Logic Masters Deutschland e.V.

Autoglyphs 4 (ESL)

(Published on 28. July 2025, 05:28 by juddimal)

A new series with digits made from lines, now introducing another limit on what digits can appear on a glyph. Autoglyphs roll out!


Normal sudoku rules apply.

EQUAL SPLIT LINES: Dots split lines into segments with equal sums.

KROPKI: Digits in cells joined by a black dot are in a 1:2 ratio.

AUTOGLYPH: Lines create shapes in the form of a digit. That digit must appear exactly once on the line.

ANTI-ROMAN: If an autoglyph represents the digit X, then 5-X ,10-X, and 15-X may not appear on the same line. The glyph 5 must have a 5 and has no negative constraint.

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Here is a ""look-and-say" cage example of how the new rule works. The line in box 7 can be interpreted as a 2; that line must contain the digit 2, no digit 3 (sums to 5), and no digit 8 (sums to 10).

Solution code: Column 1 (9 digits)

Last changed on on 14. August 2025, 20:23

Solved by Exigus, SparklePuzzle, Gilliatt, gigglingCaduceus, zeniko, SKORP17, gdc, Alce, Vodakhan , bansalsaab, Luaryo, Klook, deltameth, salsais, beansontoast_, Julianl, paranoid, cg24, shinn36
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Comments

on 29. July 2025, 07:55 by Klook
It was very difficult for me. I’d be curious to see how someone smarter than me does it.

on 28. July 2025, 15:19 by juddimal
Additional rule for the digit 5.

on 28. July 2025, 15:17 by juddimal
Yes, 5 must have a 5 on it, but no negative restriction.

on 28. July 2025, 13:55 by zeniko
That‘s an elegant ruleset combined with a nice layout and a quite approachable solution (2* for me). Thanks for sharing.

on 28. July 2025, 08:05 by Exigus
Very nice puzzle, for me 3* but then I did use a cage calculator to help. The anti-roman rule gave me pause since it seems to contradict itself on the 5-glyph but I made the reasonable assumption it didn't apply to itself.

on 28. July 2025, 08:01 by SparklePuzzle
for ambiguity reasons might need to add that ANTI-ROMAN does not apply to the 5 glyph

Difficulty:3
Rating:92 %
Solved:19 times
Observed:3 times
ID:000OD6

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Solution code:

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