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q1) Final/accepting states? q2) Transitions function? Note that 1=20 Example of how to enter the Turing machine: Final/accepting states: Transition function: d(q,a)=(q1,a,R)d(q,#)=(q2,#,L)d(q1,a)=(q,a,R) Important notes: - the Turing machine should not leave the bounds of the input word (in particular, blank symbols must be left unchanged) - the Turing machine should be deterministic - the Turing machine can have at most 23 states - the starting state is always - the blank symbol is - the tape alphabet consists of single characters (letters or digits).

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q1) Final/accepting states? q2) Transitions function? Note that 1=20 Example of how to enter the Turing machine: Final/accepting states: Transition function: d(q,a)=(q1,a,R)d(q,#)=(q2,#,L)d(q1,a)=(q,a,R) Important notes: - the Turing machine should not leave the bounds of the input word (in particular, blank symbols must be left unchanged) - the Turing machine should be deterministic - the Turing machine can have at most 23 states - the starting state is always - the blank symbol is - the tape alphabet consists of single characters (letters or digits)

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