Logic Masters Deutschland e.V.

Scorpion

(Eingestellt am 31. Januar 2025, 14:18 Uhr von IcyFruit)

Normal sudoku rules apply.

A clue outside the grid indicates that, in the row or column next to the clue, there are exactly N ways of choosing a set of adjacent digits that sum to the clued value, where N is the first digit seen by the clue.

For example, a clue of 6 could be found on the left of a row containing [321546789], because there are 3 ways of making a sum of 6 with adjacent digits: [321], [15], and [6].

Play online (SudokuPad)

Lösungscode: Column 5

Zuletzt geändert -

Gelöst von antiknight, Snookerfan, SKORP17, shodskga, SirWoezel, Da Letter El, Fool on Hill, bansalsaab, Myxo, filuta, steeto, Las4one, wuc, sanabas, Al Fresco, samuel1997, SXH, askaksaksask, dennischen, lmdemasi, pazqo, kdwji, Qodec, applesauce, ViKingPrime, aqjhs, roflsalot, Sotehr, Clara123, mahdiosm, widjo, cyddrdrd
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Kommentare

am 3. Februar 2025, 15:18 Uhr von Qodec
Madness that this can solve logically.

am 1. Februar 2025, 18:06 Uhr von askaksaksask
The logic and breakin here were certainly more accessible than Taiga, though this wasn't a walk in the park! There was some great logic in producing the "right" amount of sums, as well as some fun arithmetic-accounting elements. A step up from canonical killer cage and sum line logic. Brilliant as always. Thank you!!

Zuletzt geändert am 1. Februar 2025, 14:06 Uhr

am 1. Februar 2025, 14:05 Uhr von sanabas
Interesting rule idea, fun solve.

am 1. Februar 2025, 13:35 Uhr von wuc
What a mind bender. Loved the new ideas to think about. But nooooot easy at all. Great fun thx.

am 31. Januar 2025, 20:47 Uhr von Fool on Hill
Another fine puzzle with some excellent logic.

am 31. Januar 2025, 17:07 Uhr von Snookerfan
Brilliant puzzle with a very interesting constraint! I believe that I have never been this confused solving a puzzle before, great fun. Thank you

am 31. Januar 2025, 15:19 Uhr von antiknight
Great idea for a constraint!

Schwierigkeit:5
Bewertung:91 %
Gelöst:32 mal
Beobachtet:1 mal
ID:000LTL

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Lösungscode:

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