Unique Peaks 7
(Published on 8. September 2022, 00:32 by Scruffamudda)
Normal sudoku rules apply.
Each red cell contains a different digit.
Digits in red cells are higher than their four orthogonally connected neighbours.
Digits separated by a white dot have a difference of 7.
All possible dots showing a difference of 7 are given.
Solution code: row 8
Solved by Xalothros, OutOfMyMindBRB, SKORP17, tobymgk, cha, nyxie, jalebc, absolutebeginner, dskaff, deltameth, S4K, zorant, Snookerfan, Marcos, ScatterBrain, dhdydg, samuella, efnenu, achim-t, nordloc, ... Mikemerin, Uhu, abadx, FlashZange, dingledork, Abbott Abbott, NeroChaos, miss66, asii, Shmartus, PatientMustard, bolado, trashghost, pepe74287, morgannamodeaura, Montikulum, fca.felix.sudoku
Comments
on 15. September 2022, 18:57 by Ryx
Nice puzzle. Approachable, but still tricky. Nice logic with the negative constraint.
