvTrAqCqLsSsAvEcRsHqAaGvCaPgCkVaTwAfSkMkDaDkIkYfFfEpHdTiIhSgVhGgQkVmVkNmIkKmAkKhVfNlRwAdFdNqSfSkMtEkViGkIiQwViAkSiEaDhLpCvSvErKdQiWdNgVtCiKiAiLiAtTiFmVgAgRdRdElIhTdKtVhKgLgKdQiIdTdPqRdTdElEvEsKvMlEsHnSqVlAvAvElRvRvRvMlRvLvVvYvAvDvTlIlKvDvLcLlAvNpC#A#I#Q#G#D#L#E#S#R#D#C#S#RqMaVdPeAfEvKlTlRkVdEkSdVkEdLaVaLaPpPvHqAdNdHpQsGfNwTgFgGpGsQnIvMsAsWvMqEsNvVsAqTqIsAsAvScRsLfCaRvAaHrPwTdLwKgAmIkEhMmFkHgFfRpGdPtSdQgVhGqDkRiLkViLkKiAkItVfNlNwAdFdKfHqSkMtEkVmGkViCwViEwAiYdRrQdEpApEdTpHdRtRhHtIgNmSiAiFiMiTmFiVgVdLaDdApDvDrQdPgQhLgLtPhWgIhRdPfQdPpGdDpGsEvRsRsYnRsEsAvSvAlRvKvKvIlRvLvDlRlKcYvIlVpS#C#K#Q#T#E#V#P#L#SaVaPaWdDdPsSsNcQvVsYvLnSlYsNsNlVqSsSvLqKsMvLvVvAsKdDpNdWwVdLfSpSdEdIdSpQqVkRtLwYtTwLdEdDdDpKqFkLiSkFiHkMiEkMhVkVaHqVaDdAqAvQvAvFlLvLcLfSqDpLcRqQnRcPvEvWqDaKlHqYfRvSgVkEdLfVpQdQdVpDdEpDfDkAtIwYiHkVtTwSgPqAdLaG#G#H#TpKaPtQaDiFfVtIkLiAwSgRwRdKdPdCpDdNaGpDfPwYtVwIiAkLiRfSgVyTdLdPpTvHdRdEdTdPpErYhRdRyGdEgTfLnCiSwGiFwCtLwWhRdEpGdDdQrLmTiKiCiCmWtVmRgVmSdL#T#E#L#V#S#A#S#G#F#Y#S#W#G#L#E#S#R#S#K#G#R#R#S#D#G#W#N#G#K#L#A#G#G#H#L#S#T#L#K#A#I#P#V#A#K#I#N#S#R#F#G#Y#L#Q#D#T# | 0.383695 | train |
M#S#N#K#L#L#S#P#H#P#H#S#V#V#L#R#S#E#F#K#M#A#S#S#P#A#V#L#R#A#S#R#L#Y#Q#W#S#L#K#S#S#A#Q#F#L#G#S#P#Q#L#R#Q#V#G#Q#I#I#R#V#PdAdRfMdAfAkTdLkIdLkEvPvAnGdRaCaCaWpDqEdPaViRkIiAkViRaGdLaAaPaEfQfPkVkTkLkRkAkSwLwRaDaEpKvGrAwLiFwQiAwHmAfRiYwRtAaDhTrLrGrEmLdDiLlEcRvAtPwAtLpGdGtSlFdAtGgLsEdPrMlGcLrLqWlAsLiEdPtEpKdPaLqVdRaLgVdKdRaDpVqRvTfPwLiAkViEkLmEwViLfDgGhHdDdPpDpPtGhRdLtLrCdQiTdRiHdEtRhYgFlLaPdPpGqVkRdRwEaPfVdRdVdGdRnVwRgGwTiLkFiLaPhPhEdPdGaPqFfPaGeIeVeDeMeFeGaTpGdGfGeLwLhEcYsRvArSrLnLvAnGnKqGgFyAtVyMiAgLtAtYaYeNcYyEdDpLhPhKpTdMvEqTeLgHeLcEvYnFvEvEvAvMqNvYvLrLcSpHdPpEsVhKdGdPpGaVhGeLyLeGyIaSeKvGsGlEcLvCqLlSqMcAqSqFpLhKpGrIyTaAaAyVeVrIeNlGySaVqAfNaVaGdGhTwLyHdYyKvGvEdTiLaPgPhVfGqVfNdRpNvRpIwKdVaTdKpDvGrYaAtDqIrVaDpVgLgNdSdPcLpEdGdPpDsQvKsSrFgIrPqVsElRnAgEpSyTaFyLeFyLqVyGeQpDfDfHrNvWyKrSsEvFvYrAlNvEvAsCqKvRnLnQvAvHnGvRhRdKrPhQhIyIdCyYqPyEqTaGfHrYdIlEdPaPaYsFrPyLdCnRqAwShLqHdApLvVvGrStPiIhIgWrGtGgEdPsRpAsHnAnMvAsQsVsDvAvWvKvQvLvQsTvFvFsHcKvHrLsGvG#H#E#G#T#I#P#S#K#V# | 0.389837 | train |
M#K#L#L#A#R#A#L#R#L#C#E#F#G#R#Q#A#S#S#R#R#L#V#A#G#Q#G#C#V#G#P#R#R#G#C#C#A#P#V#Q#V#V#G#P#R#A#D#L#P#P#C#G#AkCdIkTdGkRdIaMaRaPpDvDqAdNdVpAlGfNwVgHaGpGlTsIvLlKlMvIqElEvArGvAqIvIsSqTqRcHqCqNvSvQdNpGdEfRhCwVgAwAaLwAfRkVkEaRkTkDfFfLpSdPtMdCgIhGgEwVmAkHiVkSmAkEgIfTqYfTdSdKqHfSkVtEkViQwViNwViMkStEaNnIvLvTvGrAdKiKdLtTgNiKiAiTiLtWiYtVgPtLaSgLpKvNgVrDpKdVtLhEtVgPdPgVdVdYdSpRdQpEvQsEhEvEvGrRvKvRvYvEvAvQvKvLvEvRvMvEvTdK#W#R#N#G#D#I#V#Q#P#VdL#NpPdEdPaNqTeVqSnYqSlQkSdSkLdIkHdLqVaGaPpSvDqCdTdLpHsGqFfVgHrGpGsVsTvMsKsLrMlDsEvVsAvGvIsVsAqAcRrHqCaKvTaNdIkVhTwArSmVkDhAmIkNgFqHdDdKtIaRgKhGrCkVmIkTmIkSiGkRtMwTqFeTdSdNqKfSkMtEkIiEkViLwViDwAtDqPnVvVvDdS#SvQdKhRiYdRtArAmSiAiFiFiTiYmVgSgLaSdQsEvGrRdStLhPtVgPdQgLhVdPyEdTdEpDvEsKvKvRsFhEvEvGvKvGvRvYvLvQvMvKvAvKvRvQvGvH#A#E#P#Q#P# | 0.833029 | train |
M#S#S#P#Q#A#P#E#D#G#Q#G#C#G#D#R#G#D#P#P#G#D#LdRaSqVpLcVvTvTaVlLlNdLwEdPdLdDdEvDqLkFtRkGhRdHdY#W#V#P#A#KqRfLgFqGpGlQsIvVqGlQnAlLlVsAsAvAvKvSnVdSdElDqVkHdVwHfSkLkHkCkYfFqVqRaAtGdDgPpKvLdPmVwLmYkQhVwEdRfTpRdTdGdSpSfFkStVkRiSwViKfAtVdQdHpGnKdPgIrFmIiCmQiAiSmFiQgQgAdQdPdSdPpMdQdHdQdFdSfMdPdTdVfPdPdPqEvEvLfLdDkClElTvLvIlDvQvYlLvRpDpPpNlLqQdKpRvYvPvLvAsLsNvRsIvAnA#Q#EpVdPqIkEiIkKtPwVrNdPdSdPrLnSsQdLlQdRfMdEaPlKkQtMkFiWkVmRaAgRhGrYdIdGdEqGsDpMqKsMsHlCvCsVlAcAsYsIvSvDsYpAcFaLqGvTsAqLcLrPrHpQvWnQfHwKdVwHdFdMkVdSwLgDmHkSmMkWgFfHdAdPgFdRhArDrHdWiMwLmYkEiCkEgSwPpWdAdGdGpSqRkGtLkVmHkGiRfLtWaRdQpDvGrVdLtAgVmTiCmAiQtEmGmVgItRdViKdPtQdVpS#E#S#K#L# | 0.551346 | train |
M#R#R#A#A#L#R#L#C#A#L#G#K#G#Q#L#T#P#G#R#G#L#T#Q#G#P#Q#N#P#K#K#Q#G#I#FaHaIlHvEcVlRqDvKvLlRcEqIqVaGvAfSdTpNdWpRvDcHrVvKvAsMlEvEvRlKvLvLcHlSvFvLfAdKpSfQlDvGpLfPaPaRdReMqKvDlSlYkIhEkVyLkLhPpLlGqSpEdPvEvLsRlEvKvYqLaTdVpQvNqTfVgRqFvGlRvIvLlElDsLvDlSsLsGqVqLsIsCqYcMsHqNqKpIdHpSpAdKsMhSdPqLkSdIkVdTfAfLkVkDaKkIkDfMfClKdKqStLhShPsEnQwDmIkKmFkSiGkHtVfSlWeVdGdKfTfSkMtEkVmKkMmQwMmFfQtLdHdGpDnEdFtChPtVtLiDiAiTiFtViMmVgAiRdDgSsElNnKpGgPgAtFgVgNhPhLyIdPyEdSdPpEvEsEvEvLsFhRvQvGvEvLvNvKvGvRvRvIvAvFpSvScTpSaLcLvKnMdApPdSdApEvElRvTvTvIlHvEvMlFqLvSqTqLdDdPpKvTdIpSdFsRpSrRgVdLdPdSpNlAaVdWeMqEvNvSlKkLdKkSdLkEdIqCqHaPqQvEqRdNdIsFnNqRfIgFrGpGsFnLvMsRsKvAqYvEvLrAqWqAvTsAlCcSvFqGqGvSaRrPwFtVwVgAmVkDhDmIkMgFfQpKdPiVhEhVhGrSwLiLkFmLkSmSkQtVfCqFfTfQdNfNqYkItQkViRkViHwSiEwVtAaSdL#QvE#KrQdHtTdTtTgNiViFiHiFtTmFiMgSgEpKgEtVgPgLgVyFgPyKdTdYpGvEsSsMsLsYnLvDvGsQvRvHrFvNvSpMdS#G#P#A#T#L#R#K#D#Y#L#V#E#P# | 0.531014 | train |
M#A#E#Q#AaTqKaSeVeLeFeVeCdLaGfNpIaCqRfSrPlIlAlEqAqVlFlRcKvLvVcTvDvQvNvInSnEvNsWyRdVtDySyAeAhTlSdGdYpEqIaGqNhPwPhDdYvRlGlQvSvClMcKvRvHvGvItPdMtStHdVgAyRhQhIdTdKlEvDcFqAqTpFhDqYeIyLeCyMaDdEvSvNvLlRvDsLvNvRvKsSpNvQvVhKpThCgKnAyKdIyEaLhLlGlSvYlDaPpQvKsQpLrIhIlEdDdPcYpYpGhNdDsSvDsFsEvTvVsYnQvQsCsVnRrCsCsRvAsFcLvEvKvAvH# | 0.270351 | train |
