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, ... Krokant, AndreasS, NinaS, Errorandy, Kekes, misko, glum_hippo, ropeko, SKORP17, rcg, wuzzle, Raistlen, CJK, Dugong, Feadoor, EKBM, Tonta, Gniffel, Eierkopp121, Javier Rebottaro, helle, drf93
Comments
on 3. March 2017, 11:07 by sf2l
Welcome Qiuyanzhe
