Schrödinger's Sudoku
(Published on 2. December 2020, 05:24 by SnowWhite)
Normal sudoku rules apply.
A subset of cells in the grid is colored. Each clue outside of the grid gives the sum of digits contained in a single run of colored digits in the indicated row or column. The sums are given in the order that the runs appear in the row (top-to-bottom) or column (left-to-right). All possible sums are given for the rows and columns with clues. All runs within one row/column must be separated by at least one non-colored cell. Rows/columns that do not contain any clues may contain colored cells.
Example:
Puzzle:
Solution code: 4th column and 9th row
Comments
on 31. January 2021, 12:19 by SnowWhite
updated title and labels
on 13. December 2020, 21:30 by SnowWhite
fix link
on 4. December 2020, 20:27 by SnowWhite
Fix non-unique coloring solution
on 3. December 2020, 17:22 by SnowWhite
dm_litv and Mark Sweep thank you for the feedback and I will definitely go in and fix that :)
on 2. December 2020, 18:24 by Mark Sweep
I agree with dm_litv. It is a nice puzzle with a very clear solve path, but it's a bit of a shame the nonogram part is not unique. It would be easy to fix that with question marks for instance, which will likely not spoil the solve path.
on 2. December 2020, 14:07 by dm_litv
Nice puzzle, especially considering the debut.
A small drawback - the colored regions aren't uniquely defined.
on 2. December 2020, 09:57 by SnowWhite
improve description
on 2. December 2020, 05:27 by SnowWhite
updated Penpa link
