The Square-1 "Example Solve" Game

[Lid]

NEXT: (0, 2) / (0, 6) / (-3, 0) / (3, 0) / (4, -2) / (3, 0) / (-3, -1) / (-3, 0) / (0, -3) / (1, -3) / (5, -2) / (0, -5) / (1, -4)

/3,-2/-1,-2/0,-3/ || CS (5-1/pair)
0,2/0,-3/ || CO
6,-3/4,1/3,0/-1,-1/-2,1/-3,0/ || EO (LI)
5,5/3,-3/0,3/-3,0/3,0/-3,0/ || CP (J in D, PBL=Ucw/K so I know I'll get Ucw/adj as EP here)
0,1/3,3/1,0/-2,0/-4,0/0,-4/0,-4/0,-2/0,5/3,3/3,3 || EP (Ucw/adj)

alt ending with CPP instead:
-4,-3/3,3/1,0/-2,0/4,0/-4,0/-2,0/-1,0/-3,-3/ || CPP (-4 to get good Us)
1,-3/3,0/-1,-1/3,0/-5,1/5,3

next: (1, 0) / (2, 2) / (0, -3) / (-5, -2) / (5, -1) / (0, -2) / (-3, 0) / (4, -3) / (0, -1) / (5, -2) / (2, 0) /

 

[YouCubing]

Scramble: (0, 2) / (6, -3) / (1, -2) / (5, -4) / (3, -2) / (0, -3) / (-3, -1) / (3, 0) / (1, 0) / (3, -2) / (-2, 0) / (0, -4)

CS: (0,2) / (2,0) / (-3,4) / (-1,-2) / (0,-3) /
CO: (1,0) / (-1,2) /
EO: (4,4) / (3,0) / (3,0) / (-1,-1) / (-2,-1) / (-3,0) /
CP: SKIPPED
EP: (-3,4) / (3,0) / (-1,-1) / (3,0) / (1,1) / (6,0) /

NEXT: (0, 2) / (0, 6) / (-3, 0) / (3, 0) / (4, -2) / (3, 0) / (-3, -1) / (-3, 0) / (0, -3) / (1, -3) / (5, -2) / (0, -5) / (1, -4)

/3,-2/-1,-2/0,-3/ [slash->scallop/kite]
-3,-1/3,0/ [1/1]
/0,3/3,0/1,1/-4,-1/ [adj/adj]
6,0/3,0/-3,-3/0,3/ [adj/adj]
6,-2/-3,-3/0,-1/0,-2/0,-4/0,-4/-4,0/-2,0/-5,0/-3,-3/6,-3 [adj/ccwu]

nexxxxxxt: (1, 0)/(0, 3)/(-3, 0)/(5, -4)/(3, 0)/(1, -5)/(2, 0)/(-3, -3)/(4, -1)/(0, -2)/(4, 0)/(0, -4)/(1, 0)/

e: why does this always happen -.-

 

[Cale S]

next: (1, 0) / (2, 2) / (0, -3) / (-5, -2) / (5, -1) / (0, -2) / (-3, 0) / (4, -3) / (0, -1) / (5, -2) / (2, 0) /

/ 4,6 / -1,-2 / -3,0 / cubeshape
-2,-3 / -1,-1 / 3,0 / DL and DR blocks
6,0 / 0,3 / 1,-2/ 2,-1 / -3,3 / -3,6 / EOCP + swap layers
/ 1,1 / 0,3 / -1,-1 / 0,-3 / 1,1 / -1,6 Z perm

Next: (4, 0) / (-4, 2) / (0, -3) / (1, -2) / (0, -3) / (2, -3) / (0, -3) / (6, -3) / (-4, 0) / (0, -4) / (0, -2) / (-3, -4)

 

[YouCubing]

/ 4,6 / -1,-2 / -3,0 / cubeshape
-2,-3 / -1,-1 / 3,0 / DL and DR blocks
6,0 / 0,3 / 1,-2/ 2,-1 / -3,3 / -3,6 / EOCP + swap layers
/ 1,1 / 0,3 / -1,-1 / 0,-3 / 1,1 / -1,6 Z perm

