Daily Leaders
Daily Leaders
G cluster_dg_1 cluster_dg_2 g162546559333812485814888515575575513991 g162546289720375449777172648204033624967 g162546559333812485814888515575575513991->g162546289720375449777172648204033624967 g162546473371256157839749121392469904263 g162546289720375449777172648204033624967->g162546473371256157839749121392469904263 g162546545944253020906309636093375187847 g162546289720375449777172648204033624967->g162546545944253020906309636093375187847 g162546524948789954626028801373372189575 S g162546289720375449777172648204033624967->g162546524948789954626028801373372189575 g162546512034599464799117252826669812615 g162546289720375449777172648204033624967->g162546512034599464799117252826669812615 g162546473371256157839749121392469904263->g162546545944253020906309636093375187847 g162546473371256157839749121392469904263->g162546512034599464799117252826669812615 g162546545944253020906309636093375187847->g162546559333812485814888515575575513991 g162546545944253020906309636093375187847->g162546289720375449777172648204033624967 g162546489375344985722082908435771067271 g162546545944253020906309636093375187847->g162546489375344985722082908435771067271 g162546568682735662499627056610786708359 g162546545944253020906309636093375187847->g162546568682735662499627056610786708359 g162546524948789954626028801373372189575->g162546289720375449777172648204033624967 g162546524948789954626028801373372189575->g162546524948789954626028801373372189575 g162546524948789954626028801373372189575->g162546489375344985722082908435771067271 g162546512034599464799117252826669812615->g162546289720375449777172648204033624967 g162546512034599464799117252826669812615->g162546545944253020906309636093375187847 g162546512034599464799117252826669812615->g162546524948789954626028801373372189575 g162546512034599464799117252826669812615->g162546512034599464799117252826669812615 g162546489375344985722082908435771067271->g162546559333812485814888515575575513991 g162546489375344985722082908435771067271->g162546473371256157839749121392469904263 g162546568682735662499627056610786708359->g162546545944253020906309636093375187847 g162546568682735662499627056610786708359->g162546524948789954626028801373372189575
Subwords: (Click here to translate.)
Puzzle ID: 35910

Instructions


Puzzle Owner: wwadmin

Puzzle Lang:

Swedish

Complexity: 41.0


Points: 0

Want another puzzle? Try a random one:
Using Difficulty: Easy
Puzzle Leaderboard

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