Let's simplify the expression step by step.
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Begin with the first part: \(10 / 4 - 6 + 6\)
- \(10 / 4 = 2.5\)
- Then, \(2.5 - 6 = -3.5\)
- Finally, \(-3.5 + 6 = 2.5\)
So, the result of the first part is \(2.5\).
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Next, simplify the second part:
\[10 + 196 + 17631 + (64412 / 2)5630 + 85902 \times -184 + 34659\]
- First calculate \(64412 / 2 = 32206\).
- Then calculate \(32206 \times 5630 = 181125580\).
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Now putting it all together:
- Start with \(10 + 196 + 17631 + 181125580 + 85902 \times -184 + 34659\).
- Calculate \(85902 \times -184 = -15830168\).
So, we now have: \[10 + 196 + 17631 + 181125580 - 15830168 + 34659\]
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Perform the additions and subtractions:
- Combine \(10 + 196 = 206\)
- Combine that with \(17631\): \(206 + 17631 = 17837\)
- Now, add \(181125580\): \(17837 + 181125580 = 181143417\)
- Then subtract \(15830168\): \(181143417 - 15830168 = 165313249\)
- Finally, add \(34659\): \(165313249 + 34659 = 165347908\)
The final result is:
\[ \boxed{165347908} \]