Logic Masters Deutschland e.V.

The Long Way Home

(Eingestellt am 20. Oktober 2026, 06:34 Uhr von Kafkapharnaum)

A Coordinate Arrow Chaos Construction clearly inspired by this mighty one, but which applies instead a more common use of CC arrows to the tips of the Coordinate Arrows for the purpose of region building.

Big thanks once again to chrisj50 for testing!

Click on the puzzle to play



RULES

CHAOS CONSTRUCTION
— Divide the grid into nine regions, each made of nine orthogonally connected cells, such that each row, column and nine cell region contains the digits 1 to 9 exactly once each.

COORDINATE ARROWS
— Digits on an arrow spell out the coordinates for a digit that is their sum (the target cell): the row number is written on the tail of the arrow, and the column number is written on the arrow tip. Eg, an arrow reading -1-4-> would indicate a 5 in the target cell r1c4.
— In addition, a digit *n* on the tip of an arrow indicates that *n* cells away in that direction lies a cell (the 'companion cell') belonging to the same region as this arrow's target cell, which companion cell may or may not be the target cell itself.
— No two arrows can spell out the same coordinates, but two arrows can lead to the same companion cell, provided they don't contain the same coordinates.
— All arrows are to be considered individually with regards to the above rules, even when they share a cell with another arrow.


Lösungscode: From top to bottom, the digits in column 7, with a - (dash/hyphen) to indicate region borders (grid edges can be ignored).

Zuletzt geändert am 20. Oktober 2026, 16:09 Uhr

Gelöst von chrisj50, IcyFruit, SennyK, marcmees, haoju, PierreTombal, earthpuzzles, Isael, Asphodel, wullemuus
Komplette Liste

Kommentare

Heute, 12:57 Uhr von wullemuus
Once the break-in was solved, it got easier step by step. The new Kafka ;)?
Very enjoyable!

P.S. The monster is conquered!

Zuletzt geändert Gestern, 01:14 Uhr

am 21. Oktober 2026, 03:47 Uhr von earthpuzzles
Beautiful as ever!
.....................
A most pleasing thing to hear, many thanks for sharing -- glad you enjoyed! :D

Zuletzt geändert am 20. Oktober 2026, 23:02 Uhr

am 20. Oktober 2026, 15:02 Uhr von marcmees
splendid brainwrecking puzzle. Will have to take an other look at "this mighty one". Thanks
...............
Hehe, it can be quite disconcerting, can't it? I almost wanted to write something to that effect in the presentation, but then I figured I leave the surprise to the solvers. And about that other puzzle linked above, it is most certainly worth the effort, even as I remember be CC part to be quite hard -- there is just too much clever ideas in it to pass. Glad to hear you liked the inspiration I got from it!

Zuletzt geändert am 20. Oktober 2026, 22:57 Uhr

am 20. Oktober 2026, 13:54 Uhr von SennyK
Absolutely loved it, great setting, very glad to see more puzzles from you! :-)
................
Ah, many thanks for such kind Words Senny, that is much appreciated! I'll be going on yet another hiatus soon, this time just because of travelling, but I'm hoping to have time for maybe one more before I leave. Anyhow, happy to hear you enjoyed this one here! :D

Zuletzt geändert am 20. Oktober 2026, 22:54 Uhr

am 20. Oktober 2026, 07:40 Uhr von chrisj50
Remarkable how you’ve squeezed so much CC logic into what looks initially like a pretty sparse grid. The ruleset made sense and gradually understanding all the implications made it a pleasure to test - thanks for sharing :)
....................
And a great many thanks to you for testing the different versions! I was sure the puzzle was ready for publication way earlier, but the testing most definitely led to some significant improvements -- glad to hear you found the whole process enjoyable! :D

Schwierigkeit:4
Bewertung:N/A
Gelöst:10 mal
Beobachtet:1 mal
ID:000VMC

Variantenkombination Online-Solving-Tool Zerlegungsrätsel

Lösung abgeben

Lösungscode:

Anmelden