U' F' L' B' //EO
(L)//123
L2 U2 R2 U' //223
R D R' D B2 D' B2 //F2L-1
D' L' D' L' U' L D L' U L D2 L //finish

(to find the finish: solve the F2L pair then do lefty R perm.)

U B D2 F //EO
(R' D, L U2 L' R2 U) //DR
R U2 F2 R' B2 R //HTR
U2 R2 B2 * D2 L2 U2 //slice in 22
*- B2 U2 D2 F2 U2 D2 +6-4

(B2 U R2 B') //EO
(R' B2 R' U L2 U) //DR 2c3 (10)
R(D2 L2 F2 L' D2 R) //HTR (17)
(B2 U2 F2 D2 F2 R2) //leave slice (22)

...B2 [R' D2 L F2 L2] D2...
[]= L' F2 L U2 R' L' (+1)

(U B' F2 U)
(R', U2 F U2 B' R) //DR 4b2 4e (10)
(L2 D2 F2 U2 D2 F' D2 L2 F) //HTR (19)
(R2 L2 U2 L2 U2) //finish

(L F2 D' R) //EO
B' U2 B' F L2 F U //DR 4a2 4e (11)
(U2 [B' L2 B2 R2 D2 B) //HTR (18)
(F2] R2 D2 * B2 ) //leave slice (22)

[]= F' D2 F B R2 F2 B2 * U2 B' (+2)
*- S2 (-2)

same solution as Phuwish but found in a slightly different way

(B D F B) //EO
D' R (U2 L2 B2 U' R') //4b2 4e (11)
(B2 L2 D2 L2 U B2 L2 U) //HTR (19)
(R2 D2) //4e4x (21)

rewrite:
(B D F B) //EO
D' R (U2 L2 B2 U' R') //4b2 4e (11)
(B2 L2 D2 L2 U B2 L2 D L2 R2 D U' R2 U2 F2 B2) //solve
sliced -1

(R' B F' U) //EO (4)
(L' R, F' R' D2 L') //DR 2c4 (10)
U2 F U2 F L2 B' U2 B //HTR (18)
(F2 L2 R2 D2) //2e2e (22)
(D2 R2 B2 U2 F2 L2 B2) //finish (8-5/25)

(F) //EO
(D) B2 L' D2 L' R2 U //DR 4c3 (8)
L' B2 L (U2 B2 F2 L) //HTR (15)
U2 L2 B' F L2 B' F' L2 //finish