Logic Masters Deutschland e.V.

Pentomino Sandwich

(Published on 9. January 2023, 23:42 by RockyRoer)

This is the latest in my "Sandwiches Without Givens" series. Other puzzles in the series are:

The Rules:

  1. Fill every row and column with the digits from 1 to 8, and two letters from the set F, I, L, N, P, T, U, V, W, X, Y, or Z. The letters in a row or column cannot repeat.
  2. Fill the grid with pentominoes - five cell 'cages'. Within a pentomino, exactly one of the cells must contain the letter corresponding to the shape of the pentomino. The other four cells must contain numbers that do not repeat. Pentominoes of the same shape may not touch orthogonally, but may touch diagonally.
  3. Number clues outside the grid represent the sum of the digits in the cells between the letters in any given row or column.
  4. Letter clues outside the grid must appear somewhere in that row or column.

    An example using tetrominoes: Here's a complete puzzle using tetrominoes if you want something smaller to try first.

The Puzzle:

F-puzzles: Click here

CTC: Click here - (I recommend turning "Dashed Grid" on -- answer check not enabled)

Solution code: The letters and numbers from row 5 and column 10. (20 digits)

Last changed on on 25. November 2023, 15:09

Solved by PixelPlucker, karlmortenlunna, kublai, SudokuExplorer, tuturitu, lepton, Mark Sweep, bigger, Jesper, KNT, mathpesto, AvonD, Vebby, Franjo, ascension
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Comments

on 25. November 2023, 15:09 by RockyRoer
Added solution to CTC link.

on 22. January 2023, 01:57 by mathpesto
I had so many favorite steps throughout this solve!

on 18. January 2023, 03:51 by KNT
even more fun than the tetromino version. Thanks for these puzzles, I'd gladly solve more :-)

on 11. January 2023, 00:22 by SudokuExplorer
Lovely! I really enjoyed the logic to partition the grid. :-)

on 10. January 2023, 18:38 by RockyRoer
Fixed incorrect links.

Last changed on 10. January 2023, 18:39

on 10. January 2023, 18:35 by RockyRoer
Sorry for originally posting incorrect links. Things should be fixed now. Thanks for making me aware PixelP.

Difficulty:5
Rating:96 %
Solved:15 times
Observed:1 times
ID:000CK7

Pentominoes

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Solution code:

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