Daily Leaders
Daily Leaders
G cluster_dg_1 g58112553187223662718779452788495387527 g58112573152720616313133850857973779335 g58112553187223662718779452788495387527->g58112573152720616313133850857973779335 g58112558257826063631924490556490419079 D g58112553187223662718779452788495387527->g58112558257826063631924490556490419079 g58112508344083679643329720944419441543 g58112553187223662718779452788495387527->g58112508344083679643329720944419441543 g58112573152720616313133850857973779335->g58112553187223662718779452788495387527 g58112547958164936774878146867724323719 g58112573152720616313133850857973779335->g58112547958164936774878146867724323719 g58112573152720616313133850857973779335->g58112508344083679643329720944419441543 g58112568399030865457815716050481482631 g58112568399030865457815716050481482631->g58112553187223662718779452788495387527 g58112539480751547751821134966509308807 g58112539480751547751821134966509308807->g58112568399030865457815716050481482631 g58112539480751547751821134966509308807->g58112558257826063631924490556490419079 g58112563169972139512999053505447365511 g58112563169972139512999053505447365511->g58112553187223662718779452788495387527 g58112563169972139512999053505447365511->g58112563169972139512999053505447365511 g58112563169972139512999053505447365511->g58112547958164936774878146867724323719 g58112563169972139512999053505447365511->g58112508344083679643329720944419441543 g58112558257826063631924490556490419079->g58112553187223662718779452788495387527 g58112558257826063631924490556490419079->g58112547958164936774878146867724323719 g58112558257826063631924490556490419079->g58112508344083679643329720944419441543 g58112547958164936774878146867724323719->g58112573152720616313133850857973779335 g58112547958164936774878146867724323719->g58112539480751547751821134966509308807 g58112547958164936774878146867724323719->g58112508344083679643329720944419441543 g58112508344083679643329720944419441543->g58112553187223662718779452788495387527 g58112508344083679643329720944419441543->g58112573152720616313133850857973779335 g58112508344083679643329720944419441543->g58112539480751547751821134966509308807 g58112508344083679643329720944419441543->g58112563169972139512999053505447365511
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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