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Ted Cassirer
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Jan 3, 2024
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def create_graph(data: str) -> tuple[tuple[int, int], list[list[int]]]: | ||
lines = data.splitlines() | ||
M, N = len(lines), len(lines[0]) | ||
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edges = [[1] * (2 * N + 1) for _ in range(2 * M + 1)] | ||
start = -1, -1 | ||
for y, row in enumerate(lines): | ||
yy = y * 2 + 1 | ||
for x, v in enumerate(row): | ||
xx = x * 2 + 1 | ||
edges[yy - 1][xx - 1] = 0 | ||
edges[yy - 1][xx + 1] = 0 | ||
edges[yy + 1][xx - 1] = 0 | ||
edges[yy + 1][xx + 1] = 0 | ||
match v: | ||
case "|": | ||
edges[yy - 1][xx] &= 1 | ||
edges[yy + 1][xx] &= 1 | ||
edges[yy][xx - 1] &= 0 | ||
edges[yy][xx + 1] &= 0 | ||
case "-": | ||
edges[yy - 1][xx] &= 0 | ||
edges[yy + 1][xx] &= 0 | ||
edges[yy][xx - 1] &= 1 | ||
edges[yy][xx + 1] &= 1 | ||
case "L": | ||
edges[yy - 1][xx] &= 1 | ||
edges[yy + 1][xx] &= 0 | ||
edges[yy][xx - 1] &= 0 | ||
edges[yy][xx + 1] &= 1 | ||
case "J": | ||
edges[yy - 1][xx] &= 1 | ||
edges[yy + 1][xx] &= 0 | ||
edges[yy][xx - 1] &= 1 | ||
edges[yy][xx + 1] &= 0 | ||
case "7": | ||
edges[yy - 1][xx] &= 0 | ||
edges[yy + 1][xx] &= 1 | ||
edges[yy][xx - 1] &= 1 | ||
edges[yy][xx + 1] &= 0 | ||
case "F": | ||
edges[yy - 1][xx] &= 0 | ||
edges[yy + 1][xx] &= 1 | ||
edges[yy][xx - 1] &= 0 | ||
edges[yy][xx + 1] &= 1 | ||
case ".": | ||
edges[yy][xx] = 0 | ||
edges[yy - 1][xx] &= 0 | ||
edges[yy + 1][xx] &= 0 | ||
edges[yy][xx - 1] &= 0 | ||
edges[yy][xx + 1] &= 0 | ||
case "S": | ||
edges[yy - 1][xx] &= 1 | ||
edges[yy + 1][xx] &= 1 | ||
edges[yy][xx - 1] &= 1 | ||
edges[yy][xx + 1] &= 1 | ||
start = yy, xx | ||
case _: | ||
edges[yy][xx] = 0 | ||
edges[yy - 1][xx] &= 0 | ||
edges[yy + 1][xx] &= 0 | ||
edges[yy][xx - 1] &= 0 | ||
edges[yy][xx + 1] &= 0 | ||
return start, edges | ||
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def trace_path(start: tuple[int, int], graph: list[list[int]]) -> list[tuple[int, int]]: | ||
current = start | ||
path = [] | ||
prev = None | ||
while not (prev == start and len(path) > 2): | ||
y, x = current | ||
for dy, dx in ((-1, 0), (1, 0), (0, -1), (0, 1)): | ||
if graph[y + dy][x + dx] == 1 and graph[y + 2 * dy][x + 2 * dx] == 1 and (y + 2 * dy, x + 2 * dx) != prev: | ||
prev = current | ||
path.append((y + dy, x + dx)) | ||
path.append((y + 2 * dy, x + 2 * dx)) | ||
current = y + 2 * dy, x + 2 * dx | ||
break | ||
return path[:-1] | ||
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def part_a(data: str) -> int: | ||
start, graph = create_graph(data) | ||
path = trace_path(start, graph) | ||
return len(path) // 4 | ||
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def part_b(data: str) -> int: | ||
start, graph = create_graph(data) | ||
path = trace_path(start, graph) | ||
M, N = len(graph), len(graph[0]) | ||
current = {(0, 0)} # Guaranteed to not be part of path | ||
seen = set(path) | ||
while current: | ||
nxt = set() | ||
for y, x in current - seen: | ||
seen.add((y, x)) | ||
for dy, dx in ((-1, 0), (1, 0), (0, -1), (0, 1)): | ||
if 0 <= y + dy < M and 0 <= x + dx < N: | ||
nxt.add((y + dy, x + dx)) | ||
current = nxt | ||
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all_nodes = {(y, x) for y in range(M) for x in range(N) if y % 2 == 1 and x % 2 == 1} | ||
return len(all_nodes - seen) | ||
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if __name__ == "__main__": | ||
from aoc_cas.util import solve_with_examples | ||
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solve_with_examples(year=2023, day=10) |
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..... | ||
.S-7. | ||
.|.|. | ||
.L-J. | ||
..... | ||
4 | ||
1 | ||
=== | ||
..F7. | ||
.FJ|. | ||
SJ.L7 | ||
|F--J | ||
LJ... | ||
8 | ||
1 | ||
=== | ||
........... | ||
.S-------7. | ||
.|F-----7|. | ||
.||.....||. | ||
.||.....||. | ||
.|L-7.F-J|. | ||
.|..|.|..|. | ||
.L--J.L--J. | ||
........... | ||
23 | ||
4 | ||
=== | ||
.......... | ||
.S------7. | ||
.|F----7|. | ||
.||OOOO||. | ||
.||OOOO||. | ||
.|L-7F-J|. | ||
.|II||II|. | ||
.L--JL--J. | ||
.......... | ||
22 | ||
4 | ||
=== | ||
.F----7F7F7F7F-7.... | ||
.|F--7||||||||FJ.... | ||
.||.FJ||||||||L7.... | ||
FJL7L7LJLJ||LJ.L-7.. | ||
L--J.L7...LJS7F-7L7. | ||
....F-J..F7FJ|L7L7L7 | ||
....L7.F7||L7|.L7L7| | ||
.....|FJLJ|FJ|F7|.LJ | ||
....FJL-7.||.||||... | ||
....L---J.LJ.LJLJ... | ||
70 | ||
8 | ||
=== | ||
FF7FSF7F7F7F7F7F---7 | ||
L|LJ||||||||||||F--J | ||
FL-7LJLJ||||||LJL-77 | ||
F--JF--7||LJLJ7F7FJ- | ||
L---JF-JLJ.||-FJLJJ7 | ||
|F|F-JF---7F7-L7L|7| | ||
|FFJF7L7F-JF7|JL---7 | ||
7-L-JL7||F7|L7F-7F7| | ||
L.L7LFJ|||||FJL7||LJ | ||
L7JLJL-JLJLJL--JLJ.L | ||
80 | ||
10 |