Mehrdeutige Rätsel - Kakuro 1
(Published on 25. January 2017, 10:00 by uvo)
A puzzle with numerous solutions is given. Find two solutions that are, according to a specific definition (see below), completely different.
Kakuro: Place a digit from 1 to 9 into each white cell. The numbers in grey cells indicate the sum of digits in the corresponding "word". Within a word, a digit can not appear more than once.
No digit can appear within the same word in both solutions. For example, if one solution includes the word 13=1+4+8 (digits in any order), the same word in the other solution must be 13=2+5+6 (in any order) - any other sum 13 would have to use either 1, 4 or 8 again.
Kakuro: Place a digit from 1 to 9 into each white cell. The numbers in grey cells indicate the sum of digits in the corresponding "word". Within a word, a digit can not appear more than once.
No digit can appear within the same word in both solutions. For example, if one solution includes the word 13=1+4+8 (digits in any order), the same word in the other solution must be 13=2+5+6 (in any order) - any other sum 13 would have to use either 1, 4 or 8 again.
Solution code: For both solutions the marked diagonal; the solution whose code is lexicographically smaller comes first.
Last changed on on 26. July 2021, 01:28
Solved by Voyager, moss, Uhu, Luigi, CHalb, zorant, ffricke, pirx, lutzreimer, Statistica, Alex, KlausRG, mango, Babsi, flaemmchen, marcmees, Rollo, dm_litv, Zzzyxas, Joe Average, derwolf23, jirk, sf2l, ... ropeko, SKORP17, rcg, wuzzle, Raistlen, CJK, Dugong, Feadoor, EKBM, Tonta, Gniffel, Eierkopp121, Javier Rebottaro, helle, drf93, Saskia11, hirassy, Jastucreudo, JustinTucker, RadchenkoAleksandr
Comments
on 3. March 2017, 11:07 by sf2l
Welcome Qiuyanzhe
