Every Three And Every Two
(Eingestellt am 29. Januar 2024, 16:40 Uhr von Bert)
Play on SudokuPad
Cracking the Cryptic video
Normal sudoku rules apply.
Every cell with a digit 3 has exactly three orthogonally connected cells that are even.
Every cell with a digit 2 has exactly two orthogonally connected cells that are odd.
Yellow lines are Fibonacci lines. One end of the line has the smallest digit, followed by a consecutive digit. Every other digit on the line is the sum of the two previous digits.
For example, 3-4-7 and 2-3-5-8 are valid Fibonacci lines.
Lösungscode: row 9
Gelöst von jalebc, lmdemasi, OGRussHood, SKORP17, Greg, onbu, Peteronium, rlg, Brodie2000, peterkp, Kupais, BraveFox, Christovaneeden, Dermerlin, sleeper, anyeyeball, tess, mayiyang, Banana, MalkoMann2, wilsig, ... thespeak, Jorrr2, caro1795, johnyzzh, Julianl, dskaff, saturnic, flipout, Leilalu222, zrbakhtiar, b413x, fernandokm, fjam, Uhu, Tingo, Workout9, Illuminated, Luaryo, michaal94, oskode, PippoForte
Kommentare
am 10. Februar 2024, 05:17 Uhr von Tingo
I broke this the first time through, but the second time I cracked it pretty easy. This was a great puzzle for coloring and the rule combination was absolutely well balanced. Thank you for setting and sharing!
Zuletzt geändert am 31. Januar 2024, 12:53 Uhr
am 30. Januar 2024, 22:27 Uhr von Bert
The title is indeed inspired by a Placebo song, bonus points for juhish!
Zuletzt geändert am 30. Januar 2024, 20:02 Uhr
am 30. Januar 2024, 20:02 Uhr von SHERAX
Thumbs Up!
am 30. Januar 2024, 18:21 Uhr von juhish
Thanks, this was fun! Is it just me or does the title riff off a certain Placebo song?
am 30. Januar 2024, 12:20 Uhr von anyeyeball
I found this puzzle very enjoyable. Fibonacci lines came together nicely. Thanks!
