Equally Modular
(Eingestellt am 28. April 2023, 17:42 Uhr von yttrio)
This puzzle is a spiritual successor to my Equally Quiet and Dutch Sum series, utilizing lines that are both region sum lines as well as another line constraint.
Rules:
Normal Sudoku rules apply.
All lines are both region sum and modular lines.
-- Region sum lines: Digits along a line must sum to the same total in each region the line enters.
-- Modular lines: Each set of three consecutive digits on a line must be one each from [147], [258], and [369].
The given greater-than sign points towards the lower of two neighboring digits.
Lösungscode: Row 8 followed by column 9 (18 digits no spaces)
Kommentare
am 1. März 2024, 21:06 Uhr von ninjamunk
I have no idea how to break in to this. Have one digit after an hour.. I give up
-- Thanks for giving it a go! If you ever want to come back to it, you can DM me on Discord (my username is also 'yttrio' there) with your current progress, and I can give you a nudge in the right direction.
~yttrio
am 2. Mai 2023, 19:04 Uhr von jhernandezc
Great puzzle with amazing flow of logic. Thank you.
am 2. Mai 2023, 16:23 Uhr von rmm466ss
I loved it from start to finish. Got "stuck", but following the variant constraints set me free. Great puzzle!
am 30. April 2023, 10:01 Uhr von Kabuki73
Wonderful logic and flow! Just perfect for a sunny Sunday morning!
am 30. April 2023, 04:56 Uhr von rictech
Bravo! Excellent puzzle! I ended up with a very colorful grid, with a very satisfying flurry of placing digits at the end. Thanks!
am 30. April 2023, 00:16 Uhr von Deej1491
Absolutely fabulous setting. The combination of logics and then that final disambiguation. Lovely
am 29. April 2023, 13:16 Uhr von EmX68
Took me some time to solve this, but I really enjoyed it! Thanks for setting!
am 28. April 2023, 20:21 Uhr von SenatorGronk
Thanks!
