Having set some nonsense involving arrows and doubler cells, time to set some more nonsense with negative cells. I think the difficulty is similar to previous Doubled Arrows.
TIP: Math involving negator cells and arrows can get tricky. It may be easier to rearrange the equation and think of the arrow circle + a negator cell = the sum of the other digits on the arrow. So 8 + 4 = 5 + 7 in the example above.
Lösungscode: Row 9
am 17. Oktober 2024, 07:57 Uhr von damo_89
Added Modifier Cells tag
am 25. Juni 2024, 04:09 Uhr von agvard
Hard but doable without anything super fancy. Very enjoyable!
am 22. Juni 2024, 11:21 Uhr von LehanLehan
Beautiful logic, thanks for the puzzle.
am 20. Juni 2024, 15:51 Uhr von Perladel
Very well constructed!
am 18. Juni 2024, 03:27 Uhr von yttrio
Fantastic puzzle! I loved the way everything flowed from start to finish (despite me overlooking a seemingly unimportant clue for quite a while mid-solve).
am 18. Juni 2024, 02:53 Uhr von Nemefish
very interesting but not easy. Very grateful to be able to get a partial check along the way.
am 17. Juni 2024, 14:44 Uhr von Franjo
It took some time to find the entry to the solution path, but afterwards I could find so many nice interactions and deductions. It was a great pleasure to solve this masterpiece. Thank you so much for sharing.
am 17. Juni 2024, 14:29 Uhr von Snookerfan
Lovely! Thank you