M#A#G#K#R#S#G#W#S#R#A#A#L#L#Q#L#L#L#G#V#N#L#V#V#M#P#P#T#R#AdRwSdLfRqFaVkTeLkLeYaRaHfGfDfRfSaPaVqKaTaYfPpKqDdPpYdQaEqEvEvWgPpQvGgFhGpQaLaTdKpErGrMlLvQlHlWlElLvGlQlAvLvRlQvRvYcHvGpFvLdNdTlSaYdHdRlQqEqVeYaVaReSeTeDpFdDnRrTlLvMsSsAvEqAsNsLcAlGnLnFhPqPdNdGdMpQrRpFpNdPpNpIdSrWhQdPdIdPdVyHdTyVdPhInTlEpDpRpLaLfKdFpPpLdGdPdCfPpRvYlEvQvLqQlNvEvTlRcQpTdPpEvYnQvNvEvSqSvRvNcAvQvFvLqDvMvVvAcNvEnTrGvLnTdDdLgTgLlEqTrVlWlNsVnYlDsTnLvFvCsEcQvTvHvGvLhRdLdPdPpWvAcSdPpQvTnMnQvRvLsSqRlLsKnDlFvSnFlRcFsLsFaGnIsYgQpQnAlElKsAlRqLlQgGlGlVaLnLvAvQvIvRlKvNvLlTvLcMcAlTpTpSvQnLhPrKrLyLyVyYySrAhHhDqTsTnLvVsAsLnQcMsAlLlDvVnYdNpGsEgQgAqPhYhAgSkCmHkImFwEiLwYmQqEtDpSvGrNfFiSwViEaMiYfFiRdNrEdSsDpKdAdPtWdPtLdSdLrPpGpCaPdHnRrCgPgLsQvDrFvLcRvLsTsEvPsVnVhPhKpDdWnQvQvEsCsQdLdAdSdG#P#A#D#TvEvVvIvVvAvLvAvVvCvGvSvIvLvFvLvLvIvVvLvLvLvTvVvLvFvRvMvQvAvQ#P#P#G#Y#R#H#V#A#D#G#E#D#H#A# | 0.711267 | train |
M#I#T#G#V#F#S#M#R#L#W#T#P#V#G#V#L#T#S#L#A#Y#C#L#H#Q#R#R#V#A#L#A#E#L#Q#E#A#D#G#Q#C#PdVdDdRpSvLlLkKdLfKqMaVkQeVkVeFwRaHfGfAfRdSaPfLlKdPwLaPpLdEpEdQdVfEaWdNaPcQlLqLaEpVaPdPpQlTlQdFaDdYaTdVeTaNaLpAvGrGhPhKqPdYdSdPpYsDqSvQsYqHvEvTdTaLdKhGnGgMdFtAhGpQaLqTgKnVlGrMlQvQlMlFlAvLlGlElRvLlRqKcNvYqVpEpDvIdPnFnLdSdPlTaFdNdPpQqEaVeFdIaReSeTeNsIdFvRsNlLvEsSsTvRsCsLsLnAsGnLnFnQvCnQhKhEpGdPhIhIyIyHhTyDhEhAlDlSpEdVqLlYfPlNnYlQpSqCfWvSlLlRvQvRlTlRvGvRlRlQvTcAlScLvQdPpGpInSvEvDvLvKvKvVlKcDvRvMqGvInDdSpSpDdKpVdDhFlFvIsLlLqDsNvVvAqAsEcQvAsHvNvLiPpSdCdPpMsLsKvRvFcAnRvMvIsEqQlRsAvVlDsTsSlLcYsIsLpPpKlEvDpRlEvSsLlQlMsAgVnGqPqFvLlHqIvLvElSvNlLlLsKcAsMvDpS#A#T#A#PvDsKnIhRhKrLyYyLyYyAhAhHhDqVnTsFvIsPsLvLcMsTlLqGpInFdDpHsKgWrPqPhFhAgVkDmLkTmMwEiLwYiQaHrLnEpSvKrEwWiFwViQaLiYdYtHrGnKhEtQdVdPtRpGqCaPpDdGrLtCrPgLvDvMsFsLsNvAsMsSvVsYrThLdShPpEvKrYsHnAvLsCrSdQ#T#Q#V#M#E#V#G#N#E#E# | 0.532949 | train |
M#L#F#R#NvRvFvLvLvLvLvAvLvAvAvLvLvAvFvVvSvL#S#L#Q#F#F#H#L#I#P#V#S#T#P#K#N#G#M#S#S#K#S#R#K#R#I#M#P#D#P#V#T#E#P#P#V#T#DqPlVlYnEvAlLqLqYqClNpIfPpSdVdAqEdRaSfMpEfGqHdAdPpHpHlFkKaLfVqSfVkHaVkFeIwRaHfGfDdRfYqPaLlYfVaIqPaKlTfKdRgPfEqIaDaCaTaLqVdAqNpRdKpPpYhHdPpKcLsEvAvFlIvSvHlMqSvKvGlS#G#AaSaFeEdSpPpLqNvSvLaPrLlYgPtNhHgPsLdCdEdMhGgEhLhThQnTrGrVlVvQlHlLlQsNlGlQlLvLcRqDcIrYcLcKvKpHrKvLlLdPpNpDpWgSaAlDqQlLeYaLaEeTeTeGpKdSnRrTlLnQnSsGsLsAsLsLpYcGsFnLpPpDpFdDdWnKnKsIdYyFyRhHyQdPpSdAlLlFsClSvGpSvCpYaCfPqVqRlNvQvYlLvEvKvElQvRvRvQlYvLvLlRcLvKvNdSpQvLlEvKvTlYlGvElMvAcKqIfVsDvVhPdTsKvQvLsRvAvAsNvPnIlDsSnMvLsCsHcFsCsHvNvVhSaFaPtCgTdRpNrGgCgVdDdMdEvHsFsKsVvIvKsTsHsQlIvEvDsElRvEvRcRlEvKvKcLsYlFlGlYsSlLlLlGsAnHlPnIvLlNvQvTvIlGvRvMlQvRcAsTlEvGvRdKsEgEhLrFdAyLyYySrAhHhDlVvThLvSvPsVvLcSsApLqGqLvSsEvAdRdFrPaRrFgAgAkRmLwImFkEiLwWmQaDrRnEvKhPrSnEwHiSfViRwIiLdYtNsGnVdDtVcTrFlHnTgSpFqCrQvDcHvHvKvRvSdPpKdPpMgChPtLsEvNsLsVvRcFsVsKqRaDvMsFqVvAvLvGvG#S#G#TrNgYsYvDcAsCrHpRpEpG#F# | 0.390216 | train |
M#A#V#Y#V#G#M#L#R#L#G#R#L#C#A#G#S#S#G#V#L#G#A#R#A#A#L#S#R#S#W#Q#E#A#R#L#Q#G#V#R#F#L#S#S#R#E#V#D#R#M#VqSwTfPaIpGpGlLfSqYkVtQaGgCaTaKpKdHdLfNdSfKdTfVlGlQvClLlEvTvTlAcQvRvVfPvEqRaEwAaLeVdVeLpHvEvDrVdRiLhTgFsAvQrLlKnElElVlDlKlAlAlSlGlLcLvSvIlGpLdCaKaGpDaReLeGeMeWaGfPfNdSdYpAvWlVlLsMcQlLrAsTcAsQlArGnIyIaLyVeSlVdNyPnApYdQaAlMvElLvElYvVvLcKqKlVqGlChKqAeLyVeFyPeKcQdFdKdTvQdQrYpYvNvVrLpKcQvIqCqPvEqVqEqNvAaQaPaGsAqLgKdSgQpRsLrPrDsLhTrThVyIeSyVdDyAdPdLgPrGnThLhLhLsDvEvVsVsAvAvGcSpTdRpQvHsLsDvQvLsQvYvNsQsQvFvLdStCqHqDrPwIhNyIwQaFwTdS#G#T#T#G#S#PtKwGtAfTtLaSgHsYsNqIqVlNrNvSlNqIlLlGlEvRlLlKvLlHvEvKdTdPsElQlLlReMeIeLqPqNfPtLcYsHdClLcGcSvVrAnGqTnMsMnCcLsMnYsGvAgTyLrIyLdAqSdPsIhFdNdGlKvKsAsLlEvAcIcSqRvEsRvGhTaFeLyYeGaTePqTvMsFlVlDrInLlNpQdPpDcFnSvSvYgDpIlSvTnMhCaGeGyVeIyAeGdSdPdAhPaPlEvLsIlRvAcIcIcNpKvIsNvMnKlDqLyVkVqAfYaGfTdTvEqNqSsPtVtTfFaAiHaFhPsEpDdTdVsEnQlKrArEaSfVnGhRaIgMtPhHqTkEmAkRfIfMaNaMpEpApGrThLgAhKrLaNpTdPkGgEwLiCkImRaGgYsCrVgMtLpGaYtWrGpEcPvQpKvTrEcEvAqVaDpQpDvKrWiYgWgTpGqDwViAwTgMaNhEsQsGrFtCiKhItVqGaRgSvKvDqMfIaIqRfGqGnEdNtIdYgPfAvEvLvEqDnFlFvHvTvHpPpKfVfQsEgVkQgVwVgGwVeKaDdDpRpMgGrEtEfIiCeAiCeItReLtKdDpGpEdEdTdTdVpEvEvIvKlAvFsCcKpGpKpIdSdHpFrKnIrPgKpYhIyVhFyVdTpNdYaPdLaT#I#S#G#KdIgQdKvFvKvLvRrEvQvMvEcRvHvLvNvLd | 0.220286 | train |
M#L#P#H#V#V#L#T#F#R#R#L#G#C#A#L#A#S#C#R#L#A#P#A#R#H#R#G#S#G#L#L#H#T#A#P#V#A#R#S#D#R#S#AdPfVlFlTlRcAlLvAvFlGpDqRfIfAaLeVqDeQpHlGgRtHdTgYsRnElLlYsSlRlSlLcRvLlSlQvEvIvCcRvLvClGvCnVpGpGlDaLpRcEaEaReVeSeFeLeCdAfNqDgAsSvYvVsVsAsQlWsAnScWvMlSsGnGyVaAyVePyLdYdRpKlHdPaAlAvQlLvElYcVsIcCvDlSsQvShSqVeVyLeAySeQpEvYcLcEvLvLcSvPvVsVcRvKvLvGvVhPhLyLdPyLdTdPpAcIsYrTvG#A#V#E#E#P#A#E#VdPrVsPdEdQdGsWqRqNpKrGwArMyIwIaYwTdS#G#T#T#G#R#PtKwGtVfLtSfTgHsQlNlIlRsAqVlVlTvGlLlVcHvKqWqAvWdTaKlDlDaVeIeLeHqVaLdPdLpHsHfVlHcGrVpVrNnAqLrLsCnPnLsWnVhGnAhTyCyVyMtMyPrEhFdSdPlQvQvVvWlEcKlFlLlSdSpEdTpPpRhIhNaVeFyMeAdVePqTvIsYlTvKvLnMvEvYvYcDvRvHpFvTpQdPpHvAsQqDvFsLqRqAvVsClEvEpKrIhRlLaMyVaSyGdSpAdAfLhPfLvPvVsLqEvKsWvKcNsIrThGvHdTrLhLkEaRfYdGdMhTpEqIqGsMgAfLfStGaPhLsTdTpAvVrRgLdPrGqSfVrGfTfPgLtPpGfVkQkVkRwIfVwSdEaNqP#Q#R#E#A#C#SrYiTdItHqAwEiGdDhEpRvGaTiKdVgTdPpGpFsEaEqKnEkGgEwLmLwVmRdGgPsSnVgFtRdEaYgWrNpKcPpEpEvTrKvSvAqFaTdLpDvGgWiFgKgTpGqDwTiVwVtFdKdDpGrQtYiWgItRlGgRgTpSvVwDqIfIaKqTfGqGnYdKtVhSgAqLvElVlEqWsHvLlLcApHdPpSfIfTdDhVwAgVwIgGfVaPqDdMpTrWtGrQtRaVtTeAiVeVtTeLtRdEpGpHdSdLdSdHlRvEnLqKqEvWvAvRvNvVpLdAdPnYrAnVrPgSpEyLyVhLyVdEnEdIqPdRdNdQ#M#G#K#IhDdKrKvAvLvInRcHvFvHpPpS# | 0.215598 | train |
