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Find permutations with repetition of {a, b, c, d}

Solution:
Your problem `->` permutations with repetition of {a, b, c, d}


`n=4,r=4,"List variables"=a, b, c, d`

Permutation with repetition :
Formula ` = n^r = 4^4 = 256`

List are (total = 256) :
{a,a,a,a}, {a,a,a, b}, {a,a,a, c}, {a,a,a, d}, {a,a, b,a}, {a,a, b, b}, {a,a, b, c}, {a,a, b, d}, {a,a, c,a}, {a,a, c, b}, {a,a, c, c}, {a,a, c, d}, {a,a, d,a}, {a,a, d, b}, {a,a, d, c}, {a,a, d, d}, {a, b,a,a}, {a, b,a, b}, {a, b,a, c}, {a, b,a, d}, {a, b, b,a}, {a, b, b, b}, {a, b, b, c}, {a, b, b, d}, {a, b, c,a}, {a, b, c, b}, {a, b, c, c}, {a, b, c, d}, {a, b, d,a}, {a, b, d, b}, {a, b, d, c}, {a, b, d, d}, {a, c,a,a}, {a, c,a, b}, {a, c,a, c}, {a, c,a, d}, {a, c, b,a}, {a, c, b, b}, {a, c, b, c}, {a, c, b, d}, {a, c, c,a}, {a, c, c, b}, {a, c, c, c}, {a, c, c, d}, {a, c, d,a}, {a, c, d, b}, {a, c, d, c}, {a, c, d, d}, {a, d,a,a}, {a, d,a, b}, {a, d,a, c}, {a, d,a, d}, {a, d, b,a}, {a, d, b, b}, {a, d, b, c}, {a, d, b, d}, {a, d, c,a}, {a, d, c, b}, {a, d, c, c}, {a, d, c, d}, {a, d, d,a}, {a, d, d, b}, {a, d, d, c}, {a, d, d, d}, { b,a,a,a}, { b,a,a, b}, { b,a,a, c}, { b,a,a, d}, { b,a, b,a}, { b,a, b, b}, { b,a, b, c}, { b,a, b, d}, { b,a, c,a}, { b,a, c, b}, { b,a, c, c}, { b,a, c, d}, { b,a, d,a}, { b,a, d, b}, { b,a, d, c}, { b,a, d, d}, { b, b,a,a}, { b, b,a, b}, { b, b,a, c}, { b, b,a, d}, { b, b, b,a}, { b, b, b, b}, { b, b, b, c}, { b, b, b, d}, { b, b, c,a}, { b, b, c, b}, { b, b, c, c}, { b, b, c, d}, { b, b, d,a}, { b, b, d, b}, { b, b, d, c}, { b, b, d, d}, { b, c,a,a}, { b, c,a, b}, { b, c,a, c}, { b, c,a, d}, { b, c, b,a}, { b, c, b, b}, { b, c, b, c}, { b, c, b, d}, { b, c, c,a}, { b, c, c, b}, { b, c, c, c}, { b, c, c, d}, { b, c, d,a}, { b, c, d, b}, { b, c, d, c}, { b, c, d, d}, { b, d,a,a}, { b, d,a, b}, { b, d,a, c}, { b, d,a, d}, { b, d, b,a}, { b, d, b, b}, { b, d, b, c}, { b, d, b, d}, { b, d, c,a}, { b, d, c, b}, { b, d, c, c}, { b, d, c, d}, { b, d, d,a}, { b, d, d, b}, { b, d, d, c}, { b, d, d, d}, { c,a,a,a}, { c,a,a, b}, { c,a,a, c}, { c,a,a, d}, { c,a, b,a}, { c,a, b, b}, { c,a, b, c}, { c,a, b, d}, { c,a, c,a}, { c,a, c, b}, { c,a, c, c}, { c,a, c, d}, { c,a, d,a}, { c,a, d, b}, { c,a, d, c}, { c,a, d, d}, { c, b,a,a}, { c, b,a, b}, { c, b,a, c}, { c, b,a, d}, { c, b, b,a}, { c, b, b, b}, { c, b, b, c}, { c, b, b, d}, { c, b, c,a}, { c, b, c, b}, { c, b, c, c}, { c, b, c, d}, { c, b, d,a}, { c, b, d, b}, { c, b, d, c}, { c, b, d, d}, { c, c,a,a}, { c, c,a, b}, { c, c,a, c}, { c, c,a, d}, { c, c, b,a}, { c, c, b, b}, { c, c, b, c}, { c, c, b, d}, { c, c, c,a}, { c, c, c, b}, { c, c, c, c}, { c, c, c, d}, { c, c, d,a}, { c, c, d, b}, { c, c, d, c}, { c, c, d, d}, { c, d,a,a}, { c, d,a, b}, { c, d,a, c}, { c, d,a, d}, { c, d, b,a}, { c, d, b, b}, { c, d, b, c}, { c, d, b, d}, { c, d, c,a}, { c, d, c, b}, { c, d, c, c}, { c, d, c, d}, { c, d, d,a}, { c, d, d, b}, { c, d, d, c}, { c, d, d, d}, { d,a,a,a}, { d,a,a, b}, { d,a,a, c}, { d,a,a, d}, { d,a, b,a}, { d,a, b, b}, { d,a, b, c}, { d,a, b, d}, { d,a, c,a}, { d,a, c, b}, { d,a, c, c}, { d,a, c, d}, { d,a, d,a}, { d,a, d, b}, { d,a, d, c}, { d,a, d, d}, { d, b,a,a}, { d, b,a, b}, { d, b,a, c}, { d, b,a, d}, { d, b, b,a}, { d, b, b, b}, { d, b, b, c}, { d, b, b, d}, { d, b, c,a}, { d, b, c, b}, { d, b, c, c}, { d, b, c, d}, { d, b, d,a}, { d, b, d, b}, { d, b, d, c}, { d, b, d, d}, { d, c,a,a}, { d, c,a, b}, { d, c,a, c}, { d, c,a, d}, { d, c, b,a}, { d, c, b, b}, { d, c, b, c}, { d, c, b, d}, { d, c, c,a}, { d, c, c, b}, { d, c, c, c}, { d, c, c, d}, { d, c, d,a}, { d, c, d, b}, { d, c, d, c}, { d, c, d, d}, { d, d,a,a}, { d, d,a, b}, { d, d,a, c}, { d, d,a, d}, { d, d, b,a}, { d, d, b, b}, { d, d, b, c}, { d, d, b, d}, { d, d, c,a}, { d, d, c, b}, { d, d, c, c}, { d, d, c, d}, { d, d, d,a}, { d, d, d, b}, { d, d, d, c}, { d, d, d, d}





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