Next: (4, 0) / (-4, 2) / (0, -3) / (1, -2) / (0, -3) / (2, -3) / (0, -3) / (6, -3) / (-4, 0) / (0, -4) / (0, -2) / (-3, -4)

-3,-2/2,0/0,4/0,1/0,3/ {kite shield (ew)}
3,-4/ {adj/adj (lol)}
-3,-3/3,0/3,0/1,1/-3,0/-3,0/ {3/3 (ew)}
0,3/3,0/-3,-3/0,3/ {adj/adj []}
0,3/-1,-1/6,0/1,1/3,3/3,0/-1,-1/4,0/0,6/5,0 {U/U []}
next: (0, -4)/(1, 1)/(6, 0)/(-3, 0)/(0, -1)/(-3, 0)/(-1, 0)/(-4, -2)/(5, 0)/(4, -4)/(4, 0)/(5, 0)/(-5, 0)/(6, 0)

 

[Lid]

next: (0, -4)/(1, 1)/(6, 0)/(-3, 0)/(0, -1)/(-3, 0)/(-1, 0)/(-4, -2)/(5, 0)/(4, -4)/(4, 0)/(5, 0)/(-5, 0)/(6, 0)

z2 0,1/0,-2/-1,0/0,2/1,2/0,3/ || CS (fist/kite)
-1,0/-3,-3/ || OBL
-5,-2/-3,0/3,3/0,-3/ || CP (JJ)
-1,-3/-3,-3/2,-1/-2,0/-2,0/0,-4/4,0/0,-2/-2,0/-3,0/-3,-3/-3,6 || EP (adj/Ucw with flip, own alg)

alt with CPP
-3,1/-3,0/-3,0/-5,0/-2,0/4,0/-4,0/-2,0/5,0/-3,0/ || CP with parity (JJ)
-3,2/0,-5/3,0/1,0/0,3/-1,0/-3,0/1,0/-1,2/3,-5 || EP (W/op with flip)

nExT: (0, 2) / (-5, 4) / (-3, -3) / (5, -1) / (0, -3) / (-2, 0) / (0, -3) / (-1, -2) / (0, -4) / (-2, 0) / (5, -4) / (6, -2) /

extra:

-3,-2/2,0/0,4/0,1/0,3/ {kite shield (ew)}

You can do this instead since the middle is flipped: z2 -2,3/-2,0/2,0/-1,0/-3,0/

0,3/-1,-1/6,0/1,1/3,3/3,0/-1,-1/4,0/0,6/5,0 {U/U []}

ewwww, 5 twists instead of 9: -1,2/-5,1/3,0/-1,-1/-3,6/-3,-2

 

[YouCubing]

ewwww, 5 twists instead of 9: -1,2/-5,1/3,0/-1,-1/-3,6/-3,-2

yeah I haven't gotten around to learning U/U.

nExT: (0, 2) / (-5, 4) / (-3, -3) / (5, -1) / (0, -3) / (-2, 0) / (0, -3) / (-1, -2) / (0, -4) / (-2, 0) / (5, -4) / (6, -2) /

6,0/3,2/-4,3/-1,-2/-3,0/
-3,-1/
0,3/3,0/3,0/1,1/-3,0/-3,0/
-4,0/3,0/-3,-3/0,3/
1,0/-1,-1/-3,0/1,1/6,0/-1,-1/-3,0/1,1/
-2,-1/1,-2/-4,0/0,3/1,0/3,-2/-4,0/-4,0/-2,2/-1,0/0,-3/6,0/0,6/-4,4 (W/solved I got from Sarah's site, it seems really fun)

nextie: (4, 0)/(3, 0)/(-1, 2)/(3, 0)/(0, -3)/(-3, 0)/(-5, 0)/(0, -3)/(3, 0)/(4, 0)/(-1, -2)/(-2, 0)/(0, -4)/(-4, 0)/

 

[Lid]

nextie: (4, 0)/(3, 0)/(-1, 2)/(3, 0)/(0, -3)/(-3, 0)/(-5, 0)/(0, -3)/(3, 0)/(4, 0)/(-1, -2)/(-2, 0)/(0, -4)/(-4, 0)/

