## Sudoku "CTC 2020" (Sandwich, thermo, killer, clone)

(Eingestellt am 7. Juni 2020, 12:56 Uhr von MartinR)

This puzzle is an experiment to see how many constraints that I could put into the same puzzle, and I managed six - diagonals, sandwich, killer, clone, thermometer and (partial) anti-knight
Given the number of combinations included, the solution path is possibly quite wide, but I'd be interested in feedback on how this solves.

• Standard Sudoku rules apply
• Both long diagonals (marked) must contain each of the digits from 1 to 9 once only.
• Numbers outside the grid refer to the sum of the digits sandwiched between the digits 1 and 9 in that row, column OR diagonal. (The 29 and 5 on the top/bottom right are the sandwich figures for the respective diagonals)
• The two "C" shaped regions (shaded green) are clones of each other and must contain the same digits in the same location (no rotation)
• The two dotted areas are cages, and must add up to the small number (20) on the cage. Digits may not repeat in a cage.
• Digits on the thermometer must increase from the bulb end(s) to the flat end. (For the split thermometer, the two bulb ends can increase independently until they merge.
• In boxes 3 and 7 (shaded grey), the digits are subject to an anti-knights constraint and may not be placed a knights move away from an identical digit in another box. This constraint does not apply to pairs of digits not including either of these boxes - for example the same digits in box 1 and box 2 can be a knight's move apart, but matching digits in box 3 and 2 can not be.

Also, if I've managed it correctly, there should be a link to solve this via Penpa

Lösungscode: Row 2 (left to right) followed by row 8 (left to right)

Zuletzt geändert am 11. Juni 2020, 10:43 Uhr

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### Kommentare

am 13. Juni 2020, 20:29 Uhr von bob
Nice mashup!

am 11. Juni 2020, 10:43 Uhr von MartinR
updated subtitle with reference to puzzle constraint inspirations (channel/year of lockdown)

am 9. Juni 2020, 12:32 Uhr von Mosti_Mo
Hat Spaß gemacht, Danke!

 Schwierigkeit: Bewertung: 87 % Gelöst: 30 mal Beobachtet: 0 mal ID: 0003LJ

Lösungscode: