Rules:
Sudoku: Place the digits 1-9 once each in every row, column, and box
Quads: A digit inside of a circle must appear in one of the four cells touching that circle.
Mod-Length Index Lines:
Along a line, if a digit in position U has value V, then the digit in position V must have value U. The diamond marks which end of the line is position 1.
Mod-length index lines are like standard index lines, but allow digits that are larger than the line's length to go on the line by having their values 'wrap around' once they get too big. If a 6 were to go on the length 5 line, for example, it would have a value of 1.
Stated formally: Along a line that is N cells long, the digit, D, that is placed in a cell will have a value equal to D modulo N (i.e. the remainder of D divided by N). If D is a multiple of N, it will have a value equal to N, rather than zero.
For example, a line of length 4 consisting of the digits 6938, starting from the diamond, would have values 2134. This would be a valid line, because the value of 2 in position 1 is matched by a value of 1 in position 2, the 3rd position is satisfied by its own value of 3, and so on.
Coloring is purely cosmetic and simply tracks lines of the same length.
Click the puzzle to play!
Lösungscode: Column 3, top to bottom
am 1. Juli 2025, 03:33 Uhr von mathpesto
Super smooth, and lovely interactions between the lines and quads!
am 2. März 2025, 04:14 Uhr von Freegerator
I adored this puzzle. Thank you!
am 1. März 2025, 21:26 Uhr von DubiousMobius
Aesthetic update
am 1. März 2025, 00:40 Uhr von palpot
Wonderful puzzle!
am 28. Februar 2025, 01:14 Uhr von ChinStrap
Absolutely loved this. Great twist on the rule. A little tricky to wrap your head around at first but flows quite smoothly after.
Schwierigkeit: | ![]() |
Bewertung: | 91 % |
Gelöst: | 22 mal |
Beobachtet: | 6 mal |
ID: | 000M7A |