Doubler Playground
(Published on 16. October 2024, 23:51 by Mad-Tyas)
For this occasion I created this puzzle here. It is intended to offer comparatively easy access to the beautiful world of modifier sudokus.
Rules:
Sudoku: Fill every row, column and marked 3x3 box with the digits 1-9.
Doubler: There are nine Doubler cells in the grid, exactly one in each row, column and marked 3x3 box and filled with a complete set of the digits 1-9. The value of a Doubler cell is twice the digit in that cell.
Killer: In cages marked with a black dashed line digits must not repeat and the values have to add up to the total given in the top-left corner of a cage.
Arrow: The values along an arrow have to add up to the value in the attached circle.
Have fun solving!
Sudoku on:
SudokuPad
Solution code: Row 9 (9 digits)
Comments
on 19. October 2024, 08:32 by mihel111
Lovely modifier 1.0.1
on 18. October 2024, 21:37 by wuc
Very smooth and enjoyable thx.
on 18. October 2024, 09:49 by cg24
finally made it, took me a while but it was fun :)
@mccuskp thanks for the little nudge
on 18. October 2024, 00:32 by Mad-Tyas
Thank you very much for all the kind comments! :)
on 17. October 2024, 22:49 by mccuskp
@cg24 focus on which doublers remain and where they *can't* go
on 17. October 2024, 22:01 by cg24
could someone help me with this :) after i found the doubler 6 i dont understand the next step
on 17. October 2024, 16:10 by Ragna
Fun puzzle! Thank you. :-)
on 17. October 2024, 15:40 by Jensa
Absolutely beautiful flow in the beginning, got a little tougher at the end but a wonderful puzzle nonetheless!
on 17. October 2024, 14:22 by sujoyku
Thank you for this fun puzzle, Mad-Tyas! I found the phase after the break-in to be harder than the beginning. But the puzzle kept a lovely flow all throughout. Gorgeous set-up!
on 17. October 2024, 13:00 by Franjo
Amazing puzzle! Especially I enjoyed the steps where I could put in the lower doublers. Thank you very much for creating and sharing this gem.
on 17. October 2024, 12:01 by Snookerfan
Stunning! Thank you
on 17. October 2024, 11:36 by Playmaker6174
Quite a satisfying puzzle with lots of interesting interactions with the doubler cells :)
on 17. October 2024, 00:44 by ViKingPrime
You've truly become the master of the doubler cell! What a smooth, clean break in towards some of the cleverest interplay between modifier cells I've yet to see. This was an absolute pleasure to solve.
