Logic Masters Deutschland e.V.

X-ray Sums

(Published on 21. February 2025, 19:39 by MonsieurTRISTE)

Rules:

1. Normal sudoku rules apply. Fill the grid with digits from 1 to 9 so that no digits repeat in any row, column, or box.

2. A clue outside the grid gives the sum of all digits N that is placed in the Nth position on the row/column (if the clue doesn't have an arrow) or the indicated diagonal (if the clue has an arrow). For example, a row 325694781 would have 2+7+8=17 for the left clue and 1+4+6=11 for the right clue.

3. The clues are encoded with letters and question marks. Every letter represents a unique digit from 0 to 9. A number with 2 digits can't start with 0. A question mark stands for any positive number (possibly greater than 9 … !).

Play

Solution code: Digits in column A, top to bottom. Here “A” takes its value in the puzzle.

Last changed on on 22. February 2025, 09:23

Solved by psninn, gfoot, Yaoning, SeveNateNine, marcmees, alfalfa, bansalsaab, palpot, SKORP17, SPring
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Comments

Last changed on 22. February 2025, 09:42

on 22. February 2025, 09:39 by marcmees
Finally it dawned on me which column to enter. Nice opening. Definitely tougher ending. :-) Thanks

on 22. February 2025, 09:20 by MonsieurTRISTE
Clarified some rules and solution code.

Last changed on 22. February 2025, 04:12

on 22. February 2025, 03:44 by gfoot
Nice idea, quite tricky to figure out and some difficult sudoku (for me) towards the end! I'd reword the "?" rule to say, it stands for any digit from 1 to 9.

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Thanks for solving! It still works if “?” stands for any positive integer, possibly greater than 9. Rewording so makes it slightly easier to solve.
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Ah OK, I misunderstood then, I relied on that in my solve!

on 21. February 2025, 22:00 by MonsieurTRISTE
Clarified the rules.

Last changed on 21. February 2025, 21:57

on 21. February 2025, 20:27 by SKORP17
kann ein einzelner Buchstabe 0 bedeuten?

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Reply:
Letters that only occur in clues with one digit can be zero or positive.

Difficulty:4
Rating:N/A
Solved:10 times
Observed:0 times
ID:000M46

Puzzle combination Puzzle variant Variant combination Coded puzzle

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Solution code:

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