The book Code Complete by Steve McDonnell estimates that there are $15$ to $50$ errors per $1,000$ lines of delivered code for

computer programs. Assume that for a particular software package, the error rate is $26$ per $1,000$ lines of code and that the

number of errors per $1,000$ lines of code follows a Poisson distribution.

$($c$)$ What is the probability of more than three errors in $100$ lines of code? $($Round your answer to four decimal places.$)$