0,-2/2,0/0,-2/-1,4/-3,0/ || CS
4,-3/-4,5/ || CO
-3,3/4,1/3,0/-1,-1/-2,1/-3,0/ || EO (LI)
-4,0/-3,0/3,3/0,-3/-4,-1/3,0/-3,0/0,-3/0,3/-1,-2 || PBL (T/U)

neXt: (-2, 0) / (-3, 0) / (3, 0) / (-4, -1) / (1, -5) / (-4, -4) / (-5, 0) / (-3, -3) / (5, 0) / (0, -2) / (0, -2) / (2, 0) / (-4, 0)

 

[Lid]

neXt: (-2, 0) / (-3, 0) / (3, 0) / (-4, -1) / (1, -5) / (-4, -4) / (-5, 0) / (-3, -3) / (5, 0) / (0, -2) / (0, -2) / (2, 0) / (-4, 0)

doing my own scamble:
y2 /-2,0/0,4/-1,-2/-3,-3/ || CS
0,2/6,3/ || CO
0,6/3,0/3,0/1,1/-4,-1/-3,0/ || EO
-3,-5/-3,0/3,3/0,-3/ || CP (JJ, forcing good U/U)
-2,3/5,-1/-3,0/1,1/-3,0/-1,-3 || EP (U/U)

next: (1, 0) / (5, 2) / (-5, -5) / (3, 0) / (-4, -3) / (0, -3) / (0, -3) / (6, -2) / (2, -2) / (0, -4) / (0, -5) / (0, -4) / (4, 0)

 

[Tommy Kiprillis]

next: (1, 0) / (5, 2) / (-5, -5) / (3, 0) / (-4, -3) / (0, -3) / (0, -3) / (6, -2) / (2, -2) / (0, -4) / (0, -5) / (0, -4) / (4, 0)

(0,-1) / (2,-1) / (3,-2) / (-4,3) / (-1,-2) / (-3,0) / [CS]
(4,0) / (3,0) [CO]
(0,3) / (3,0) / (-1,-1) / (-3,0) / [EO]
(-3,-2) / (3,0) / (-3,-3) / (0,3) / [CP]
(1,6) / (3,0) / (-1,-1) / (-3,0) / (0,-3) / (1,1) / (0,3) / (-1,-1) / (4,-1) / (-3,0) / (-1,0) / (0,3) / (1,0) / (3,0) / (-1,0) / (6,3) / (-1,-2) [EP] (i know my EP takes ages to do)

Next: (0, -4)/(1, 1)/(3, 0)/(-3, 0)/(-4, -1)/(-3, 0)/(-5, 0)/(0, -3)/(-3, -2)/(0, -2)/(0, -4)/(2, -5)

 

[Lid]

[EP] (i know my EP takes ages to do)

Can I suggest you at least do the CO correctly instead of swapping layers at the end?
A simple 2 look solution for the EP you got: solve the O with an O/op, that will leave you with a Uperm to solve.

Next: (0, -4)/(1, 1)/(3, 0)/(-3, 0)/(-4, -1)/(-3, 0)/(-5, 0)/(0, -3)/(-3, -2)/(0, -2)/(0, -4)/(2, -5)

z2 -1,0/0,-2/0,1/0,3/ || CS
-5,0/-4,-4/3,0/-3,0/1,1/3,0/-3,0/ || CO+EO
-1,3/3,-3/0,3/-3,0/3,0/-3,0/ || CP
/3,0/0,-4/1,0/0,2/4,4/2,0/0,-1/3,0/0,-3/0,4/0,-3/3,-3 || EP (Ucw/W )

next: (3, -1) / (-5, -2) / (5, -1) / (-5, -2) / (5, 0) / (3, 0) / (0, -3) / (5, 0) / (0, -5) / (4, -5) / (4, -3) /

 

[Cale S]

next: (3, -1) / (-5, -2) / (5, -1) / (-5, -2) / (5, 0) / (3, 0) / (0, -3) / (5, 0) / (0, -5) / (4, -5) / (4, -3) /

z2 6,6 / 3,0 / 0,-4 / -4,1 / 3,0 /
4,-3 / -1,0 / 3,3 /
-3,-4 / -4,0 / 2,-2 / 0,-4 / -2,2 /
-2,0 / -3,0 / 3,-3 / 6,0 / 6,0

I think this no parity approach actually has potential...

