Yay for 2014! #2

Algebra Level 5

Given that

20142=4056196 2014^{2} = 4056196

find the sum of the digits of the exact value of

(20142014.2014)2 (20142014.2014)^{2}

Notes:

Exact value means that no rounding occurs while calculating, so the exact value of (2.1)2 (2.1)^{2} is 4.414.41, not 4.44.4 or 44.

The sum of the digits of a number includes the digits of any decimal places, so the sum of the digits of 4.414.41 would be 4+4+1=94 + 4 + 1 = 9.

This problem is part of the set Yay for 2014!.

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