Logic Masters Deutschland e.V.

Slingshot Skirmish 2 - Counterattack

(Eingestellt am 7. April 2024, 11:28 Uhr von Allagem)

Round 2 of Slingshot Skirmish is here! This puzzle is a small step up in difficulty from the first puzzle, but hopefully should remain fairly approachable even for people new to the Slingshot constraint (first introduced by Stephane Bura here). In case you missed the first Slingshot Skirmish from last week, I have included a link to it at the bottom of this page.

In case anyone is unfamiliar with slingshots, here is an easy 6x6 example.

Slingshots: The digit adjacent to the base of a bent arrow also appears in the direction of the arrow at the distance indicated by the digit on the arrow.
6x6 Slingshot Example.

I hope you enjoy my latest puzzle and the second entry in the Slingshot Skirmish series, Counterattack!

Normal Sudoku rules apply.

Renban Lines: Digits on a pink line form a non-repeating, consecutive set of numbers in any order.

German Whispers: Adjacent digits on a green line differ by 5 or more.

Slingshots: The digit adjacent to the base of a bent arrow also appears in the direction of the arrow at the distance indicated by the digit on the arrow. (For example, if r3c1 was 8 and r2c1 was 5, then r2c6 must also be 8.)

Solve on SudokuPad

Slingshot Skirmish Series

Lösungscode: Row 1. (9 digits)

Zuletzt geändert am 10. Mai 2024, 13:39 Uhr

Gelöst von jalebc, MicroStudy, Iluvsodah, Piatato, rameshsrivats, Myxo, fuxia, Ambrose, Gilliatt, gUBBLOR, IAM3, Ploctypus, OutOfMyMindBRB, juggler, goodcity, SKORP17, SXH, Mad-Tyas, erml, marcmees, seeppp, ... b413x, Luaryo, karen_birgitta, SimiC, RebelSystem, SparklePuzzle, QuiltyAsCharged, zrbakhtiar, peterkp, lustiger01, apothycus, StGordo, Jodelbanane, Chishiri, asver, timww572, PippoForte, jordanza
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Kommentare

am 29. April 2024, 02:11 Uhr von QuiltyAsCharged
I'm amazed. It's perfectly symmetrical, with only the colors to differentiate the two sides. It depicts the theme artistically. And it solves smoothly with interesting deductions! How do you set such a perfect puzzle?

am 18. April 2024, 15:37 Uhr von RebelSystem
Very enjoyable solve and I love the absolutely perfect symmetry.

am 7. April 2024, 19:20 Uhr von erml
Very beautiful deductions througout the whole solve!

am 7. April 2024, 17:18 Uhr von juggler
Lovely puzzle, I enjoyed this one!

am 7. April 2024, 13:56 Uhr von Piatato
Neat and fun! Quite similar to #1, but I'm not complaining, I enjoyed both!

Schwierigkeit:3
Bewertung:94 %
Gelöst:68 mal
Beobachtet:8 mal
ID:000HLX

Lösung abgeben

Lösungscode:

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