Logic Masters Deutschland e.V.

9 Ball - Billiards Little Killer Sudoku

(Eingestellt am 20. April 2020, 07:06 Uhr von Strosahl)

Normal 'little killer' rules apply (numbers outside the grid indicate sum of numbers along that diagonal), but some shots are miscues (terminate before making it across the table, indicated by gray lines). In addition, the pockets (shaded cells) must be unique.

https://f-puzzles.com/?id=yj239kf6

Lösungscode: Rows 3 and 7

Zuletzt geändert am 12. November 2021, 07:51 Uhr

Gelöst von r45, Dandelo, ManuH, marcmees, cdwg2000, Julianl, ch1983, jessica6, Nylimb, 111chrisi, geronimo92, saskia-daniela, Rollie, zhergan, rimodech, sf2l, dm_litv, Uhu, zorant, Nothere, Fredo, skywalker, ... pdebruine, tuace, NikolaZ, bob, moss, rcg, derwolf23, mango, Rawcoder, Workout9, Zzzyxas, Big Tiger, ildiko, Richard, misko, s4rify, sandmoppe, Saskia, Zombie Hunter, Crul, Franjo, zrbakhtiar
Komplette Liste

Kommentare

am 12. November 2021, 07:51 Uhr von Strosahl
added f-puzzles link

am 11. Mai 2020, 20:23 Uhr von Big Tiger
My first solve on this site! I see a 2-star difficulty but it took me quite a while, so I called it "Hard". Nicely done, fried my amateur brain a little. I did notice that the clue about the six grey squares being different never came into play for me; consider dropping it from the instructions? Or would it have helped me solve faster if I had pondered it earlier?

am 20. April 2020, 16:50 Uhr von Strosahl
Ah, I see. No, you have to use both cells.

am 20. April 2020, 16:37 Uhr von geronimo92
My question was : must we absolutly use the 2-cells gray lines or was it just a limit not to get over..... if that would have been a border, a single 9 could have been possible

am 20. April 2020, 16:32 Uhr von Strosahl
@geronimo92 The gray lines are all 2 cells, so you would have to have a 9 and a 0. Zeros aren't allowed.

am 20. April 2020, 16:15 Uhr von geronimo92
Is it possible to have just a 9 before the end of the gray line?

Schwierigkeit:2
Bewertung:86 %
Gelöst:47 mal
Beobachtet:8 mal
ID:0003CW

Rätselvariante Arithmetikrätsel

Lösung abgeben

Lösungscode:

Anmelden