Logic Masters Deutschland e.V.

Liar Kropki

(Published on 1. April 2022, 00:14 by Dandelo)

Enter the numbers 1 to 9 in the grid so that each number appears exactly once in each row and each column. If there is a black circle between two fields, one of the two numbers in these fields must be exactly twice the other. A white circle means that one of the two numbers in those squares must be exactly one greater than the other. If there is no circle between two squares, neither of the two properties may apply.

There is exactly one liar in each 3x3 box.


penpa+


Solution code: Row 1 and row 9 WITH commas and spaces

Last changed on -

Solved by Jesper, zrlyg, bigger, cdwg2000, CJK, Statistica, moeve, misko, ch1983, r45, jessica6, pandiani42, Luigi
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Comments

on 4. August 2023, 08:14 by r45
Immer wieder erstaunlich, wie fest gefahren man in seinen Denkstrukturen ist. Tolles Rätsel, dass viel mehr Löser verdient hat.

on 9. April 2022, 10:49 by Statistica
Sehr schön. Auch am 9. April :-)

Last changed on 7. August 2023, 21:21

on 3. April 2022, 10:03 by Dandelo
Maybe a hint: Read the rules again. Carefully! Have a look on the labels, they're correct. And don't forget it was published on April Fools Day.
And another hint: Don't concentrate only on the black clusters.

on 3. April 2022, 09:34 by Dandelo
No, exactly one dot is a liar.

on 3. April 2022, 06:22 by bigger
can only the dot be a liar? or can the void be lying too?

on 25. March 2022, 20:34 by Dandelo
Bevor jemand auf die Idee kommt, Kreise zu halbieren: Die Lügner befinden sich komplett in den Boxen, die Kreise auf den Gebietsgrenzen sind keine Lügner.

Before anyone gets the idea of ​​cutting circles: the liars are all in the boxes, the circles on the borders aren't liars.

Difficulty:4
Rating:98 %
Solved:13 times
Observed:3 times
ID:0009H2

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