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Bruno BELANYI | 98f700304a | ||
Bruno BELANYI | 33ac0a0ef7 | ||
Bruno BELANYI | 2653c113c6 | ||
Bruno BELANYI | e86edd3ac5 | ||
Bruno BELANYI | 6d6e912dbd | ||
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Bruno BELANYI | bd9ac08665 | ||
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Bruno BELANYI | c4e280470c | ||
Bruno BELANYI | 51a6918e58 | ||
Bruno BELANYI | b267f9ffaf | ||
Bruno BELANYI | 98f960ad29 | ||
Bruno BELANYI | e3655069e2 | ||
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Bruno BELANYI | 8080b1af90 | ||
Bruno BELANYI | 2d32ff35fc | ||
Bruno BELANYI | 1ef5ea9f5a | ||
Bruno BELANYI | 9482b211a7 | ||
Bruno BELANYI | 7baac920f0 | ||
Bruno BELANYI | 07dea5a686 | ||
Bruno BELANYI | 127c13e162 | ||
Bruno BELANYI | 2c8baf5722 | ||
Bruno BELANYI | d965e869f3 | ||
Bruno BELANYI | c9aabe6500 | ||
Bruno BELANYI | db366100bf | ||
Bruno BELANYI | 1ad6c51ca4 | ||
Bruno BELANYI | 9721b7d614 | ||
Bruno BELANYI | f3ece04967 | ||
Bruno BELANYI | 634d057fd7 | ||
Bruno BELANYI | 5c76967db8 | ||
Bruno BELANYI | 943db5516d | ||
Bruno BELANYI | 648faefa84 | ||
Bruno BELANYI | 6cfd253d9a | ||
Bruno BELANYI | 56cb23a39b | ||
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Bruno BELANYI | d4aec63da5 | ||
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Bruno BELANYI | 9203555e16 | ||
Bruno BELANYI | 38673e9fa9 |
7
.envrc
Normal file
7
.envrc
Normal file
|
@ -0,0 +1,7 @@
|
|||
use_flake() {
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watch_file flake.nix
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watch_file flake.lock
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eval "$(nix print-dev-env)"
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}
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||||
|
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use flake
|
2
.gitignore
vendored
Normal file
2
.gitignore
vendored
Normal file
|
@ -0,0 +1,2 @@
|
|||
# Generated by Nix
|
||||
/.pre-commit-config.yaml
|
2
.isort.cfg
Normal file
2
.isort.cfg
Normal file
|
@ -0,0 +1,2 @@
|
|||
[settings]
|
||||
profile=black
|
18
2021/d01/ex1/ex1.py
Executable file
18
2021/d01/ex1/ex1.py
Executable file
|
@ -0,0 +1,18 @@
|
|||
#!/usr/bin/env python
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|
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import itertools
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import sys
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from typing import List
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|
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|
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def solve(input: List[int]) -> int:
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return sum(prev < cur for (prev, cur) in itertools.pairwise(input))
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|
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|
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def main() -> None:
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input = [int(line) for line in sys.stdin.readlines()]
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print(solve(input))
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||||
|
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|
||||
if __name__ == "__main__":
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main()
|
2000
2021/d01/ex1/input
Normal file
2000
2021/d01/ex1/input
Normal file
File diff suppressed because it is too large
Load diff
30
2021/d01/ex2/ex2.py
Executable file
30
2021/d01/ex2/ex2.py
Executable file
|
@ -0,0 +1,30 @@
|
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#!/usr/bin/env python
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|
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import collections
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import itertools
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import sys
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from typing import List
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|
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|
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def sliding_window(iterable, n):
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it = iter(iterable)
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window = collections.deque(itertools.islice(it, n), maxlen=n)
|
||||
if len(window) == n:
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yield tuple(window)
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for x in it:
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window.append(x)
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yield tuple(window)
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|
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|
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def solve(input: List[int]) -> int:
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windowed = [sum(window) for window in sliding_window(input, 3)]
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return sum(prev < cur for (prev, cur) in zip(windowed, windowed[1:]))
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||||
|
||||
|
||||
def main() -> None:
|
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input = [int(line) for line in sys.stdin.readlines()]
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print(solve(input))
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|
||||
|
||||
if __name__ == "__main__":
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||||
main()
|
2000
2021/d01/ex2/input
Normal file
2000
2021/d01/ex2/input
Normal file
File diff suppressed because it is too large
Load diff
32
2021/d02/ex1/ex1.py
Executable file
32
2021/d02/ex1/ex1.py
Executable file
|
@ -0,0 +1,32 @@
|
|||
#!/usr/bin/env python
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||||
|
||||
import itertools
|
||||
import sys
|
||||
from typing import List
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
x, y = 0, 0
|
||||
|
||||
for instruction in input:
|
||||
dir, length_ = instruction.split(" ")
|
||||
length = int(length_)
|
||||
if dir == "forward":
|
||||
x += length
|
||||
elif dir == "down":
|
||||
y += length
|
||||
elif dir == "up":
|
||||
y -= length
|
||||
else:
|
||||
assert False
|
||||
|
||||
return x * y
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
1000
2021/d02/ex1/input
Normal file
1000
2021/d02/ex1/input
Normal file
File diff suppressed because it is too large
Load diff
33
2021/d02/ex2/ex2.py
Executable file
33
2021/d02/ex2/ex2.py
Executable file
|
@ -0,0 +1,33 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from typing import List
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
x, y, aim = 0, 0, 0
|
||||
|
||||
for instruction in input:
|
||||
dir, length_ = instruction.split(" ")
|
||||
length = int(length_)
|
||||
if dir == "forward":
|
||||
x += length
|
||||
y += length * aim
|
||||
elif dir == "down":
|
||||
aim += length
|
||||
elif dir == "up":
|
||||
aim -= length
|
||||
else:
|
||||
assert False
|
||||
|
||||
return x * y
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
1000
2021/d02/ex2/input
Normal file
1000
2021/d02/ex2/input
Normal file
File diff suppressed because it is too large
Load diff
30
2021/d03/ex1/ex1.py
Executable file
30
2021/d03/ex1/ex1.py
Executable file
|
@ -0,0 +1,30 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from typing import List