M#Q#A#H#E#L#F#R#Y#F#R#M#P#E#L#V#D#F#R#Q#Y#V#R#TpLdPdTpNvTvLvMvGvFvGvAvFvAvAvLvTvTvFvWcYvAvTpRpPfKdPfLaKdPfPlCdDpLlSlMaQqSwVdEaVdApGpSpGqGrAwRiRaSgApLnLdDpSdDpEaPfLfVqYfFqYdDpDqVqTlTfLlYlEsGlFlQvRlGlIcQvVqSlNvNqGpPfCaLeGwSeRdKdPpDpQdPfYtEdWtLdStYsKvQrVlAvElLlSlEqClIlGlSlAlLcIvQvKvGpFfKaTlAePlDlQgFeIeGeIeFeAeQfNdRhPsEvWvVvIsIpElQsGsCcFqAlYrSnMyVaIyVePyLdYyD#T#L#G#NlElAlIvTlYvIsVcNvKlAsElLhSqLeVyFeVyDaKdPpEvKvAlKvLsLvLlEvGcVlEvNvKvLsIrPvGsLhKaIeIyVeVyMaDdAdYdGdScEvLsVcEvRsGcQvRvCsGnVhEhVyThSyMsKvAvMsEsDvLsGsRvAvNrRgRdKhPgKdPgPdAgPsEpDgLfAsVyIfCqFfTdS#G#T#T#G#NhPtKwGtAfMtVfTgHrRsNlIlVnSsDvClSrAlFvVcKsAqTcEvNsTpVdNdPaCaPqDqDfTeLeIeSdFgLdPgLpAsHfMlFvEsRvVsVvEsCsVnMnLsCsHrGnAhKyIyGyFyFdQpGnDdIpRvLcLvMlDvDvLlKqVsLrQvPgTqVeFyPeVdVePqRvLvLlNvRvMlFvDcRvIlFvGvQvAcNvTdTpLvKsRnWvLlLlDvFvAqSlKvRvKlElAvEcLlRlSsGnIrIqRdNqNdSdLpWsDnRvLvIrFlHvKvVvQcSsSsLrGnGnRnVhRqLeMyVeTyGeAlAdPdVhSdAqTvVsLqTlFsLcRsAsAsLnGsChQhFyYkEyGaYyGdQgTvEqClTsAgGgCqCaLiTaMgPrGsDpWsTgAdGqHfVrGhAaPgMgPsCfNkLiIwKaLfVdDdVpEvElMqNpYaMdAsAvEqGqEkGhEfViCkViKaGgPsNnVgFtQpGaYtLrKpDcPpApKrTrAcEvAqLaDpKpDvGgWiLgHrTpGqDwImGwKgWqLdPsNsGrTtLiKhItIdDaRgKnK#H#I#F#K#L#A#Q#G#E#Y#IeArPqEvKnIlEfNvIlYlMcRvSqEqPqVfAdQgVkFdVwHdGhEhS#L#QhAqFaLiIeAiIeVtVePtDdVqEvTrLlCqSvWvAcQvKvRvGvFdEhGdShFlEvEvLlClRvNdKpDvVsKqKvAvIsLlEvDsMsVvRvLsGcKvDvSvGpLnKdPpFrEnQrVhKpGgIyThLyHdPhEdLdFqSdIsDvNlGvLqLaTdP#T#MrKhAgKsRnPvEvLvRcNvYvFcRvSvQvIvDvDvLvYrSvTvIdK#V# | 0.344309 | train |
M#N#N#H#V#S#S#K#P#S#T#M#K#L#KdH#TpI#NdPpIvLvLvYvFvIvHvFvLvIlSvLvYvTcIvLvTvY#IvP#F#Y#F#F#S#E#S#RlQlEvKvSqNpRfIqKqAwKdPfVlNdSdKdPlDqSgAwYiRfSgVpNvSfLsDpGhLfAdSqVfLpYdPpGpCcDlTfLlDlKsVlFlTvYlAlKcNvKvFfKvNfKaRwLaLfGwTeRwEdVfLpNdEwEdDwEdVqQdPpNvGrKdItFfKiKaVtIfLtGhQaYiNdWtLdSgYsEnDrVlFvVlRlAlFqNlFlGlNlGlLvQvMvLvGvQqKaPaKlTaNeIeAeIeFqCeEfTdRhAsElWvMvIsApAlQsAnCcFrMfYlNnFyQaLyVeTyLdYyAnTlLaGaGqPvAlIvVlHvAsLlNqElTsElVdTqNhIyIeTySaKpEvLsLvQvTpKhLcKvDvIrVvSvLsVnPvRnLhRqHeIyIeThVqDdGdKdP#P#T#W#S#EdFdPdKpGrIhIdVyHhTyMsAvArVsEsAvLnGsAvKpAdS#M#E#N#Q#P#H#SdKnPfLdPsSpDrIfAsVyIqMqYwTdS#G#S#T#G#LhPtKfGtVfMgIfSgHrSsNlIlIrAlGqIlTsGlMvAlEvRqIdPpEpLqGaEqEpDfVeYeIeGqYaLpPgLcAsHfVlLvErLvSsAvEsLsVnCnLsSsHhGnCyRyIyGyYySfSyPqQqTqLqAfDcQpSrSsKrIhKdKnGpShKgGgDdTlSqMnLrKvPgTqLeMyAeAdVePqElIsMlDlRvIlYvKvNvVvMvNvKvVlSvEvMdSdSsFvQlRnNnLlFlIsLvAlYlNsYsKqMlEvQqIvSvKsGsRhNaTdPvLvCsDcSvFpVnFlRqKvVsRlScLrLrGnGnNnIhRaLeLyLeCyGeGdAdPdLhSfAqTvTsQlRsFvMcNcIrCnFnCvChPhVyGkQyGaYdGdLdTvEqSlAsGsAfGfTaIiSaEhVrWsDnYpNgTgGqRfVhGhAaPhLgVsCqCkEiIkKgLfKdNdWdEvElGqGpYaFaNsTpDdKpPpHwPhRkGhEfIiLkIiGwGgQsSnVrTtMpGaYtYrKvNcEvAvKrTrKvAvDqFwFdEaDdEpNvGrQiRiWiLgCrTpGqDwImGwEtFaEdPpDsGrCiLiKhIgIdDaRgKnKvDqLwVdKqLaQ#A#G#EdYtVaSrLqGsKlVlEqAnAlLqKcNsLdPlLqVfDvNgIkCgAwYdAdNdSnYdHhSqYaViIaGmFeVtVaPtNdQqKvEvLlTvEvLvAcRvKvKvGvLhKdGdTpWlEvEvLlCqNvSdCpEvMnEqNvEvVvLlKvVvLsSvEvAsAcIvSvAsSpLhEdKpFrEnIrPhVpKgIyRgLySdPsEdPdWdTdPcEvTvGvLqVaTpD#A#FrKhLgKsRvKvEsLvKcTvHvYcQvAvDvIvEcRvMvYvGdR#K# | 0.340479 | train |
M#K#L#K#L#N#V#L#T#I#I#L#LvPvV#HvLvLvIlTvIvYcScAvLvIcFvIvPvWvYcFvLvTvNvAlKvKvKlNlAvMvAqKpRfIqKqAwKdPfTlSdDpKdPqGfSgPwYiRfSgVpTvHqFnDvSaLfAdVqIfDdIdPpGpAcDlTfLlDlKsLlFlDvHlAlVcSvKvFfGvKpKdDfSaLfGwTeRwEaIfLpSdEwEdNwEdMqQdPpNvGrKdVtFfKiKaLtIfLtGdNaYiKdWtMdNgYsLnErVlNvRlRlVlNqNlFlGlSlGlLvTvAvLvGpLdKaPaKaNaTeIaAeIeFqCeEfTdRhApEvWvMvIsAvAlQsTsCcFqKfYqNnFhPaLyVeTyLdYyAvTlLdGaKlEvAqVvVqHvGsLcNqElSsElAhSqYhLyIeTySaVpEvLsLcEvSpKhLvKqTvAsLvLvDsIhSdCrVhKaHeIyIeYhVaDdNpKdAdIdNdKpAvEsYhPdEpGrFhEdIyHySyMsQvSvVsEsEvLnGcSpNpPpEvNsLsGvIdPhPgSpRhPdTdPqSaDrMwAsIyVqMqYwTdS#G#S#T#G#R#PtKfGtVfMtMaHgHrSsNlLlIsAlGlMlTvGlQvCvEvRqIpPpGpLqGaPqKvDfTeYeIeGqYaLaPgLcAsHfVlLvEsLvTsAvEsIsSsCsFsTsYrGnCyRhIyGyYySfSyPqLqTqLqSaDcQpSrSrKnIhKdKnGpShKgGgDdCqTqVnLrKvPgTqLeMyAeAdVePqElIsMlDlRvIlYvKlNvVvMvSvKvVlQvEvMdNdYpIvQlKvTvLvFlKvIvGlYlDvYvKqLlEvQqIvKvKsGlYhDgAsPvLvCcNcLvLpLpFqKqKvVsKlAsLrLrGnGnNnVhRaMeMyLeSyGdGdAaPdLhSfPqQvTsHqRsFvMcNcVrCnFnCvChPhIyGfQyGfYdGdLhTvEqSlCsGgAgGqTaVtTaEhVrTsDhYsTgTgGqRfVnGhAaPgLgIsCqCkEiIkKtLfKdDdWdQvElGqGpYaTaIsNpDdKpPpNwPhRkGhEfIiVkIiGkGgQsNnIgStMpGaYtFrKpNcEvEvKrTrAvEvDqYwSdVaDdEpNvGrQiRiWiFgCgTpGqDwImGwEtFaHdPpDsGrCiLiQgItIdDaRgKnKvDqLwVeKqLaQcA#G#EdYtVaSrLqGsKlVlEqAsAlLcKcNsCqPsLqIfDvNgIkCgAwFdAdKhSrDdQhSqYaViIaSmFeVgVaPtNdQqKvRvLlTvLvLvAcQvQvKvGvVnEdGdTdWlVvDsIsCqNvNdPpAvMsEqAvEvIsLlKvEsIqRvEvAsAcNvAvMvKvLdEdRpFrEnIgPhIpKgVyRhLySdPsEdPdWdTdPsEnTvGvLqVaTpDsA#FrKhLgKsRvKvEvLvRcNvHvYcLvKvDvIvEcRvMvYvGvG#K# | 0.104107 | train |
M#L#F#I#F#N#F#L#F#S#P#LpPdTpPvAvLvIvCvIvLvTvFvGvAvAvIvFvLvWcLvIvTpRpP#QdPfVpL#P#L#LdDdLlNlNaQqSwVdGaIdEpGpGqAwRiKfGgVpSvQpKpNdNlDdLfTfSlCfCqFdSpDqAaKnTfMlYlEsVlFlQvRlGlLcAvVqSqDvNqGpPfCaLeGwYeRdKdPpNpQdPfYtRdWtLdStYsKvQnVlSlDlRlAlEqYlLlGlSlClLcLvHvKvGvYfKaSlSePlDlQgFeVeGeIeFaAeQfNdRhPsEvWsIvIsSpElLsAnCcYqTqYsSlMhVaAyVePyLdYyD#T#L#G#PlEvAlIvVlHvIsVcNvKlAsDlIhAqMeVyIeCyDeTdPlQvKvAlLvVsLvIlGvNcVlEvKvGvFsTrPvSsLhKaVeIyIeLyMaDdPdFdDdDvDvLsKqQvRsGcEvKvSsGnIhEhIyLhSyLsYvDvAsEsNvLsGsKvEvHrFgRdKhPgVdPgPdSdPqEaDgLfSsVyIfCqFfTdS#G#T#T#G#DhPtKwGtAfMtIfTgHrQsNlIlVnSsNlAlAsAlFvLcKvCqVcEvHsApYdEdPdTaPqDqDaVeAeIeSdYhLqPgLpAsHfMlFqEvRvIsVvQsAsVnVcYsSsChGsAhRyVyGyFyFdQpGnDdIpRvLcLvAlDvDsMlKqTsLrKvPgTqLeFyPeAdVePqRlLvLlNvRvIlYvDvKvVlQvNvEvAlKpTdPpLvKsKnFvLlLlKvLvAqVlSvSvKlFlKvEcLlQlKsGsIrIqRaHqDpSdFpWsDnKvLvIpFlAvKvIvQcDsSsLrGnGvRnVhRaVeIyVeTyGeApAdP#MhSdTqSvVsMlTsFsFcRsArArMnGsChQhVyYkEyAfYyGdQgTvEqClTsGgGgCaTaFiTaLgPrGsDpWsTgSdGqHfVrGhVgPgLrAsCfNkYmVwKrLfEdDdVpAvDlMqNpYaFdTcVvNqNqEkGhEfViCkIiKdGgTsNnVgFtKpGaYtLrKpDcPvEpKrTrQcEvAqLqDpSpDvGgWiLgHgTpGqDwImGwRgWqLdPsNsGrTtLiKhItIdDaRgKnK#N#I#F#K#L#A#Q#G#E#Y#I#ArPqEvKnIlEqNvIlYlNcRvSqQqPqVfLpQgIkFdVwHdGhEhS#L#RhSqSaLiVeGmVeVtVePtDdTpDvVcLqPqSvFvAcAvKvLvGvVdKdGdSpFlEvEvLlCqQvNdQpVvVnRqEvAvIsLlEvDsLsQvKvIsGcKvEvSvGpLhKdTpFrEnQgVhKpAgIyFhLyHdPhEdPdFdSdIsEvNvGsLqLaTdP#T#LrKdAgKsRnGvEvLvScKvYvFcRvTvQvIrDvSvLrYvEvHvIdQ#D# | 0.14845 | train |
