Points \( A(2, 2016) \) and \( B(7, 2016) \) form a triangle with the third point \( C(X_{C}, Y_{C}) \). The triangle's area is \( 20 \). If point \( C \) is translated by vector \( v(2016, 4) \) into point \( C' \), what will be the area of \( \triangle ABC' \)?

Also, it is known that \( Y_{C} > 2016 \) and \( X_{C} < 2016 \).

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