Next: (0, -1) / (1, -5) / (-3, -3) / (5, -4) / (6, -2) / (-3, 0) / (0, -1) / (-4, -5) / (0, -4) / (0, -4) / (2, -5) / (0, -4) /

 

[Sam N]

z2 6,6 / 3,0 / 0,-4 / -4,1 / 3,0 /
4,-3 / -1,0 / 3,3 /
-3,-4 / -4,0 / 2,-2 / 0,-4 / -2,2 /
-2,0 / -3,0 / 3,-3 / 6,0 / 6,0

I think this no parity approach actually has potential...

Next: (0, -1) / (1, -5) / (-3, -3) / (5, -4) / (6, -2) / (-3, 0) / (0, -1) / (-4, -5) / (0, -4) / (0, -4) / (2, -5) / (0, -4) /

What approach is this? I have not seen it before. Is there a thread on it?

 

[Cale S]

What approach is this? I have not seen it before. Is there a thread on it?

I got the idea from this video, I'm still working on some details to make it speedsolvable

 

[Cale S]

Next: (0, -1) / (1, -5) / (-3, -3) / (5, -4) / (6, -2) / (-3, 0) / (0, -1) / (-4, -5) / (0, -4) / (0, -4) / (2, -5) / (0, -4) /

/ -1,-2 / -3,6 / -4,0 / -1,-2 / -3,0 / cubeshape
1,0 / -3,0 / -1,0 / 3,3 / EO + barrel-barrel
1,0 / 0,-2 / 2,4 / 2,0 / 0,2 / 0,-2 / edge-corner groups
1,2 / 6,-3 / 3,3 / 6,3 / 5,-2 reduced finish

Next: (0, 2) / (-3, 0) / (-5, -5) / (-3, -3) / (-3, 0) / (5, -4) / (1, 0) / (-3, 0) / (0, -2) / (5, -1) / (3, 0) /

 

[Lid]

Next: (0, 2) / (-3, 0) / (-5, -5) / (-3, -3) / (-3, 0) / (5, -4) / (1, 0) / (-3, 0) / (0, -2) / (5, -1) / (3, 0) /

0,1/3,0/ || CS
1,-3/-3,0/ || CO
6,2/-3,0/3,3/0,-3/ ||CP (force M2 EO)
2,-3/1,1/ || EO
2,5/-3,0/1,1/3,0/3,0/-1,-1/-2,1/-1,-1/0,-5 || EP (W/adj no flip)

next: (-2, 3) / (-1, -1) / (4, -5) / (2, -1) / (-3, 0) / (4, 0) / (0, -3) / (-1, 0) / (1, -4) / (6, -4) / (-4, 0) / (6, -3)

 

[Lid]

next: (-2, 3) / (-1, -1) / (4, -5) / (2, -1) / (-3, 0) / (4, 0) / (0, -3) / (-1, 0) / (1, -4) / (6, -4) / (-4, 0) / (6, -3)

-4,1/4,0/-2,0/2,0/-1,0/-3,0/ || CS (bad fists)
0,5/-2,-2/3,0/3,0/-1,-1/-2,1/-3,0/ || CO (1t) & EO (1+1, normal)
3,-1/-3,0/3,3/0,-3/ || CP
0,1/-1,-1/0,6/1,1/0,-3/0,3/-1,-1/1,-2/2,0 || EP (bad UU)

next: (1, 0) / (-4, 5) / (3, 0) / (-3, -3) / (4, -2) / (-1, -3) / (0, -3) / (-2, 0) / (0, -1) / (0, -4) / (6, -1) / (6, 0) /

 

[ChrisCuber123]

-4,2/1,0/-2,3/-1,-2/-3,0/ # cs
1,3/0,3/0,3/ # co
3,3/-1,-1/ # eo
0,-5/-3,0/3,0/-3,0/3,0/ # cp
1,3/5,-1/-3,0/1,1/-3,0/-1,6 # ep

next: (0, 2)/(3, 0)/(-5, 1)/(0, -3)/(-3, -3)/(-4, -4)/(-5, 0)/(0, -3)/(0, -2)/(2, -1)/(0, -5)/(-2, -4)/

 

