(S^2xS^1)#2: (1, 2, 2, 1) (S^2twistS^1)#2: (1, 2, 1 + Z_2, 0) (S^2xS^1)#3: (1, 3, 3, 1) (S^2twistS^1)#3: (1, 3, 2 + Z_2, 0) (S^2xS^1)#4: (1, 4, 4, 1) (S^2twistS^1)#4: (1, 4, 3 + Z_2, 0) (S^2xS^1)#5: (1, 5, 5, 1) (S^2twistS^1)#5: (1, 5, 4 + Z_2, 0) (S^2xS^1)#6: (1, 6, 6, 1) (S^2twistS^1)#6: (1, 6, 5 + Z_2, 0) (S^2xS^1)#7: (1, 7, 7, 1) (S^2twistS^1)#7: (1, 7, 6 + Z_2, 0) (S^2xS^1)#8: (1, 8, 8, 1) (S^2twistS^1)#8: (1, 8, 7 + Z_2, 0) (S^2xS^1)#9: (1, 9, 9, 1) (S^2twistS^1)#9: (1, 9, 8 + Z_2, 0) (S^2xS^1)#10: (1, 10, 10, 1) (S^2twistS^1)#10: (1, 10, 9 + Z_2, 0) (S^2xS^1)#11: (1, 11, 11, 1) (S^2twistS^1)#11: (1, 11, 10 + Z_2, 0) (S^2xS^1)#12: (1, 12, 12, 1) (S^2twistS^1)#12: (1, 12, 11 + Z_2, 0) (S^2xS^1)#13: (1, 13, 13, 1) (S^2twistS^1)#13: (1, 13, 12 + Z_2, 0) (S^2xS^1)#14: (1, 14, 14, 1) (S^2twistS^1)#14: (1, 14, 13 + Z_2, 0) (S^2xS^1)#15: (1, 15, 15, 1) (S^2twistS^1)#15: (1, 15, 14 + Z_2, 0) (S^2xS^1)#16: (1, 16, 16, 1) (S^2twistS^1)#16: (1, 16, 15 + Z_2, 0) (S^2xS^1)#17: (1, 17, 17, 1) (S^2twistS^1)#17: (1, 17, 16 + Z_2, 0) (S^2xS^1)#18: (1, 18, 18, 1) (S^2twistS^1)#18: (1, 18, 17 + Z_2, 0) (S^2xS^1)#19: (1, 19, 19, 1) (S^2twistS^1)#19: (1, 19, 18 + Z_2, 0) (S^2xS^1)#20: (1, 20, 20, 1) (S^2twistS^1)#20: (1, 20, 19 + Z_2, 0) (S^2xS^1)#RP^3: (1, 1 + Z_2, 1, 1) (S^2twistS^1)#RP^3: (1, 1 + Z_2, 0 + Z_2, 0) (S^2xS^1)#2#RP^3: (1, 2 + Z_2, 2, 1) (S^2twistS^1)#2#RP^3: (1, 2 + Z_2, 1 + Z_2, 0) (S^2xS^1)#3#RP^3: (1, 3 + Z_2, 3, 1) (S^2twistS^1)#3#RP^3: (1, 3 + Z_2, 2 + Z_2, 0) (S^2xS^1)#4#RP^3: (1, 4 + Z_2, 4, 1) (S^2twistS^1)#4#RP^3: (1, 4 + Z_2, 3 + Z_2, 0) (S^2xS^1)#5#RP^3: (1, 5 + Z_2, 5, 1) (S^2twistS^1)#5#RP^3: (1, 5 + Z_2, 4 + Z_2, 0) (S^2xS^1)#L_3_1: (1, 1 + Z_3, 1, 1) (S^2twistS^1)#L_3_1: (1, 1 + Z_3, 0 + Z_2, 0) (S^2xS^1)#2#L_3_1: (1, 2 + Z_3, 2, 1) (S^2twistS^1)#2#L_3_1: (1, 2 + Z_3, 1 + Z_2, 0) L_3_1#L_3_1: (1, 0 + Z_3^2, 0, 1) L_3_1#-L_3_1: (1, 0 + Z_3^2, 0, 1)