|
||||
|
||||
|
||||
def solve(input: List[int]) -> int:
|
||||
gamma, epsilon = 0, 0
|
||||
bit = 1
|
||||
|
||||
while any(map(bool, input)):
|
||||
num_bits = sum(n % 2 for n in input)
|
||||
if num_bits >= len(input) / 2:
|
||||
gamma += bit
|
||||
else:
|
||||
epsilon += bit
|
||||
input = [n // 2 for n in input]
|
||||
bit *= 2
|
||||
|
||||
return gamma * epsilon
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [int(line, 2) for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
1000
2021/d03/ex1/input
Normal file
1000
2021/d03/ex1/input
Normal file
File diff suppressed because it is too large
Load diff
68
2021/d03/ex2/ex2.py
Executable file
68
2021/d03/ex2/ex2.py
Executable file
|
@ -0,0 +1,68 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from copy import deepcopy
|
||||
from typing import List
|
||||
|
||||
|
||||
def solve(input: List[int]) -> int:
|
||||
def highest_pow2(n: int) -> int:
|
||||
return len(bin(n)) - 2 - 1 # '0b' prefix, and off-by-one
|
||||
|
||||
def count_bits_at(input: List[int], bit: int) -> int:
|
||||
return sum((n & pow(2, bit)) != 0 for n in input)
|
||||
|
||||
def filter_by_bit_value(input: List[int], bit: int, value: int) -> List[int]:
|
||||
# Simplify the filter by mapping the value to the actual power of 2
|
||||
if value != 0:
|
||||
value = pow(2, bit)
|
||||
return list(filter(lambda n: (n & pow(2, bit)) == value, input))
|
||||
|
||||
def filter_oxygen(input: List[int], bit: int) -> List[int]:
|
||||
# No further processing needed
|
||||
if len(input) <= 1:
|
||||
return input
|
||||
|
||||
num_bits = count_bits_at(input, bit)
|
||||
# Keep 1s on equality
|
||||
if num_bits >= len(input) / 2:
|
||||
return filter_by_bit_value(input, bit, 1)
|
||||
else:
|
||||
return filter_by_bit_value(input, bit, 0)
|
||||
|
||||
def filter_co2(input: List[int], bit: int) -> List[int]:
|
||||
# No further processing needed
|
||||
if len(input) <= 1:
|
||||
return input
|
||||
|
||||
num_bits = count_bits_at(input, bit)
|
||||
# Keep 0s on equality
|
||||
if num_bits < len(input) / 2:
|
||||
return filter_by_bit_value(input, bit, 1)
|
||||
else:
|
||||
return filter_by_bit_value(input, bit, 0)
|
||||
|
||||
oxygen, co2 = 0, 0
|
||||
max_bit = max(highest_pow2(n) for n in input)
|
||||
oxygen_input, co2_input = deepcopy(input), deepcopy(input)
|
||||
|
||||
for bit in range(max_bit, -1, -1):
|
||||
oxygen_input = filter_oxygen(oxygen_input, bit)
|
||||
co2_input = filter_co2(co2_input, bit)
|
||||
|
||||
if len(oxygen_input) == 1:
|
||||
oxygen = oxygen_input[0]
|
||||
if len(co2_input) == 1:
|
||||
co2 = co2_input[0]
|
||||
|
||||
return oxygen * co2
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [int(line, 2) for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
1000
2021/d03/ex2/input
Normal file
1000
2021/d03/ex2/input
Normal file
File diff suppressed because it is too large
Load diff
59
2021/d04/ex1/ex1.py
Executable file
59
2021/d04/ex1/ex1.py
Executable file
|
@ -0,0 +1,59 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from typing import List, Tuple
|
||||
|
||||
Board = List[List[int]]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def parse_input() -> Tuple[List[int], List[Board]]:
|
||||
def listify(line: str, delim: str = " ") -> List[int]:
|
||||
return [int(n) for n in line.split(delim) if n != ""]
|
||||
|
||||
draw_order = listify(input[0], delim=",")
|
||||
boards: List[Board] = []
|
||||
for l in input[1:]:
|
||||
if l == "":
|
||||
boards.append([])
|
||||
continue
|
||||
boards[-1].append(listify(l))
|
||||
|
||||
return draw_order, boards
|
||||
|
||||
def bingo(board: Board, draw: List[int]) -> bool:
|
||||
assert len(board) == len(board[0])
|
||||
|
||||
def line(l: int) -> bool:
|
||||
return all(n in draw for n in board[l])
|
||||
|
||||
def row(r: int) -> bool:
|
||||
return all(board[i][r] in draw for i in range(len(board)))
|
||||
|
||||
lines = [line(i) for i in range(len(board))]
|
||||
rows = [row(i) for i in range(len(board[0]))]
|
||||
|
||||
return any(itertools.chain(lines, rows))
|
||||
|
||||
draw_order, boards = parse_input()
|
||||
|
||||
draw = []
|
||||
for d in draw_order:
|
||||
draw.append(d)
|
||||
for b in boards:
|
||||
if not bingo(b, draw):
|
||||
continue
|
||||
return d * sum(n for n in itertools.chain.from_iterable(b) if n not in draw)
|
||||
|
||||
# Sanity check
|
||||
assert False
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
601
2021/d04/ex1/input
Normal file
601
2021/d04/ex1/input
Normal file
|
@ -0,0 +1,601 @@
|
|||
85,84,30,15,46,71,64,45,13,90,63,89,62,25,87,68,73,47,65,78,2,27,67,95,88,99,96,17,42,31,91,98,57,28,38,93,43,0,55,49,22,24,82,54,59,52,3,26,9,32,4,48,39,50,80,21,5,1,23,10,58,34,12,35,74,8,6,79,40,76,86,69,81,61,14,92,97,19,7,51,33,11,77,75,20,70,29,36,60,18,56,37,72,41,94,44,83,66,16,53
|
||||
|
||||
78 13 8 62 67
|
||||
42 89 97 16 65
|
||||
5 12 73 50 56
|
||||
45 10 63 41 64
|
||||
49 1 95 71 17
|
||||
|
||||
60 25 66 82 22
|
||||
94 45 68 5 12
|
||||
46 44 48 31 34
|
||||
10 56 37 96 81
|
||||
99 39 84 32 6
|
||||
|
||||
11 86 77 36 2
|
||||
57 68 27 74 4
|
||||
81 92 49 37 51
|
||||
78 43 94 46 63
|
||||
13 52 72 17 44
|
||||
|
||||
88 13 81 21 20
|
||||
80 99 23 37 53
|
||||
44 68 15 38 55
|
||||
84 48 82 97 6
|
||||
4 43 52 72 31
|
||||
|
||||
39 62 45 86 44
|
||||
12 17 16 7 6
|
||||
84 42 82 34 85
|
||||
19 77 9 48 98
|
||||
21 99 67 26 69
|
||||
|
||||
1 75 50 5 44
|
||||
3 28 62 17 43
|
||||
14 52 64 77 81
|
||||
32 89 7 11 70
|
||||
38 36 71 45 58
|
||||
|
||||
53 32 35 69 63
|
||||
6 21 75 64 96
|
||||
10 89 15 48 26
|
||||
23 20 43 57 33
|
||||
18 49 51 47 74
|
||||
|
||||
20 79 9 74 13
|
||||
52 28 77 26 43
|
||||
57 83 4 25 70
|
||||
90 1 30 53 38
|
||||
56 66 82 35 51
|
||||
|
||||
12 3 31 93 8
|
||||
20 27 51 78 9
|
||||
29 46 82 85 75
|
||||
15 76 91 70 63
|
||||
59 39 13 43 79
|
||||
|
||||
46 35 15 13 2
|
||||
65 69 97 77 87
|
||||
64 59 94 88 40
|
||||
34 79 92 93 58
|
||||
47 28 74 82 29
|
||||
|
||||
32 38 24 68 12
|
||||
8 78 79 89 43
|
||||
67 54 6 98 48
|
||||
1 14 83 15 37
|
||||
44 10 97 74 33
|
||||
|
||||
9 95 2 99 1
|
||||
8 42 60 56 40
|
||||
32 11 71 14 80
|
||||
77 6 68 46 48
|
||||
98 70 39 44 62
|
||||
|
||||
43 94 41 13 15
|
||||
96 99 35 27 8
|
||||
22 75 73 17 90
|
||||
62 23 5 88 3
|
||||
10 52 61 60 57
|
||||
|
||||
31 62 74 3 79
|
||||
15 49 60 28 71
|
||||
66 2 11 36 41
|
||||
34 80 33 94 75
|
||||
64 56 84 70 16
|
||||
|
||||
98 94 68 32 26
|
||||
61 7 52 66 18
|
||||
40 20 82 81 74
|
||||
28 36 89 14 35
|
||||
71 11 44 13 72
|
||||
|
||||
81 30 6 86 37
|
||||
46 45 64 83 62
|
||||
7 70 38 51 15
|
||||
91 41 26 40 4
|
||||
87 0 82 74 60
|
||||
|
||||
83 99 26 69 1
|
||||
6 98 53 31 43
|
||||
82 64 42 90 34
|
||||
87 62 11 40 39
|
||||
77 51 2 30 97
|
||||
|
||||
96 5 24 44 32
|
||||
48 92 78 74 76
|
||||
99 33 93 97 49
|
||||
45 8 88 66 59
|
||||
52 64 29 60 82
|
||||
|
||||
69 23 59 96 71
|
||||
14 93 21 44 62
|
||||
65 84 2 39 1
|
||||
0 68 38 81 4
|
||||
48 31 26 60 34
|
||||
|
||||
24 46 44 52 98
|
||||
65 23 31 89 5
|
||||
34 79 75 96 41
|
||||
76 28 90 12 11
|
||||
68 29 38 70 50
|
||||
|
||||
51 0 45 23 20
|
||||
44 49 12 31 7
|
||||
41 26 46 75 92
|
||||
90 30 72 95 55
|
||||
87 57 10 99 40
|
||||
|
||||
25 67 80 74 44
|
||||
3 82 27 81 11
|
||||
33 42 97 57 70
|
||||
19 94 0 2 49
|
||||
6 90 60 29 58
|
||||
|
||||
79 59 96 68 14
|
||||
38 70 65 66 69
|
||||
36 75 20 18 29
|
||||
64 88 35 61 43
|
||||