[Lid]

next: (0, 2)/(3, 0)/(-5, 1)/(0, -3)/(-3, -3)/(-4, -4)/(-5, 0)/(0, -3)/(0, -2)/(2, -1)/(0, -5)/(-2, -4)/

/2,4/1,0/-4,0/3,0/ || CS
1,3/ || CO
0,3/3,0/3,0/-1,-1/-3,0/-3,0/ || EO
/3,-3/0,3/-3,0/3,0/-3,0/ || CP
6,3/-3,0/1,1/3,0/3,0/-1,-1/-2,1/-1,-1/-3,-5 || EP (even W/adj)

next: (4, 3) / (-4, -1) / (-5, -2) / (2, -4) / (-2, -2) / (-1, 0) / (-3, 0) / (-3, -1) / (0, -5) / (6, -4) / (3, 0) / (0, -4)

 

[bubbagrub]

Hoping it's ok for someone who's not very fast to take part...

scramble: (4, 3) / (-4, -1) / (-5, -2) / (2, -4) / (-2, -2) / (-1, 0) / (-3, 0) / (-3, -1) / (0, -5) / (6, -4) / (3, 0) / (0, -4)

My solve:
/-2,-5/-1,0/0,-2/-1,0/2,2/1,2/-3,-3/ || Cube shape
0,-1/0,3/ || CO
-3,0/3,0/3,0/1,1/-3,0/-3,0/ || EO
-3,0/3,0/0,-3/3,0/-3,0/-3,3/ || CP
/-1,-1/6,0/1,1/3,0/-1,-1/6,0/1,1/ || EP (note the initial slice, which could cancel with the end of CP)
0,-1/6,6/-3,0/3,0/1,2/-2,3/-2,3/-2,5/4,0/0,1/3,5/-3,0/2,3/-2,4/ || Parity
/6,0/0,6/-1,3 || restore cube shape (again, note the initial slice)

Horribly inefficient, I know...

next: (4, 0)/(-3, 0)/(-1, 2)/(3, -3)/(-3, 0)/(1, -2)/(5, 0)/(-3, -3)/(2, 0)/(0, -5)/(-4, 0)/(6, 0)/

Edit: as 1973486 pointed out, I did an extra slash at the end of the scramble. So I've added a slash to the start of my solution, to make it work...

 

[YouCubing]

Hoping it's ok for someone who's not very fast to take part...

scramble: (4, 3) / (-4, -1) / (-5, -2) / (2, -4) / (-2, -2) / (-1, 0) / (-3, 0) / (-3, -1) / (0, -5) / (6, -4) / (3, 0) / (0, -4)

My solve:
-2,-5/-1,0/0,-2/-1,0/2,2/1,2/-3,-3/ || Cube shape
0,-1/0,3/ || CO
-3,0/3,0/3,0/1,1/-3,0/-3,0/ || EO
-3,0/3,0/0,-3/3,0/-3,0/-3,3/ || CP
/-1,-1/6,0/1,1/3,0/-1,-1/6,0/1,1/ || EP (note the initial slice, which could cancel with the end of CP)
0,-1/6,6/-3,0/3,0/1,2/-2,3/-2,3/-2,5/4,0/0,1/3,5/-3,0/2,3/-2,4/ || Parity
/6,0/0,6/-1,3 || restore cube shape (again, note the initial slice)

Horribly inefficient, I know...

next: (4, 0)/(-3, 0)/(-1, 2)/(3, -3)/(-3, 0)/(1, -2)/(5, 0)/(-3, -3)/(2, 0)/(0, -5)/(-4, 0)/(6, 0)/

6,0/4,0/5,0/-2,0/3,3/ [CS]
0,-1/-3,0/-3,0/ [CO]
4,1/3,0/3,0/-1,-1/-2,1/-3,0/ [EO]
0,-3/3,-3/0,3/-3,0/3,0/-3,0/ [CP]
4,6/3,0/-1,-1/-2,1/-4,3 [EP]
ridiculously easy, probably would sub10 if I timed it

nexteroni: (0, 2)/(1, -5)/(-1, 2)/(-5, -5)/(3, 0)/(2, 0)/(-3, 0)/(0, -1)/(-4, -3)/(-2, 0)/(4, 0)/(0, -2)/(-3, 0)/