Daily Leaders
Daily Leaders
G cluster_dg_1 g272531452093685719507448732018621057927 g272531429434431240427357287905667877767 g272531452093685719507448732018621057927->g272531429434431240427357287905667877767 g272531402496855985579096483617183665031 D g272531452093685719507448732018621057927->g272531402496855985579096483617183665031 g272531374370858293012676356797574712199 g272531452093685719507448732018621057927->g272531374370858293012676356797574712199 g272531429434431240427357287905667877767->g272531452093685719507448732018621057927 g272531429434431240427357287905667877767->g272531374370858293012676356797574712199 g272531395366321359295217154105587567495 g272531429434431240427357287905667877767->g272531395366321359295217154105587567495 g272531484339547862813405398085290199943 g272531484339547862813405398085290199943->g272531452093685719507448732018621057927 g272531484339547862813405398085290199943->g272531484339547862813405398085290199943 g272531484339547862813405398085290199943->g272531374370858293012676356797574712199 g272531484339547862813405398085290199943->g272531395366321359295217154105587567495 g272531407012861248889057368606210034567 g272531407012861248889057368606210034567->g272531452093685719507448732018621057927 g272531402496855985579096483617183665031->g272531452093685719507448732018621057927 g272531402496855985579096483617183665031->g272531374370858293012676356797574712199 g272531402496855985579096483617183665031->g272531395366321359295217154105587567495 g272531474198343060986450478654309567367 g272531474198343060986450478654309567367->g272531407012861248889057368606210034567 g272531474198343060986450478654309567367->g272531402496855985579096483617183665031 g272531374370858293012676356797574712199->g272531452093685719507448732018621057927 g272531374370858293012676356797574712199->g272531429434431240427357287905667877767 g272531374370858293012676356797574712199->g272531484339547862813405398085290199943 g272531374370858293012676356797574712199->g272531474198343060986450478654309567367 g272531395366321359295217154105587567495->g272531429434431240427357287905667877767 g272531395366321359295217154105587567495->g272531474198343060986450478654309567367 g272531395366321359295217154105587567495->g272531374370858293012676356797574712199
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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