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Given the current status of the tape and the position of the head, how many steps would it take the head to halt? What does

Given the current status of the tape and the position of the head, how many steps would it take the head to halt?

What does this Turing machine do? In other words, what is the overall computation or goal of the machine? To figure this out, you can try "running" it numbers like 78 and 2 (with the head on one of the digits) and observe the output.

E E 235 Instructions: E E00S E 9 9 S S00S S 9 9 S S LG Finite alphabet Finite state list SBW 6789 2345 01 LO0W L99 W W01 D W12 D W89 D W 90WG W 1 D All

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