Logic Masters Deutschland e.V.

Another Beautiful Equation

(Published on 28. July 2025, 15:36 by Merdock)

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Regular sudoku rules apply: place the digits 1-9 in every row column and box

Dutch Whisper Lines: Adjacent digits along an orange line must have a difference of at least 4

German Whisper Lines: Adjacent digits along a green line must have a difference of at least 5

Sandwich Sums: A clue outside the grid shows the sum of the digits between the 1 and the 9 in that row/column.

White Kropki Dots: white dots separate digits that have a difference of one. All white dots are given (in other words, if orthogonally adjacent digits have a difference of one, they must have a white dot between them)

The purple "i" is purely imaginary, ummm... I mean cosmetic. No special rules apply to it.

Solution code: First row and last column


Solved by vollbesonderbar, SKORP17, Ragna, dielilla, jalebc, doomedmageknight, Photyne, OnkelPhilip, jhrdina, MeanoPenquino, Blummy, IvoryLinnie, Galeazziale, Yarglof, L00ping007, konfetti, FischProf
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Comments

Last changed on 29. July 2025, 07:32

on 29. July 2025, 07:01 by Merdock
I don't know how to respond to someone directly, but to VitPs point, T here is supposed to represent τ (tau, which is equal to 2π). My apologies for not making that more apparent.

As Ragna mentioned, the 28 is not necessary, but I felt the need to put it in to help signal that the T is supposed to represent tau (6.28 followed by a lot of digits)

If anyone is interested, here is the same exact puzzle, just with a little tail on the bottom of the T as an attempt to make it look more like τ. This was one design I had, but I initially didn't think it made a great representation of τ either. Let me know if you think this is a better representation.

https://sudokupad.app/mu53knfdq1

Last changed on 29. July 2025, 06:55

on 29. July 2025, 04:10 by VitP
only if t = 0

on 28. July 2025, 17:32 by Ragna
Fun puzzle! I don't needed the 28. Thank you. :-)

Difficulty:2
Rating:83 %
Solved:17 times
Observed:1 times
ID:000OF3

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