(U' F R2 D) // EO
F2 U2 F' D2 B // DR
(R F2 R' F2 R D2 R') // HTR
(L2 F2 R2) // S in 19, solved in 21(probably optimal from DR based on a few NISSY checks)

20.33 without any obvious misses wooooo

(D' R' D) // EO
(F' L F' L' F) // DR
F2 U2 L' B2 R' // HTR
F2 L2 F2 U2 F2 U2 // Solved 

Optimal from DR. Scramble is 17 optimal (not findable), one of the 18's is somewhat findable if you switch for the correct EO+RZP in 4 and then do a jank but findable DR on the other axis :P

(D L' D U') // EO
L2 B F' R F' B' // DR
R (B2 D2 R D2 R) // HTR
(B2 U2 D2) // M in 19, solved in 21

Optimal from (D L/L') L2 B F' R/R' :D

R' B (L B') // EO
(L F2 D' B2 U' L) // DR
F2 D // HTR lol
U2 R2 F2 U2 B2 U2 B2 L2 B2 // Solved 

Missed a 20 oops (stopped after 26 mins cuz tilted)

nissy-# solve -t 64 -o R' U' F U2 L D2 U2 L D2 B2 L' D2 L2 F2 L D' B U2 B' F D' R' F2 U' R' U' F R' (L B' L F2 D U2 F2 U')
F2 B D' L2 D2 F' B D2 B F R' (11)

D' R2 U2 R // EO
(D2 L2 U2 R2 B' D) // DR
(F^') B2 U2 B' U2 B^ // HTR
R2 F2 L2 R2 D2 // S in 21

^ - w// Solved in 21

Had 3 total 21 to slice from this DR set (2 from this DR and one from D L2 D2 R' on normal), this was the only one that +0'd :P

had a 23 from (D' L B U' F) L R B but couldn't write correctly under the hour :(

also had B R2 B' U (D' L2 U2 B' R) which i found nothing from

(L2 D R L) // EO
[U'] (F' D2 B' D) // DR
(B^' R2 F U2 R2 F L2 F^') // HTR/S+E

^ - w // E

[] = D' F2 D U' R2 // Solved 

EDIT; I stopped my attempt 20 mins early & didn't bother finding Enrico's 20 oops :skull:

R' B2 F' R' // EO
U (L2 F B U2 B' D) // DR
R2 L2 B R2 U2 B // HTR
L2 D U' L2 F2 U' D // Solved 

Didn't find many good DR's on this tbh, happy with the lucky finish on DR in 11

B' D' // EO
L (R L2 D2 B' L2 B' R) // DR
(F L2 F2 R2 F' D2 F) // HTR
(R2 D2 R2 D2) // S in 21, solved in 22

The 8+5 DR that my DR is derived from gets 21 optimal & it seems somewhat findable, but I had better things to check on this scramble...

(F) U B' // EO
L (U D2 [R B2 L]) // DR
U // Reduce to 1q

[] = (L' D2 R' L' F2 L') // Force short HTR

(U) // HTR
(R2 U R2 B2 F2 L2 D) // Solved in 21 (but also 19 to slice solved in +2 rip)

Had another 19 to slice from this DR that was less deranged but that also didn't +0 or +1 and I found this first :P

Definitely feel like there's at least a 20 lurking on this start but maybe not

EDIT: there's a 20 but only one possible and it needs 4q so idc about missing that

Found (U B) L B' L U' B U' B which would normally be a safe 20-22, instead the only 22's on this DR are either 5q or cursed NISS 3q paths :)))

Also got heavily distracted during the attempt to the point where I'm considering relocating!!! FMC is fun!!!

F' B2 U' // EO
(F' R) B' D2 F2 R // DR
(B' D2 F2 L2 B D2 B') // HTR (also FR)
(L2 U2 R2 D2) // Solved

Nice!

(U2 L) B R' // EO
B' (D L2 F2 U R2 F) // DR
(B2 D) L2 U // HTR :o
R2 L2 B2 R2 L2 D2 F2 // Solved 

22.00 mo3, not the worst thing ever!!!!

D B2 U R // EO
(F B , U B2 D' B) // DR
U' (L2 D R2 D' R2 D) // HTR
(R2 B2 L2 F2) // 21 to slice, solved in +2 because even when 2c4 is good it needs to find a way to suck somehow

You can insert a U' between the F B combo on inverse to get 11+1 but everything was bad on that. Only other decent thing I really found was F D' L F B (D F2 U2 F2 U' F) which instantly gave me 18 to 2E + slice but without any good way to do the 2E. Still would have probably investigated it more if 

F2 U D2 L2 B // EO
D , L2 U2 L F2 U' // DR
(F2 R' D2 R' U2 R) // HTR
(L2 B2 D2 B2) // Solved!

Very proud of this solution! I derived the DR from first finding F2 U' R2 F followed by either R2 D2 L' B2 D into meh 2c4, or D R2 D2 L F2 U into good 2c4 for the cost of a move

After exhausting all of my options there + getting trolled by 20 to slice without any +2's I could find from (R L) B2 L2 D F R2 U F2 U2 L, I decided to try the +1 extension of the EO from those aforementioned DR's to see if it gave a similar case. Worked better than expected!

10 move finish from a DR is a bit lucky tbf, but I really struggled to find anything from my 4 movers (though I didn't get around to checking D ([F' L2] U) on normal)

D B' L' U D // EO
(L) B2 L2 F U2 R // DR
(R2 F L2 F L2 F') // HTR
(U2 R2 U2 F2 D2 B2) // Solved 

Bad attempt