+48

2017/day16.py

reviewed

··· 1 1 + import fileinput 2 2 + from collections import deque 3 3 + 4 4 + 5 5 + def perform_dance(progs, moves): 6 6 + for m in moves: 7 7 + if m[0] == 's': 8 8 + progs.rotate(int(m[1:])) 9 9 + 10 10 + else: 11 11 + a, b = m[1:].split('/') 12 12 + 13 13 + if m[0] == 'x': 14 14 + a = int(a) 15 15 + b = int(b) 16 16 + else: 17 17 + # deque.index() only supported in Python 3.5+ 18 18 + progs_lst = list(progs) 19 19 + a = progs_lst.index(a) 20 20 + b = progs_lst.index(b) 21 21 + 22 22 + progs[a], progs[b] = progs[b], progs[a] 23 23 + 24 24 + 25 25 + MOVES = fileinput.input()[0].strip().split(',') 26 26 + PROGS = [chr(x) for x in range(ord('a'), ord('p') + 1)] 27 27 + 28 28 + # Part 1 29 29 + progs = deque(PROGS) 30 30 + perform_dance(progs, MOVES) 31 31 + print "Order of programs after first dance:", ''.join(progs) 32 32 + 33 33 + # Part 2 34 34 + progs = deque(PROGS) 35 35 + order = ''.join(progs) 36 36 + past_orders = [] 37 37 + cycle_len = 0 38 38 + 39 39 + while order not in past_orders: 40 40 + past_orders.append(order) 41 41 + perform_dance(progs, MOVES) 42 42 + order = ''.join(progs) 43 43 + cycle_len += 1 44 44 + 45 45 + # Now we know the length of the cycle, so just compute the order 46 46 + # after the billionth dance using modular arithmetic. 47 47 + idx = 1000000000 % cycle_len 48 48 + print "Order of programs after one billion dances:", past_orders[idx]

+1

2017/inputs/16.txt

reviewed

··· 1 1 + 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+2

2017/outputs/16.txt

reviewed

··· 1 1 + hmefajngplkidocb 2 2 + fbidepghmjklcnoa