i need new ones!
Commentaires
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markblondeVoir la traduction Voir la version originaleSymmetry on the 5 and it's simple.08/06/2020 à 02:43
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fqirytqlesVoir la traduction Voir la version originaleI thought figuring where the 5's go was pretty easy and logical. I'm still learning though, and your feedback is always very helpful. Thanks!08/06/2020 à 04:11
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BullfinchVoir la traduction Voir la version originaleYou can figure out the 5s without needing to use symmetry fairly easily, making it a nice picture and a logical puzzle. Thanks!08/06/2020 à 09:20
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AnaderolVoir la traduction Voir la version originaleEasy - like it - I too need new ones!!08/06/2020 à 10:08
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trudiehorseVoir la traduction Voir la version originaleUnable to complete logically.08/06/2020 à 10:25
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littlebitocdVoir la traduction Voir la version originaleThere's only one position for the 5s in the outer columns that doesn't contradict column 3/19. After that it's easy.08/06/2020 à 16:57
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mmartinVoir la traduction Voir la version originaleThanks.08/06/2020 à 19:04
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zantedeschiaVoir la traduction Voir la version originaleThank you! Nice and fully logical without assuming symmetry. :)10/06/2020 à 00:25
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VelmaVoir la traduction Voir la version originaleEasily solved using temporaries, no need for assuming symmetry.14/06/2020 à 14:49