module SerialMoore$($Clk$,$ rst$,$ LdA, LdB$,$ A$,$ B$,$ Sum$)$;

input $C1k,$ rst$,$ LdA, LdB;

input $[7$:$0]A,B$;

output reg $[7$:$0]$Sum;

reg $[7$:$0]a,b$;

reg $s$;

reg $[1$:$0]$state$,$ next$\_$state;

parameter $[1$:$]G=0,G1=1,H=2,H1=3$;

integer i$,$ j$,$ k;

$//$Register A

always@$($posedge $C1k,$ posedge rst$)$

if$($rst$)$ a $$;

else if $($LdA$)aA$;

else begin

for $)=0$;$i<mn\; id="EditorElement\_471399">7</mn>$;$i=(i+1$

$a[i]a[i+1]$;

$a[7]1^{\text{'}}be$;

end

$//$Register B

always@$($posedge $Clk,$ posedge rst$)$

if$($rst$)b0$;

else if $($LdB$)bB$;

else begin

for $)=0$;$j<mn\; id="EditorElement\_471121">7</mn>$;$j=(j+1$

$b[j]b[j+1]$;

$b[7]1^{\text{'}}be$;

end

$//$Register Sum

always@$($posedge $clk,$ posedge rst$)$

if$($rst$)$ Sum $0$;

else begin

for $)=0$;$k<mn\; id="EditorElement\_470871">7</mn>$;$k=(k+1$

Sum $[k]\frac{?}{S}um[k+1]$;

Sum$[7]s$;

end

$//$State Register

always@$($posedge $c1k,$ posedge rst$)$

if$($rst$)$ state $GO$;

else state $$ next$\_$state;