Logic Masters Deutschland e.V.

This is yet another puzzle using the split pea line constraint! Other puzzles in this series:

Schrodinger's Split Peas (5* difficulty) - S-cells
Inner Peas (4* difficulty) - yin/yang, hot/cold
Peas and Quiet (2* difficulty) - German whispers
Chaotic Gardening, Pt. 1 (3* difficulty) - mean mini, chaos construction
Last Resort (2* difficulty) - region sum lines (with sujoyku)
We Come in Peas (5* difficulty) - S-cells, base N (with Gene The Supreme)

A conversation with sujoyku sparked a conversation between the two of us, which led to a few split pea puzzles! This is our second collaboration; the first one can be seen here.

The next puzzle we are releasing is actually the first idea that we had: combining split pea lines with entropic lines! We found that this leads to some very interesting logic, which we showcase in the following puzzle. We hope you enjoy it!

Rules:

Sudoku: Normal sudoku rules apply.
Entro-Peas: The sum of the digits on a line strictly between two circles is equal to a concatenation of the two values in the circles, in some order. For instance, 3-346-1 could be a valid split pea line, as 3+4+6=13, which is 1 concatenated with 3.
Furthermore, not including cells with circles, every set of three consecutive cells on a line must include a low digit (123), a medium digit (456), and a high digit (789).
Note: Because cells containing circles do not have to follow the entropic rule, every line is a different entropic line - in other words, entropy classes may repeat in less than a 3-cell span if a circle is between them.

You can play the puzzle by clicking on the image!

We wish you joyful solving! Please leave a comment if you enjoyed this one, and check out some of the puzzles linked above! Also, take a look at sujoyku's collection if you haven't already, it is truly amazing!