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CTC

(Published on 19. December 2023, 18:10 by Unterstadt96)

Link: https://f-puzzles.com/?id=yoh8yo5z

Solve on Sudoku.Pad: https://tinypuz.com/yv7dfaba

Normal Sudoku rules apply.

The grey "C"-line (explained for the colour blind: rows 1-4) is palindromic, ie. the digits from each end of the line are identical.

Digits on the branching arrow "T" (rows 3-6) sum to the digit in the arrow's circle. (The arrow branches to look like a "T", but all parts of the arrow add to the sum in the circle!)

The green "C"-line (rows 5-8) is a German Whispers line, ie. neighbouring digits have a difference of at least 5.

The yellow line (from row 1 column 5 clockwise around the grid to row 6 column 1) is entropic, ie. the order of 3 adjacent digits is identical (one is low, one is middle, one is high, but not necessarily in that order).

The pink lines (row 8 columns 3-5; row 4 columns 7-8 + rows 5-6 column 9 sharing the space of the entropic line, sorry) are Renban lines, ie. they consist of consecutive digits in any order.

Digits on a thermo (rows 5-4) must rise from the bulb.

Digits on the negative diagonal (row 1 column 1 to row 9 column 9) must not repeat.

Digits on a grey square are even. Not all possible squares are given

Let's get cracking!

Solution code: What is the sum of all digits on the letters CTC?

Last changed on on 19. December 2023, 21:03

Solved by SKORP17, rentalcustard, kkli, Twan2797, by81996672, Chelo, mcc, butch02, Benji, pms_headache, PippoForte
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Comments

on 23. December 2023, 14:10 by pms_headache
Very nice puzzle. Harder than three stars, I think, based on the number of solves. Took me several tries to break through. I hope Simon gives it a try!

on 19. December 2023, 21:03 by Unterstadt96
Unklarheit beim Pfeil (hoffentlich) ausgeräumt.
Arrow's ambiguity hopefully clarified in the rules.

on 19. December 2023, 18:47 by sujoyku
Möglicherweise ist eine einzige Summe gemeint, sodass der Pfeil nur eine Spitze haben sollte?

Last changed on 19. December 2023, 19:01

on 19. December 2023, 18:42 by SKORP17
der T-Pfeil kann nur 1 Spitze haben , da er ansonsten unmöglich wäre!

Difficulty:3
Rating:N/A
Solved:11 times
Observed:6 times
ID:000G29

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