$35$ points if $($A$>200)$

F$=$A$-32$

else if $($A$<mn>1</mn><mn>0</mn><mn>0</mn><mi>)</mi>$

F$=$max$($A$,32)$

else F$=$A

Note:

Assume that only the following Datapath components are available: $8-$bit adders,

$8-$bit subtractors, multiplexors $($muxes$)$ with any size, $8-$bit magnitude $($unsigned$)$

comparators, an $8-$bit minmax module from the Discussion, and any logic gates with n$-$bit

inputs $($ n is your choice$).$

You can use minmax module given in the Discussion to implement a max module for this

problem or you can design a max module.

Properly connect all components and indicate bit$-$width of each wire $($if more than $1$ bit$).$

Make sure that you specify the size an$($d$)/($o$)$r number of bits for each component that you use.

To get full score, make sure that you properly connect all inputs of the magnitude

comparator$($s$)$ that you use in your circuit.