57 76 62 23 25
|
||||
|
||||
60 9 81 94 62
|
||||
73 20 87 72 14
|
||||
95 63 42 51 13
|
||||
75 83 32 30 66
|
||||
97 6 80 82 17
|
||||
|
||||
3 88 31 43 68
|
||||
20 78 47 10 91
|
||||
14 42 40 74 39
|
||||
5 32 16 97 1
|
||||
9 33 49 70 36
|
||||
|
||||
77 31 65 27 52
|
||||
49 74 57 25 66
|
||||
24 4 39 33 1
|
||||
23 14 19 2 21
|
||||
80 71 29 81 91
|
||||
|
||||
32 68 47 3 88
|
||||
1 97 99 28 80
|
||||
2 25 18 31 51
|
||||
26 10 73 34 40
|
||||
8 55 45 36 37
|
||||
|
||||
79 81 33 94 51
|
||||
84 4 91 0 69
|
||||
49 80 35 67 20
|
||||
98 48 64 38 30
|
||||
25 83 45 97 42
|
||||
|
||||
18 5 84 94 50
|
||||
36 47 2 52 65
|
||||
39 77 83 37 80
|
||||
51 88 15 12 31
|
||||
87 17 68 48 67
|
||||
|
||||
39 95 30 8 86
|
||||
45 57 40 51 60
|
||||
85 88 33 93 25
|
||||
76 52 37 68 6
|
||||
11 80 69 19 71
|
||||
|
||||
6 71 25 66 54
|
||||
33 17 98 63 20
|
||||
27 14 44 43 18
|
||||
68 10 50 35 65
|
||||
61 3 83 12 13
|
||||
|
||||
46 21 43 15 19
|
||||
99 82 8 95 80
|
||||
1 10 45 58 53
|
||||
23 94 50 66 52
|
||||
57 98 26 77 90
|
||||
|
||||
11 50 55 28 79
|
||||
4 3 26 57 56
|
||||
68 86 10 87 69
|
||||
32 35 89 63 29
|
||||
66 27 33 8 30
|
||||
|
||||
23 34 94 93 47
|
||||
7 71 9 52 50
|
||||
45 79 13 43 86
|
||||
0 51 17 6 26
|
||||
4 82 44 38 37
|
||||
|
||||
49 24 16 64 32
|
||||
46 84 3 29 51
|
||||
71 82 33 61 26
|
||||
15 5 94 86 41
|
||||
63 36 10 67 43
|
||||
|
||||
94 17 3 71 91
|
||||
93 50 88 36 27
|
||||
54 68 7 8 34
|
||||
9 92 37 45 52
|
||||
47 29 70 10 69
|
||||
|
||||
79 27 30 0 12
|
||||
51 70 19 89 20
|
||||
2 42 64 21 49
|
||||
48 39 1 3 56
|
||||
98 35 95 82 72
|
||||
|
||||
91 71 65 95 44
|
||||
26 72 92 59 43
|
||||
61 93 6 4 90
|
||||
76 31 8 1 29
|
||||
82 64 89 22 45
|
||||
|
||||
55 4 1 42 87
|
||||
88 34 67 83 45
|
||||
22 23 98 24 12
|
||||
74 72 49 32 25
|
||||
73 7 19 26 3
|
||||
|
||||
0 43 50 57 80
|
||||
68 21 87 1 91
|
||||
60 6 81 78 99
|
||||
35 98 72 49 16
|
||||
36 25 13 48 22
|
||||
|
||||
59 1 26 3 71
|
||||
43 55 50 7 16
|
||||
5 64 29 38 84
|
||||
41 23 60 19 24
|
||||
85 58 49 98 33
|
||||
|
||||
80 48 3 65 38
|
||||
30 97 96 45 7
|
||||
6 85 8 90 40
|
||||
37 78 84 16 24
|
||||
69 11 43 64 63
|
||||
|
||||
28 14 19 1 97
|
||||
37 39 86 23 64
|
||||
20 67 85 65 90
|
||||
54 51 59 91 43
|
||||
17 30 11 24 7
|
||||
|
||||
22 88 27 43 10
|
||||
35 3 72 52 57
|
||||
61 54 28 69 37
|
||||
71 78 96 82 81
|
||||
33 39 32 40 7
|
||||
|
||||
50 60 69 33 57
|
||||
84 22 95 74 6
|
||||
90 94 71 45 68
|
||||
72 86 77 9 24
|
||||
73 12 89 13 1
|
||||
|
||||
66 35 36 87 73
|
||||
77 96 52 47 68
|
||||
63 4 83 20 95
|
||||
17 70 9 18 50
|
||||
98 40 25 60 26
|
||||
|
||||
31 37 81 34 56
|
||||
3 15 43 51 35
|
||||
67 70 1 20 12
|
||||
80 54 69 17 88
|
||||
65 91 60 8 53
|
||||
|
||||
76 23 87 41 18
|
||||
49 58 92 98 25
|
||||
77 53 44 17 27
|
||||
67 28 37 66 95
|
||||
59 39 33 4 34
|
||||
|
||||
0 25 2 5 22
|
||||
26 85 90 51 21
|
||||
31 79 10 41 45
|
||||
69 56 1 67 40
|
||||
59 98 99 89 6
|
||||
|
||||
95 67 72 52 78
|
||||
88 61 96 11 43
|
||||
34 73 53 54 8
|
||||
71 3 70 42 58
|
||||
12 82 97 68 98
|
||||
|
||||
20 10 13 74 89
|
||||
82 25 45 92 61
|
||||
58 62 0 22 57
|
||||
68 90 36 18 75
|
||||
48 39 69 4 52
|
||||
|
||||
40 3 86 33 98
|
||||
30 67 39 7 69
|
||||
80 64 77 54 51
|
||||
24 49 6 68 61
|
||||
62 94 1 26 50
|
||||
|
||||
89 88 7 21 87
|
||||
83 10 78 27 97
|
||||
35 62 86 13 38
|
||||
28 80 19 36 75
|
||||
98 93 47 33 57
|
||||
|
||||
22 88 35 79 85
|
||||
98 96 89 69 17
|
||||
37 62 57 39 1
|
||||
99 10 55 50 71
|
||||
65 94 67 4 63
|
||||
|
||||
7 83 51 95 98
|
||||
56 93 62 85 9
|
||||
72 14 44 70 67
|
||||
42 4 65 37 54
|
||||
47 82 1 60 55
|
||||
|
||||
0 73 60 25 64
|
||||
90 11 93 85 89
|
||||
80 97 86 76 96
|
||||
43 92 88 72 44
|
||||
62 87 81 34 49
|
||||
|
||||
47 27 89 98 68
|
||||
86 76 14 96 17
|
||||
21 4 41 74 29
|
||||
18 82 33 34 20
|
||||
30 62 95 42 51
|
||||
|
||||
45 4 70 20 53
|
||||
66 39 43 82 1
|
||||
54 30 68 77 42
|
||||
61 41 65 94 35
|
||||
25 78 22 26 46
|
||||
|
||||
70 73 44 48 61
|
||||
69 7 85 47 89
|
||||
91 22 12 98 11
|
||||
25 60 58 46 54
|
||||
5 37 83 62 65
|
||||
|
||||
47 62 30 70 40
|
||||
86 9 64 61 0
|
||||
27 63 90 88 17
|
||||
18 71 42 33 93
|
||||
91 14 81 4 31
|
||||
|
||||
81 7 22 94 55
|
||||
99 90 60 9 46
|
||||
65 2 47 1 73
|
||||
78 76 75 19 88
|
||||
63 51 86 56 49
|
||||
|
||||
25 27 12 22 30
|
||||
87 75 16 4 32
|
||||
19 73 5 20 52
|
||||
18 6 34 94 31
|
||||
23 96 84 26 66
|
||||
|
||||
23 69 51 35 5
|
||||
13 76 99 89 82
|
||||
88 3 50 54 33
|
||||
19 59 92 84 34
|
||||
64 80 42 40 60
|
||||
|
||||
15 91 92 60 36
|
||||
46 40 53 34 27
|
||||
13 35 96 16 42
|
||||
4 61 81 56 24
|
||||
85 21 7 99 20
|
||||
|
||||
32 37 19 21 28
|
||||
66 7 96 46 88
|
||||
23 52 25 50 22
|
||||
53 62 34 81 27
|
||||
98 31 14 40 49
|
||||
|
||||
23 43 71 61 12
|
||||
8 94 91 74 7
|
||||
67 2 59 77 4
|
||||
39 18 97 41 21
|
||||
55 15 31 9 38
|
||||
|
||||
29 69 52 16 75
|
||||
71 15 34 79 86
|
||||
62 57 48 44 54
|
||||
11 32 96 13 60
|
||||
56 77 26 68 82
|
||||
|
||||
93 57 21 94 31
|
||||
29 4 59 24 40
|
||||
13 99 34 96 91
|
||||
70 55 47 62 51
|
||||
33 32 19 69 71
|
||||
|
||||
76 80 1 57 20
|
||||
13 28 72 27 79
|
||||
40 21 71 37 85
|
||||
26 12 67 33 99
|
||||
11 41 62 18 64
|
||||
|
||||
23 22 92 69 86
|
||||
38 79 47 56 83
|
||||
74 46 1 95 24
|
||||
93 71 28 54 52
|
||||
94 51 33 57 73
|
||||
|
||||
17 96 4 81 76
|
||||
67 20 24 21 70
|
||||
28 77 3 74 10
|
||||
45 78 18 7 15
|
||||
8 48 27 58 13
|
||||
|
||||
51 58 59 73 35
|
||||
13 7 92 15 98
|
||||
75 26 1 49 24
|
||||
91 85 44 34 74
|
||||
64 2 20 72 90
|
||||
|
||||
46 89 50 54 79
|
||||
9 60 98 36 78
|
||||
91 16 80 92 20
|
||||
77 69 13 76 75
|
||||
95 41 45 3 40
|
||||
|
||||
86 7 67 20 99
|
||||
14 18 97 70 0
|
||||
81 27 89 30 3
|
||||
39 37 56 42 32
|
||||
35 71 49 8 73
|
||||
|
||||
60 67 61 6 86
|
||||
25 41 24 29 88
|
||||
98 3 90 56 87
|
||||
45 22 84 70 99
|
||||
53 59 27 26 57
|
||||
|
||||
17 4 11 41 66
|
||||
28 39 27 54 89
|
||||
3 78 37 93 29
|
||||
95 23 86 51 40
|
||||
75 67 71 57 92
|
||||
|
||||
60 41 91 89 52
|
||||
68 46 83 62 1
|
||||
18 21 72 19 35
|
||||
55 34 11 16 75
|
||||
32 71 61 78 50
|
||||
|
||||
27 38 70 48 93
|
||||
16 2 80 17 63
|
||||
97 89 55 86 85
|
||||
54 5 41 33 60
|
||||
51 95 12 67 37
|
||||
|
||||
72 17 74 6 41
|
||||
53 19 8 12 92
|
||||
39 84 82 63 48
|
||||
22 21 87 13 32
|
||||
40 34 64 15 31
|
||||
|
||||
75 2 46 64 99
|
||||
26 72 79 90 76
|
||||
85 68 10 28 67
|
||||
20 34 81 12 83
|
||||
92 1 65 43 71
|
||||
|
||||
49 80 85 54 9
|
||||
31 40 22 94 51
|
||||
12 73 43 68 98
|
||||
78 91 70 3 28
|
||||
47 59 69 99 62
|
||||
|
||||
46 56 28 73 20
|
||||
5 29 69 68 22
|
||||
64 12 8 52 92
|
||||
36 44 90 72 0
|
||||
76 48 33 86 66
|
||||
|
||||
99 61 97 17 74
|
||||
32 52 44 42 9
|
||||
57 67 36 41 31
|
||||
68 1 50 22 11
|
||||
73 12 21 48 62
|
||||
|
||||
44 53 77 88 87
|
||||
27 99 59 98 74
|
||||
33 66 51 14 34
|
||||
29 30 60 49 80
|
||||
47 84 36 12 71
|
||||
|
||||
29 89 54 59 70
|
||||
87 65 77 38 25
|
||||
40 17 41 9 30
|
||||
45 27 0 5 24
|
||||
52 8 35 68 10
|
||||
|
||||
16 41 66 87 76
|
||||
94 70 51 48 96
|
||||
90 73 98 89 91
|
||||
4 46 30 28 63
|
||||
68 45 37 80 57
|
||||
|
||||
19 11 46 41 14
|
||||
94 48 66 86 9
|
||||
42 90 56 70 21
|
||||
95 54 74 30 87
|
||||
81 89 49 60 34
|
||||
|
||||
18 90 79 64 98
|
||||
27 74 59 53 11
|
||||
96 45 17 14 23
|
||||
9 60 30 42 12
|
||||
97 21 31 5 41
|
||||
|
||||
