Logic Masters Deutschland e.V.

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PUZZLE:

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RULES:

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"Normal" Schrödinger rules apply.
(i.e. place the digits 0 through 9 once each in every row, column and box;
two of the digits will have to share a Schrödinger Cell;
each row, column and box contains exactly one Schrödinger Cell).

• Entropic (blue/beige): Each set of three consecutive cells on an Entropic line must contain a low {1, 2 or 3}, medium {4, 5 or 6} and high digit {7, 8 or 9} (different colours are to distinguish separate lines).
• Kropki: White dots separate two cells containing digits of consecutive value; Black dots separate two cells where one digit is double the value of the other [ratio of 1:2] (not all dots are given).

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MODIFIER:

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• Schrödinger Certainty (Restrictive): If a Schrödinger cell falls within a Kropki dot, both digits must satisfy the condition (i.e. both be consecutive with or both be in a ratio of 1:2 with the digit in the adjacent cell).

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INTRODUCTION:

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A little bit harder than some of the previous entries. Be careful to note - the Schrödinger cells don't merely add up the digits within this time, rather the logical constraints involved take into account both digits.

Here are some puzzles from other setters using a similar constraint:
"Hell's Bells" by Christounet
"Schrödinger's Triplers" by Oddlyeven

Have fun!

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Solve in f-puzzles!
Solve in SudokuPad!

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