I$\text{'}$m working on a two integers rdx and r$8$ with their results to be exactly the same $371$ at the end. First there is a bitwise OR operation between rdx and r$8$ and their result stored in r$8$ register and it will not change through out so logically the result has to be $371.$ However the rdx register is initiated with $227,$ then r$8$ is subtracted by rdx meaning: rdx $=227-$ r$8.$ After that the value in rdx is now XOR with $0$xfffffffffffffefc $($hex$).$ The result is $371$ at the end. I just need the $2$ exact integers of r$8$ and rdx that go through all the operations and then result in $371$ in the end. Thankyou so much