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Draw the simplest possible (i.e. with fewest number of states) NFA which accepts the following language...

Draw the simplest possible (i.e. with fewest number of states) NFA which accepts the following language over the alphabet of {a, e, i, o, u, d, m, n, s, t}: the set of strings which start with a consonent, then a vowel, then another consonant, then 1 or 2 vowels, followed by the second consonent (which means that the last letter will be the same as the third letter).

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