Logic Masters Deutschland e.V.

Coin Tower 2

(Published on 13. December 2018, 09:04 by Voyager)

Place on each cell at least one coin. All coins of a cell have to be piled plain and concentric, so that the diameter of the arising tower never increases from bottom to top. Each row and column should contain towers of height 1, 2, 3, 4, for which always exactly the pictured coins have to be used. For some directions the sum of the values of the visible coins is given. A coin is visible if and only if there is no coin with equal or greater diameter at same height ahead.

Solution code: First for the diagonal starting top left, then for the diagonal starting top right for each cell the sum of the values; i.e. altogether 8 numbers.

Last changed on on 27. July 2021, 15:20
Solved by dm_litv, pirx, HaSe, pokerke, ibag, Luigi, Joe Average, tuace, jessica6, Mathi, ch1983, Zzzyxas, ildiko, moss, sf2l, jirk, rimodech, zorant, Danielle
Full list

Comments

on 27. July 2021, 15:20 by Voyager
Lables Three-dimensional and Filling puzzle set.

on 14. December 2018, 13:30 by ibag
@jessica6: Denk doch mal über die Türme in 8a nach.

on 13. December 2018, 20:52 by HaSe
Klasse Rätsel. HabE schon zu Zeiten des Währungswechsels ein paar Banker (mit durchaus interessanten Resultaten) gefragt, wie oft Produkte von zwei in selbigem Turm benachbarten Münzen mit einer 1 beginnen.

Last changed on 13. December 2018, 11:10

on 13. December 2018, 11:09 by Voyager
@jessica6: Oh nein, das ist keine Besonderheit: schau Dir z.B. die Münzen von DM und Euro z.B. im Wikipedia an!

on 13. December 2018, 10:52 by jessica6
Das ist hier natürlich eine Besonderheit, daß die Münzen mit aufsteigendem Wert NICHT aufsteigenden Durchmesser haben...

Difficulty:3
Rating:92 %
Solved:19 times
Observed:4 times
ID:0002XW
Three-dimensional Filling puzzle

Enter solution

Solution code:

Menu

Login

sitemap - terms of usage - data protection - contact and imprint