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For a positive integer x. let …

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For a positive integer x. let a(x) be the sum of the digits of x. For example, a(1234)=1+2+3+4=10, while a(4)=4. Define r(t) as the remainder when is divided by p. For example r₂ (1234)= 0, while r₂(1) 1. Let ₁=(2016)/2016) ways of and define dt = a(a), where n=1, 2, 3... One of the approximately an is following B Notice a₁ = (2016) 2010) <(10000)(2016) = (10)(064), hence a, has less than 8064 digit. which would mean that a = o(a) ≤9x8064. Now, based on this information answer to following: as is equal to_____
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