Inclusion
(Published on 5. October 2022, 21:01 by apete)
Digits may not repeat along lines. [Killer]
Cells separated by a white dot are consecutive. [Kropki]
Cells separated by a black dot have a ratio of 1:2. [Kropki]
Digits along a purple line are unique and consecutive (though need not be in order). [Renban]
Digits along the orange line are either a local minimum or maximum. [Alternating]
The dots in each of the 9 boxes are a braille letter, which gives this puzzle's title.
The grey lines have no additional restrictions.
The cell coloring isn't part of the linked puzzle.
Solution code: Rows 5 and 9 (no spaces)
Comments
on 1. September 2023, 02:37 by apete
Added CTC link.
on 7. October 2022, 19:45 by apete
Yes. Any German Whispers line would count as an Alternating. It could also be called "peaks and valleys".
For example: 4-3-7-6-9-2 would count because 4 is the max of 4 and 3. 3 is the min of 4, 3, and 7. 7 is the max of 3, 7, and 6. 6 is the min of 7, 6, and 9. 9 is the max of 6, 9, and 2. 2 is the min of 9 and 2.
r6c3 is adjacent to 3 cells by orange line so it will either be the lowest of all of them, or the highest of all of them.
on 7. October 2022, 08:44 by asp1310
What does “Digits along the orange line are either a local minimum or maximum. [Alternating]” mean?
Is it kinda like German Whispers, but without the 5 rule? i.e. each alternating digit must be 1-4 (low) or 6-9 (high)?
