Create a MARIE program to generate the first twelve values of the Dorkus Maximus Sequence $,$ including

the trivial cases, which defines the function $V$ for elements numbered from $0$ as:

$V(n)=\{\begin{array}{ccc}(n+1)AAnin\{0,& 1,2,& 3\}\\ V(n-1)+V(n-2)-2V(n-3)AAn>3\end{array}$

It should both STORE the values in memory, as well as OUTPUT them to the display $($remember to switch

to DEC display mode. Consult the MARIE documentation for details.$)$ You must use the LOADA

instruction to do this, and include the memory structure shown below. $[20$ points$]$

Here are some data declarations to assist you; you will, of course, need much more to accomplish this

task $($i$.$e$.$ a counter, etc.$)$ Remember, LOADA $($MARIEplus instruction $15$ or F$)$ will be helpful.