M#Q#T#Q#E#I#L#R#I#L#R#L#P#E#L#G#D#L#G#Q#F#F#R#SvLdSdApTvTvLvVvSvMvGvAvLvAvAvIvLvAvYvWcFvTvHpRpPfKdAfLfQdPfPlCdNdLlLlMaQqSwEdEaVdEpDpSpGqGrAwRiRfSgVpIlGaSpGpPdQdLfLfTlHfYpYdDpDqAqRlTfMlYlQsVlFlRvRlGlLlSvIqSqGvNqGdPfCaLeGwFeRdKdPpKpQdPfYiQdWtLdStYsQvEnVlAlDlRlAlEqFlLlGlSlGlLvLvQvHvNvCaKaAlCeTlDlQaFeIeGeVeFqAeQfNdRhPsEvWsIvIsVpElLsAnCcYqTqYsSlMyVaVyVePyLdYyDnT#L#G#PlGvAlIvRlYvIvIcNvTlAsDlIhSqTeVyIeVyDaKdPlQvKvAlVvLsLvLlEvHcVlEvRvKvEsTrPvGsLhKaLeIyIeLyMqDdPdFdEdEvAvLsKqEvRsGcQvKvCsGrVhVhIyKySyMsQvAvVsEsDvCnGcQvEvNrHgQdAhPgVdPhPdQgPqDpDgLwSsIyVfCqFwTdS#G#T#T#G#NhPtKwGtAfMtLfTgHrGsNlVlVnAsDqFlSnGlFvLcKsVlTcEvKrVgIdFaPaRaQlDaDaVeLeIeSdFhLqPgLpAsHfMlFqEvRvVsIvQsSsVrVcYsCsHhGnGhRyVyGyFyFdQpGnDdIpRvLcLvSlDvDvMlKqAsLrCvPgTqIeFyPeVaVePqRlLvLlNlRvMlYvDlKvIlFvSvQvAqNpTdPpLvKsRnWvLvLlEvFvAqAlKvRvKlQlAvEcVlRlSsGnIgIfRaNcDpSdIpWsDnEvLvFrFqNvKvIvQcAsSsLnGnGvCnVhRaMeIyVeTyGeApAaP#AhSdPqTvVsLlGlFsLcRsArArLnGsChQdVyYkEaGfYyGdQgTvEqClTsAgGgCqTaFiTaTrPrGsDpWsTgSgGqHfVrGhAaPgLgPsCfNkHiIwKaLfVdDdVdEvElLqNpYfWdAsCvKqGqEkGhEfIiCkViRaGgPsNnVgFtKpGaYtLrKpDcPvDpRvTrKcEvAqLaDpSpDvGgWiLgHrTpGqDwImGwKgWqLdPsAsGnTtLiKgItIqDaRgKvKvHqIwFdKaLaAcQvG#EdYiVdArPqEsKvIlEfNnIqYlIcRpSqQqPqVfAsQgIkYdVwHdGgDdSnLdKhAqFaLiVeGiIeVtVePtDdPqEvVrMnPqSvWvAcQvKvRvGvIhEhGdThYlAvDvLlClTvNdKpDvLnKqKvAvIsLlEvDsMsVvRvLsGcKvEvSvGpLnHdSpFrEnQrVhKpAyIyHhIyHdShDdMdFdSdVsQnNvGvLqLaTdP#T#LgKdAgKsRvPvEvLvRcEvYvFcKvKvQvIrEvEvLrYrSvIvS#M# | 0.411001 | train |
M#H#W#L#R#K#V#Q#G#L#C#T#L#W#G#T#Q#M#S#S#R#T#L#Y#I#N#S#R#Q#L#V#S#L#QpWfGaHaQaEdVdPdAfKfFdNfFcAlSvDpVfLlDvHvWqAlDvMcEcKvAvGvKvRdLpPqSaPwAaLeWwWeVdNaGlKpGpKdEiLdMtWhNgFsRvErLlSlElNlSlQlQlAlAlNcIcLvScGpAvCvGvLdQaRaGaDaReVeAeVeMeLePfRlVdPpEvWlWsLsVnIlLsGsClIsRqArGnLyIaFyMaPyGdTyIlQlMwKaSlTvDvIlLlYvRvLlQqMvSrKlAhKqAeIyVeAyGeDpEsVcIpQvErVcDvTvVrAvSvEvCrPvSsLhRnIaKyLaLyVdSdEpKdSdCdDpGpWhLdNdFsKvKvLsLsNvEvAgSgTsTdHdHhCgVdErTfGtSqQqErAwShAyIwYaFwTaSaG#T#S#GdLgPtKfMtAfEtHaSgYsSqSlLaGqLvKlAlKlMqDqAaGcWlTqGvLdQaAlSnDaIeMeWeTeIpSdDgTsGsWdIpLcNcIsLnGpSqLpLrEnSqWsTnLrGnAhCyTyFyVtHyLsLcPvKdFvDdPlLvVsIvLlKvTcLlSqSpYdPlIhKaSeMyMeGfAaPlIlVsYlRlMnLvLlQpQdDpLlSvSvYgKaFrPvHnLyQaNgCaLeAhGeGlEdSfLnLaPlEvTsLqEvNsWcRcAvQsThGvLyDgIyRkEaFfYdGdQdTpEqTqGpLtTfCaMiVdSgKpTpMhKdIdKdPgGqYwMrGhTaAgAgSpCqYwDpVwQaVfIdDaDpKqGrNdVgLdPdPaGpTdEkGhDfIiGwItRfVrKpPnIhRhPtIrGnIgFtSsGaYtVpEvNcPvDvKvTrAvAvNqIdRhGdDrFtWrLtLpGqDwRmGwIgKaDhEpDvGrYtFiQhFtMdGgRgAvDgDqIwIwNrSwSrGsYdRtIdGhPqSvElVlEqNvAlLlMvKvHdPqAqVaVpEgTkAgVwIgSwSaPaDdPpVsRtGrEiVfViKeAmFeVgIeLtAdSpQvFcLpSpHpDdPpEvQvLvTlKvEvLsQqQvHsVsKsSnVnTgArPnYrKnYgPhRpKhIyEdFyVdLnNdLfPdKaTdVpT#GrKdIgQpRrTvKvLvRvDvKvErWhKvMvS#G#K#A#R#A#Q# | 0.304699 | train |
M#L#A#R#V#T#R#K#M#L#R#H#A#K#C#F#Q#R#L#A#I#F#G#S#V#R#A#L#H#K#D#N#R#T#AfTqPfQdNqFaSgNdYdEvSrMqKlQvDvFdKdLdGdIaPdEqYwFdNfFlAlKvDpVfLlDvQvWqTvDvKcEvKvAvGvKnKfPdSpNfPfAqFeWwWeIdNeRpNvGgEdEiMdRgWhShFsEvErLlGlSlLlSlRlKlFvAlNcIcLcScEpAvClSvLdQaRaGaDaReVeIeLeIeLePwRpVdPpEvWlWqLsAvNlVsAsClLsRqTrGnTyVaLyIqPyGaTyTvQlLqTaQlKvDrIlLlYcRcLlQaSvSvKlAhNqCeIyIeTyNeDpVsLcApPvAsVcDvAvVrAvSvKvCrEvNnLhHrSaKyLeIyVdSdEpNdSdRdEpGrWhGhNdLpKvEvLsMsKvHpAgSgDsSdHgThCgVdKtTdKgHqNpErIfMrAyIwFaFfTfS#G#T#S#G#Y#PtKfMtTfAtHaTgHnScSlFlGqLvGvLlScVlNvGqRcFwWfLqDsLdTaPsSpDaVeMfWeNeTpSdDtTsGrWaAlKvScAsWnSgSqVhFrSsPqWsIsQrGnAhCyVrFyTdHyHrLdPpRdFdEdPlTvSvIvLlQvTcLqSqKpYdPqIhTaVeFyCeSyAaPlTvVsYlRvMvLnVlQvNdDqIsTlSvYgKdFrKpSrLhKaHaCaVeSyAeGdEdPfIhTaPlDvVsTqEvKsWcRcNvKrThGvLyDgIyYkEaGfYyGdQgTsEfTfVdLtIqCaGiNdFtKrGpMdKdIdKdPgGqSwMrGhKaPgSgPsAlFfDdVwKfIfVaDaVpNqGrNdVgLdPdPaGpQdEkGhDfIiGwItQfVpLpPpNhRhPrFsGnLgFtTdHaYgVpDpNcPpSpKvTrAvSvTqLdRhGpNrFtYrItTpGqDwRmGwYgMaDhKpDvGrYiFiWhFtVqAaRrA#DvDfVfIdLqSfS#G#Y#R#IhGrPqFvElVqEqNsAlLlNvEpHdPqSqVfApEgSkAgVwVgSwSaPaDdPpIpRgGrEtVaViKeAiFeVgVeLtNdPpDvYcKpSpHpDdQpEvQvLvIlKvEvIsQqEvHsVsKvKvTsTdApPvYrKnYgPhRpKhVyEdFyIdQnEdLaPcKaTdI#S#G#KhTgKsRrNvEvLvRrKvKvErWvKvT#I# | 0.216851 | train |
