Question: Let ( L ) be the language ( { w mid w ) contains an equal number of occurrences

Let \( L \) be the language \(\{w \mid w \) contains an equal number of occurrences of the substrings 01 and 10\}. Thus 101 is in \( L \), while 1010 is not. Show that \( L \) is regular.
Let \ ( L \ ) be the language \ ( \ { w \ mid w \

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