Can you give me the actual c$++$ code using this as a starter code?

#include

#include

#include

using namespace std;

const string ID $=$ "Stellar Carroll $-$ CS $1337-$ Lab $31$

$"$;

int main$()$

$\{$

short HammingChar;

uint bit$1,$ bit$2,$ bit$4,$ bit$8,$ offendingBit;

char ch;

$//$ output ID Line

cout $$ ID;

$//$ read an unknown # of short ints, each representing a Hamming character

while $($cin $>>$ HammingChar$)$

$\{$

offendingBit $=0$;

$//$ Use the formula to calculate parity bit $1$

bit$1=($getBit$($HammingChar$,11-3)+$

getBit$($HammingChar$,11-5)+$

getBit$($HammingChar$,11-7)+$

getBit$($HammingChar$,11-9)+$

getBit$($HammingChar$,11-11))\%2$;

$//$ Use the formulas to calculate parity bits $2,4,$ and $8$

bit$2=($getBit$($HammingChar$,11-3)+$

getBit$($HammingChar$,11-6)+$

getBit$($HammingChar$,11-7)+$

getBit$($HammingChar$,11-10)+$

getBit$($HammingChar$,11-11))\%2$;

bit$4=($getBit$($HammingChar$,11-5)+$

getBit$($HammingChar$,11-6)+$

getBit$($HammingChar$,11-7))\%2$;

bit$8=($getBit$($HammingChar$,11-9)+$

getBit$($HammingChar$,11-10)+$

getBit$($HammingChar$,11-11))\%2$;

$//$ Now compare the calculated bit $1$ to the value from the HammingChar

if $($bit$1!=$ getBit$($HammingChar$,11-1))$

offendingBit $+=1$;

$//$ do similarly for bits $2,4,$ and $8$

if $($bit$2!=$ getBit$($HammingChar$,11-1))$

offendingBit $+=1$;

if $($bit$4!=$ getBit$($HammingChar$,11-1))$

offendingBit $+=1$;

if $($bit$8!=$ getBit$($HammingChar$,11-1))$

offendingBit $+=1$;

cout $$ "Debug: offendingBit $="$ offendingBit $$ endl;

$//$ if offendingBit $!=0$ then

$//$ intvert $(11-$ offendingBit$)$

$//$ Build ch from HammingChar

ch $=$ setBit$($ch$,7,0)$; $//$initialize the high bit of ch to $0$

$//$ cout $$ ch;

$\}$

return $0$;

$\}$