98 63 51 92 64
|
||||
55 30 46 22 91
|
||||
8 73 61 57 67
|
||||
37 60 49 31 10
|
||||
80 99 77 11 82
|
||||
|
||||
52 69 77 41 8
|
||||
94 11 78 62 28
|
||||
91 39 96 79 3
|
||||
44 88 37 0 47
|
||||
6 80 49 98 48
|
||||
|
||||
93 2 70 26 4
|
||||
47 8 94 12 3
|
||||
10 7 24 40 23
|
||||
49 84 50 56 44
|
||||
41 53 96 1 85
|
||||
|
||||
76 78 70 24 75
|
||||
71 19 85 77 25
|
||||
21 44 58 45 64
|
||||
40 38 9 50 61
|
||||
79 42 86 37 6
|
||||
|
||||
34 39 94 84 0
|
||||
90 80 78 54 49
|
||||
13 81 87 60 56
|
||||
74 59 75 41 28
|
||||
29 67 66 44 20
|
||||
|
||||
50 66 43 39 16
|
||||
88 94 60 70 64
|
||||
63 80 56 69 36
|
||||
53 48 32 22 79
|
||||
59 77 20 30 67
|
||||
|
||||
70 56 80 12 11
|
||||
35 55 40 71 87
|
||||
84 27 96 46 85
|
||||
20 23 26 29 14
|
||||
58 37 21 75 68
|
||||
|
||||
78 23 13 37 94
|
||||
65 44 54 43 38
|
||||
29 60 83 1 57
|
||||
98 2 75 12 14
|
||||
92 25 48 9 52
|
||||
|
||||
64 37 93 48 34
|
||||
22 81 58 5 13
|
||||
63 80 2 67 53
|
||||
62 52 79 41 44
|
||||
83 75 96 91 88
|
||||
|
||||
1 54 88 45 90
|
||||
81 78 19 8 40
|
||||
17 74 69 87 33
|
||||
9 64 85 50 71
|
||||
92 38 65 82 41
|
||||
|
||||
2 62 96 60 81
|
||||
51 1 34 48 25
|
||||
78 13 74 65 42
|
||||
46 64 57 19 72
|
||||
85 88 53 68 76
|
||||
|
||||
57 95 40 92 27
|
||||
65 37 42 90 9
|
||||
17 72 78 43 45
|
||||
87 28 48 81 79
|
||||
7 4 24 67 70
|
69
2021/d04/ex2/ex2.py
Executable file
69
2021/d04/ex2/ex2.py
Executable file
|
@ -0,0 +1,69 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from typing import List, Tuple
|
||||
|
||||
Board = List[List[int]]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def parse_input() -> Tuple[List[int], List[Board]]:
|
||||
def listify(line: str, delim: str = " ") -> List[int]:
|
||||
return [int(n) for n in line.split(delim) if n != ""]
|
||||
|
||||
draw_order = listify(input[0], delim=",")
|
||||
boards: List[Board] = []
|
||||
for l in input[1:]:
|
||||
if l == "":
|
||||
boards.append([])
|
||||
continue
|
||||
boards[-1].append(listify(l))
|
||||
|
||||
return draw_order, boards
|
||||
|
||||
def bingo(board: Board, draw: List[int]) -> bool:
|
||||
assert len(board) == len(board[0])
|
||||
|
||||
def line(l: int) -> bool:
|
||||
return all(n in draw for n in board[l])
|
||||
|
||||
def row(r: int) -> bool:
|
||||
return all(board[i][r] in draw for i in range(len(board)))
|
||||
|
||||
lines = [line(i) for i in range(len(board))]
|
||||
rows = [row(i) for i in range(len(board[0]))]
|
||||
|
||||
return any(itertools.chain(lines, rows))
|
||||
|
||||
draw_order, boards = parse_input()
|
||||
|
||||
draw = []
|
||||
losers = set(range(len(boards)))
|
||||
|
||||
for d in draw_order:
|
||||
draw.append(d)
|
||||
for i, b in enumerate(boards):
|
||||
# Stop early if we already know this board wins
|
||||
if i not in losers:
|
||||
continue
|
||||
if not bingo(b, draw):
|
||||
continue
|
||||
# Discard winners until the last one
|
||||
if len(losers) != 1:
|
||||
losers.discard(i)
|
||||
continue
|
||||
# At thid point, we must be looking at the last winning board
|
||||
return d * sum(n for n in itertools.chain.from_iterable(b) if n not in draw)
|
||||
|
||||
# Sanity check
|
||||
assert False
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
601
2021/d04/ex2/input
Normal file
601
2021/d04/ex2/input
Normal file
|
@ -0,0 +1,601 @@
|
|||
85,84,30,15,46,71,64,45,13,90,63,89,62,25,87,68,73,47,65,78,2,27,67,95,88,99,96,17,42,31,91,98,57,28,38,93,43,0,55,49,22,24,82,54,59,52,3,26,9,32,4,48,39,50,80,21,5,1,23,10,58,34,12,35,74,8,6,79,40,76,86,69,81,61,14,92,97,19,7,51,33,11,77,75,20,70,29,36,60,18,56,37,72,41,94,44,83,66,16,53
|
||||
|
||||
78 13 8 62 67
|
||||
42 89 97 16 65
|
||||
5 12 73 50 56
|
||||
45 10 63 41 64
|
||||
49 1 95 71 17
|
||||
|
||||
60 25 66 82 22
|
||||
94 45 68 5 12
|
||||
46 44 48 31 34
|
||||
10 56 37 96 81
|
||||
99 39 84 32 6
|
||||
|
||||
11 86 77 36 2
|
||||
57 68 27 74 4
|
||||
81 92 49 37 51
|
||||
78 43 94 46 63
|
||||
13 52 72 17 44
|
||||
|
||||
88 13 81 21 20
|
||||
80 99 23 37 53
|
||||
44 68 15 38 55
|
||||
84 48 82 97 6
|
||||
4 43 52 72 31
|
||||
|
||||
39 62 45 86 44
|
||||
12 17 16 7 6
|
||||
84 42 82 34 85
|
||||
19 77 9 48 98
|
||||
21 99 67 26 69
|
||||
|
||||
1 75 50 5 44
|
||||
3 28 62 17 43
|
||||
14 52 64 77 81
|
||||
32 89 7 11 70
|
||||
38 36 71 45 58
|
||||
|
||||
53 32 35 69 63
|
||||
6 21 75 64 96
|
||||
10 89 15 48 26
|
||||
23 20 43 57 33
|
||||
18 49 51 47 74
|
||||
|
||||
20 79 9 74 13
|
||||
52 28 77 26 43
|
||||
57 83 4 25 70
|
||||
90 1 30 53 38
|
||||
56 66 82 35 51
|
||||
|
||||
12 3 31 93 8
|
||||
20 27 51 78 9
|
||||
29 46 82 85 75
|
||||
15 76 91 70 63
|
||||
59 39 13 43 79
|
||||
|
||||
46 35 15 13 2
|
||||
65 69 97 77 87
|
||||
64 59 94 88 40
|
||||
34 79 92 93 58
|
||||
47 28 74 82 29
|
||||
|
||||
32 38 24 68 12
|
||||
8 78 79 89 43
|
||||
67 54 6 98 48
|
||||
1 14 83 15 37
|
||||
44 10 97 74 33
|
||||
|
||||
9 95 2 99 1
|
||||
8 42 60 56 40
|
||||
32 11 71 14 80
|
||||
77 6 68 46 48
|
||||
98 70 39 44 62
|
||||
|
||||
43 94 41 13 15
|
||||
96 99 35 27 8
|
||||
22 75 73 17 90
|
||||
62 23 5 88 3
|
||||
10 52 61 60 57
|
||||
|
||||
31 62 74 3 79
|
||||
15 49 60 28 71
|
||||
66 2 11 36 41
|
||||
34 80 33 94 75
|
||||
64 56 84 70 16
|
||||
|
||||
98 94 68 32 26
|
||||
61 7 52 66 18
|
||||
40 20 82 81 74
|
||||
28 36 89 14 35
|
||||
71 11 44 13 72
|
||||
|
||||
81 30 6 86 37
|
||||
46 45 64 83 62
|
||||
7 70 38 51 15
|
||||
91 41 26 40 4
|
||||
87 0 82 74 60
|
||||
|
||||
83 99 26 69 1
|
||||
6 98 53 31 43
|
||||
82 64 42 90 34
|
||||
87 62 11 40 39
|
||||
77 51 2 30 97
|
||||
|
||||
96 5 24 44 32
|
||||
48 92 78 74 76
|
||||
99 33 93 97 49
|
||||
45 8 88 66 59
|
||||
52 64 29 60 82
|
||||
|
||||
69 23 59 96 71
|
||||
14 93 21 44 62
|
||||
65 84 2 39 1
|
||||
0 68 38 81 4
|
||||
48 31 26 60 34
|
||||
|
||||
24 46 44 52 98
|
||||
65 23 31 89 5
|
||||
34 79 75 96 41
|
||||
76 28 90 12 11
|
||||
68 29 38 70 50
|
||||
|
||||
51 0 45 23 20
|
||||
44 49 12 31 7
|
||||
41 26 46 75 92
|
||||
90 30 72 95 55
|
||||
87 57 10 99 40
|
||||
|
||||
25 67 80 74 44
|
||||
3 82 27 81 11
|
||||
33 42 97 57 70
|
||||
19 94 0 2 49
|
||||
6 90 60 29 58
|
||||
|
||||
79 59 96 68 14
|
||||
38 70 65 66 69
|
||||
36 75 20 18 29
|
||||
64 88 35 61 43
|
||||
57 76 62 23 25
|
||||
|
||||
60 9 81 94 62
|
||||
73 20 87 72 14
|
||||
95 63 42 51 13
|
||||
75 83 32 30 66
|
||||
97 6 80 82 17
|
||||
|
||||
3 88 31 43 68
|
||||
20 78 47 10 91
|
||||
14 42 40 74 39
|
||||
5 32 16 97 1
|
||||
9 33 49 70 36
|
||||
|
||||
77 31 65 27 52
|
||||
49 74 57 25 66
|
||||
24 4 39 33 1
|
||||
23 14 19 2 21
|
||||
80 71 29 81 91
|
||||
|
||||
32 68 47 3 88
|
||||
1 97 99 28 80
|
||||
2 25 18 31 51
|
||||
26 10 73 34 40
|
||||
8 55 45 36 37
|
||||
|
||||
79 81 33 94 51
|
||||
84 4 91 0 69
|
||||
49 80 35 67 20
|
||||
98 48 64 38 30
|
||||
25 83 45 97 42
|
||||
|
||||
18 5 84 94 50
|
||||
36 47 2 52 65
|
||||
39 77 83 37 80
|
||||
51 88 15 12 31
|
||||
87 17 68 48 67
|
||||
|
||||
39 95 30 8 86
|
||||
45 57 40 51 60
|
||||
85 88 33 93 25
|
||||
76 52 37 68 6
|
||||
11 80 69 19 71
|
||||
|
||||
6 71 25 66 54
|
||||
33 17 98 63 20
|
||||
27 14 44 43 18
|
||||
68 10 50 35 65
|
||||
61 3 83 12 13
|
||||
|
||||
46 21 43 15 19
|
||||
99 82 8 95 80
|
||||
1 10 45 58 53
|
||||
23 94 50 66 52
|
||||
57 98 26 77 90
|
||||
|
||||
11 50 55 28 79
|
||||
4 3 26 57 56
|
||||
68 86 10 87 69
|
||||
32 35 89 63 29
|
||||
66 27 33 8 30
|
||||
|
||||
23 34 94 93 47
|
||||
7 71 9 52 50
|
||||
45 79 13 43 86
