The function f$($x$)=(1)/((1-8$x$)^(2))$ is represented as a power series

f$($x$)=\backslash$sum$\_($n$=0)^(\backslash$infty $)$ c$\_($n$)$x$^($n$).$

Find the first few coefficients in the power series.

c$\_(0)=$

c$\_(1)=$

c$\_(2)=$

c$\_(3)=$

$\{$:c$\_(4)=|^(+))$