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Request = how many permutations you need for 14 groups split two by two

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    Request = how many permutations you need for 14 groups split two by two

    Request = how many permutations you need for 14 groups split two by two
    Each group has two subgroups A and B
    Since the permutation can not have two of the same group
    Example
    1st group a = 12 15 26 ...
    B = 31 51 62
    You can not cross a and b of the same group
    And so on the others
    14 groups divided into 2 = 7 groups two to two

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    Re: Request = how many permutations you need for 14 groups split two by two

    Then 7 groups a and b
    Since A can not cross with group B OF THE SAME GROUP
    It is each set of group A and B
    Has a pair of polyndromes
    Example
    A = 15,26,32
    B = 51 62 23
    Can not have together = 15,51,26,62,23,32
    Then A can not match with B of the same group

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