During the first stage development of self$-$driving and parking cars, the system made a

$2\%$ inaccurate move $($i$.$e$.$ accident in the parking lot$).$ They made a trial of $6,000$ times

to see the effectiveness. Find the probability that in the trial of $6,000$ times, the system

moves:$($i$)$ at least $99$ inaccurate moves.

$(9$ marks$)$

$($ii$)$ less than $130$ inaccurate moves.

$(4$ marks$)$