Logic Masters Deutschland e.V.

Japanische Pentominos II

(Published on 18. May 2009, 21:19 by Richard)

Plaziere alle zwölf Pentominos im Diagramm. Die Pentominos dürfen gedreht und/oder gespiegelt werden. Die Zahlen außerhalb des Diagramms geben an, wie viele aufeinanderfolgende Kästchen in dieser Zeile oder Spalte zum selben Pentomino gehören. Die Zahlen sind aufsteigend sortiert.

Place the 12 different pentominos in the grid. The pentominos may be mirrored and/or rotated. The numbers outside the grid are the number of connected pentomino parts that you find in that row or column. The numbers outside the grid are written in increasing order.

Solve online in Penpa+ (thx Nick Smirnov!)

Solution code: Spalte 8. Für jedes Feld den Namen des Pentominos und ein Minus "-" für jedes leere Feld. / Column 8. In following order the name of the pentomino, and a minus-sign for an empty cell.

Last changed on on 15. October 2022, 06:02

Solved by pwahs, Calavera, lupo, Rollo, pin7guin, Javier Rebottaro, Luigi, Semax, Statistica, Oskama, Realshaggy, r45, ibag, saskia-daniela, Rollie, AnnaTh, derwolf23, ffricke, Lilakatze, sf2l, yureklis, uvo, ... Zzzyxas, bismarck, tuace, amitsowani, Carolin, bob, cdwg2000, Ours brun, athin, misko, FzFeather, CJK, NikolaZ, helle, Nick Smirnov, Mark Sweep, Krokant, zintra, damasosos92, Greg, nmk1218, Echatsum
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Comments

on 6. November 2023, 03:57 by damasosos92
Very beautiful!

on 6. March 2023, 02:18 by Krokant
Note: Nine columns don't automatically indicate nine rows ... :)

on 15. October 2022, 06:02 by Richard
Added link and tag for online solving. Thx Nick!

on 13. October 2022, 18:22 by Nick Smirnov
Penpa:
https://tinyurl.com/3hdray6h

on 29. September 2021, 00:04 by uvo_mod
Labels angepasst.

on 25. May 2009, 21:29 by berni
Really nice one. Saved my day! ;-)

on 23. May 2009, 05:02 by Realshaggy
Ohhhja.

on 23. May 2009, 02:01 by uvo
Das Rätsel wird erheblich leichter, wenn man bemerkt, daß das Diagramm zwar 10 Felder hoch, aber nur 9 Felder breit ist...

on 20. May 2009, 07:59 by AnnaTh
Strangely enough I had great difficulties to solve the
puzzle. Why? It's all so fantastically logical!
Great one! Thank you, Richard.

on 19. May 2009, 09:21 by Luigi
Ein wunderbares Rätsel. Vielen Dank, Richard!

Difficulty:3
Rating:90 %
Solved:120 times
Observed:7 times
ID:000022

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