Daily Leaders
Daily Leaders
G cluster_dg_1 cluster_dg_2 g176747538222331775317106811200175115143 g176747524912000472923499052978039196551 g176747538222331775317106811200175115143->g176747524912000472923499052978039196551 g176747518415291146751415633356652317575 g176747524912000472923499052978039196551->g176747518415291146751415633356652317575 g176747511522441008009791980895147428743 g176747524912000472923499052978039196551->g176747511522441008009791980895147428743 g176747531487937961605748816007039585159 S g176747524912000472923499052978039196551->g176747531487937961605748816007039585159 g176747489180099178991040810401999391623 g176747524912000472923499052978039196551->g176747489180099178991040810401999391623 g176747518415291146751415633356652317575->g176747511522441008009791980895147428743 g176747518415291146751415633356652317575->g176747489180099178991040810401999391623 g176747511522441008009791980895147428743->g176747538222331775317106811200175115143 g176747511522441008009791980895147428743->g176747524912000472923499052978039196551 g176747503203483944013678377112185899911 g176747511522441008009791980895147428743->g176747503203483944013678377112185899911 g176747544956725589031519654315551394695 g176747511522441008009791980895147428743->g176747544956725589031519654315551394695 g176747531487937961605748816007039585159->g176747524912000472923499052978039196551 g176747531487937961605748816007039585159->g176747531487937961605748816007039585159 g176747531487937961605748816007039585159->g176747503203483944013678377112185899911 g176747489180099178991040810401999391623->g176747524912000472923499052978039196551 g176747489180099178991040810401999391623->g176747511522441008009791980895147428743 g176747489180099178991040810401999391623->g176747531487937961605748816007039585159 g176747489180099178991040810401999391623->g176747489180099178991040810401999391623 g176747503203483944013678377112185899911->g176747538222331775317106811200175115143 g176747503203483944013678377112185899911->g176747518415291146751415633356652317575 g176747544956725589031519654315551394695->g176747511522441008009791980895147428743 g176747544956725589031519654315551394695->g176747531487937961605748816007039585159
Subwords: (Click here to translate.)
Instructions


Puzzle Owner: wwadmin

Puzzle Lang:

Swedish

Puzzle ID: 35910

Complexity: 41.0
Points: 0
Want another puzzle? Try a random one:
Using Difficulty: Easy

Want to purchase this puzzle? Make an offer to buy.
Currency is in points; your bid is deducted if accepted.