Make a millisecond$-$accurate timer that starts at $0\mathrm{.}000,$ counts up to

$9\mathrm{.}999$ seconds, and then resets back to $0\mathrm{.}000.$

To do this, you should divide the $100$ MHz clock signal to provide a $1$ KHz clock

$($a clock with a period of $1$ ms $).$ This clock should be used to increment a $4-$digit

decimal counter. For instance, you can have each digit be represented as a $4-$bit

binary number, that resets to $0$ when it gets to $10,$ and increments the next digit.

You should display the count on the right$-$most four hex displays, as a decimal num$-$

ber. You may modify your solution from Lab $10$ to control the hex displays.