M#A#A#R#T#L#G#R#G#V#G#R#L#L#G#S#L#R#G#L#S#G#Q#P#A#R#P#P#C#G#V#S#A#P#R#R#A#A#S#G#P#S#G#S#A#P#A#V#A#A#A#A#A#Q#P#GdSfYpPvAvLlSqAvQcAcAqRpEpPvAfAvFnWvGqPsLlAlRvDvTlLdVdWwDpTaPfYaHdTgVaWwDdCdDdFlSlTqGlKfIgGdWgFrLfGpGtQwLdNfVlSlVcNlClLaDvQvHlVcRvKpSpPqEaSdVfAaLeIwWeEcRaDaEdPhGpTpEiVdRtIdTgYsRnEnLlLlElTlTlCqRlLlAlNvTlLcKvRvHlGpVdHaRaGaDaReVeAeIeYqMePwVfSdPsLnAsVlAsAnMlLnAsCcAsRqIrGnAhVaHyTeVyIaFyAnGlFfSaAlEvSsLsAlGlRvIcNqDlAsKlChKqVeVyIeTyFeNcQwGaLdReGlGnRdViVgErLsKvKvIrVpDvEsAnVvKvHnCrPvTsVhQqHaVyLeVyAeHyRpTdDpNdKdVdHdMdGdDdLrDyVdPpLnEvQvEsMsAvKvEgDgPsVdCdAhPgEdSiMdGgSqEaDrMwLsFyMwLaYwTdS#G#S#T#G#M#P#KfGgIfVtHdTgQdArGlYlLlLsYqAlAqLvTcHqKcLwVqFqDvHdQdPpGpDaIeFqGaCeVaAdDiIcGsWfIlTcGcHvSsYrVqVhYrGnPqLsCsNvGvAhTyShVyLrFhErSyTaPcVqYvPvNhAvGlRvYvWqEsTcVcEqRvLvKlIhNaQeFhYeGaAePlTlAsVlRlLvLsLvKvYvGpDlAvWsVnKvKvYhDdRnSvSsLyRaTaLyGeSyVdGdEdPfIhNfCqEvAsWqEcWcLcHcRcVrVnGvDvSvRrChThLyVwDyTfWdWdQhTpEqTqGsGhItCfIfAiPpRdPdSrEgEvGpApEdIdLdPgArMfAsMwRdPgFdFrGsIfVaPwVfLfMaDaEpKvGlSdVtVdEdGdSfNqVdSkGhAfLiCwItSqQgAdWgPsGsMgAtRsTaIgYpGpDcHrQvRvFvVsDvApYfFaKvAsYrPhGnYiYgFgTpGqDwGmAwYhRqThEnGvGrYtYiQhItTlGgRgMpDqD#V#IeNqIfS#G#H#R#L#GrTqAsEqIlEfDsAlIlAcDpHpPpAfVfPsEgSkAgVwIgGwYdPqHdD#I#KgG#EiAfAiFeAmFeItVeVgKdDpSpAdGdDdSpDvVvVsVlQvEvLsKqSvMsVcAcTvKrIpArKnYsAnVrPgDpEyIyLfVhVaKnRdLaPfKaTfR#S#G#KdVgMpRvRlLlLvRrKcIlIvTvSvE#A#Q#E#LsGrD#TsTsTrLtEpDdPsScIrIsAvErIsLsSvVsYvQvKvCvKvDvKvQvAvAvAvK# | 0.405738 | train |
M#G#L#P#E#E#R#V#R#S#G#S#G#S#R#G#Q#E#E#A#G#A#G#G#R#A#RdSwWfSaPfPfPqEvVcSlRvSlAfHpVqPqSaLqQvRsYqRvEvLqHqRvRcSlVaEvEpPvRcEvFsWlGvDvIlAlKvElFfYdWwKpTaPfCqPpGdPdFqLwRdYfNfFlDfVvTvKvGhKfItFfIiEdWgMsKfGpAiTwTdNfIlClYcNlVlLaDvRcNcVcHpEvKvKvLqGqDvKpVwAqFeYwWeEdGaNaEdPpGpEpTtTdQtIaTgYsHvQnLlLlVlQlVlCqQlFvSlNqVlLcRvKvQvGvIdQaKaGaDaReVeAeIeYqMePfMlIdPsEvLsVlVsAnMlLsAsCcArRqIrGnAhLaHySeIyVaFyAnGlFfSaSlEvSvLsClElRsIcLvDqSsSvChSqLeLyIeTyTeDqAwFgYdRaGfEpKdLiVdNrLsKlEvLrAvDvEsAnLqQvKvCcQvEvKvGvFrPhVrRqCaCyIeVyVeKhHdLvG#R#A#E#L#G#M#G#D#S#T#S#Q#S#P#P#I#K#R#S#C#P#D#V#Q#IhSdWdNdQpGrIhDyLdWyWpHvEvLsMsQvEpAgGgDsEdChEhPgEdWiCdDtAqEaDrPwLhFyIwLaYwTdS#G#S#T#G#K#PtKfGgVfVtHwTgVdGnGlYlMlLsYvVlAqTvTcFlKcYfVqFqDvFdHdAqEpDaVeFaWeCdTpAdDdIpGsWfIlTcGcHvSsYpVvTpYrGnPcLsAsNvGsAhTySyVyLgFyErGyIdPcTqYpPvDhVvNlRvLvWlSqIvVcDqKvYvKlVhTaKeFeYeTyAaPlTlAnIlRlLvLsMpKlFvGpDlEvPsVnTvKvHhSdRlApSsLyQaVeLyGeThVdGdEdPfIhNfPqEvAsWqLvWcYcHcRcVrVnGvAvQvRrCyPyIyVwDyTfFdWdQhTsEqTqGsGdHgMaLqTtPdLgPsGsAyTdPtMdKrPrGrSfAsTfFgPgFdFrGsVwAdPwAfIaLaNaEqSvGlEdEtLdEdGaEwAdEkGhYwLiVkFtKqQdPhWgPsGgIgMtRgTaVgYrGpNcHrEvRcFvEcTvTpYfFrKvKsFhPgGnYiYgVtTpGqDwGiCwQtRqDhQnDvGrYiYiWhItTlGgRgIvD#D#M#LdN#V#S#G#H#L#L#SrTqAsEvVlEfSsAlLlVcEvHpEqAfVfAsEgAkAgVwVgGwHdPqHdPpVpKrGrEiCfLiYaCmFeVtTaLtCrDpGpHdTdFdSdPpKvLvTlEvEvLsKlKvQsIcRcEvKpIpGhPpIsAnTrPhDpYhIyQfNyAqPvGdLaPfKaTfRpS#GsKhIgMpRvRlVlLvRrKcIlAqQvNvDhHpDcLsGdDdMpSsTrVtApDdPpSvVsIsSvHvLsFnSvHgRhCdLdT#I#Q# | 0.420899 | train |
M#K#P#S#W#L#Q#C#R#K#V#T#S#A#G#G#L#G#G#P#L#P#G#S#S#P#A#R#G#A#G#A#A#L#R#A#L#V#V#P#G#P#R#G#G#L#G#G#R#G#C#R#A#L#S#S#G#S#G#SvElYvKvTvHlFqAvAcSlVvTpDpPvEfRvFsWlGlKvAlAlEvQlIfSdWwYpKaPfWaTpKgTqLwEdNdKpHpSpPpSfTiRdWgFrVhEqGtMkLdNfIlClYcNlAlVaDvRvHcIvEvNvGvKqGqDqKfIfAaIeIwYeDaSePlVlTvNrTdKtAdTtFdTgYsKvErVlLlElQlVlSqKqLvAlGqVlLcVvKvHlGpIdKaKaGaDaTeVeVeIeYqMePaMlIdPpQvAsMlYsTvMlLsAsCcAsRqIrGnAyIaHySeLyIaFyGnGlFfAaSlKcEvLvSlSlRvIcDqHqVrKvPhKqVeVyVeTyAeSqFwGaIdEaPqGpRdRiVdEgYrVvPvLrVpEvEsAnLpKvIpGhQdHhKdPhDqKaIyLeIyYeNyRdPpNpMdEdAdVdPdLaAdPpGnRhDyLdDyWpDvEvEsMsAvKvAtQdSgHdDgCgVdPmVdLgSqEqHrPfLsYyIwLaYwTdS#G#T#T#G#L#PtKfGtVfItRwPgThGsGlYlAlVsMvLlHlWcScMvScSfIaYvGvLdQaPaGaEaVeWeWeAeApSdDdLcGnWaVlVcGvHvSrYpIqChYrGnPcLsLsHrGnNhThThVyLrYyErGyKaPcVaGpTsPpDgAvGlAvYvFlRcVcLqAqEvHrGvVhAqAeLyFeTaAePlTvAsIlRlAvIsRcQvQrDcPvGpAcApLsGnKvQvYgSdLnTpRnFhKaTeLyFeVyAdGlEdRwCnDfVpEvTsLlEvWsScKcNvVrFvRvVhPqVyLwDaHfWdWdQdTrEqTqGsSdPtIqTaAtSqCgVvGsLsGsNgSdKsTdPdPdPhGqQfArGhKaSgVrPsGqYfNqVwMfIfLaDaDqNvMrQdKgLdKdAaRpChLkGgNfIiVkVtKaLdPdLhPgPgGrAgFtSsGaLtWrKvNcQrEvAcFvKcHvLvYfFdEdKsFpPpGrYiYgDgTpMqDwAmGwYgMaDhEpEvGrYtLtYrVgMqSgRrV#D#D#V#IaN#V#A#G#H#R#I#SgAqGnAqIlEqEsSlIlLvSvHvGvTqVfAsDgCkAgVwVgGwKeEqDdP#L#K#G#HtVaPiLeAmLeCtVeLgRdKpDpIdNpAdTdEpEvQrVsLqEvEvIsVvKvHsVcRcQsN#I#G#P#V#A#AvFdRrNyAyVfFyVfKnQdLaPwKaTfRpSsGrKdIgPpRrSvAqLvSnAcIlVsNhGvKhPdYdKdIdTdSsTrIiEpDdPpSvIsFsGvHrVsEnEvMrLsKvQvAd | 0.476202 | train |
M#D#D#DpIfAwAaLkVeVwDeNdGfSqGfMwCiKfAiGdFtAfGpDdDqAgPgRqAdViFfPgSqIkVkGwRaPfRpHdQpG#V#M#V#G#M#G#QdKdDrSiYdVgGtDvErArQvSvKvRvGvIgLtTdLmKdYgPqIdEaHlGqIaVgTpNdWpDvDsMvElKvIvWvHvHcTvFaYcNpErLvRnVhAqPqElErHhPeVyLeLyTeEgAaPaLpNyPdKlAvNrRlElKvMvTvQcIcMsFcEpTvFsNvThPqAwMyYaVyAaIyQlAqVlLlSlLcYvAlSvGvRdTqTfGaIwVeMfDeSaGaDlGfVwTtHkTiVwPgIgYdErGsYdAtLdPnHqAlIiLdRiLdDrLdAhGnRvDlLlTlDvYlLlMqKvIvLvTvEvRvGvYdShFqTdTdTpAnEsRsEvIvVsRsDvIcKqElKpLqCaYaVaAdLlDdFlEvQvEqMvAvTcAlAvSvSdSqSpLsEkKdSwYdEqLdPpDvGrQdViIdTiIdGtNsEsRrFhRvCsPlEcAcLqFqQvPvScFsLvGpMdEpSdChGhIsHlEvTsTnFvNsSsIlMvKsCdDdVpDvIrRsKlDvLhYqAcNhTyVeLySaGyGdTrTvMpYhPhGcIpAqDvRnMsQqKvEsInTcAvLvAdPdSvTpMhKdIgKdIyIdAyPdPnEvRrKnYcSsVsWvIsGsGvSsIpLlAsSpLdSpTvFnQpQvMlWiIdSgKsQvEnYcDvEvSpGpPsSsIvVnHvRvKrChFd | 0.519739 | train |
M#C#D#D#E#E#TqTwAaLkVeCwDeNdGfSqGfLwViKfAiGdFtAfGpDdDqAgPgRqAdViFfPgSqIkVkGwRaPfRpHdQpG#V#M#V#G#M#G#QdKdDrSiYdVgGtDvErArQvSvKvRvGvIgLtTdLmKdYgPqIaEaHqGqIaIrTpNdWpDvDsMvElKvIvWvHvHcTvFaYcNpErLvRnVhAqPqEqErHhPeTyLeLyTeEgAaPaLpNyPdKlAvNrRlElKsMvTvQcIcMsFcEpTvFsNvVhPqAwMyYaVyAaIyQlAqVlLlSlLqYvAlSvGvRdTqTfGaIwVeLfDaSaGaDqGqVwTtHkNiVwPgIgYdErGsYdAtLdPnHqAlIiMdRiLdDrLdAhGlRpDnLlTlDvYvLlMqKvIvLvTvEvRvGvYdShFqVdTdTpAnEsRsEvIvVsRsDvIcKqElKpLqCaYaVaAdLlDdFlEvNvEqMvAvTcAlAvSvSdSqSpLsEkKdSwYdEqLdPpDvGrQdViIdTiIdGtNsEsRrFhRvCsPlEcTcLqFqQvPvScFvIvGpMdEpSdAhGhIpHlEvTsTnYvNsSsIlMvKsCdDdIpDvIrRsKlDvLhYqAqNhNyVeLySaGyGsTrTvMpYhPhGcIpAqDvRnMsQlKvEsInTcAvLvAdPdSvTpMhKdIgKdIyIdAyPdPnEvRrKnYcSsVsWvIsGsGvSsInLlAsSpLdSpTvFnQpQvMlWiIdSgKsQvEnYcDvEvApGpPsSsIvVnHvRvKrChFd | 0.503086 | train |
