Numbered Corridors 3 (Ratio Lines, Numbered Rooms)
(Eingestellt am 28. Mai 2023, 19:30 Uhr von Crusader175)
Third puzzle of my
Numbered Corridors series, exploring Numbered Rooms or Numbered Sums clue forms lines constraint.
Rules:
Normal sudoku rules apply.
Ratio Lines: Adjacent digits along a gold line, one of them is a multiple of the other. Adjacent digits can be equal along a diagonal line.
Numbered Rooms: Clues outside the grid indicate the digit which has to be placed in the Nth cell in the corresponding direction, where N is the digit placed in the first cell in that direction.
Every Numbered Rooms clue forms a straight Ratio Lines starting from the N to Nth cell (Length 1 lines is possible).
Puzzle Link: SudokuPad
My youtube channel on solving sudoku:
Crusader Puzzle
Lösungscode: Row 6
Zuletzt geändert am 14. November 2025, 18:24 Uhr
Gelöst von ClashCode, Jagga, SKORP17, Steven R, CrippledLamp, marcmees, AvonD, h5663454, Onyx, farodin64, Mojo872, Counterfeitly, PippoForte, Felis_Timon, karen_birgitta, Donatello_86 , joelth, SeveNateNine, Malakree, Ton
Kommentare
Zuletzt geändert am 16. Juni 2023, 18:30 Uhram 15. Juni 2023, 19:07 Uhr von Counterfeitly
I will say I was a bit confused on the wording at first - I was trying to do it from the room to the box indexed by the room for a second. Very smooth once you figure that out though
Reply: Thank you Counterfeitly!
Zuletzt geändert am 31. Mai 2023, 12:09 Uhram 29. Mai 2023, 21:47 Uhr von farodin64
I like numbered room puzzles, and this is also a very good combi with a second rule, thanks for the fun!
Reply: Thank you farodin! I like numbered rooms too. :)
am 29. Mai 2023, 11:45 Uhr von Crusader175
@WatermeRen It's possible. You have to draw a Ratio Line from the first cell (nearest to the clue) to the Numbered Rooms digit.