Logic Masters Deutschland e.V.

Rank Up 20.mg12.3 - Fill-rank-omino

(Eingestellt am 27. Januar 2026, 00:11 Uhr von MathGuy_12)

This was set for Scojo's Setting Saturday prompts. ThePedallingPianist redeemed this prompt to create a puzzle to go in a pack for the finale to his Rank Up series. This is my third entry for this prompt, see the first one here and the second one here.

Thanks to NEWS for testing!

SudokuPad Link

Penpa Link

Rules:

  • Numbers may not repeat within cages.

Within the inner 5x5:
  • Latin Square:
    • Place the digits 1 to 5 in the grid.
    • Digits may not repeat in rows or columns.

  • Full Rank:
    • The digits in rows and columns, read in both directions, make a total of 20 numbers of 5 digits.
    • Orthogonally adjacent cells outside the grid contain a number equal to the rank of the indicated 5-digit number according to its position, where 1 goes to the smallest and 20 to the largest.
    • There are no ties in rank.

Within the the rest of the 15x17:
  • Fillomino:
    • Divide the grid into orthogonally connected regions.
    • Fill each cell with a number that is the size of the region.
    • Regions of the same size cannot share a cell edge.

Lösungscode: Numbers in column 9 top to bottom (15-25 digits)

Zuletzt geändert am 7. Februar 2026, 19:57 Uhr

Gelöst von NEWS, bansalsaab, osmie, Calvinball, itweb, Piatato, Snookerfan, cyddrdrd, nuzzopa, h5663454, emoney1374, marcmees, wenchang, Soya, peterkp, lrbhandanshi, psokolo, SennyK, Scojo, ThePedallingPianist, ... P12345, Klausku, punnypistachios, madhupt, DragonEgg, mew_rocks, LenD, psams, the_fat_goose, konklone, daniel33535, Andrewsarchus, OGRussHood, Plysmaskinen, SirRookie, Christounet, zzw, tome_coelho
Komplette Liste

Kommentare

am 13. Februar 2026, 21:28 Uhr von zzw
Very nice! Elegant construction too. Looking forward to the sequel where the position of the latin square isn't given lol

am 13. Februar 2026, 20:54 Uhr von Christounet
Funny how this works. Not what I expected for a full rank puzzle. Very fun! Thanks :)

am 11. Februar 2026, 10:51 Uhr von Plysmaskinen
Simply fantastic, and as Simon said, intuition is key for a quicker solve.

am 7. Februar 2026, 19:57 Uhr von MathGuy_12
Added Latin Square tag.

am 6. Februar 2026, 22:42 Uhr von QuiltyAsCharged
Astounding!

am 29. Januar 2026, 14:49 Uhr von SennyK
Lovely puzzle! I have never solved a 4* puzzle in under 30 minutes :D

am 27. Januar 2026, 12:53 Uhr von cyddrdrd
A cool break in with a smooth ride toward the end!

am 27. Januar 2026, 11:59 Uhr von Snookerfan
Brilliant! Looks daunting, but ended to be a quick and fun solve. Thanks

am 27. Januar 2026, 09:51 Uhr von Piatato
Very clever, fun and smooth! A fairly quick solve for such a big grid. :)

am 27. Januar 2026, 03:48 Uhr von Calvinball
This puzzle is an absolute must try, stop reading the comments and open the link to the solver already!

Schwierigkeit:4
Bewertung:92 %
Gelöst:48 mal
Beobachtet:2 mal
ID:000R6Q

Rätselkombination Variantenkombination Lateinisches Quadrat

Lösung abgeben

Lösungscode:

Anmelden