Logic Masters Deutschland e.V.

E_ca_ation 3: The Battlefield

(Published on 8. August 2021, 07:04 by SSG)

You try to pictures the scene: crusaders overrunning this field where local scholars had so recently hidden their most precious volumes in hopes of protecting them from the oncoming armies. The knights may have succeeded in their conquest; but, they never found the scholarly archive. It's still hidden here, somewhere.

Normal sudoku rules apply.

Antiknight: Cells separated by a chess knight's move may not contain the same digit.

Battlefield (based on Big Tiger's rules): The digits in the cells at either end of each row or column represent the distance an army advanced into the row or column from that direction. The clues outside the grid are the sums of the cells within the corresponding row or column that are traversed by either both armies or neither army, whichever applies.

XV: Pairs of cells connected by an X must sum to 10. Pairs connected by a V must sum to 5. If all XV clues were given, they would form a single linked group of cells (i.e. each cell in the group connects to every other cell by some chain of Xs and Vs), representing the location of the archive.

f-puzzles: https://f-puzzles.com/?id=yjco7sy7

CTC: https://tinyurl.com/n3mk5vpc

Solution code: Row 5 + Column 6 (18 digits)

Last changed on on 3. September 2021, 20:55

Solved by Jesper, Zombie Hunter, marcmees, henrypijames
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Comments

on 3. September 2021, 20:55 by SSG
Added CTC app link.

on 9. August 2021, 13:28 by henrypijames
Took me quite a while to grasp the full extend of the XV chain's implications.

Last changed on 8. August 2021, 20:15

on 8. August 2021, 20:02 by marcmees
Scanned the battlefield for the archives on my own but luckily remembered in time to ask the anti-knight-movement to assist in the search.
nice puzzle. thanks.

Last changed on 8. August 2021, 21:03

on 8. August 2021, 12:07 by Klomp
Tip: unless familiar with this ruleset do look at the linked puzzle first

Last changed on 8. August 2021, 18:59

on 8. August 2021, 12:00 by henrypijames
Does "linked group" have to be linked orthogonally or can it be diagonally as well?

-What links the group of cells together are the XVs. So, diagonally adjacent cells can be part of the group only if linked by way of other cells. -SSG

on 8. August 2021, 07:06 by SSG
Minor edits

Difficulty:4
Rating:N/A
Solved:4 times
Observed:8 times
ID:000784

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