M#S#G#G#V#Y#G#G#D#E#V#GqAaLkVeFwDeIqGfSqYfTwVtRfAiGdYgAfGpEdDqCfPgKlVdDiFfPgTlAkIkGkMkVaVfEdR#D#D#G#S#T#L#M#E#I#D#G#D#K#G#K#Q#G#GdPiTdYiYqIgDgTdNvArLlRpVaPfRdEaNrMiEfAtIdSgPlLdKdNpGqMaVgEdDnWpDvSsFvQvAvIhLvDvHcTcYcKvMpHgVvKvSdEqAqSqLsHhPeVyLeMySeEgAaPpWpNdTdRpAvKrRlElKvLvTlEcLcMsFcEpHvYsNvIhPfAwFyFaLyCaKyTlAvVlLlTlAcFlAlNvGvRhSqTwGaLwIeLfDaSaGaAqTqHwTtTwAtIwPtVgHhDnGsYdVtLdQpQlGlIiVfKiSfPrLlAhGnDvFqIlTlMvQlClRvEvLvFcQvEvMlNvInEdLqVdPfPqYqMqIfApSdKwEdAaVdRpEaGpSdPdAtNrWtKdRgKdEpKdLgPhQdVgTdRpSnWsHvNvYvMsCsNsCvVqIsQvDvFcQlAlSqVaLaQaVaSdDlSeTqYdDdEqQvVvAqAqQpMdPdTwVgHwYdEaFgPsNsGnYhNiCyDtFdGtAsEsRsLhKvIsPsEsGcLlFaDdPvSpNpVdK#G#L#S#G#N#TpMgLhGhVsSlHrVnVlTvTsSsVlGvMsCdDdIpDvIcRsPlGrLhYqGcShVyIeVaAaGyGdNnTcLsIhQhSsFnTqDsRsLnNvRvEvLnSvQvKvTpPdPpSvMhRdLgKdLyIdAyNdNpTdTpVrEcRrRhFcSsSsWsIsGsGvSsInLlAvSsLdGpTvFnQsQvMlWiIdSgKsQvEnYcEvEvGpGpKsQsCvVnEvRvKsChPd | 0.36902 | train |
M#P#L#Y#E#G#L#G#S#G#G#E#KdTfAaVkVeIwDeLdGaEqAaFwTiKfCiGdFtAfGpEdTqGgPgRqCdIiIdPgSqVwIdKdRdAdGpMdPpKdPtVdRhVlVdQdYdNpIdNdTlEvEvLnYlSvYsLlKlEvFsIvHvIcLvYcFvRvHgLvLvVdNqPqRqDrRhReVyVeIyIeEdSaVlLpCdPdSqHsFnRvElTsLnTvRcVsLsFcKvYpFsEnVhPfSwVyLdLyAhPhSlHqLlMlAlLvLvTlLvGvIdNqSwAaMwVeLwDaCqGaYqRqEkSiLkViLwPtIgYhErGsIrPtVpLvNqClWiGdAiLdPrLpGhGvKpAlLlHlKvElLlEfTvQvLqLqEpQpCkTaVkDdTaSpVvAdKgEgQdSrLpPcS#VpMdGvStVdPdEvGvVvLsEvDvIcKlAvRpTqCaFaVeSdDaLpKvRlGlLvKlIlQvAcAvKvFpN#I#D#G#N#N#E#RrPdSpPfPdPdNwVdDwYdPdLdDpGdErKmIiLmHiIgLtGsSnIsRsDhSvVsVnEsIvLqFlEdQqDdNvEvEgQdShVsAlTvLrIsLlDsSsLlIlQsCdPdIpDvTsRsKqQvLhAqEqNhLyVeVyIaGyGdTvScMpLhPhGcFnLvHvRrLsLvAnEsInRvYvLvVcEpKdPpKvYnKcKvArLrGpTdKhTdFhRdIyHdTdPgPpAdKdArNrCcVsAsWvLsGsGsAsInFqGsAvLpQ#D#I#L#G#SpRrSiVdSgKsEvYnYcNvQvTvGvRhIdPdDrW#C#S#L#N#N#P#P#L#E#M#M#F#D#V#G#K#T#Q#P#P#L#M#K#R#A#F#S#T#E#K# | 0.483688 | train |
M#E#S#Y#D#V#I#A#NdQfPaVkVeIwDeNdGfSqGfVkIiKfAiGdFtAfGpDdQqIfPgKqYdCiFfPgNqYkVkGwRaPfKpHdVpR#V#M#A#G#A#L#EdGdDgIiFdIgGgPpKrAcElEvHcRvGvLrLtSaIiRdYhPqMdEaHlGqIaVgKpDnWpNvDsMvElRvInWvQvYvVcYcSdKpDvQhLpQvThFaSqEqEnHhPaVyLeLyTeEgAePaLpNyPdRlKvNrRvEqRvAvAvEcVcFsFcEpTvFrNvVhPqAwLyFaIySyMhQlAqVlLlSlLcYvAlTvGvRdTqTfGaVwVeLfDeSaGaDqGfVkTtHkAiVwPgIgYdErGsFdAtMdPnHqSlIiMfRiIdDrIdAhGlRvDqVlSlRvFlLlRqLvYvLcRvKvEvGvYrDhFdHdSgSpSsEsFsEvIvVsKsAvIcKlElRpAqCaYaLeSdIlNdPlQpKvDqEvTpLdE#T#EaKwAdQwYdYaLdPpDvGrSdTiIdEtIhGgPsSsRrFhRvAsPlEcLcLqFcRpPvDcLvIvGpEdEpSdEhGhIsHlEvVnLnVlFsAsIlQvKsSdDdMpDvLcRsRlTvLhFqSqNhIyVeLySaGyGsSsTcLpFgKhGcFsGvDvRnLsLvSsEsVnKcKvLvAdPdKvDpVhKdIgRdIySdAyPdQpEvRrLnYcSsTsWvIsGsGvSsInLlAsSpLdDpTvFnKsKvMlWiVqSgKsKvEnYcEvEvDpGnAsRvSnInHvRvKsT#F# | 0.500935 | train |
M#E#S#Y#D#I#I#A#NdQfPaVkVeIwDeNdGfSqGfVkIiKfAiGdFtAfGpDdQqIfPgKqYdCiFfPtNqYkVkGwRaPfKpHdMpR#V#M#A#G#A#L#EdGdDgLiFdIgGgPpKvAcElEvHpRvGvLrLtTaIiRdYtPqMdEaHqGqVaVgRnDnWpNvDsMvElRvIvWvQvYvVcYcSdKpDvQhLpQvThFaSqEqEsHhPaVyLeLyTeEgAaPaLpNyPpSlKvNrRvEqKvAvAvEcVcFsFcEpTvFrNvVhPqAwLyFaIySyMyQlAqVlLlSlLqYvAlTvGvRdTqTfGaVwVeLfDaSaGaDqGfVwTtHkAtVwPgIgYdEnGsFrAtMdPnHqSlIiMfRiVdDrIdAhGlRlDqVlSlRvYvLlRqLvLvLlRvKvEvGvVdDhFdHdTgSpAsEvFsEvVvVsRsTvIcKlElRpAqCaYaLeSdIlNdPlQpKvDlEvAvLvE#T#EaKfVdQwYdTqLdPpDvGrSdTiLdDtVdGgPsAsRrFhRvAsPlEcLcLqFcQvPvDcLvVvGpDdEpSdEhGhLsHlEvVnVnAlFsAsIlHvKsSdDdMpDvLcRsRlTvLhFqAqNhIyVeLySaGyGsSsTcLpFgKhGcFsGvDvRsLsLvSsEsVnKcKvLsAdPdKvDpIrKdIgKdIySdAyPdQpEvRrLnYcSsTsWvIsGsGvSsInLlAsSpLdDpTvFnKvKvMlWiVdSgKsKvEnYcEvEvDvGpSsRvAsInHvRvKnT#F# | 0.480643 | train |
MdDfSpQvGpRfKwVeVkVeCwDeNdGfTqGfFwViKfCiGdYgAfGpSdNpFgPgEqHdIiFwPgAqLkVkGwRaPfIpIdR#S#T#TdKdVdGpNpIdEtIdKdDrLiMdVgGtDpErAcSvEvLcRqSvMgLtEpVmNdYgPcMdEaNqGqIaVgRdNnWpDvDsMvKvHvLrWvDcYcTpFcGpPpEvKhLpNnIdDqTqRlNrChKeIyLeLyTeEgPePqMpNyPdTlKvNrRvElKvIvVvEcVcMsFcEvTvYsQnFhSqGwVyYhVyAdIyQlAqVlLlTlLqYlAlQvGvLhLqTfGaVwVeVfDaSaGaDqGqVwTtHkIiCwPtVgYdErGsFrSiLdPsHvLlTiRdRiLdDrIdAhGlRpDlIlTlRvYlLlIcKvLvLvLvLvRvGpYdAnFdNdHsSgApDcFsEvTvVsRsMvIvKlElKpLqCaYaVaGdYlNdIlEvQvElQvKvLcAlLvEvThTcVpLqVwEdSwYdTqLdPpDvGrRdIiIdKiVdGgGsEsRrFhEvAsPlEcAcLqFqQvPvHvLsIsNpVdEdGdVgGhVpAlEvLsLlFlNvTsIlQvAvAdDdIpDvTrRsSlEvFhYqKqHhIyVeLySaGyGdSsTcMpYhPhGcLnPqSvRnLsEqRvEsLnKlQvLcYcLcEvRpVpLvKvGnDpVvEvKvLsSvKvFrKrIgRdIyEhDyPpPpRvRrKnHcMsVsFsLsGsGsAsVpLvAcDnIvMcKvDhKpDpNlFnWtMlTgRsQvEnYcQvEvKpGpVsRcVsLcEvKsLvGvVdT#V#R# | 0.715364 | train |
M#A#G#RqLdPfAaCwVeVwDeCdGdTqGqYwTiKfLtGdYgAfGpNdTqEgPgQpFdIiIfPgSqCkIkAwIaKaEdS#A#K#V#G#D#Q#A#Q#R#R#V#M#K#G#V#D#D#LvDpFmFdIgGgDpEvAnIvEvKcPpTnYtAdTiKdWgPqIdRaHqGqIdVgEpDdWlDvLvMvElRvFvMvEvQcVrIdFcKpYvLhRvAdElPqEqDrHhYeFyLeLyTeEgPePqLpNyTaPlEvNsRlElYsTvAvEcIsMsFcEvSvFrNvVhPfGwLyYfIyAhVyQlAlVqLlAlLlAlAlSlWvTpSfRpQlVdGpEdRsTaLsTfGaTwVeIfDaSaGaDaGrVwTtHkVtIwPgVtAdErGlYdVtIpGvSvClIiKdHtIdPrIdAhGnRpDlIlTlYvFlIqQlQvLvLcRvDvRpEpVpGqIdPdPpEvQcSsLsEvTvAsKsAvVlKaEqRpYqSaYaVaCdPlDdLlVvKvEqFvNvKvYcDvTvDcGvSvKvWaIwKdQkYdTwGdIaNdApIpSvKrKdEiFtSiIdDiVdGgYpEsRrFhLvGsPlEcIcFlFqHqPvEcFsArNdPvDvFdTgQdPhIvSlEvVsVnDvEsVsIlQvNvCdPdIpDvVsRsRlPsLhYqKqNhIyVeLaSaGaGdSsTcMpFhRhDcFsGqRvRsLsQqRvDsLnKlRvTvVqDvAvRvLqKvLvSvEcEvLvSvGvGnRpLdKnPdKdPrIrDhVgQhVyIrTdHdHpMcQrRnYpAsVsWsFsGsGvSsMpLlAsSpTdPpEvFvYvQvVqCtHdTgKsKvDnYcEvEvIpGnPsSsIvCsRsHdNgPdV#F#G#V#M#S# | 0.753543 | train |
