Pyramid Cult's Favorites (1/11): Numberlink
(Eingestellt am 9. Juni 2020, 07:00 Uhr von athin)
- Connect pairs of the same numbers with a continuous line.
- Lines go through the center of the cells, moving in perpendicular direction with one of the cell sides, or changing direction, and never twice through the same cell.
- Lines cannot cross, branch off, or go through the cells with numbers.
Pyramid Cult's Favorites is a puzzle series written by me and tested by Ivan Adrian Koswara (chaotic_iak). The aim is to find the favorites of "pyramid cult" to be able to join in it. The series consists of 10 "classic" puzzles with 1 final meta puzzle. Each has a hidden keyword as the solution code and written in English. Rest assured, no anagram is needed so it should not be too hard for non-English speakers (with the meta puzzle as an exception).
Here is the transcribed letters from the grid in the order their triangle appear (from top to bottom row, reading from leftmost to rightmost triangle):
PWTAROSAITUZZNRLCFHIPONIEELRTNRNGTSLösungscode: What is Pyramid Cult's Favorite Activity?
Kommentare
am 24. Dezember 2022, 06:32 Uhr von TJReds
penpa link: https://tinyurl.com/2nmkqo9q
very nice starting puzzle :)
am 30. Juli 2021, 02:03 Uhr von athin
Change to triangular
am 29. August 2020, 12:09 Uhr von Lucx
Thanks for this one!
am 16. Juli 2020, 07:38 Uhr von Dotty
Really easy numberlink, but not so easy to understand the given letters are written as very small grey letters in some cells.
@athin: Yes, sorry for this, the current workaround is that all letters are transcribed below the puzzle. Perhaps one day I could recreate the board and make them larger.
am 21. Juni 2020, 02:40 Uhr von athin
Sorry @panthchesh for the inconvenience, thank you very much for the suggestion.
I transcribed the letters from the grid.
am 13. Juni 2020, 01:25 Uhr von athin
@HaSe Oops, sorry! I'll try my best to update the images with a high-contrast then. Hopefully, it will be fine for everyone.
The image is updated now.
am 10. Juni 2020, 00:19 Uhr von Mystoph
Looking forward to 11 non Sudoku puzzles :-) thanks!
