Thursday, 14 July 2022

xoney

Hello GAPP

I know, I know. Im not Tyrgannus or that Tyrgshammus fellow. But, in spirit, for just this moment, I am. Today you get a GAPP from me. A one time scenario that came around, that I was graciously allowed to follow through with.

To explain briefly, I am one of the two little gremlins (oh, and a third, head gremlin Bakpao) that work behind the scenes to help ensure unique and GAPPable puzzles for everyone to solve. I have been involved in GAPP since the beginning and have enjoyed every second of helping provide these puzzles for everyone.

But this unique scenario is the only reason that I get to be Tyrgannus for a day, so I humbly ask everyone to not bother your regular day GAPP providers with desires to be a guest poster. It will just take time away from their ability to make good GAPP puzzles for everyone to enjoy.

Additionally, my little army of ants will come and annoy anyone who tries to do so. You have been warned.

On an unrelated note, Today's Gapp is an Army Ants

Rules: Move some numbers such that each orthogonally connected group forms a sequence of consecutive numbers, starting with 1. Each number in the sequence must be orthogonally adjacent to the next. A number may move vertically and horizontally any number of times, but may not pass through bold borders. Each cell may be used at most once: as a number’s starting point, part of a path, or a number’s final destination.

As always, here is the link to an example puzzle: https://puzz.link/p?armyants/5/5/b00q9g1ig12h3g1j2j1g3h42g

For a Speedy Sloth 🦥 , finish in under 2:00
For a Quick Crab 🦀 , finish in under 4:30
Finish with anytime at all for an Armed Antbird 🐦

And the link to the GAPP for today: https://puzz.link/p?armyants/8/8/kir90009dkigmpau6067l9mgg2h1h22h3g9j1i1h3h7h14h8h6h1i5j3g3h22h2h1g