The following Turing Machine is given:

Assume this input string has a length of $6$ and is: $"0$X$00$XX$".$ Therefore we place this string in the tape from the leftmost cell. so the tape will look like this:

Tape: $0$X$00$XXBBBBB$....("$B$"$ and $""$ both mean "Blank" Symbol$)$

Assume that the Tape Head is above the leftmost cell of the tape when the TM is at the initial state q$1.$

What happens on the status of the Turing Machine with this string?

case $1$: HALT and Accept $($type in the blank Accept$)$

case $2$: HALT and Reject $($type in the blank Reject$)$

case $3$: LOOP $($type in the blank Loop$)$

What would be the new contents of the tape? $($type only the $6$ leftmost elements, use $"$B$"$ for "Blank" Symbol$)$: