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Compute limx→n−e{x}−{x}−1{x}2 \lim _{ x \rightarrow { { n }^{ - }} }{ \frac { { e }^{\{ x \} }-\{ x \} -1 }{ { \{ x \} }^{ 2 } } } x→n−lim{x}2e{x}−{x}−1
Where {.}\{.\}{.} represents the fractional part function and n n n is an integer.
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