,(1,2,3)(4,5),(1,6)(2,4,3).png "(1,4,5,2,6)_(1,2,3)(4,5)_(1,6)(2,4,3)")
A
,(1,2,3)(4,5),(1,6,2)(3,4).png "(1,4,5,3,6)_(1,2,3)(4,5)_(1,6,2)(3,4)")
B
,(1,2,3)(4,5),(2,4,3)(5,6).png "(1,4,6,5,2)_(1,2,3)(4,5)_(2,4,3)(5,6)")
B
,(1,2,3)(4,5),(1,5,6)(2,3).png "(1,2,6,5,4)_(1,2,3)(4,5)_(1,5,6)(2,3)")
B
,(1,3,2)(4,5),(1,6,5)(2,3).png "(1,4,5,6,2)_(1,3,2)(4,5)_(1,6,5)(2,3)")
B
,(1,2,3)(4,5),(1,6)(3,4,5).png "(1,5,3,2,6)_(1,2,3)(4,5)_(1,6)(3,4,5)")
B
,(1,3,2)(4,5),(1,6)(3,5,4).png "(1,6,2,3,5)_(1,3,2)(4,5)_(1,6)(3,5,4)")
B
Just as in the first puzzle, one of the maps stands alone and is defined over the rational numbers, while the other six are related by Galois symmetries.