Consider the following $TM{M}_1$ :

Give the sequence of configurations for $M_1$ and input $00.$

Answer format:

Use the precheck to check your answer format before submitting.

Separate the configurations by commas without extra spacing.

Make sure you understand the difference between the empty string $$ and the blank symbol.

Use e$,$qa$,$qr instead of $,q_a,q_r$

Use $\_$ for the blank symbol.

In a configuration $(x,q,y)$ omit blanks at the beginning of $x$ and at the end of $y,$ but show all other blanks.

For example, using a different TM$,$ the configuration $)$ means that the tape contains ${00}_{00}($and blanks everywhere else$)$ and the TM is in state $99$ and its head is under the cell with the

middle blank symbol.

For another example, using a different TM$,$ the configuration sequence $(,q_0,101)(1,q_0,01)(10,q_0,1)(101,q_0,)(10,q_1,1)(1,q_1,00)(1,q_a,10)$ would be written as $(e,q0,101),(1,q0,01),(10,q0,1),$

$(101,q0,e),(10,q1,1),(1,q1,00),(1,qa,10)$