Arr Arr (Doubler Arrow)
(Eingestellt am 14. August 2022, 06:00 Uhr von ICHTUES)
- Ziffern auf einem Pfeil summieren sich zur Zahl im dazugehörigen Kreis.
- Es gelten die Normalen Doubler Regeln. Das heisst, dass es in jeder Reihe, Spalte und Box einen Doubler gibt. Doubler-Ziffern zählen das Doppelte. Jede Ziffer von 1-9 kommt exakt einmal als Doubler vor.
Lösungscode: Reihe 8
Kommentare
am 13. Mai 2023, 14:47 Uhr von Yann
Oh, ok, thanks @uvo for the answer, and also congratulations on being multiple times world champion (saw it on the puzzle called Riesenhochhäuser).
am 11. Mai 2023, 19:36 Uhr von uvo
@Yann: This question comes up occasionally, for example here:
http://forum.logic-masters.de/showthread.php?tid=2017
Please note especially answer #6 by Joe Average.
am 3. Mai 2023, 11:57 Uhr von Yann
Very nice puzzle, as somebody would expect from doublers. I really enjoyed the logic in boxes 2 and 3.
I just wonder whether it's possible to set a doubler arrow puzzle where every clue seems normal (for example, not like the straight 1-cell arrow). I set a small 6x6 with that extra constraint, and it turned out pretty well, the break-in is SET based, which can be cool with doublers. I wanted to publish it, but I don't know why I have to put my address on LMD to post puzzles. Can someone explain it ? Thanks.
And also thank you, ICHTUES, for setting this
am 5. März 2023, 03:36 Uhr von antiknight
What a beautiful puzzle with so many lovely deductions from the doublers ! I really enjoyed this one.
am 21. November 2022, 22:17 Uhr von Christounet
Another doubler I had not tried before :)
Very nice use with arrows ! Thanks
am 19. September 2022, 19:18 Uhr von Krokant
Mit den Dopplungszellen tue ich mir normalerweise schwer. Hier lief es wie am Schnürchen. Sehr schönes Rätsel. :)
am 17. August 2022, 01:11 Uhr von KNT
lovely puzzle :)
am 17. August 2022, 00:26 Uhr von Perladel
I loved the last piece of logic and the implications of the position of the last double digit
am 15. August 2022, 20:58 Uhr von Vebby
Beautiful!
am 15. August 2022, 13:54 Uhr von tsc
Gosh, I love the doubler constraint. Brilliant execution and a challenging path which felt never too hard. THANKS!
am 14. August 2022, 20:58 Uhr von DaniK
Nice puzzle! It was my first "double arrow" and I quite enjoyed it.
am 14. August 2022, 14:08 Uhr von Tilberg
Schöner Einstieg in die Variante.
am 14. August 2022, 10:11 Uhr von tesseralis
A very clean solve that takes advantage of the doubler rule to the fullest degree! I enjoyed that a lot.
am 14. August 2022, 07:20 Uhr von Loktide
My first time solving a doubler puzzle. Uses the rule quite a bit, so it made a nice introduction for me. Break-in was approachable.