M#A#G#SfLdPfPaCkVeVwDeCdGfTqGfYwTiKfLiGdYgAfGpNdTqEgPgQpFdIiIfPgSqCkIkAwIaRaEdS#A#K#V#V#D#Q#A#Q#R#R#V#L#R#G#VcDsDlLvDpFmFdIgGgDpEcArIpDpKpPpTrYtAdTiKdWgPqIdRaHpGqIdIgEnDdWlDsLvMvElRsFvMvEvQcVsVdFcKpYvLhRvAdElPqEqDrHhYeFyLeMyTeEgPePlLpNdTaPlEvNsRlElYsLvAvEcIsMsFcEvSvFrNvVhPqGwLyYfIyAaVyQlAlVqLlAlLlAlAlSlWvTpSdRpQlVdGpEaRrTaLsTaGaIwVeIfDaSaGaDaGhVwTtHkVtIwPgVtAdErGvYrVtIpGsSvClIiKdHiIdPrIdAhGnRpDlIlTlYvFlIqQlQvLvLcRvEvRpEpVpGdIpPdPpEvQcSsLsEvTvAsKsAvIcKqEqKpYqCaYaIaCdPlDdIlVvKvEqFvAvKvYcDvVvDcPvRvKvWaIkKdQkYdTwGdIaNdApIpNpQrKdKiFdViIdDiVdGhYsEsRrFhLvGsPlEcIcFqFqHqPvEvFsArNdPvDvFdMgEhShIvSlDvVsVnDvEsVsIlQvNpCdPdIpDvVsRsRlPvLhYqKqNhVyVeLaSaGaGdSsTcMpFhRhDcFsGqRvRsLsQqRvDsLnKlRvVvVqDvAvRvLqRvLvSvEcEvLvSvGvGnRpIdKrPdKdPrVrEdVgQhVyVrTdHdHpMcQrRnYpAsVsWsFsGsGvSsMpLvAsSpTdPpEvFvFvQvVqCiHdTgKsKvDnYcEvEvYvGnPsSsIsCsRsHdNgPdVdFdGdVrM#S# | 0.706785 | train |
M#A#AaNfVeFdPeFdRpDlAfRfAfAaPqDqPaVqLdE#A#G#P#V#A#H#G#P#LdPfVwPeLkVeLwDeNpGaSqFqQwViRqAiGqWtAlCdP#G#Q#D#P#G#PlEgPsRsLdQiFfRgAqVkCwAfRqG#R#G#G#A#R#G#A#S#G#PiQdVgGgNnArLvGtSrLcElPvLcRvWvMrLiRdSgPcFdDdRlNqVqPrVpNnLvEvLsQvElLvLvLvDvYsSrFcQrHsLrGnVqSpSdQpGqCaVrDaHhPeIyVeLyTeEgAdVfCvNhPdLlYvSsRlQqMvMvSlEcLcLrFcEvCrYrGvIyPfKwVyAfYyGfIhDlSqLlFlSlFvYvHlNpKdPdK#N#S#M#CaSwGaLwIeIwSaSaGaYaQqCwTtHkVtLwPtIdLdEsGlRaLtDpAsKvNlCiKdRiIgNrLdGhGnSqQqAlAlGvYvLlQlRvLvLlQcLvKvYqPvGvHcLnAsAqIsTdLsSvRvMsEsEvIcLqHqEpHpSfYfIaAdElDdYlVvEvEqLvHvKlWcRvCdPpDvYsYlEvNnNrVwHhKwMyQfLtPdFdSdS#K#L#L#G#S#T#L#T#S#EvE#K#QvEvR#R#QvQvQ#L#RvRvLvQvEvLvNvAlRvRvRlEvEvKvLlQvLvDlQvEvRvLlDvRlLlLvYvVlQvEvLcLvEvDvGvQvMvDvQvFnHvKvAsLcIvEvLvNvMhDdSdPpEvEsLsQvSvYvInQvKvLsSvIvAvVsEvQvAsKvQvKvIsLvQvAvE#V#N#L#E#V#D#V#V#D#S#K#P#E#T#P#D#L#E#Q#L#E#P#S#L#E#D#V#E#S#M#N#D#F#D#P#L#F#S#E#E#T#P#G#V#E#K#P#V#T#T#V#Q#P#V#FpNdLrArAsYsHrQiLdFtVdGgTsEsRsIhRlAsPlEcIcIqFcQvPvScLsIvGpEdEpQdAhGhIpAlEvTsLlQlYvIsLlDvRvYdPdKpDvIsQsElMsLhVqQqNeVhFeLyTaGyGdNsTcMpYgPhGcMnKqAsRsMvEvKsEsLcLcEvMsRdPdFpRpSrSdFgQdVyQdLyArSpNhPrVhLcDsAsWsYsGsAsRsDvWvAcLvNvHcLvDvDpNpEqVrWiIdTgRsKvEnYcEvEvKqGhGsEsYdLhKrEdHdCsArShNhIdYrVdPnIdRdLdPdK#Q#A#S#R#S#S#D#A#Q#A#S#S#K#G#S#A#A#G#G#G#G#A#G#E#Q#A# | 0.087398 | train |
MdTwTeLwVeLwDaNqGaAqYaNwAiKwIiGdYiSlHpEdNdVtSdVtIwPgNqCwQwFkRfSdKpT#A#R#L#KdTiFdTeAiNvQcIvDvEvIdKlDdPpSfGlLiFdYtIgLtPcFdQdKlGqYaLrVdNnWpDvVgQnRvQvVnWvDcYvLcFcGdKpEvMhYvQvVdDpFqLqDpTyNeIyIeIyTeEgPdYaFpNhFdTvSvIsQvEqSvMvNcEcIcLsFcEvEvYsQnFhQqAwVyLfRyVaNhAlGvAlLlSlAvHlRlYvFcRvDvNvPvSvEaLqCkCeIwIeVfDaSaGaYaSqFwTtHwItVwPiYdCgRnSsKdKtKdKpEqAlIiIdRiIgNrVdGhGlKvLvLlTlNqHvLqKqEvIvIqScYvRpQpLnHnVrMnDsEgTsHvVqIsNsQlVvKlElDqVqCaYaVaSdQlDdFlYvRvDqMvDvIlAlKpLdKaGdEpEsNnTpVqMkIwDkYkVfLgPaDpFsSpTpIrKpKhGiFhCtKdPdRpEvEpMdVdLsSvGpKdYdKpSpGpEtQdIiLdRiLdAgNsEsRrFhAvVsPlEcIcLlFcNvPvSpDvIvGpIdQpEdMhGhIpPlErAsInVvYsSsIlQvNsLdPdEpEvMcQsPlHsFhFqKqNhIyVeLyTaGyGdNsScLsFhPhGcFnRqDvRnVsYqSvEsVnRcCvLvTdPdTpDpYrDdVhSdVyVdLyPdEpNhPrIdTcYsAsWvEnGsGvKsLvIcSvEvNdDpDcFnEvDvMlViVdTgRsEvDnYcEvEvNpGpHcSpVvCvEvEvKrFhDnId | 0.240423 | train |
M#T#S#K#G#P#E#EdEdHdPpSlVlTvLlFlRlQvYlLlRlIqRqTcVeQpPpKdPgDpYvGvAvAvVlAvFsFvEvEvTlAlRvQvLlGvLwGdCwQdKwVdEqVlAdPvGvYwVtVkTiVkLtTkWdPdGaTpNaPaTlLfSaSaIeLeLeNeSaHeTrDhVfVyPdVdFpKqEvHlWaSpHdDrPqFnEnAqFdKaDdSpEqGqYkIgYfAhRgGcAqQvDrMpKsClVsSvIsQlYvLsElAlVsRsRvLcKvVvEvGvHdRhFfPrRhTmIyHmMyTiFyVwPyDcEfEvVvGpGcHvQsGtMlElLsFvVcQvRdPpEvFvHvAsLnRrAhGqFeAyLeDyEaGdIfAaNaPlTaDlAaFwTeVkFaYfSwEaRfSwPkWwWkVkRkVkTkSaTfGaRdPkGdHfAqSvRdFpMdEpDgTaArAvEqKlLqHvKqVlVvNvSvIlLvAvFqRqEvKvEqWvQvRvLqQvSvNdPpHlLdKdElGlSqVtTkShVkNdLwTdKdLkEdGfGdVdAdYpNtVmIgPtArTmMiSmAiSiFmDiFiRrVhAhPlDpVdDpFpKvAvFvEvEvQvLsQvSvWsCqQvAvAsGdEpGrViTdLmEdFtApQgKgWdMdHqPtQaVgTqPdTcDdDpSvNdPlWlWnAvAlFlSvRvVlCcKvDvMvNvLhThLyEdPyEhIhMhPhAdAdTgDsNvRsYsIvRvAsVvGpVhPrAyLmGhFtSdPqMhNyRsTdPdVgLqLnHvDhHhDrEdRiLdHrEvAvVsFsLvRvGsVsDvIsYvTsRrLsLvPnAsLnAsShVrPdAhLdPpSsDsSd | 0.777334 | train |
M#A#E#G#NpTwLkIkSkVkDkYkEkIwFdGfKqVqQpGpVqFcFlRqKvHvTlQqAvElGcKvKvLlGvLwVaGwWeVwQeNaTdDpRvGrTiViQiGiQmLiQiGdPrIpSvKsVvRvHvMsQqEvWcLsEqTpRpGgSgPpKpStHdItDpKdAmNdFiNdNpEmKdVtIdLpKdLdDpYdSpDgFyQdIyVdKd | 0.51394 | train |
M#S#T#A#QfSfLkKkSkVkDkYkEkVfFdGfRqVqQpGpVqCcFqRqMvYvTlEqDvElAcRvKvIlGvVwVaGwWeVwKeNaTdSpKvGrTiViTiGiQmVtQiGdPgEpDvKsVvNvSvMsKvSvWcLsSaKpVpGtShPpSpStRdItDpRgTmNdFmSdNpEmKdTtIdSpKdLdEpYdSpNgFySyIyRdYd | 0.499649 | train |
M#A#QdTdPfAlFaDpKfPeKfVeEaLeHfVaHaLlDlGlSqIaKqPlEvTlIlLlYvYlGcRvRvRvGvInAdLaPcAdNnTdAsEvGsLnLlNvVqIlGaMdDdKaPaLdTaLqPvDvFnLvAvKsFsDlYrYrMlPvAsIqAaGqCdRlEvAsIlKlRqIsAlYlEvFsVlEvMqKcAlKvEvGnVyVqYeVyEeVyReYdSaPlHqLsLrAyNqSeKpVhEpPpIrPhWsNpQdAhErGdDpLgTdPsDlEsVsVvAvLsVsGlQnGsLnQvEnGnEcRvDvFrGvVhKhAaRaSyIeLhCeCdMeRlHvQcPlNvWcSlPlKvVrVlEvLsCcKlKvYcQcQvQgTrVyVqAaIyDeLyAdGgDdEpTpIpPpGpSsScLpLdPpGsHnVlQvAnYlQvEvAcVvKvSsGvIrHaRyTeVyHaAdGlElVqGhSaAlEvVrVvKvEcAcVcDvIrLsKvThEqReLyGeHaGnYqHrTvLvEvDdQpAvLsYvNvRvLcRqQvEvNlMhHeFyEeIdCePvWlSvSsYrLrTnGvAsWdKdPpDvTdEdHgAsVvIlRvLcKlNvDsQvAgNqYySaLyNhThDhDnPcLsIhFnKvSdTdLsDsTvDrYsQvMcTcKvRpDpMrGvFdTdEnEvEvFsKlRsLnNrIlNsAsAlKvSsSdFsLdPdEpDvEvKsRqEvLsLqDqLsLsYcKvArYvGvMhPdPrS#A#S#A#G#Q#N#L# | 0.7921 | train |
