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64S-61P-xx All 21 Rolls

Posted By: Taper_Mike
Date: Friday, 14 March 2014, at 11:08 a.m.

In Response To: OLM 20140312A ROLLOUT (neilkaz)

Most of you voted to play 64S but not enough of you knew how to follow it up.

Embarrassing, I must admit.

Probably I would have had trouble with 62, 61, 22, and possibly 53.

Mike


1O ' ' ' '5X2X2X ' ' '4O

2X ' ' ' '5O '3O1O ' '4X

64S-61P-xx
Sequence Nacbracs (XGR++) Key
64S-61P-66 n[^] "&e ^ = Fan
64S-61P-65 n[R] "&e R = Run [bar/14]
64S-61P-64 n[R] "&e R = Run [bar/15]
64S-61P-63 n[R] "&e R = Run [bar/16]
64S-61P-62 n[S C10] "&e S = Split = Z = Reverse split [bar/23, 13/7], C = Cross [bar/23, 9/3]
64S-61P-61 n[S C32] "&e S = Split = Z = Reverse split [bar/24, 13/7], C = Cross [bar/24, 9/3]
64S-61P-55 n[B P5.2] "&e B = Both [bar/10, 13/8], P = Point [bar/20, 13/3, 8/3]
64S-61P-54 n[@] "&e @ = Anchor [bar/20, 24/20]
64S-61P-53 n[Z U13 S62] "&e Z = Reverse split [bar/22, 13/8], U = Up [bar/20, 24/21], S = Split [bar/20, 13/10]
64S-61P-52 n[U Z29 S44] "&e U = Up [bar/20, 24/22], Z = Reverse split [bar/23, 13/8], S = Split [bar/20, 13/11]
64S-61P-51 n[U B18 Z57] "&e U = Up [bar/20, 24/23], B = Both [bar/20, 9/8], S = Split = Z = Reverse split [bar/23, 13/8]
64S-61P-44 n[P] "&e P = Point [bar/21, 13/5, 9/5]
64S-61P-43 n[@] "&e @ = Anchor [bar/21, 24/21]
64S-61P-42 n[P] "&e P = Point [bar/23, 13/9]
64S-61P-41 n[P] "&e P = Point [bar/24, 13/9]
64S-61P-33 n[c̥ Y̲10 E19 Y26] "&e c̥ = cross [bar/22, 8/5(3)], Y̲ = Yosemite [bar/22, 13/10, 6/3(2)], E = Each [bar/22, 24/21, 6/3(2)], Y = Yosemite [bar/22, 9/3, 6/3]
64S-61P-32 n[@] "&e @ = Anchor [bar/22, 24/22]
64S-61P-31 n[V B12 U23] "&e V = Variant up [bar/22, 24/23], B = Both [bar/22, 9/8], U = Up [bar/21]
64S-61P-22 n[Y̲ E25 e32 P65] "&e Y̲ = Yosemite [bar/23, 13/11, 6/4(2)], E = Each [bar/21, 6/4(2)], e = each [bar/23, 24/22, 6/4(2)], P = Point [bar/23, 8/4, 6/4]
64S-61P-21 n[U B27 @34] "&e U = Up [bar/22], B = Both [bar/23, 9/8], @ = Anchor [bar/23, 24/23]
64S-61P-11 n[E E̥43] "&e E = Each [bar/23, 6/5(2)], E̥ = Each [bar/24, 6/5(3)]

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