Logic Masters Deutschland e.V.

Many people seem to be enjoying the new clue types Triangle Inequality Lines and Anti-Triangle Lines that I introduced in my previous two puzzles. This time, I made another puzzle to combine both clue types together!

If you have not already, please do check out my previous two puzzles (see below). I hope you enjoy them, and they might help you become more familiar with the ruleset before tackling this more challenging puzzle :)

Normal sudoku rules apply.

TRIANGLE INEQUALITY LINES: all digits on a red line are distinct. Furthermore, any three (not necessarily adjacent!) distinct digits {x,y,z} on a red line satisfy the Triangle Inequality, i.e., x+y>z, y+z>x, and z+x>y.

ANTI-TRIANGLE LINES: all digits on a green line are distinct. Furthermore, any three (not necessarily adjacent!) distinct digits {a,b,c} on a green line do not satisfy the Triangle Inequality, i.e., the sum of the two smaller digits in {a,b,c} is less than or equal to the largest digit in {a,b,c}.

DYNAMIC FOG: entering a correct digit clears fog in its cell, and may or may not clear fog in other cells.

My previous puzzles:

PUZZLE 1: x+y>z (Dynamic Fog)

PUZZLE 2: a+b<=c (Dynamic Fog)

This puzzle:

PUZZLE 3: Solve online