The number of multiset permutations of M = m1 + m2 + m3 = 50+14+5 is given by the multinomial coefficient
M!/(m1!∗m2!∗m3!)=(50+14+5)!/(50!∗14!∗5!)=5.378269061×1020M!/(m1! *m2!*m3! ) = (50+14+5)! / (50! * 14! *5! ) =5.378 269 061 ×10^{20}M!/(m1!∗m2!∗m3!)=(50+14+5)!/(50!∗14!∗5!)=5.378269061×1020
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