Daily Leaders
Daily Leaders
G cluster_dg_1 cluster_dg_2 g17969557234983171513394581007336508295 g17969539567102930831313516440845060999 g17969557234983171513394581007336508295->g17969539567102930831313516440845060999 g17969545350758794373399979554203536263 g17969557234983171513394581007336508295->g17969545350758794373399979554203536263 g17969564999343097910209512589843270535 g17969557234983171513394581007336508295->g17969564999343097910209512589843270535 g17969549708307732656307118234105842567 g17969557234983171513394581007336508295->g17969549708307732656307118234105842567 g17969539567102930831313516440845060999->g17969557234983171513394581007336508295 g17969539567102930831313516440845060999->g17969545350758794373399979554203536263 g17969526652912441006542585092027222919 D g17969539567102930831313516440845060999->g17969526652912441006542585092027222919 g17969553352803208314090758152748043143 g17969553352803208314090758152748043143->g17969557234983171513394581007336508295 g17969553352803208314090758152748043143->g17969545350758794373399979554203536263 g17969553352803208314090758152748043143->g17969564999343097910209512589843270535 g17969545350758794373399979554203536263->g17969557234983171513394581007336508295 g17969545350758794373399979554203536263->g17969539567102930831313516440845060999 g17969545350758794373399979554203536263->g17969553352803208314090758152748043143 g17969564999343097910209512589843270535->g17969526652912441006542585092027222919 g17969561196391297226781190095490550663 g17969564999343097910209512589843270535->g17969561196391297226781190095490550663 g17969526652912441006542585092027222919->g17969557234983171513394581007336508295 g17969526652912441006542585092027222919->g17969539567102930831313516440845060999 g17969526652912441006542585092027222919->g17969553352803208314090758152748043143 g17969561196391297226781190095490550663->g17969539567102930831313516440845060999 g17969549708307732656307118234105842567->g17969557234983171513394581007336508295 g17969549708307732656307118234105842567->g17969539567102930831313516440845060999 g17969549708307732656307118234105842567->g17969553352803208314090758152748043143 g17969549708307732656307118234105842567->g17969549708307732656307118234105842567
Subwords: (Click here to translate.)
Puzzle ID: 48133

Instructions


Puzzle Owner: wwadmin

Puzzle Lang:

Portuguese

Complexity: 42.5
Points: 0
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Using Difficulty: Easy
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