|
||||
0 51 17 6 26
|
||||
4 82 44 38 37
|
||||
|
||||
49 24 16 64 32
|
||||
46 84 3 29 51
|
||||
71 82 33 61 26
|
||||
15 5 94 86 41
|
||||
63 36 10 67 43
|
||||
|
||||
94 17 3 71 91
|
||||
93 50 88 36 27
|
||||
54 68 7 8 34
|
||||
9 92 37 45 52
|
||||
47 29 70 10 69
|
||||
|
||||
79 27 30 0 12
|
||||
51 70 19 89 20
|
||||
2 42 64 21 49
|
||||
48 39 1 3 56
|
||||
98 35 95 82 72
|
||||
|
||||
91 71 65 95 44
|
||||
26 72 92 59 43
|
||||
61 93 6 4 90
|
||||
76 31 8 1 29
|
||||
82 64 89 22 45
|
||||
|
||||
55 4 1 42 87
|
||||
88 34 67 83 45
|
||||
22 23 98 24 12
|
||||
74 72 49 32 25
|
||||
73 7 19 26 3
|
||||
|
||||
0 43 50 57 80
|
||||
68 21 87 1 91
|
||||
60 6 81 78 99
|
||||
35 98 72 49 16
|
||||
36 25 13 48 22
|
||||
|
||||
59 1 26 3 71
|
||||
43 55 50 7 16
|
||||
5 64 29 38 84
|
||||
41 23 60 19 24
|
||||
85 58 49 98 33
|
||||
|
||||
80 48 3 65 38
|
||||
30 97 96 45 7
|
||||
6 85 8 90 40
|
||||
37 78 84 16 24
|
||||
69 11 43 64 63
|
||||
|
||||
28 14 19 1 97
|
||||
37 39 86 23 64
|
||||
20 67 85 65 90
|
||||
54 51 59 91 43
|
||||
17 30 11 24 7
|
||||
|
||||
22 88 27 43 10
|
||||
35 3 72 52 57
|
||||
61 54 28 69 37
|
||||
71 78 96 82 81
|
||||
33 39 32 40 7
|
||||
|
||||
50 60 69 33 57
|
||||
84 22 95 74 6
|
||||
90 94 71 45 68
|
||||
72 86 77 9 24
|
||||
73 12 89 13 1
|
||||
|
||||
66 35 36 87 73
|
||||
77 96 52 47 68
|
||||
63 4 83 20 95
|
||||
17 70 9 18 50
|
||||
98 40 25 60 26
|
||||
|
||||
31 37 81 34 56
|
||||
3 15 43 51 35
|
||||
67 70 1 20 12
|
||||
80 54 69 17 88
|
||||
65 91 60 8 53
|
||||
|
||||
76 23 87 41 18
|
||||
49 58 92 98 25
|
||||
77 53 44 17 27
|
||||
67 28 37 66 95
|
||||
59 39 33 4 34
|
||||
|
||||
0 25 2 5 22
|
||||
26 85 90 51 21
|
||||
31 79 10 41 45
|
||||
69 56 1 67 40
|
||||
59 98 99 89 6
|
||||
|
||||
95 67 72 52 78
|
||||
88 61 96 11 43
|
||||
34 73 53 54 8
|
||||
71 3 70 42 58
|
||||
12 82 97 68 98
|
||||
|
||||
20 10 13 74 89
|
||||
82 25 45 92 61
|
||||
58 62 0 22 57
|
||||
68 90 36 18 75
|
||||
48 39 69 4 52
|
||||
|
||||
40 3 86 33 98
|
||||
30 67 39 7 69
|
||||
80 64 77 54 51
|
||||
24 49 6 68 61
|
||||
62 94 1 26 50
|
||||
|
||||
89 88 7 21 87
|
||||
83 10 78 27 97
|
||||
35 62 86 13 38
|
||||
28 80 19 36 75
|
||||
98 93 47 33 57
|
||||
|
||||
22 88 35 79 85
|
||||
98 96 89 69 17
|
||||
37 62 57 39 1
|
||||
99 10 55 50 71
|
||||
65 94 67 4 63
|
||||
|
||||
7 83 51 95 98
|
||||
56 93 62 85 9
|
||||
72 14 44 70 67
|
||||
42 4 65 37 54
|
||||
47 82 1 60 55
|
||||
|
||||
0 73 60 25 64
|
||||
90 11 93 85 89
|
||||
80 97 86 76 96
|
||||
43 92 88 72 44
|
||||
62 87 81 34 49
|
||||
|
||||
47 27 89 98 68
|
||||
86 76 14 96 17
|
||||
21 4 41 74 29
|
||||
18 82 33 34 20
|
||||
30 62 95 42 51
|
||||
|
||||
45 4 70 20 53
|
||||
66 39 43 82 1
|
||||
54 30 68 77 42
|
||||
61 41 65 94 35
|
||||
25 78 22 26 46
|
||||
|
||||
70 73 44 48 61
|
||||
69 7 85 47 89
|
||||
91 22 12 98 11
|
||||
25 60 58 46 54
|
||||
5 37 83 62 65
|
||||
|
||||
47 62 30 70 40
|
||||
86 9 64 61 0
|
||||
27 63 90 88 17
|
||||
18 71 42 33 93
|
||||
91 14 81 4 31
|
||||
|
||||
81 7 22 94 55
|
||||
99 90 60 9 46
|
||||
65 2 47 1 73
|
||||
78 76 75 19 88
|
||||
63 51 86 56 49
|
||||
|
||||
25 27 12 22 30
|
||||
87 75 16 4 32
|
||||
19 73 5 20 52
|
||||
18 6 34 94 31
|
||||
23 96 84 26 66
|
||||
|
||||
23 69 51 35 5
|
||||
13 76 99 89 82
|
||||
88 3 50 54 33
|
||||
19 59 92 84 34
|
||||
64 80 42 40 60
|
||||
|
||||
15 91 92 60 36
|
||||
46 40 53 34 27
|
||||
13 35 96 16 42
|
||||
4 61 81 56 24
|
||||
85 21 7 99 20
|
||||
|
||||
32 37 19 21 28
|
||||
66 7 96 46 88
|
||||
23 52 25 50 22
|
||||
53 62 34 81 27
|
||||
98 31 14 40 49
|
||||
|
||||
23 43 71 61 12
|
||||
8 94 91 74 7
|
||||
67 2 59 77 4
|
||||
39 18 97 41 21
|
||||
55 15 31 9 38
|
||||
|
||||
29 69 52 16 75
|
||||
71 15 34 79 86
|
||||
62 57 48 44 54
|
||||
11 32 96 13 60
|
||||
56 77 26 68 82
|
||||
|
||||
93 57 21 94 31
|
||||
29 4 59 24 40
|
||||
13 99 34 96 91
|
||||
70 55 47 62 51
|
||||
33 32 19 69 71
|
||||
|
||||
76 80 1 57 20
|
||||
13 28 72 27 79
|
||||
40 21 71 37 85
|
||||
26 12 67 33 99
|
||||
11 41 62 18 64
|
||||
|
||||
23 22 92 69 86
|
||||
38 79 47 56 83
|
||||
74 46 1 95 24
|
||||
93 71 28 54 52
|
||||
94 51 33 57 73
|
||||
|
||||
17 96 4 81 76
|
||||
67 20 24 21 70
|
||||
28 77 3 74 10
|
||||
45 78 18 7 15
|
||||
8 48 27 58 13
|
||||
|
||||
51 58 59 73 35
|
||||
13 7 92 15 98
|
||||
75 26 1 49 24
|
||||
91 85 44 34 74
|
||||
64 2 20 72 90
|
||||
|
||||
46 89 50 54 79
|
||||
9 60 98 36 78
|
||||
91 16 80 92 20
|
||||
77 69 13 76 75
|
||||
95 41 45 3 40
|
||||
|
||||
86 7 67 20 99
|
||||
14 18 97 70 0
|
||||
81 27 89 30 3
|
||||
39 37 56 42 32
|
||||
35 71 49 8 73
|
||||
|
||||
60 67 61 6 86
|
||||
25 41 24 29 88
|
||||
98 3 90 56 87
|
||||
45 22 84 70 99
|
||||
53 59 27 26 57
|
||||
|
||||
17 4 11 41 66
|
||||
28 39 27 54 89
|
||||
3 78 37 93 29
|
||||
95 23 86 51 40
|
||||
75 67 71 57 92
|
||||
|
||||
60 41 91 89 52
|
||||
68 46 83 62 1
|
||||
18 21 72 19 35
|
||||
55 34 11 16 75
|
||||
32 71 61 78 50
|
||||
|
||||
27 38 70 48 93
|
||||
16 2 80 17 63
|
||||
97 89 55 86 85
|
||||
54 5 41 33 60
|
||||
51 95 12 67 37
|
||||
|
||||
72 17 74 6 41
|
||||
53 19 8 12 92
|
||||
39 84 82 63 48
|
||||
22 21 87 13 32
|
||||
40 34 64 15 31
|
||||
|
||||
75 2 46 64 99
|
||||
26 72 79 90 76
|
||||
85 68 10 28 67
|
||||
20 34 81 12 83
|
||||
92 1 65 43 71
|
||||
|
||||
49 80 85 54 9
|
||||
31 40 22 94 51
|
||||
12 73 43 68 98
|
||||
78 91 70 3 28
|
||||
47 59 69 99 62
|
||||
|
||||
46 56 28 73 20
|
||||
5 29 69 68 22
|
||||
64 12 8 52 92
|
||||
36 44 90 72 0
|
||||
76 48 33 86 66
|
||||
|
||||
99 61 97 17 74
|
||||
32 52 44 42 9
|
||||
57 67 36 41 31
|
||||
68 1 50 22 11
|
||||
73 12 21 48 62
|
||||
|
||||
44 53 77 88 87
|
||||
27 99 59 98 74
|
||||
33 66 51 14 34
|
||||
29 30 60 49 80
|
||||
47 84 36 12 71
|
||||
|
||||
29 89 54 59 70
|
||||
87 65 77 38 25
|
||||
40 17 41 9 30
|
||||
45 27 0 5 24
|
||||
52 8 35 68 10
|
||||
|
||||
16 41 66 87 76
|
||||
94 70 51 48 96
|
||||
90 73 98 89 91
|
||||
4 46 30 28 63
|
||||
68 45 37 80 57
|
||||
|
||||
19 11 46 41 14
|
||||
94 48 66 86 9
|
||||
42 90 56 70 21
|
||||
95 54 74 30 87
|
||||
81 89 49 60 34
|
||||
|
||||
18 90 79 64 98
|
||||
27 74 59 53 11
|
||||
96 45 17 14 23
|
||||
9 60 30 42 12
|
||||
97 21 31 5 41
|
||||
|
||||
98 63 51 92 64
|
||||
55 30 46 22 91
|
||||
8 73 61 57 67
|
||||
37 60 49 31 10
|
||||
80 99 77 11 82
|
||||
|
||||
52 69 77 41 8
|
||||
94 11 78 62 28
|
||||
91 39 96 79 3
|
||||
44 88 37 0 47
|
||||
6 80 49 98 48
|
||||
|
||||
93 2 70 26 4
|
||||
47 8 94 12 3
|
||||
10 7 24 40 23
|
||||
49 84 50 56 44
|
||||
41 53 96 1 85
|
||||
|
||||
76 78 70 24 75
|
||||
71 19 85 77 25
|
||||
21 44 58 45 64
|
||||
40 38 9 50 61
|
||||
79 42 86 37 6
|
||||
|
||||
34 39 94 84 0
|
||||
90 80 78 54 49
|
||||
13 81 87 60 56
|
||||
74 59 75 41 28
|
||||
29 67 66 44 20
|
||||
|
||||
50 66 43 39 16
|
||||
88 94 60 70 64
|
||||
63 80 56 69 36
|
||||
53 48 32 22 79
|
||||
59 77 20 30 67
|
||||
|
||||
70 56 80 12 11
|
||||
35 55 40 71 87
|
||||
84 27 96 46 85
|
||||
20 23 26 29 14
|
||||
58 37 21 75 68
|
||||
|
||||
78 23 13 37 94
|
||||
65 44 54 43 38
|
||||
29 60 83 1 57
|
||||
98 2 75 12 14
|
||||
92 25 48 9 52
|
||||
|
||||
64 37 93 48 34
|
||||
22 81 58 5 13
|
||||
63 80 2 67 53
|
||||
62 52 79 41 44
|
||||
83 75 96 91 88
|
||||
|
||||
1 54 88 45 90
|
||||
81 78 19 8 40
|
||||
17 74 69 87 33
|
||||
9 64 85 50 71
|
||||
92 38 65 82 41
|
||||
|
||||
2 62 96 60 81
|
||||
51 1 34 48 25
|
||||
78 13 74 65 42
|
||||
46 64 57 19 72
