Power-Sum Lines
(Eingestellt am 31. Juli 2024, 17:21 Uhr von wuc)
While solving a great Product-Sum Line puzzle by Oddlyeven, I wondered if the Sum-Lines also worked with powers. Maybe an idea only a math teacher can have ;-). Have fun and leave a comment.
Normal Sudoku rules apply.
Power-Sum Lines: Digits along a line sum to a power built with both of the digits in the squares at the ends of the line. Digits may repeat on a line if permitted by the other rules. E.g. If the digits on the end were 2 and 5, the digits on the line between them must either add up to 5^2=25 or to 2^5=32.
The digits separated by the white dot are consecutive.
Lösungscode: Row 9 left to right.
Kommentare
am 7. August 2024, 12:41 Uhr von Lion Crow
Thoroughly enjoyed solving this puzzle. Thanks.
am 4. August 2024, 21:32 Uhr von wuc
I am not active on discord currently. Feel free to recommend. Great to hear that you like my puzzles.
am 2. August 2024, 08:22 Uhr von Visumation
Really enjoyed this one.
Not too hard, but it had a really nice flow, and didn’t just give up all the secrets immediately.
am 1. August 2024, 01:11 Uhr von Visumation
Really enjoyed this one.
Not too hard, but it had a really nice flow, and didn’t just give up all the secrets immediately.
am 31. Juli 2024, 20:24 Uhr von OlafLemme
Great puzzle! Loved the rule and how you slowly understand the implications on each line you study.
am 31. Juli 2024, 20:00 Uhr von wuc
Added link with dot.
am 31. Juli 2024, 19:43 Uhr von Nylimb
Very nice puzzle! (As cybers mentioned, the SudokuPad link doesn't have the white dot yet.)
am 31. Juli 2024, 19:06 Uhr von cybers
Really fun puzzle with cool and new deductions! (you may want to update the sudokupad link to actually include the white dot, I'm not seeing it)
am 31. Juli 2024, 18:50 Uhr von Cosinus
Thanks for the white dot. And thanks for the puzzle, i loved solving it!
am 31. Juli 2024, 18:26 Uhr von wuc
Added a white dot for uniqueness sorry. Thanks to halakani for mentioning.
am 31. Juli 2024, 18:26 Uhr von halakani
there are 2 possible solutions if I am not mistaken
