Pentominoes (8 x 5) - Poker (4 x 10)
(Published on 13. August 2020, 10:53 by Voyager)
The stated pentominoes F, I, L, N, P, U, Y, Z have
- to be filled with the respectively specified cards (for each cell one card)
- and then (after eventually rotation and/or reflection) to be placed into the grid,
so that there are exactly five cards in each row/column and that exactly the for each row/column prescribed poker combinations are seen.
The together 40 cards are all different and contain for the 4 suits a, b, c, d the values 0 - 9.
Solution code: First for each row from top to bottom, then for each column from left to right the sum of the cards' values (that means 16 numbers).
Comments
on 22. September 2020, 02:26 by jessica6
Schönes Rätsel, gibt aber Abzug wegen unnötig langem Lösungscode (nur die Zeilensummen oder Spaltensummen hätten es auch getan)
