Kiwi Gamma Squeeze
(Eingestellt am 24. November 2021, 17:00 Uhr von 10feet)
Kiwi Gamma Squeeze
Killer, Renban, Arrow, Inequality SudokuI think the break-in may be a bit tricky, but a smooth solve after that.
Rules
Normal Sudoku rules apply. Place the digits 1 through 9 in each empty cell. Digits must not repeat within the same row, column, or box.Digits along each renban line must be a set of consecutive digits in any order, and must not repeat.
The digits in a cage must sum to the number printed in its corner. Digits may not repeat within a cage.
The digits along the arrow must sum to the digit in the circled cell.
An inequality symbol between two cells points towards the lower of the two values, just as a standard mathematical inequality would.
Links
f-puzzlesCtC
Lösungscode: Enter the digits of the 5th row left to right followed by the digits of the 5th column top to bottom.
Kommentare
am 21. Dezember 2021, 17:58 Uhr von DomL
This puzzle manages to be approachable to beginners like me without sacrificing a nice logical flow. Very well done.
am 17. Dezember 2021, 02:43 Uhr von KyleBaran
I liked the interaction between the cages and compare signs, and how the renban created restrictions.
I had to restart a few times because I need more practice with renban. But overall a good puzzle.
am 27. November 2021, 03:25 Uhr von taylorsc
I really enjoyed solving this one! The logic was lots of fun to work through and I liked how all the clues interacted. Felt very smooth.
am 25. November 2021, 16:49 Uhr von VeTaurus
A really nice one.
The rules worked together very good.
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Reply:
Thank you, that is very kind.
am 25. November 2021, 15:59 Uhr von Arkhchance
Very nice, I loved solving it !
Thank you <3
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Reply:
I'm glad you enjoyed it. I was a bit uncertain about this one so I'm happy how it has turned out. Thanks.
am 24. November 2021, 20:36 Uhr von minus2ev
Very nice! Very smooth flow from start to finish. Overall I'd say about 1.5* difficulty though. This one would be great GAS material, but some may find the break-in tricky indeed.
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Reply:
Thanks, I was perhaps a bit too worried about the opening logic, since it seems to be quite approachable in practice.
