Given that (m<2016) are nonegative integers, how many distinct sets of are there such that:
Add the digits of the big number up.
Details: In this case, 'distinct' means that all elements in two sets cannot be equal to each other in a fixed order. (i.e. in set a in set b when 0<k<2016, or else set a and set b are not distinct. Otherwise, they are.)
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