Logic Masters Deutschland e.V.

[Fog of War Series] 3-2: Sequel to Portals

(Eingestellt am 24. April 2023, 22:36 Uhr von AstralSky)

This puzzle is a sequel to the former Portal puzzle,3.Jumpgate Portals.
  • 1.Normal Sudoku Rules apply.
  • 2.Digits within a cage must not repeat and must sum to the total given at the topmost cell of the leftmost column of the cage.
  • 3.Bulbs outside shot light beams in the direction as denoted by Ins.Digits along a light beam cannot repeat. Light beams exit the board at the Out signs.
  • 4.There are four pairs of Portals hidden under the fog.(If a revealed cell doesn`t contain a portal, then there`s not a portal) Portals of the same color have the same digit and Portals of different colors have different digits. Every box contains at most one Portal. Whenever light beam enters a Portal, it continues from the other Portal of the same color in its original direction.
  • CTC:Here
    Lastly,An example of how Portal work:

Lösungscode: Row 1 then Row 9


Gelöst von 1277885105, SKORP17, jalebc, kroutu, henryg14, by81996672, OhHeyGuysItsMax, bansalsaab, sacklunch, amarins, gfoot, 97358 Johnny JLJ, lars, Jaych, AvonD, CrippledLamp, Myreque, HolgerTra, metacom, Migu, Onyx, taniabn, jkuo7, lukeyy, Asphodel, WvdWest, Sewerin, byz3171, saskia-daniela, PippoForte, KyubiBoy, cornuto, halakani
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Kommentare

Zuletzt geändert am 26. April 2023, 10:50 Uhr

am 26. April 2023, 10:43 Uhr von gfoot
I think the instructions aren't quite right - the cage sums are in the leftmost cell of the topmost row, not the topmost cell of the leftmost column

--Thanks for feedback,fixed

am 26. April 2023, 09:59 Uhr von by81996672
Very good puzzle, looking forward to seeing more exciting fog puzzles you have created

am 26. April 2023, 01:24 Uhr von sacklunch
Excellent puzzle! Lovely logic, not as difficult as I was fearing. :) Thanks for setting and sharing!

am 26. April 2023, 01:00 Uhr von bansalsaab
Beautiful puzzle. Thanks for creating fog puzzles.

Schwierigkeit:4
Bewertung:92 %
Gelöst:33 mal
Beobachtet:4 mal
ID:000DPU

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Lösungscode:

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