Calembour
(Published on 28. May 2025, 09:01 by Jobo)
Hello, enjoy this puzzle!
All feedback and comments will be much appreciated!
Rules:
- Normal sudoku rules apply.
- The sum of the digits along a double arrow line connecting two circles is equal to the sum of the digits in the circles.
- Each 2x2 square of cells has to contain at least one low [123], one middle [456], and one high [789] digit (global entropy).
Solution code: Column 9.
Solved by Bjd, 9Rookienumbers, by81996672, Dentones, Snookerfan, Myxo, IntegralHamster, SKORP17, jalebc, HydTheHydre, bansalsaab, Exigus, Basil, karlmortenlunna, Flinty, Scojo, palpot, ScienceNerd2240, shteev, SeveNateNine, dhdydg, 0123coolkid, Clara123, damasosos92, Niverio, Crusader175, ccotreau, tonald, fractalminding, snoswal, NeroChaos, Mad-Tyas, ManuH, Uhu, lianarox
Comments
on 13. June 2025, 12:07 by fractalminding
Thanks for fun puzzle! I solved without right-bottom sum line.
on 5. June 2025, 00:49 by damasosos92
Cool idea and very minimal as well.
on 29. May 2025, 09:44 by Exigus
Very cool that those double arrows are enough with the global entopy rule. Thanks!
on 28. May 2025, 14:28 by Snookerfan
Excellent puzzle! The global entropy did a lot of magic as it usually does. Thank you
