Let $T$ be the set of all strings of length $3$ consisting of $0\text{'}$s and $1\text{'}$s$.$ List all the strings

in $T$ that satisfy the following conditions:

For every string $s$ in $T,$ the second character of $s$ is $1$ or the first two

characters of $s$ are the same.

No string in $T$ has all three characters the same.

Answer: