Daily Leaders
Daily Leaders
G cluster_dg_1 cluster_dg_2 g180791455030470893175595777303513959303 g180791447503795454322139904679804177287 g180791455030470893175595777303513959303->g180791447503795454322139904679804177287 g180791463983253257286241227750312283015 g180791455030470893175595777303513959303->g180791463983253257286241227750312283015 g180791472539894808829359272915450497927 g180791455030470893175595777303513959303->g180791472539894808829359272915450497927 g180791459625704319002285594782162783111 g180791455030470893175595777303513959303->g180791459625704319002285594782162783111 g180791476342846609515307922351270431623 g180791455030470893175595777303513959303->g180791476342846609515307922351270431623 g180791447503795454322139904679804177287->g180791476342846609515307922351270431623 g180791480145798410199253595852817337223 g180791463983253257286241227750312283015->g180791480145798410199253595852817337223 g180791480145798410199253595852817337223->g180791455030470893175595777303513959303 g180791480145798410199253595852817337223->g180791447503795454322139904679804177287 g180791480145798410199253595852817337223->g180791459625704319002285594782162783111 g180791468261574033056373875888400141191 A g180791480145798410199253595852817337223->g180791468261574033056373875888400141191 g180791427142157688154158257108369050503 g180791480145798410199253595852817337223->g180791427142157688154158257108369050503 g180791472539894808829359272915450497927->g180791459625704319002285594782162783111 g180791472539894808829359272915450497927->g180791427142157688154158257108369050503 g180791459625704319002285594782162783111->g180791455030470893175595777303513959303 g180791459625704319002285594782162783111->g180791427142157688154158257108369050503 g180791476342846609515307922351270431623->g180791455030470893175595777303513959303 g180791476342846609515307922351270431623->g180791468261574033056373875888400141191 g180791468261574033056373875888400141191->g180791447503795454322139904679804177287 g180791427142157688154158257108369050503->g180791463983253257286241227750312283015 g180791427142157688154158257108369050503->g180791480145798410199253595852817337223 g180791427142157688154158257108369050503->g180791459625704319002285594782162783111
Subwords: (Click here to translate.)
Instructions


Puzzle Owner: wwadmin

Puzzle Lang:

German

Puzzle ID: 3667

Complexity: 42.0
Points: 0
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Using Difficulty: Easy

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