|
||||
85 88 53 68 76
|
||||
|
||||
57 95 40 92 27
|
||||
65 37 42 90 9
|
||||
17 72 78 43 45
|
||||
87 28 48 81 79
|
||||
7 4 24 67 70
|
63
2021/d05/ex1/ex1.py
Executable file
63
2021/d05/ex1/ex1.py
Executable file
|
@ -0,0 +1,63 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from collections import Counter
|
||||
from typing import Iterable, List, Tuple, NamedTuple
|
||||
|
||||
|
||||
class Point(NamedTuple):
|
||||
x: int
|
||||
y: int
|
||||
|
||||
|
||||
Line = Tuple[Point, Point]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def parse_line(line: str) -> Line:
|
||||
def parse_point(point: str) -> Point:
|
||||
x, y = map(int, point.split(","))
|
||||
return Point(x, y)
|
||||
|
||||
p1, p2 = map(parse_point, line.split(" -> "))
|
||||
return (p1, p2)
|
||||
|
||||
def is_of_interest(line: Line) -> bool:
|
||||
p1, p2 = line
|
||||
return p1.x == p2.x or p1.y == p2.y
|
||||
|
||||
def line_to_points(line: Line) -> Iterable[Point]:
|
||||
def inclusive_range_any_order(a: int, b: int) -> Iterable[int]:
|
||||
if a < b:
|
||||
yield from range(a, b + 1)
|
||||
else:
|
||||
yield from range(a, b - 1, -1)
|
||||
|
||||
p1, p2 = line
|
||||
|
||||
if p1.x == p2.x:
|
||||
for y in inclusive_range_any_order(p1.y, p2.y):
|
||||
yield Point(p1.x, y)
|
||||
return
|
||||
|
||||
if p1.y == p2.y:
|
||||
for x in inclusive_range_any_order(p1.x, p2.x):
|
||||
yield Point(x, p1.y)
|
||||
return
|
||||
|
||||
assert False # Sanity check
|
||||
|
||||
lines = list(filter(is_of_interest, map(parse_line, input)))
|
||||
counts = Counter(itertools.chain.from_iterable(line_to_points(l) for l in lines))
|
||||
|
||||
return sum(counts[p] > 1 for p in counts)
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
500
2021/d05/ex1/input
Normal file
500
2021/d05/ex1/input
Normal file
|
@ -0,0 +1,500 @@
|
|||
284,294 -> 733,743
|
||||
625,347 -> 653,375
|
||||
561,848 -> 561,181
|
||||
836,102 -> 836,339
|
||||
946,941 -> 22,17
|
||||
18,954 -> 956,16
|
||||
370,142 -> 370,700
|
||||
990,966 -> 677,966
|
||||
366,603 -> 366,465
|
||||
728,942 -> 57,271
|
||||
615,493 -> 847,493
|
||||
584,281 -> 301,281
|
||||
125,356 -> 301,180
|
||||
941,569 -> 555,183
|
||||
151,116 -> 509,116
|
||||
41,18 -> 841,818
|
||||
627,670 -> 627,630
|
||||
965,472 -> 965,100
|
||||
93,404 -> 330,641
|
||||
475,963 -> 475,514
|
||||
389,389 -> 389,326
|
||||
842,565 -> 842,576
|
||||
454,700 -> 650,700
|
||||
73,810 -> 73,319
|
||||
450,212 -> 450,284
|
||||
316,392 -> 316,697
|
||||
915,592 -> 578,592
|
||||
622,485 -> 434,485
|
||||
109,853 -> 952,10
|
||||
305,73 -> 305,222
|
||||
27,489 -> 157,489
|
||||
191,979 -> 867,979
|
||||
527,329 -> 527,292
|
||||
301,645 -> 301,162
|
||||
639,730 -> 176,730
|
||||
46,964 -> 46,458
|
||||
727,422 -> 435,714
|
||||
28,552 -> 404,552
|
||||
33,108 -> 33,21
|
||||
227,249 -> 327,249
|
||||
414,903 -> 784,903
|
||||
69,422 -> 888,422
|
||||
422,924 -> 103,605
|
||||
793,353 -> 450,10
|
||||
714,682 -> 714,972
|
||||
201,745 -> 410,745
|
||||
408,713 -> 408,847
|
||||
174,842 -> 818,198
|
||||
863,353 -> 775,353
|
||||
199,780 -> 670,780
|
||||
877,947 -> 340,410
|
||||
163,202 -> 163,91
|
||||
955,919 -> 955,585
|
||||
836,271 -> 533,271
|
||||
258,366 -> 728,836
|
||||
582,749 -> 582,12
|
||||
80,40 -> 80,704
|
||||
287,213 -> 287,635
|
||||
390,546 -> 390,194
|
||||
837,511 -> 538,810
|
||||
473,281 -> 902,281
|
||||
851,865 -> 731,745
|
||||
918,59 -> 445,532
|
||||
796,215 -> 796,248
|
||||
875,111 -> 604,111
|
||||
660,805 -> 538,805
|
||||
507,850 -> 145,850
|
||||
585,861 -> 585,52
|
||||
426,74 -> 700,348
|
||||
206,405 -> 529,405
|
||||
418,333 -> 418,17
|
||||
368,457 -> 33,792
|
||||
186,81 -> 957,852
|
||||
505,283 -> 113,283
|
||||
20,878 -> 462,878
|
||||
750,237 -> 69,918
|
||||
15,280 -> 358,623
|
||||
798,981 -> 500,683
|
||||
965,970 -> 22,970
|
||||
950,970 -> 148,970
|
||||
660,392 -> 660,884
|
||||
862,405 -> 862,527
|
||||
801,283 -> 801,361
|
||||
71,837 -> 136,837
|
||||
651,438 -> 945,144
|
||||
524,607 -> 614,517
|
||||
348,955 -> 138,955
|
||||
957,164 -> 404,717
|
||||
531,581 -> 454,504
|
||||
710,185 -> 710,271
|
||||
822,86 -> 822,966
|
||||
745,233 -> 490,488
|
||||
350,823 -> 663,823
|
||||
824,67 -> 447,444
|
||||
846,667 -> 796,617
|
||||
666,24 -> 666,906
|
||||
640,39 -> 640,145
|
||||
654,481 -> 985,481
|
||||
581,894 -> 416,729
|
||||
443,11 -> 697,11
|
||||
318,627 -> 799,146
|
||||
113,78 -> 891,856
|
||||
181,149 -> 179,151
|
||||
451,74 -> 451,262
|
||||
458,726 -> 314,726
|
||||
218,662 -> 533,662
|
||||
965,108 -> 527,108
|
||||
782,481 -> 896,367
|
||||
557,927 -> 557,938
|
||||
506,242 -> 941,677
|
||||
948,778 -> 948,629
|
||||
567,816 -> 567,956
|
||||
323,773 -> 323,364
|
||||
864,980 -> 864,12
|
||||
611,699 -> 611,886
|
||||
613,392 -> 901,104
|
||||
528,905 -> 156,905
|
||||
632,206 -> 798,40
|
||||
338,237 -> 919,818
|
||||
256,889 -> 11,644
|
||||
835,52 -> 55,832
|
||||
464,144 -> 322,144
|
||||
254,747 -> 254,509
|
||||
866,892 -> 866,916
|
||||
827,946 -> 30,149
|
||||
899,84 -> 177,806
|
||||
134,634 -> 357,634
|
||||
781,492 -> 244,492
|
||||
817,762 -> 817,976
|
||||
818,749 -> 818,860
|
||||
262,480 -> 263,480
|
||||
409,576 -> 409,698
|
||||
242,151 -> 981,890
|
||||
149,519 -> 149,557
|
||||
42,990 -> 42,930
|
||||
687,974 -> 50,337
|
||||
758,382 -> 465,382
|
||||
760,861 -> 760,934
|
||||
17,835 -> 17,915
|
||||
645,923 -> 645,648
|
||||
702,116 -> 72,746
|
||||
153,162 -> 955,964
|
||||
185,101 -> 918,834
|
||||
554,179 -> 554,353
|
||||
879,673 -> 879,949
|
||||
368,13 -> 368,512
|
||||
582,105 -> 591,114
|
||||
146,291 -> 600,745
|
||||
609,538 -> 930,538
|
||||
320,604 -> 320,146
|
||||
566,698 -> 443,575
|
||||
167,708 -> 844,31
|
||||
712,630 -> 712,421
|
||||
912,930 -> 64,82
|
||||
980,931 -> 87,38
|
||||
23,893 -> 888,28
|
||||
640,435 -> 676,435
|
||||
701,516 -> 190,516
|
||||
684,145 -> 62,767
|
||||
127,471 -> 91,435
|
||||
685,197 -> 78,197
|
||||
103,493 -> 103,522
|
||||
309,986 -> 309,850
|
||||
938,270 -> 938,300
|
||||
295,72 -> 354,72
|
||||
948,889 -> 948,455
|
||||
254,733 -> 254,175
|
||||
95,329 -> 942,329
|
||||
19,672 -> 19,445
|
||||
206,807 -> 206,934
|
||||
886,961 -> 886,690
|
||||
117,386 -> 117,292
|
||||
199,59 -> 668,528
|
||||
299,263 -> 299,878
|
||||
28,295 -> 638,905
|
||||
10,140 -> 276,406
|
||||
279,526 -> 921,526
|
||||
485,128 -> 856,499
|
||||
418,398 -> 186,398
|
||||
296,577 -> 296,521
|
||||
514,261 -> 10,765
|
||||
691,673 -> 776,758
|
||||
131,430 -> 152,430
|
||||
858,85 -> 62,85
|
||||
394,846 -> 270,970
|
||||
827,913 -> 827,376
|
||||
634,669 -> 910,669
|
||||
12,53 -> 945,986
|
||||
782,467 -> 782,421
|
||||
159,832 -> 109,832
|
||||
793,807 -> 79,93
|
||||
120,584 -> 356,584
|
||||
645,16 -> 645,355
|
||||
526,685 -> 217,376
|
||||
296,305 -> 296,929
|
||||
954,144 -> 954,839
|
||||
748,88 -> 103,733
|
||||
523,804 -> 473,754
|
||||
524,316 -> 524,756
|
||||
696,183 -> 912,183
|
||||
288,564 -> 55,797
|
||||
568,103 -> 568,348
|
||||
468,626 -> 682,412
|
||||
163,163 -> 961,961
|
||||
762,824 -> 27,89
|
||||
623,625 -> 32,34
|
||||
865,343 -> 490,718
|
||||
259,458 -> 259,33
|
||||
944,660 -> 944,176
|
||||
781,804 -> 826,759
|
||||
15,702 -> 15,553
|
||||
403,310 -> 918,825
|
||||
438,734 -> 835,734
|
||||
825,13 -> 825,245
|
||||
129,611 -> 370,611
|
||||
49,939 -> 172,939
|
||||
687,906 -> 687,532
|
||||
629,482 -> 273,126
|
||||
727,218 -> 424,218
|
||||
447,451 -> 233,451
|
||||
142,779 -> 813,779
