The 3x3x3 Example Solve Thread

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Salvia Method Solution

Salvia Method 84 htm:

x2 U F' // RF & LF Edges (2/3)
D U L U' L' U2 L U L' D2 U2 L U' L' U2 R' U' R // 1st Layer Corners
y2 U' S' U2 S U M'F' M2 F M' // Last 2 M-Edges (10/8)
y' R' U' R F R2 D' R U R' D R2 U' F' // COLL
U' M' U' M U' S U' S' y M' U M U' S' U' S U2 M' U' M U' M' U2 M U // Last Edges with PLL Skip

Bad Movecount because of 1st Layer Corners and ELL at the End (maybe some suggestions what i could do better?)

NEXT: D' F R2 D R' D' L F L R F B' U2 R' D U2 F2 D2 F' U2 D L' F D' L2
 
Last edited:
Edit: Sorry, the last time I checked this page, your post has vanished. I see it's back online now.
I don't know why your post has been deleted.
I thought you've deleted it. Haven't you?
I don't know what happened.

For the advices, I would say:
• Put the first 2 edges on the back
• Solve the last 2 corners on D like F2L
• Use CMLL instead of COLL
 
Hey, no i did not delete my post, I edited it to insert the Link to alg.cubing.net. Maybe this was the reason.
Thanks for the advice :) is there even a better solution for inserting the last M Edges?
 
Scramble was: B2 U R2 D' L2 D' U' R2 B2 U' B2 L B2 L' B2 D2 F U R B R'

My Solution

with Salvia-Method:
F R2 F2 // RF & LF (3/4)
x2 R U' F2 R2 D2 R2 U R' D' R U' R' U R U' R' // FL-Corners
U' R U R' U' F' U' // ML-Edges (8/8)
F2 R' F' R U2 R U' R' U R U2' R' U' // CMLL Case Pi
M' U'M' U M2 // FL-Edges
y M' U' M U2 M' U' M // ELL

Now with slightly better FL-Corners.
NEXT:
Scramble: B2 L R2 D R L2 U D2 L2 B2 U' F L' D2 U B' U2 L' F' U' R2 B' U2 B R
 
CFOP:

Inspection: x2

Cross: F' D U R L2 R F R2

F2l 1: R U2 R' U2 y' R U R'

F2l 2: L U' L2 U' L y' U' R U R'

F2l 3: y' U2 R U' R' U R U' R'

F2l 4: U2 L' U L

OLL: U F R U R' U' F' SUNE

PLL: U y2 GC PERM
 
CFOP:

Inspection: x2

Cross: F' D U R L2 R F R2

F2l 1: R U2 R' U2 y' R U R'

F2l 2: L U' L2 U' L y' U' R U R'

F2l 3: y' U2 R U' R' U R U' R'

F2l 4: U2 L' U L

OLL: U F R U R' U' F' SUNE

PLL: U y2 GC PERM

What scramble were you using? Taking Pyjam's scramble, your solution leaves the cube with F2L-1+EO
 
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