Logic Masters Deutschland e.V.

Forwards & Backwards

(Published on 12. July 2021, 23:43 by zetamath)

Normal sudoku rules apply.

The purple lines are renban lines. Digits on renban lines must form a run of consecutive digits in any order. For example, 7568 is an acceptable set of digits to have on a renban line.

The blue lines are nabner lines. Digits on nabner lines cannot repeat, and no pair of digits on a nabner line can be consecutive. For example, 1749 is an acceptable set of digits to have on a nabner line.

The cell with the circle is odd.

Have fun, leave a comment if you enjoy the puzzle!

Play this puzzle on f-puzzles

Solution code: Column 8 followed by Column 9


Solved by thetiredsaint, tallcat, PulverizingPancake, henrypijames, smckinley, Lozzo, PixelPlucker, abed hawila, MagnusJosefsson, Jesper, Vebby, FloH, Arka Badarka, cdwg2000, Dentones, SirWoezel, 0123coolkid, ... kaitoJD, Nylimb, twobear, polar, Koalagator, Christounet, StephenR, zorant, PippoForte, karlmortenlunna, Mr_tn, gdc, Bobbobert, OGRussHood, SKORP17, Uhu, MicroStudy, apwelho, Niverio, ghosting, laky
Full list

Comments

on 20. April 2023, 15:55 by StephenR
Nice puzzle, thanks. I think I may have missed a bit of logic at the start though.

on 30. July 2022, 21:56 by Christounet
Nabnered !
Love the way the nabneR and Renban work together here. The originality and variety of your puzzle rulesets amazes me.

on 15. August 2021, 06:03 by MatthewDonovan
Can consecutive digits appear on a nabner line, so long as they are not next to each other? (e.g. is 1526 a valid nabner line?)

on 14. July 2021, 19:07 by Prutsbeest
Very nice logic!

on 14. July 2021, 07:04 by cdwg2000
Very nice!

on 13. July 2021, 11:23 by PixelPlucker
Great puzzle! It took me a while to find an opening move, but the rest of the solve went without a hitch. I quite enjoyed it :)

on 13. July 2021, 07:46 by henrypijames
Quite different logic than the first nabner puzzle.

on 13. July 2021, 01:51 by tallcat
Great solve again. Nicely done

Difficulty:4
Rating:92 %
Solved:44 times
Observed:6 times
ID:0006Y1

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Solution code:

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