JCQ #1: Silly Walks (Thermo Sudoku)
(Eingestellt am 12. Juli 2020, 04:28 Uhr von peterchayward)
I met John Cleese a few weeks back, and - knowing he's a big fan of Sudokus - made him a quintet of puzzles inspired by his work. They get progressively harder.
Normal Sudoku rules apply. Also, there are four "silly walk" lines. Numbers along a silly walk must increase in value from the bulb end to the flat end, but must not consist entirely of consecutive digits.
(If you'd like to play on hard mode, treat the lines as regular thermos, and ignore the Silly Walk constraint.)
Visit my website for print-friendly and colorblind accessible versions of all my puzzles.
.Lösungscode: Center column, top to bottom.
Kommentare
am 15. Juli 2020, 21:01 Uhr von hawranomut
Nice puzzle. I'll try solving it as a regular thermo tomorrow.
am 12. Juli 2020, 20:19 Uhr von peterchayward
@geronimo92: marcmees is correct - the bulb isn't super visible at this resolution, but it's going the wrong way. (I make these to be playable by non-Sudoku players, so I was trying to be as clear as possible. Sorry it introduced some ambiguity!)
am 12. Juli 2020, 15:01 Uhr von marcmees
@geronimo. I suppose the bulb is at 9
am 12. Juli 2020, 14:45 Uhr von geronimo92
Please could you clarify why 129 is not possible on a silly walk? Thx
