Manamana Do Do Do Do Do
(Published on 8. November 2021, 23:52 by panthchesh)
Japanese Sum rules apply. Fill the board with 15 different ominos of size 5 or 6. Some ominos will be left unshaded. No two unshaded ominos or ominos of the same color touch. Clues are the sum of the shaded ominos. Clues show the color of the FIRST omino seen (ignoring unshaded cells) Ominos will not repeat digits and will contain the number of cells in them (so a pentomino will have a "5" in it somewhere)
Thanks go out to IanMc for helping to create the omino board! There is no deadly pattern! There are 15 different ominos used counting rotations and reflections as the same omino.
Example:
Solution code: Row 9 column 9
Comments
on 16. January 2024, 20:27 by mnasti2
Fun variant!
on 10. August 2023, 00:18 by panthchesh
Leaving a clue for those who end up with a deadly pattern -- there is none.
on 22. November 2021, 01:26 by polar
Very nice puzzle with a great original idea. Sort of like japanese sums meets chaos construction :)
Panthera: It kinda is!! :)
on 13. November 2021, 23:10 by uvo_mod
Label ergänzt.
on 10. November 2021, 10:23 by Vebby
Lovely puzzle!
Rule clarification in case of any doubt: There are exactly 15 ominos (each of size 5 or 6) in the grid and every cell must be part of one of them.
Quite true!! and Thank you!
on 9. November 2021, 01:10 by StefanSch
A great puzzle combination!
Panthera: Thank you!
