Logic Masters Deutschland e.V.

I made this puzzle following Scojo's prompt to use Split Pea lines along with (some flavor of) global entropy. I got the idea for this particular twist on global entropy from a comment of Damo regarding said prompt.

• Normal sudoku rules apply.
• Split Pea Lines:
  • The digits along a green line sum to a number obtained as a concatenation of the two digits in the circles attached to it, in at least one order.
  • The sum doesn't include the circled digits.
  • A line with a single circle on both ends has a value sum equal to the number obtained as the concatenation of two copies of the circled digit.
• Global Equity: Determine a partition of the set of the digits 1 to 9 into three subsets with the same sum such that all 2x2 regions have at least one digit from each of those subsets.

Online in Sudokupad

More entropea puzzles:

• Global Entropea by Scojo
• Horseshoe by SamuPiano
• Bicycle Station by sujoyku
• Peas and Love by chrisjnap
• quattrochaos+4 split pea global entropy thing by mellowrobinson
• Emtpy by ThePedallingPianist
• Reciproci-Pea by vitaminz
• Like 2 Peas in a Quad by MSDOS
• Entropea Crossroads by palpot