TMNT Leo, Donnie, Raph, Mikey
(Eingestellt am 7. Oktober 2025, 10:29 Uhr von Will Power)
"Emerge from the shadows to make their move."
Normal Sudoku rules apply.
GERMAN WHISPERS- Numbers on the GREEN line are at least 5 apart from their neighbors on the line.
ANTI-WHISPER(+)- Numbers on the BLUE line are NO MORE THAN 3 apart from their neighbors on the line.
RENBAN- Numbers on PURPLE lines are each a set of non-repeating, consecutive numbers, in any order.
DUTCH WHISPERS- Numbers on the RED line are at least 4 apart from their neighbors on the line.
PARITY PARTY(+)- Numbers on the ORANGE line alternate between high (6789) and LOW (1234) with neighbors on the line. Mikey is the party animal, after all 8-).
KILLER CAGES- Numbers in cages sum to the number in the top left corner of the cage. The 15 is repeated in its cage because the orange line can obscure it in some puzzle formats.
F-Puzzles
Solve on SudokuPad
Lösungscode: Column 1.
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Kommentare
am 20. November 2025, 22:34 Uhr von supersim2000
Thank you for this puzzle. I really enjoyed the TMNT theme and the different types of lines.
am 27. Oktober 2025, 09:13 Uhr von JVA
Rest easy, I am enjoying your puzzles ;)
Zuletzt geändert am 27. Oktober 2025, 09:11 Uhram 27. Oktober 2025, 08:30 Uhr von JVA
I think when you said "parity line" you meant "polarity line"
@JVA I accept your suggestion that 'polarity' is a more descriptive term than 'parity'. Oftentimes, highs and lows are seen as binary opposites, often being the difference in solving a sudoku. One of the definitions of parity is:
#4 (Physics)
A. a property of a wave function, expressed as +1 or −1 and noting the relation of the given function to the function formed when each variable is replaced by its negative, +1 indicating that the functions are identical and −1 that the second function is the negative of the first.
Sounds a lot like high/low/high/low to me. Sorry if it's not exact. Peace to you. 8-) -Will Power
Something that is WAY more important to me is whether or not you enjoyed the puzzle. I'm not sure if you have ever commented that you enjoyed solving my puzzles. Thanks -Will Power
