Given the two semaphore operations illustrated below;

And using $($as an example and basis$)$ the producer$-$consumer code as illustrated below;

$```$

Producer$()$

$\{$

while $($true$)$

$\{$

item $=$ produceitem$()$

wait$($empty$)$

wait$($binary$)$

additemtobuffer$($item$)$

signal $($binary$)$

signal$($full$)$

$\}$

$\}$

$```$

$```$

Consumer$()$

l

while $($true$)$

$\{$

wait$($full$)$;

wait$($binary$)$;

takeitemfrombuffer$($item$)$;

signal $($binary$)$;

signal $($empty$)$;

consumeitem$($item$)$

$\}$

$\}$

$```$

Then given the following information;

Three processes are involved in printing a file $($pictured below$)$;

$1.$ Process $\backslash ($ A $\backslash )$ reads the file data from the disk to Buffer $1$

$2.$ Process B copies the data from Buffer $1$ to Buffer $2$

$3.$ Process $\backslash ($ C $\backslash )$ takes the data from Buffer $2$ and prints it

Assume all three processes operate on one $($file$)$ record at a time, both buffers' capacity are one record.

Write pseudo code $($in the style of the producer$-$consumer$)$ to coordinate the three processes using semaphores and successfully print a file.