Consider the following array of random numbers:

$94\mathrm{.}65232823$

$66\mathrm{.}43292675$

$89\mathrm{.}69450848$

$87\mathrm{.}44881465$

$76\mathrm{.}33561449$

$52\mathrm{.}92569025$

$69\mathrm{.}32200221$

Which of the following expressions is most likely to have produced the above random numbers?

Choice $1$ of $4$:$=$RAND$()$

Choice $2$ of $4$:$=50+50*$RAND$()$

Choice $3$ of $4$:$=$RANDBETWEEN$(50,100)$

Choice $4$ of $4$:$=$NORM.INV$($RAND$(),50,100)$