Logic Masters Deutschland e.V.

Multiple Lies

(Eingestellt am 4. November 2026, 18:41 Uhr von marty_sears)

Rules:

Normal sudoku rules apply.

LIAR CELLS: Every row, column and 3x3 box contains one liar cell, whose real value is different from its digit.

• Every liar cell contains a different digit from 1-9.
• Every liar cell has a different value from 1-9.

MULTIPLE LINES: For two adjacent cells along a blue 'multiple' line, one value can be divided by the other to give an exact integer (one is a multiple of the other.)

BLACK DOTS: If a black dot sits between two cells, the value of one is double the value of the other.

X: If an X sits between two cells, their values sum to 10.

NOTES: In each blue arrow, enter the liar digit for its row, and in the circle to its right, write its real value.

Lösungscode: VALUES in row 9 from left to right

Zuletzt geändert am 4. November 2026, 19:04 Uhr

Gelöst von PrissyP, 72kchunshuai, zeniko, amirs, dleclair, Mr_tn, Thanos13, earthpuzzles, Asparagus, blueberrypug, sehringdipity, lrbhandanshi, kirito360, raaaaa, smckinley, h5663454, by81996672, garage, kdwji, ... dorverbin, tangobunni, Franjo, Amendoa, elyas_targ, Wahaj, vorash00, emoney1374, Silverscree, widjo, fthompson, sorryimLate, vukkarak, TheShubhi, Atticus837, bboom, Mennoo_, NEWS, arauwer, fanoulis
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Kommentare

Heute, 02:59 Uhr von emoney1374
Great puzzle! Very clever

Gestern, 20:02 Uhr von Franjo
Thank you very much for creating and sharing another incredibly good liar-puzzle.

Zuletzt geändert Gestern, 23:36 Uhr

Gestern, 18:25 Uhr von henrypijames
Missed the obvious word play: Multip-Lies.

Marty: All the titles in the series are wordplay :p

Gestern, 11:25 Uhr von Snookerfan
Very nice and after the clever break-in not too hard. Thanks!

Gestern, 00:31 Uhr von Thanos13
The break-in in this episode is just top tier! I felt so incredibly clever when I found it! Thank you, Marty :)

am 4. November 2026, 22:48 Uhr von dleclair
The 3 long lines were tempting enough to think about, and once I did it started falling together and kept going. Lots of fun deductions and managed to solve it.

am 4. November 2026, 22:46 Uhr von amirs
Amazing how tricky these lines can be when liar cells are involved. I had to backtrack a few times after making some logical errors, but it was very satisfying to get it right after all. Looking forward for the coming li(n)es

am 4. November 2026, 18:55 Uhr von PrissyP
Please keep these coming forever :)

Schwierigkeit:4
Bewertung:100 %
Gelöst:52 mal
Beobachtet:1 mal
ID:000VVO

Lösung abgeben

Lösungscode:

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