LITS
(Published on 16. April 2020, 16:53 by Puzzle_Maestro)
This is a classic LITS puzzle. Shade exactly four connected cells in each outlined region, to form an L, I, T, or S tetromino, so that the following conditions are true: (1) All shaded cells are connected with each other; (2) No 2×2 group of cells can be entirely shaded black; (3) When two tetrominoes in adjacent regions share an edge, they must not be of the same type (L, I, T, or S), regardless of rotations or reflections.
Solution code: For each row from top to bottom, enter the length of the longest sequence of blackened cells.
Solved by cdwg2000, Joe Average, Uhu, saskia-daniela, Realshaggy, r45, Nylimb, zorant, rob, zhergan, Zzzyxas, Nothere, Dandelo, Rollo, rimodech, Statistica, ManuH, karzym, marcmees, ch1983, Ours brun, ... PaulaW, adam001, RobertBe, ildiko, Accingite, Vebby, Raistlen, guihori, Lizzy01, Just me, BMEP, OGRussHood, Torvelo, relzzup, abed hawila, JustinTucker, alfontaine, AsgarArn, Lucx, Piatato
Comments
on 17. October 2024, 21:54 by Lucx
Fun! Thank you!
on 3. September 2020, 21:16 by glum_hippo
Penpa-Plus link mit Lösungscheck (schwarz färben) https://git.io/JU3kA
Last changed on 3. September 2020, 20:45
on 3. September 2020, 20:44 by glum_hippo
Wunderbares Rätsel mit einer bildschönen Lösung
