Logic Masters Deutschland e.V.

Overlooked

(Published on 7. November 2025, 12:21 by IcyFruit)

Normal sudoku rules apply.

Digits along a purple line form a non-repeating set of consecutive digits in any order.

A digit in a square indicates the number of cells it sees in its row and column that are smaller than itself, where digits larger than itself block vision.

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Solution code: Row 9

Last changed on -

Solved by PierreTombal, tuturitu, Clara123, TripleABattery, Fool on Hill, han233ing, MonsieurTRISTE, cyddrdrd, henter, Da Letter El, mihel111, SKORP17, yellow, ClashCode, D00m, bansalsaab, Yawnus, samuel1997, ... Ramez, megadesh, rkond, yangduoxing, jinkela114514, OGRussHood, smckinley, zonka, annnz, bballrace, steeto, Morisenseiisgod, BlazingSnow, kehan628, mew_rocks, Uhu, Hiyou167, flyjim, tedastor
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Comments

Last changed on 13. November 2025, 23:32

on 13. November 2025, 22:10 by glum_hippo
This rule set was originated in puzzle 000FPF under the name 'Beachcombers'.

on 9. November 2025, 15:01 by Djirt
Спасибо, очень красиво и элегантно!

on 8. November 2025, 12:37 by Snookerfan
Great puzzle! Because of a previous introduction puzzle with this square rule, where I learned a lot about the consequences, I agree with samuel1997: 3.5 to 4 stars for difficulty. Very enjoyable solve, thank you!

Last changed on 8. November 2025, 12:07

on 8. November 2025, 12:02 by samuel1997
Reply to @steperlich:

The rule means the digit in the square sees all the digits smaller than itself in its row and column, until it reaches a digit larger than itself.
So let say row 2 is 1458[7]6923, where 7 is the square digit, the 7 can only see digit 6, as digit 8 and 9 block all the digits behind them.

on 8. November 2025, 11:57 by samuel1997
This is cool. I think I found the trick quite early, so this is 3.5 to 4 stars for me. Very nice!

on 8. November 2025, 00:31 by yellow
i liked the clean path. somewhere between 4 and 5 stars for me

on 7. November 2025, 15:32 by PierreTombal
Nice flow. Quite tricky towards the end.

Difficulty:5
Rating:97 %
Solved:88 times
Observed:3 times
ID:000PRZ

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Solution code:

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