MiniCube/algorithms.txt at master · SALASJA/MiniCube · GitHub

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#load this file into the MiniCube object using the load_file function
#calling the get_operation_names function will show all operations
#execute an operation by using .execute(operation_name/list), or cube | operation_name/list
#to undo do ~cube or cube.undo()
#to reset, do cube.reset()


#------------------ WHITE FACE CONSERVING ALGORITHMS ----------------
#one problem is I keep looking at the white face, i need to be looking at the unsolved face
#face D first by rotating Clockwise

	subsubA:D,R,D'2,R',B'


	subA:subsubA,R

	alpha:subA,D,subA'


	subB:D,B,D',R'

	beta:subB,B,subB'


	subC:D,B2,R

	gamma:subC,D,subC'


	subD:subsubA,B',R,D'2,R'

	delta:subD,B,subD'


	subE:D,R',B,D',B

	epsilon:subE,R,subE'


	subZ:D,B2,D',R',D'

	zeta:subZ,R,subZ'

#note gamma and zeta algorithms are equivalent
#>>> cube | ["B1","gamma"]
#     Y  O
#  R  G  B  Y
#  Y  R  Y  O
#     B  G
#
# above is generated by gamma

#face D first by rotating CounterClockwise (converse algorithms)
	csubsubA:D',R',B2,R,B

	csubA:csubsubA,R'

	calpha:csubA,B,csubA'


	csubB:D',B',D,R

	cbeta:csubB,D,csubB'


	csubC:D',B'2,R'

	cgamma:csubC,B,csubC'


	csubD:csubsubA,B,R',B'2,R

	cdelta:csubD,B,csubD'


#face R first by rotating CounterClockwise

	subF:R',B,R,B,R'

	Feta:subF,B,subF'

#a new method which may actually lead me to discovering the last sub algorithm to actually
#reliably solve the cube
	omega:D,B,D',B,D,B'2,D'