Logic Masters Deutschland e.V.

The Roc's Shadow (Zippular Lines #3)

(Eingestellt am 27. Dezember 2023, 16:22 Uhr von heliopolix )

This is the third puzzle in the Zippular Lines series. It continues to explore the lines with kropki dots and XV. Modular math and coloring continue to be useful tools in solving these puzzles.

Zippular Lines were inspired by the Zipper Lines created by Jaze and the many excellent puzzles featuring them created by the community. I wanted to expand the possible pairs of digits on a line, so I chose to modify the constraint to compare the sum’s Modular Line remainders (0, 1, or 2) instead of the full sum. This creates a line which is less constrained but still has lots of potential.

Zippular Lines Series

  1. The Prophecy (Zippular Lines #1)
  2. The Magic Potion (Zippular Lines #2)
  3. The Roc’s Shadow (Zippular Lines #3)
  4. The Ankheg (Zippular Lines #4)
  5. The False Tautology (Zippular Lines #5)

Ziffular Lines Series

  1. The Humble Beginning (Ziffular Lines #1)

Rules:

  • Normal Sudoku, Kropki Pairs, and XV Pairs rules apply, along with Zippular Lines.
  • Sudoku: Place the digits 1-9 once each in every row, column, and 3x3 box.
  • Zippular Lines: Each pair of digits an equal distance from the central spot on a Zippular line have the same SUM MODULO 3 (the remainder when the digits are summed and then divided by 3). The digit in the central spot has the same remainder when divided by 3.
  • For example, 658 is a valid Zippular line, because 6+8=14, and 14 and 5 have the same remainder (2) when divided by 3.
  • Kropki Pairs: Digits separated by a white dot are consecutive. Digits separated by a black dot are in a 2:1 ratio. Not all dots are necessarily given.
  • XV Pairs: Digits separated by an X sum to 10. Digits separated by a V sum to 5. Not all XV are necessarily given.

Streamers have permission to use this puzzle.

Play in SudokuPad

I am a big fan of fantasy adventures, so I decided to add a bit of lore to this puzzle series. The lore is completely optional and will come in the form of a hint for one of the puzzles in the series (not necessarily the current puzzle). The hint will make some difficult deduction a bit easier, but it will not make the puzzle trivial. All puzzles are unique and solvable without using a hint.

“The lore for this puzzle is currently missing. Check back later after the scribes have located it it.”

Lösungscode: Row 5

Zuletzt geändert am 12. Februar 2024, 21:13 Uhr

Gelöst von tuturitu, andreatetta, lmdemasi, OutOfMyMindBRB, Vodakhan , gdc, zonka, AvonD, Nell Gwyn, josh_johnson, forest117, Snookerfan, Julianl, Brains, gr1pp, Prof.Dori, scottgarner, Paletron, marty_sears, SKORP17, sedici, Askloomok, pazqo, palpot, wand, ViKingPrime, Scojo, gynu, Isael, apothycus, NEWS, tangobunni, QuiltyAsCharged, giladooshlon, rmahus
Komplette Liste

Kommentare

am 12. Februar 2024, 21:13 Uhr von heliopolix
Added link to #5.

am 14. Januar 2024, 02:17 Uhr von heliopolix
Updated series

am 31. Dezember 2023, 18:22 Uhr von heliopolix
Added puzzle #4 and puzzle lore to the series.

Zuletzt geändert am 31. Dezember 2023, 03:02 Uhr

am 31. Dezember 2023, 03:02 Uhr von wand
very nice! i found it quite smooth, though I do have a few modular line solves under my belt

am 30. Dezember 2023, 11:45 Uhr von marty_sears
Still a challenging puzzle, but definitely more approachable than the first two in the series, as this is the only one I have so far been able to fully solve haha. But I am a big fan of the Zippular line, it is a great idea

am 29. Dezember 2023, 21:50 Uhr von Prof.Dori
I am amazed by this puzzle, and more amazed for some reasons which creator knows. Astonishing!

am 29. Dezember 2023, 19:12 Uhr von gr1pp
This was a fun puzzle, but I didn't find it quite as approachable as the other comments seem to do. Took me over half an hour to find the break in.

Zuletzt geändert am 29. Dezember 2023, 09:33 Uhr

am 29. Dezember 2023, 09:33 Uhr von Snookerfan
Very nice! A lot more approachable than the previous puzzle. Thank you

am 27. Dezember 2023, 22:19 Uhr von gdc
My favorite so far from the zippular lines series. smooth and approachable like number 1 with some really neat and fresh ideas around the modular groups.

Schwierigkeit:4
Bewertung:92 %
Gelöst:35 mal
Beobachtet:1 mal
ID:000GBS

Variantenkombination Online-Solving-Tool

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