M#I#E#A#E#E#Q#Q#P#C#K#T#DdFlYlSqElLfPaKfVaEaLeHaAaHeLlNlGlSqIqSaSlHvTlMvKvKvLlIcAvQvKpPvDpLvKpIdHdDsQvMlTqVaIqDdKpGpKaKfRdTaLpEvEsCnFlQvMsFsQvTvIsHcQvLsTcSqSePlEvDsIlLlMvVsTlKlDvVsIlKlEvFqAlDsDsGnVyKaYeLyEaLyReSyTePqRdRaEhNpAvThGrMrTgKsKlTsYsVvEvSsInLlEvGsIqKvQvSnKvQvEvNvLrDnIhDhVaRaYyLaIhAeVdDaRlRqGvGwPlLvVsAlKlEvTsVlKvLsAlElEvFcFcLvSvTvEvGqTrVyLaGaLyDeLySdGhDdPpTvVhGhQaAlKvDrFnLlEvPsLrLlEsAsKvKvAsGrLhKaLyAeLyHaLaSpElIdPfNqQcKqKvEsTlQvIsLvLcDvLsLvPhDqRaIyGeHaGcTqFcLcNpSpGpE#G#G#SdLpDvLsVvDcFsVcRqQvHsRlIhPaLyEaLhCaLqTlSvNcVcKrSnQvTvVdPvShYsDlQrHtHcFcGlFvWcYvSvIvAvHgPhSyVaIyChTnDnDsKcGrVhFsAvThHhLrSsQvEsYlQvLsAnAcEvTsFnNvLdTdQsSvQrVsWsDvLnSrYlEsSvIlNvYsIdFsAgSdDpSvTvRsSvEvLvRnKvKvWsNvHvLsKvPcRvVsLvHvId | 0.772754 | train |
M#V#L#L#R#V#L#I#L#L#L#S#W#A#A#G#M#G#G#Q#Y#G#N#P#LlNdKpYfIqRrHtYkEdGfLhSdYdNpVlDvSvLqHvQvKlHlQvRqAlKvRvApV#S#H#E#D#QvFwLrRwLdDwFdHhAyHlGlRdHiFfNtLwRtMkKgRqDdTpSqLqFaSdDpE#FeKwVeEdTeSpNpKdVtLdDdYdDdTsSsHqIwYiTkGtHaIrYaGqEaEpGpSkFiSwHtGfSgVrIdDsGsRdFtEfGgFwIiQqThRpGvGaTiFkYgVkEdPaAsEcRlYrIdK#D#R#T#LaPpFhHgSiVmIiYdHgElDvDsIgNhYpP#H#K#Y#G#P#Q#G#G#C#A#DhHpSvVlFvEvRvMlRqKvYqQqMlTqGfVdEdE#V#T#Q#I#P#Q#E#E#H#A#A#N#G#P#E#L#L#R#K#K#R#T#T#S#A#EdKqNqTeCfQeLeYeIeQeTeDaHqLqFlFcKvYsYqGvTdRpErAsVsIvArQlIvSsSnHlVqKvAlIlDqTvIlYqQqTpTdDdFlSpGpIdRhNnIrShFyMhVyKrRyIyRyIyNyThTnAvDcElKpDpPpTpNdPpFrRnFdPqNdIdGaVqEsKrFvLqEvLvNqSfElQdNwHpDqDqYgCqLaAyYeVyFeThDqRhDaFhDpDsGfVhLfGkLaAaWaVaGdAaPlSdGsSgSaGaGaItCnEgKgSfKtLaYgSpDvGrKgKtKtSgLrNsTyGmIyIgTyVqQdNyYpGnSdHgVhPdPsKlVqSrHsIlTsFsAsHqErVnGlHrNsFlGhSdPaHaDdSdGdTcEqCqTqPlGcEpSdKpNdLpGvQsKvEqNqGgNgYaIsMrYhAsRhA#T#S#GnDpKhLnNrNsNsKhFhSgLpCsSsIsRnNrIsSsQsVnLcEvKrKrRsNvNnCrFgVgErS#G#Q#P#I#C#G#N#G#M#VqE#Q#GpEaEqCgDhCqG#Y#S#D#Q#C#KpDqEpCqCaFdDyA#N#QdPdE#GvRgKgCrKyLgKdPpGpKaQqChStPcSsQqGhPqCqCaTdAsQsCrAfFgKhSdKqSvEdKfCrRaDpDdStDqCfAfRhEtGfIgCtNhGrFrTdArLrCgPdAgStDqPtKdPdNwFqTrDqCgNrRqHnTqQaVtCdIdNrGsQgCrApGhSgInCqEvKsYvGqLwEdEwCdTaCdAdS#S#D#G#K#D#DqKlEqLqCfHwVtCwCtMdKhKvMpDdPpSvTrCtAdSfTcGlSdVpQsWnScRvHpFnSvGnRdTtIhTgLgQ#P#G#S#P#CgNdD#F#R#G#Y#CqDhVpFvMsRgCtRdL#V#D#A#D#G#P#L#A#R#L#KvK#AvIvFdSpPpEvLvYvEvNvIvAvEvWvIcVvAvHpWvWvAvVvLvLvMvGvIvAvLvIvMvLvMvAvGvFvIcKvIvCcSvVlH#T#P#S#S#NdPpKpL#P#P#P#K#P#L#P#G#T#L#K#R#R#R#P#P#Q#P#I#Q#Q#P#Q#R#Q#R#P#R#E#S#Y#Q#M#G#H#M#R#R# | 0.573537 | train |
M#R#L#A#L#L#W#A#L#G#L#L#G#A#G#S#P#L#P#S#W#P#L#P#N#I#G#G#T#E#E#Q#Q#A#E#S#E#K#A#P#R#E#P#L#EqPkQfVwLqQdDvDhLdPtIdSqLpKlKvVcLlQpT#S#LpPdEqPfLtRwIiKwLgEaLaDpGnDdStHwIiLwEtLkLgQqNpRcEqLqVaP#G#RwPaTwLeVwWeYaQdPqDvGrTdRiVdVtSdEgG#H#T#L#E#NrCqCwYiQkGgRaViRpGpYqApGpSwWiVwSiIwCgTcClSfGhLtRwGgLwVtVpLsTdPlEqRrSiYwTtLwEaQdGgP#G#D#L#Q#G#PhPtIdIiSdRgIlQvDpL#H#L#P#G#H#T#C#A#L#S#W#R#E#S#V#H#T#Q#K#P#P#E#H#P#L#G#Q#R#H#I#R#R#R#R#D#V#VqTpEaTaKfTeVfEaLeVeIeVeAeDfHqSqErAcQvKvYvRvDpFvQsHsLvLvNsRlTvLsErVlAsLrLlLlDqTqFqFcRvPvLsNsVyRgVyAhLhVrGyLyEhAyWhTnQhRhDgLpVaEdIdSdPlNqPqAlVlTvLlEqNrFvLlHvWcRqRlApHpLvLcPvRpLgPpHgDfSaAyQeLyVeTyGcTdShFhSdGgPrTrVfGkMfAaIaQaNcSqItCnSpPsDrFgSrGyGmVyNgMyDpHrSdTpSdIsLlGvVrAsSlSrIrAsHqErLnGlHrSnLlGqLfDaHaDdLdP#G#N#SpCwPdCwPrG#P#A#P#A#K#TdCaIsMrEhArS#T#D#F#L#PrGhLrNhFhStNpCsSsRsRvArLnEvKvAsLvLlDqGfMgGrSlCvLrFqE#R#L#P#S#L#P#P#M#A#A#F#CqGfN#M#F#VaE#PpGvEaQqCgDhCqGhFaLpDvD#CrVpDwPpCqCaDdSsLvTrCnQhLgRdPpGpAaQlChAiSpDpGfPlCqCdQdNpCsQaLgRnPqSfGqWqQfCsRaPdTaRrGfDfCfDwLdPtEwFtCgPrGrDnSdSsQhCtPpPrDtVwStLfGaDqGlEcPaChApGpGnQqAfVtCdMdHsGsRhCdAdSaYlAqQnQlCqQcSqLwWqGnPpGpAkQdPaAaAdPlLvClLlQlTvAqNqTqRvGqNdAlFqGhShClGaRaNdP#SvG#SgYgVhSrCdTdPsRlDlAsIlCqGiQaLtQdCiQdTdGhRhTpQaPtLpL#GaSgIfRpDdLkLdWwEdTwIdDdVdNvGnTdEtLdNiChSiWtVtHrLgDdL#G#S#D#V#A#Q#P#LnLgTdLdPfGgTgAaCsGdPdGqLwVtChIdDsHsRgCtQhRgVsDvLvLrGpAqQvEvClRlSvKqClHvGvHqGaVgCqDiSrNvRsHaCtYdCgEdEpGqWaAdPdPrDrCrTpTdQgLnK#A#T#S#S#L#T#T#G#LvLvLvSvLvLvVvLvLvVvLvVvMvLvGvAvSvYvWvYvRvAvRvLvHvQvRvL#C#Q#L#K#G#P#T#C#Q#Y#R#A#A#Q#S#G#P#S#E#R#P#G#P#P#Q#R#A#L#L#A#R#G#T#K#Q#A#S#A#L#S#F#P#A#P#P#S#R#P#L#P#P#D#P#V#S#K#R#L#Q#A#E#L#A#D#R#P#N#P#P#T#R#P#L#P#A#D#P#V#V#R#S#P#K#S#Q#G#P#A#K#P#P#P#P#R#K#P#L#P#A#D#P#Q#G#R#C#P#S#G#D#L#P#G#P#G#A#G#I#P#P#L#V#V#P#S#R#P#A#P#P#P#P#T#V#S#S#L#Y#L# | 0.545863 | train |
End of preview. Expand
in Dataset Viewer.
Description
Thermostability prediction is a regression task where each input protein x is mapped to a label y ∈ R, corresponding to the thermostability of x.
Splits
Structure type: AF2
The dataset is from FLIP: Benchmark tasks in fitness landscape inferencefor proteins. We employ all proteins from the“Human-cell”splits (proteins that lack AF2 structures are removed), and split them based on 70% structure similarity (see ProteinShake), with the number of training, validation and test set shown below:
- Train: 5310
- Valid: 706
- Test: 706
Label
This label indicates the thermostability of the protein, ranging from 0 to 1.
- Downloads last month
- 63
Size of downloaded dataset files:
7.81 MB
Size of the auto-converted Parquet files:
6.42 MB
Number of rows:
6,722