Okay here is an example solve of the latest variant of this method:
Scramble: R L2 B' L' B R2 D2 R' U' R2 B' L2 D' L2 U' R2 U D F2
z2 B L2 D' F R U2 L' // EOLine (7/7)
R' U2 // 1x1x2 + 1x1x3 (2/9)
R D2 // Setup for OL5C (2/11)
R2 D R // OL5C (3/14)
(U' D) R' // Belt + CO (2/16)
(U' D) M2 D' // First Pseudo-Roux Block (3/19)
M' U2 M U' R2 U' R2 U' R2 // Second Pseudo-Roux Block (9/28)
U' M' U2 M U2 M2 U' M2 U2 M2 (U D2) (11/39)
Btw, I didn't spend any time thinking about this solution, I simply did a solve then reconstructed it. The actual move count for this speed solve was, yes, 39. That's pretty cool. A sub-40 STM speedmethod is unheard of, this is on the same level as something like Heise.