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Twilight Pentopia

(Published on 20. November 2019, 17:29 by r45)

Place some pentominoes into the grid, so that they do not touch each other, not even diagonally. Pentominoes can be rotated and reflected; no pentomino can be used more than once. Pentominoes can overlap cells with arrows.

If a cell containing one or more arrows is not part of any pentomino, the arrows indicate the directions of the nearest pentomino cells. If there is no arrow in a specific direction, then the nearest pentomino cell is farther away, or there may be no such cell in this direction at all.

If a cell containing one or more arrows is part of a pentomino, the arrows indicate the direction of the nearest cells that are not part of any pentomino. If there is no arrow in a specific direction, then the nearest cell that is not part of any pentomino is farther away, or there may be no such cell in this direction at all.

Here's the puzzle:

Solution code: First the diagonal from upper left to bottom right, then the diagonal from upper right to bottom left. Use the letter of the pentominoes or "-" for empty cells.

Last changed on -

Solved by Dandelo, pokerke, Nothere, Matt, karzym, saskia-daniela, moss, rimodech, Carolin, Joe Average, dm_litv, zorant, marcmees, Uhu, jessica6, ibag, Statistica, kishy72, ch1983, CHalb, cornuto, jirk, ... NikolaZ, sandmoppe, ropeko, KlausRG, Luigi, Realshaggy, Schachus, adam001, matter, JonaS2010, Mars, amitsowani, bernhard, FzFeather, athin, misko, ildiko, Mark Sweep, ChristJan, KNT, Jesper, relzzup
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Comments

on 30. November 2019, 17:13 by Mody
Twilight-Pentopia ist noch reizvoller als das normale - tolles Rätsel :)

on 21. November 2019, 12:13 by ibag
Wie schön! Knuddel den großen kleinen Fratz ganz lieb von mir!

Difficulty:2
Rating:97 %
Solved:61 times
Observed:5 times
ID:00032R

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