|
||||
527,27 -> 527,804
|
||||
482,55 -> 482,200
|
||||
39,264 -> 806,264
|
||||
884,636 -> 458,636
|
||||
467,121 -> 199,389
|
||||
856,925 -> 856,666
|
||||
666,359 -> 378,359
|
||||
11,946 -> 705,946
|
||||
491,281 -> 940,730
|
||||
86,112 -> 918,944
|
||||
974,807 -> 974,707
|
||||
445,67 -> 914,536
|
||||
953,394 -> 953,822
|
||||
468,398 -> 157,87
|
||||
231,620 -> 231,646
|
||||
979,869 -> 979,911
|
||||
450,330 -> 450,79
|
||||
675,659 -> 617,659
|
||||
66,181 -> 66,723
|
||||
181,406 -> 181,192
|
||||
908,334 -> 908,526
|
||||
254,891 -> 282,891
|
||||
777,791 -> 127,141
|
||||
469,58 -> 694,58
|
||||
954,957 -> 566,569
|
||||
957,957 -> 123,123
|
||||
741,359 -> 741,986
|
||||
763,526 -> 763,101
|
||||
857,427 -> 600,170
|
||||
527,756 -> 490,719
|
||||
625,249 -> 397,249
|
||||
798,702 -> 712,702
|
||||
868,75 -> 868,853
|
||||
332,296 -> 332,629
|
||||
211,829 -> 100,940
|
||||
12,139 -> 12,218
|
||||
655,978 -> 655,242
|
||||
99,852 -> 855,96
|
||||
486,267 -> 486,855
|
||||
474,90 -> 474,244
|
||||
948,491 -> 186,491
|
||||
896,59 -> 278,677
|
||||
295,732 -> 629,732
|
||||
860,936 -> 860,556
|
||||
143,790 -> 143,26
|
||||
371,847 -> 395,847
|
||||
739,301 -> 739,44
|
||||
384,716 -> 748,716
|
||||
848,423 -> 848,923
|
||||
855,23 -> 218,660
|
||||
381,805 -> 381,438
|
||||
451,610 -> 91,610
|
||||
906,957 -> 191,957
|
||||
118,675 -> 169,675
|
||||
836,818 -> 95,818
|
||||
368,945 -> 825,488
|
||||
165,299 -> 899,299
|
||||
392,327 -> 926,861
|
||||
663,16 -> 131,548
|
||||
630,302 -> 888,302
|
||||
206,869 -> 206,331
|
||||
979,413 -> 979,204
|
||||
894,860 -> 62,28
|
||||
444,897 -> 962,379
|
||||
550,158 -> 550,885
|
||||
845,736 -> 811,736
|
||||
846,857 -> 12,857
|
||||
981,730 -> 981,154
|
||||
694,835 -> 88,835
|
||||
21,101 -> 21,385
|
||||
19,960 -> 964,15
|
||||
283,721 -> 450,721
|
||||
59,136 -> 758,835
|
||||
287,313 -> 719,313
|
||||
471,252 -> 849,630
|
||||
682,189 -> 168,189
|
||||
10,921 -> 774,157
|
||||
884,598 -> 884,540
|
||||
207,615 -> 207,443
|
||||
627,408 -> 67,408
|
||||
285,36 -> 285,792
|
||||
116,585 -> 254,585
|
||||
183,86 -> 183,702
|
||||
220,138 -> 868,138
|
||||
833,68 -> 286,615
|
||||
367,534 -> 766,534
|
||||
907,514 -> 621,228
|
||||
133,593 -> 133,581
|
||||
164,727 -> 768,123
|
||||
566,227 -> 566,555
|
||||
983,988 -> 105,110
|
||||
620,177 -> 620,821
|
||||
612,413 -> 612,176
|
||||
168,889 -> 168,210
|
||||
871,487 -> 559,175
|
||||
399,870 -> 761,870
|
||||
236,976 -> 582,630
|
||||
699,216 -> 699,887
|
||||
153,745 -> 790,745
|
||||
444,749 -> 444,257
|
||||
808,165 -> 939,165
|
||||
546,525 -> 95,976
|
||||
583,179 -> 373,389
|
||||
235,816 -> 840,816
|
||||
744,89 -> 832,89
|
||||
425,317 -> 465,357
|
||||
267,235 -> 114,82
|
||||
887,59 -> 572,374
|
||||
808,237 -> 808,626
|
||||
431,352 -> 400,383
|
||||
815,376 -> 815,905
|
||||
249,218 -> 989,958
|
||||
120,435 -> 357,198
|
||||
807,551 -> 490,234
|
||||
910,524 -> 910,725
|
||||
802,304 -> 447,659
|
||||
789,228 -> 678,339
|
||||
229,322 -> 52,322
|
||||
658,393 -> 506,393
|
||||
378,438 -> 378,569
|
||||
163,981 -> 473,671
|
||||
537,984 -> 935,586
|
||||
58,945 -> 966,37
|
||||
132,696 -> 565,263
|
||||
136,813 -> 136,284
|
||||
606,656 -> 298,348
|
||||
533,572 -> 673,712
|
||||
872,912 -> 301,341
|
||||
16,287 -> 16,613
|
||||
571,541 -> 980,950
|
||||
117,495 -> 35,495
|
||||
85,79 -> 682,676
|
||||
425,431 -> 117,739
|
||||
982,984 -> 10,12
|
||||
28,75 -> 431,478
|
||||
259,529 -> 259,436
|
||||
762,267 -> 170,859
|
||||
323,135 -> 929,741
|
||||
81,238 -> 561,718
|
||||
128,213 -> 876,961
|
||||
649,466 -> 649,540
|
||||
715,863 -> 119,863
|
||||
830,624 -> 794,660
|
||||
123,968 -> 977,114
|
||||
489,466 -> 489,811
|
||||
27,10 -> 980,963
|
||||
255,732 -> 255,484
|
||||
574,829 -> 431,829
|
||||
548,743 -> 22,217
|
||||
903,297 -> 903,763
|
||||
684,774 -> 64,154
|
||||
260,823 -> 683,823
|
||||
422,211 -> 422,826
|
||||
10,196 -> 988,196
|
||||
108,802 -> 15,802
|
||||
104,70 -> 104,452
|
||||
885,59 -> 885,36
|
||||
68,854 -> 68,774
|
||||
731,935 -> 731,718
|
||||
657,986 -> 617,986
|
||||
732,292 -> 732,32
|
||||
841,56 -> 841,83
|
||||
74,108 -> 862,896
|
||||
654,895 -> 323,895
|
||||
374,952 -> 374,217
|
||||
90,723 -> 750,63
|
||||
246,89 -> 911,754
|
||||
453,301 -> 755,301
|
||||
983,988 -> 23,28
|
||||
81,705 -> 133,757
|
||||
752,743 -> 752,397
|
||||
53,243 -> 449,639
|
||||
451,811 -> 451,187
|
||||
26,672 -> 26,699
|
||||
254,861 -> 943,861
|
||||
643,740 -> 643,966
|
||||
486,655 -> 149,318
|
||||
375,146 -> 375,973
|
||||
76,293 -> 103,293
|
||||
246,398 -> 246,248
|
||||
324,392 -> 595,121
|
||||
130,577 -> 131,577
|
||||
380,623 -> 549,454
|
||||
224,181 -> 985,942
|
||||
310,223 -> 310,594
|
||||
23,982 -> 23,738
|
||||
19,858 -> 832,858
|
||||
726,531 -> 726,578
|
||||
730,433 -> 196,433
|
||||
606,599 -> 242,599
|
||||
444,832 -> 444,238
|
||||
198,870 -> 47,870
|
||||
944,473 -> 795,473
|
||||
737,386 -> 178,945
|
||||
328,902 -> 328,644
|
||||
422,851 -> 567,851
|
||||
674,781 -> 215,781
|
||||
920,757 -> 302,757
|
||||
225,932 -> 640,517
|
||||
359,337 -> 791,337
|
||||
935,430 -> 935,262
|
||||
772,850 -> 280,358
|
||||
175,829 -> 175,451
|
||||
938,204 -> 234,908
|
||||
253,749 -> 308,749
|
||||
704,458 -> 468,458
|
||||
222,95 -> 743,616
|
||||
968,840 -> 123,840
|
||||
491,619 -> 491,889
|
||||
979,580 -> 979,459
|
||||
901,193 -> 171,923
|
||||
246,155 -> 246,680
|
||||
711,755 -> 247,755
|
||||
671,734 -> 475,734
|
||||
803,783 -> 129,109
|
||||
145,890 -> 920,115
|
||||
463,521 -> 463,700
|
||||
782,99 -> 782,311
|
||||
547,467 -> 630,467
|
||||
14,88 -> 795,869
|
||||
653,899 -> 653,90
|
||||
488,874 -> 488,570
|
||||
93,879 -> 645,327
|
||||
320,658 -> 40,938
|
||||
611,246 -> 611,22
|
||||
258,935 -> 258,829
|
||||
931,436 -> 931,263
|
||||
252,460 -> 252,461
|
||||
490,382 -> 965,382
|
||||
242,89 -> 242,617
|
||||
271,111 -> 595,435
|
||||
462,706 -> 242,486
|
||||
557,328 -> 747,328
|
||||
486,99 -> 486,333
|
||||
156,40 -> 488,372
|
||||
323,482 -> 138,297
|
||||
595,539 -> 812,756
|
||||
923,861 -> 377,315
|
||||
934,952 -> 256,274
|
||||
314,777 -> 314,12
|
||||
508,47 -> 508,144
|
||||
888,807 -> 701,807
|
||||
745,774 -> 878,907
|
||||
740,716 -> 740,215
|
||||
62,43 -> 62,12
|
||||
571,196 -> 454,196
|
||||
568,107 -> 408,107
|
||||
549,676 -> 404,676
|
||||
595,573 -> 595,970
|
||||
148,168 -> 193,123
|
||||
763,71 -> 759,71
|
||||
797,64 -> 307,64
|
||||
959,984 -> 32,57
|
||||
457,562 -> 634,562
|
||||
127,521 -> 601,47
|
||||
112,296 -> 112,120
|
||||
148,755 -> 451,755
|
||||
636,494 -> 870,494
|
||||
910,242 -> 945,277
|
||||
912,911 -> 912,892
|
||||
759,815 -> 759,314
|
||||
391,285 -> 391,959
|
||||
455,460 -> 182,460
|
||||
112,78 -> 112,385
|
||||
842,179 -> 842,592
|
||||
236,424 -> 421,424
|
||||
508,907 -> 30,907
|
||||
637,219 -> 34,822
|
||||
503,375 -> 503,205
|
||||
570,533 -> 626,533
|
||||
658,11 -> 658,94
|
||||
179,286 -> 326,433
|
||||
918,214 -> 200,932
|
||||
339,887 -> 81,887
|
||||
794,91 -> 50,835
|
||||
225,356 -> 225,261
|
||||
80,160 -> 80,335
|
||||
148,64 -> 847,763
|
||||
595,393 -> 941,393
|
58
2021/d05/ex2/ex2.py
Executable file
58
2021/d05/ex2/ex2.py
Executable file
|
@ -0,0 +1,58 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from collections import Counter
|
||||
from typing import Iterable, List, Tuple, NamedTuple
|
||||
|
||||
|
||||
class Point(NamedTuple):
|
||||
x: int
|
||||
y: int
|
||||
|
||||
|
