(75936+39275-115203)•(8656:4+302•7)

First, let's simplify the expression step by step.

1. Calculate the first part: \(75936 + 39275 - 115203\)

   • \(75936 + 39275 = 115211\)
   • \(115211 - 115203 = 8\)

   So, the first part of the expression results in \(8\).

2. Calculate the second part: \(8656 \div 4 + 302 \cdot 7\)

   • \(8656 \div 4 = 2164\)
   • \(302 \cdot 7 = 2114\)

   Now we sum these two results:

   • \(2164 + 2114 = 4278\)

3. Combine both parts:

   Now we have to multiply the results from the first part and the second part:

   • \(8 \cdot 4278 = 34224\)

Thus, the final result is:

\[ \boxed{34224} \]