Show that, for even positive integers n, there is no Gray code which starts at 000
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Question:
Show that, for even positive integers n, there is no Gray code which starts at 000 0 and ends at 111 1. (b) Find a Gray code for n = 3 which starts at 000 and ends at 111. (c) Discuss whether your construction in (b) can generalize to any odd n 3.
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