Let's simplify the expression step by step:

1. The expression is:
\[
(-39) \cdot 217 + 217 \cdot (-61) - 13(-39) \cdot 217 + 217 \cdot (-61) - 13
\]

2. First, calculate \((-39) \cdot 217\) and \(217 \cdot (-61)\).
- \((-39) \cdot 217 = -8473\)
- \(217 \cdot (-61) = -13237\)

3. Substitute these values back into the expression:
\[
-8473 + (-13237) - 13(-8473) - 13237 - 13
\]

4. Now let's simplify this:
- The expression now becomes:
\[
-8473 - 13237 + 13 \cdot 8473 - 13237 - 13
\]

5. Next, calculate \(13 \cdot 8473\):
\[
13 \cdot 8473 = 110149
\]

6. The expression now is:
\[
-8473 - 13237 + 110149 - 13237 - 13
\]

7. Combine the like terms, starting with the constants:
\[
-8473 - 13237 - 13237 - 13 = -34860
\]

8. Finally, add this to \(110149\):
\[
110149 - 34860 = 75289
\]

So, the simplified result of the expression is:
\[
\boxed{75289}
\]