Evaluate the following limits:

1. $\lim_{{t \to 0}} F(s) = 2 + 2(53 + 682 + 115 + 6)$

2. $\lim_{{t \to \infty}} F(s) = 9(1)$

The question seems to concern calculus, indicated by terms like 'lim(t)', 't-0', and 't-00'. However, lack of completeness and clarity in the equation makes it hard to address the problem accurately.

Due to the presence of some formulaic elements in the question that appear incongruous and incomplete, it's difficult to provide a comprehensive, step-by-step solution. The utterance of terms like lim(t), t-0, and t-00 seem to refer to limits, an important concept in calculus.

However, the question appears to miss some integral symbols and expressions, causing confusion about how to proceed with the solution. Revisiting the problem and fixing these typographic inaccuracies in the equation could help provide a much more accurate response.

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Evaluate the following limits:1. \(\lim_{{t \to 0}} F(s) = 2 + 2(53 + 682 + 115 + 6)\)2. \(\lim_{{t \to \infty}} F(s) = 9(1)\)

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Evaluate the following limits:

1. \(\lim_{{t \to 0}} F(s) = 2 + 2(53 + 682 + 115 + 6)\)

2. \(\lim_{{t \to \infty}} F(s) = 9(1)\)