Pretty Patterns

Order 2

Permutation
(ur3,ul4) (rf3,rb4) (dr3,ur4) (bu3,fu4) (rb3,lb4) (bd3,bu4) (ul3,dl4) (lb3,lf4) (dl3,dr4) (fu3,fd4) (lf3,rf4) (fd3,bd4)
(r5,-l8) (u5,+d6) (f5,-b8) (l5,+r6) (d5,-u8) (b5,+f6) (u6,+d7) (l6,+r7) (b6,+f7) (u7,+d8) (l7,+r8) (b7,+f8) (r9,-l12) (u9,+d10) (f9,-b12) (l9,-r12) (d9,-u12) (b9,+f10) (r10,+l11) (u10,+d11) (l10,+r11) (b10,+f11) (u11,+d12) (b11,+f12) (r13,-l16) (u13,+d14) (f13,-b16) (l13,-r16) (d13,-u16) (b13,+f14) (r14,+l15) (u14,+d15) (l14,+r15) (b14,+f15) (u15,+d16) (b15,+f16)

6 Small Flowers


Algorithm André Boulouard 2012
WF WD2 WF' V3L2 NU2 M2F M2R2 M2F' V3D2 TL2
D2 · B2 NB' NF' · NL' NR' (B2 D2)2 NR NL · NU' ND' D2 (B2 L2)2 NU ND · L2 B2 D2 L2 · NB NF · L2 D2 (39 btm, 60 ftm, 88 qtm)

Algorithm André Boulouard 2013
WR' WD2 WR V3B2 NU2 M2R' M2F2 M2R V3D2 TB2
L2 U2 · NL NR · NB NF · U2 NU ND · L2 B2 U2 L2 B2 · NU' ND' · NB' NF' · NL' NR' · B2 L2 U2 (33 btm, 54 ftm, 76 qtm)

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