In the following table $($rows indexed from $0$ to $3,$ columns indexed from $0$ to $4),$ there are $12$ entries in the form nij, where i$=1,2,3$ and j$=1,2,3,4.$ Entry nij denotes the largest integer n such that f

i

$$

$($n$)$ milliseconds does not exceed t

j

$$

$,$ where f

i

$$

$($n$)$ is the function in row$-$ i and column$-0,$t

j

$$

is the time in row$-0$ and column$-$ j$.$ For example, for entry n$32,$ we have f

$3$

$$

$($n$)=3$

n

and t

$2$

$$

$=1$ minute. Hence n$32$ should be the largest integer n such that $3$

n

milliseconds is no more than $1$ minute. On the answer sheet, enter the values for nij,i$=1,2,3,$j$=1,2,3,4.$