Logic Masters Deutschland e.V.

Heard No More 7

(Published on 6. February 2025, 19:57 by The Bard)

Heard No More 7

Normal Sudoku rules apply, place the digits 1-9 in each row, column, and box.

German whispers: Adjacent digits on a green line must have a difference of at least 5. All German whisper lines have been given that would be vertical or horizontal. (i.e. There is a negative constraint, but this does not apply to diagonally adjacent digits.)

X Pairs: Digits separated by an X sum to 10.

Quadruples: Digits in a Quadruple circle must be placed at least once in the four cells touching that circle.

Solve on CTC

This is a sequel to Heard No More,

Heard No More 2,

Heard No More 3,

Heard No More 4,

Heard No More 5,

and Heard No More 6.

If you like this puzzle you may enjoy some of my other puzzles too, click HERE to see the other puzzles I have made.

Solution code: Row 6


Solved by AN_not_IO, GrumpyMan, LehanLehan, Killer-Ly , Ungesundheit, ludvigr04, Big Tiger, Greg, galium_odoratum, SKORP17, sujoyku, BBoris, apendleton, kkli, MontanaPearl, nicolacroft1, Joyofrandomness, ... ravan, rcg, JSmoove1099, mezkur7, jogerth, JoBerlin, imagle, bbutrosghali, softie, agvard, Tompzini, oranja, atomvic, teuthida, MaxSmartable, vmirandaa, pepe74287, TaeChi, strangelyinsane, Gizmo
Full list

Comments

on 10. February 2025, 22:40 by JoBerlin
I think I've never had German whispers as a negative constraint. Very neat!

on 9. February 2025, 16:08 by FullDeck-Missing
That was good fun! Thank you for setting and sharing.

on 8. February 2025, 21:25 by Tank
Great use of negative constraint.

on 7. February 2025, 20:37 by anyeyeball
Great use of the negative constraint! Thanks for setting and sharing.

on 7. February 2025, 15:57 by PinkNickels
Bard with another hit. Thanks as always. Hope all is well with you and your flock.

on 7. February 2025, 07:36 by alzika
Thanks Bard! Appreciate this series a lot! Have completed them all!

on 6. February 2025, 22:16 by galium_odoratum
Super fun to solve, great interactions between the constraints!

on 6. February 2025, 21:13 by Big Tiger
Hard enough to make me think, easy enough to use it as a pleasant work break. Despite its ease, I found the fact that it solves due to the negative constraint to be quite clever.

Difficulty:1
Rating:95 %
Solved:106 times
Observed:0 times
ID:000LX3

Variant combination

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Solution code:

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