creation date: Wed Dec 2 18:03:25 MET 1998

24#1
A^3=id
B^2=id (A)
C^2=B (A B)
D^2=C (A^2 B C)
24#2
A^2=id
B^2=A (A)
C^3=id (A B)
D^2=B (A B C)
24#3
A^2=id
B^2=A (A)
C^2=A (A AB)
D^3=id (A BC B)
24#4
A^3=id
B^2=id (A)
C^2=B (A B)
D^2=B (A^2 B BC)
24#5
A^3=id
B^2=id (A)
C^2=B (A B)
D^2=id (A^2 B C)
24#6
A^3=id
B^2=id (A)
C^2=B (A B)
D^2=id (A^2 B BC)
24#7
A^3=id
B^2=id (A)
C^2=id (A B)
D^2=B (A^2 B C)
24#8
A^3=id
B^2=id (A)
C^2=id (A B)
D^2=id (A^2 B BC)
24#9
A^2=id
B^3=id (A)
C^2=id (A B)
D^2=A (A B C)
24#10
A^2=id
B^3=id (A)
C^2=id (A B)
D^2=id (A B AC)
24#11
A^2=id
B^3=id (A)
C^2=A (A B)
D^2=A (A B AC)
24#12
A^2=id
B^2=id (A)
C^3=id (AB A)
D^2=id (B A C^2)
24#13
A^2=id
B^2=id (A)
C^3=id (AB A)
D^2=id (A B C)
24#14
A^3=id
B^2=id (A)
C^2=id (A B)
D^2=id (A^2 B C)
24#15
A^3=id
B^2=id (A)
C^2=id (A B)
D^2=id (A B C)

last updated: Wed Dec 2 18:04:11 MET 1998 , Anton Betten