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Need to finish this python program to solve the NFA, but I'm not sure how. I'm mostly familiar with java. A nondeterministic finite-state automaton

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Need to finish this python program to solve the NFA, but I'm not sure how. I'm mostly familiar with java.

""" A nondeterministic finite-state automaton that recognizes strings with 0 as the next-to-last character. """

""" The current set of states, encoded bitwise: state i is represented by the bit 1

""" Reset the current state set to {the start state}. """ def reset(): global stateSet stateSet = 1

""" The transition function represented as an array. The set of next states from a given state s and character c is at delta[s,c-'0']. delta[q0,0] = {q0} delta[q0,1] = {q0,q1} delta[q1,0] = {q2} delta[q1,1] = {q2} delta[q2,0] = {} delta[q2,1] = {} """ delta = [[1

""" Make one transition from state-set to state-set on each char in the given string. @param inp the String to use """ def process(inp): global stateSet for i in range(len(inp)): c = inp[i] nextSS = 0 # next state set, initially empty for s in range(3): # for each state s if (stateSet&(1

""" Test whether the NFA accepted the string. @return true if the final set includes an accepting state. """ def accepted(): global stateSet return (stateSet&(1

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