Cauchy's Revenge
(Eingestellt am 21. August 2021, 00:16 Uhr von Hrafnsvaengr)
It's nothing terribly out there, but I was pleased with the result for this, so I suppose it will be all right for a first-ever upload to here. Here's hoping it's not as painful as computing complex integrals without Cauchy's theorem that gives this puzzle its name, albeit obliquely.
A link for the puzzle on f-puzzles can be found here.
A link for the puzzle on f-puzzles can be found here.
- Normal sudoku rules apply.
- Digits along an arrow sum to the number in the attached bulb.
- The digits along the marked diagonals sum to the given number.
- Digits may not repeat within a cage; if the cage is marked, the digits within that cage sum to the given number.
- The two unmarked cages are twins, containing the same digits in each cage; the digits in the twinned cages may or may not be in the same order within the cage.
Lösungscode: The 1st and then 9th columns, top to bottom, without commas or spaces.
Zuletzt geändert am 29. August 2021, 07:53 Uhr
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Kommentare
am 31. Oktober 2021, 18:37 Uhr von Hrafnsvaengr
@StefanSch You're correct. Technically, neither the 45 cage nor the twin cages are necessary, although they do smooth the solve somewhat.
am 31. Oktober 2021, 18:05 Uhr von StefanSch
I think, the twin-cages aren't needed.
am 5. September 2021, 18:58 Uhr von Hausigel_mod
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