||||
Line = Tuple[Point, Point]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def parse_line(line: str) -> Line:
|
||||
def parse_point(point: str) -> Point:
|
||||
x, y = map(int, point.split(","))
|
||||
return Point(x, y)
|
||||
|
||||
p1, p2 = map(parse_point, line.split(" -> "))
|
||||
return (p1, p2)
|
||||
|
||||
def line_to_points(line: Line) -> Iterable[Point]:
|
||||
def inclusive_range_any_order(a: int, b: int) -> Iterable[int]:
|
||||
if a < b:
|
||||
yield from range(a, b + 1)
|
||||
else:
|
||||
yield from range(a, b - 1, -1)
|
||||
|
||||
p1, p2 = line
|
||||
|
||||
xs = inclusive_range_any_order(p1.x, p2.x)
|
||||
ys = inclusive_range_any_order(p1.y, p2.y)
|
||||
|
||||
if p1.x == p2.x:
|
||||
xs = itertools.repeat(p1.x)
|
||||
|
||||
if p1.y == p2.y:
|
||||
ys = itertools.repeat(p1.y)
|
||||
|
||||
yield from map(Point._make, zip(xs, ys))
|
||||
|
||||
lines = list(map(parse_line, input))
|
||||
counts = Counter(itertools.chain.from_iterable(line_to_points(l) for l in lines))
|
||||
|
||||
return sum(counts[p] > 1 for p in counts)
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
500
2021/d05/ex2/input
Normal file
500
2021/d05/ex2/input
Normal file
|
@ -0,0 +1,500 @@
|
|||
284,294 -> 733,743
|
||||
625,347 -> 653,375
|
||||
561,848 -> 561,181
|
||||
836,102 -> 836,339
|
||||
946,941 -> 22,17
|
||||
18,954 -> 956,16
|
||||
370,142 -> 370,700
|
||||
990,966 -> 677,966
|
||||
366,603 -> 366,465
|
||||
728,942 -> 57,271
|
||||
615,493 -> 847,493
|
||||
584,281 -> 301,281
|
||||
125,356 -> 301,180
|
||||
941,569 -> 555,183
|
||||
151,116 -> 509,116
|
||||
41,18 -> 841,818
|
||||
627,670 -> 627,630
|
||||
965,472 -> 965,100
|
||||
93,404 -> 330,641
|
||||
475,963 -> 475,514
|
||||
389,389 -> 389,326
|
||||
842,565 -> 842,576
|
||||
454,700 -> 650,700
|
||||
73,810 -> 73,319
|
||||
450,212 -> 450,284
|
||||
316,392 -> 316,697
|
||||
915,592 -> 578,592
|
||||
622,485 -> 434,485
|
||||
109,853 -> 952,10
|
||||
305,73 -> 305,222
|
||||
27,489 -> 157,489
|
||||
191,979 -> 867,979
|
||||
527,329 -> 527,292
|
||||
301,645 -> 301,162
|
||||
639,730 -> 176,730
|
||||
46,964 -> 46,458
|
||||
727,422 -> 435,714
|
||||
28,552 -> 404,552
|
||||
33,108 -> 33,21
|
||||
227,249 -> 327,249
|
||||
414,903 -> 784,903
|
||||
69,422 -> 888,422
|
||||
422,924 -> 103,605
|
||||
793,353 -> 450,10
|
||||
714,682 -> 714,972
|
||||
201,745 -> 410,745
|
||||
408,713 -> 408,847
|
||||
174,842 -> 818,198
|
||||
863,353 -> 775,353
|
||||
199,780 -> 670,780
|
||||
877,947 -> 340,410
|
||||
163,202 -> 163,91
|
||||
955,919 -> 955,585
|
||||
836,271 -> 533,271
|
||||
258,366 -> 728,836
|
||||
582,749 -> 582,12
|
||||
80,40 -> 80,704
|
||||
287,213 -> 287,635
|
||||
390,546 -> 390,194
|
||||
837,511 -> 538,810
|
||||
473,281 -> 902,281
|
||||
851,865 -> 731,745
|
||||
918,59 -> 445,532
|
||||
796,215 -> 796,248
|
||||
875,111 -> 604,111
|
||||
660,805 -> 538,805
|
||||
507,850 -> 145,850
|
||||
585,861 -> 585,52
|
||||
426,74 -> 700,348
|
||||
206,405 -> 529,405
|
||||
418,333 -> 418,17
|
||||
368,457 -> 33,792
|
||||
186,81 -> 957,852
|
||||
505,283 -> 113,283
|
||||
20,878 -> 462,878
|
||||
750,237 -> 69,918
|
||||
15,280 -> 358,623
|
||||
798,981 -> 500,683
|
||||
965,970 -> 22,970
|
||||
950,970 -> 148,970
|
||||
660,392 -> 660,884
|
||||
862,405 -> 862,527
|
||||
801,283 -> 801,361
|
||||
71,837 -> 136,837
|
||||
651,438 -> 945,144
|
||||
524,607 -> 614,517
|
||||
348,955 -> 138,955
|
||||
957,164 -> 404,717
|
||||
531,581 -> 454,504
|
||||
710,185 -> 710,271
|
||||
822,86 -> 822,966
|
||||
745,233 -> 490,488
|
||||
350,823 -> 663,823
|
||||
824,67 -> 447,444
|
||||
846,667 -> 796,617
|
||||
666,24 -> 666,906
|
||||
640,39 -> 640,145
|
||||
654,481 -> 985,481
|
||||
581,894 -> 416,729
|
||||
443,11 -> 697,11
|
||||
318,627 -> 799,146
|
||||
113,78 -> 891,856
|
||||
181,149 -> 179,151
|
||||
451,74 -> 451,262
|
||||
458,726 -> 314,726
|
||||
218,662 -> 533,662
|
||||
965,108 -> 527,108
|
||||
782,481 -> 896,367
|
||||
557,927 -> 557,938
|
||||
506,242 -> 941,677
|
||||
948,778 -> 948,629
|
||||
567,816 -> 567,956
|
||||
323,773 -> 323,364
|
||||
864,980 -> 864,12
|
||||
611,699 -> 611,886
|
||||
613,392 -> 901,104
|
||||
528,905 -> 156,905
|
||||
632,206 -> 798,40
|
||||
338,237 -> 919,818
|
||||
256,889 -> 11,644
|
||||
835,52 -> 55,832
|
||||
464,144 -> 322,144
|
||||
254,747 -> 254,509
|
||||
866,892 -> 866,916
|
||||
827,946 -> 30,149
|
||||
899,84 -> 177,806
|
||||
134,634 -> 357,634
|
||||
781,492 -> 244,492
|
||||
817,762 -> 817,976
|
||||
818,749 -> 818,860
|
||||
262,480 -> 263,480
|
||||
409,576 -> 409,698
|
||||
242,151 -> 981,890
|
||||
149,519 -> 149,557
|
||||
42,990 -> 42,930
|
||||
687,974 -> 50,337
|
||||
758,382 -> 465,382
|
||||
760,861 -> 760,934
|
||||
17,835 -> 17,915
|
||||
645,923 -> 645,648
|
||||
702,116 -> 72,746
|
||||
153,162 -> 955,964
|
||||
185,101 -> 918,834
|
||||
554,179 -> 554,353
|
||||
879,673 -> 879,949
|
||||
368,13 -> 368,512
|
||||
582,105 -> 591,114
|
||||
146,291 -> 600,745
|
||||
609,538 -> 930,538
|
||||
320,604 -> 320,146
|
||||
566,698 -> 443,575
|
||||
167,708 -> 844,31
|
||||
712,630 -> 712,421
|
||||
912,930 -> 64,82
|
||||
980,931 -> 87,38
|
||||
23,893 -> 888,28
|
||||
640,435 -> 676,435
|
||||
701,516 -> 190,516
|
||||
684,145 -> 62,767
|
||||
127,471 -> 91,435
|
||||
685,197 -> 78,197
|
||||
103,493 -> 103,522
|
||||
309,986 -> 309,850
|
||||
938,270 -> 938,300
|
||||
295,72 -> 354,72
|
||||
948,889 -> 948,455
|
||||
254,733 -> 254,175
|
||||
95,329 -> 942,329
|
||||
19,672 -> 19,445
|
||||
206,807 -> 206,934
|
||||
886,961 -> 886,690
|
||||
117,386 -> 117,292
|
||||
199,59 -> 668,528
|
||||
299,263 -> 299,878
|
||||
28,295 -> 638,905
|
||||
10,140 -> 276,406
|
||||
279,526 -> 921,526
|
||||
485,128 -> 856,499
|
||||
418,398 -> 186,398
|
||||
296,577 -> 296,521
|
||||
514,261 -> 10,765
|
||||
691,673 -> 776,758
|
||||
131,430 -> 152,430
|
||||
858,85 -> 62,85
|
||||
394,846 -> 270,970
|
||||
827,913 -> 827,376
|
||||
634,669 -> 910,669
|
||||
12,53 -> 945,986
|
||||
782,467 -> 782,421
|
||||
159,832 -> 109,832
|
||||
793,807 -> 79,93
|
||||
120,584 -> 356,584
|
||||
645,16 -> 645,355
|
||||
526,685 -> 217,376
|
||||
296,305 -> 296,929
|
||||
954,144 -> 954,839
|
||||
748,88 -> 103,733
|
||||
523,804 -> 473,754
|
||||
524,316 -> 524,756
|
||||
696,183 -> 912,183
|
||||
288,564 -> 55,797
|
||||
568,103 -> 568,348
|
||||
468,626 -> 682,412
|
||||
163,163 -> 961,961
|
||||
762,824 -> 27,89
|
||||
623,625 -> 32,34
|
||||
865,343 -> 490,718
|
||||
259,458 -> 259,33
|
||||
944,660 -> 944,176
|
||||
781,804 -> 826,759
|
||||
15,702 -> 15,553
|
||||
403,310 -> 918,825
|
||||
438,734 -> 835,734
|
||||
825,13 -> 825,245
|
||||
129,611 -> 370,611
|
||||
49,939 -> 172,939
|
||||
687,906 -> 687,532
|
||||
629,482 -> 273,126
|
||||
727,218 -> 424,218
|
||||
447,451 -> 233,451
|
||||
142,779 -> 813,779
|
||||
527,27 -> 527,804
|
||||
482,55 -> 482,200
|
||||
39,264 -> 806,264
|
||||
884,636 -> 458,636
|
||||
467,121 -> 199,389
|
||||
856,925 -> 856,666
|
||||
666,359 -> 378,359
|
||||
11,946 -> 705,946
|
||||
491,281 -> 940,730
|
||||
86,112 -> 918,944
|
||||
974,807 -> 974,707
|
||||
445,67 -> 914,536
|
||||
953,394 -> 953,822
|
||||
468,398 -> 157,87
|
||||
231,620 -> 231,646
|
||||
979,869 -> 979,911
|
||||
450,330 -> 450,79
|
||||
675,659 -> 617,659
|
||||
66,181 -> 66,723
|
||||
181,406 -> 181,192
|
||||
908,334 -> 908,526
|
||||
254,891 -> 282,891
|
||||
777,791 -> 127,141
|
||||
469,58 -> 694,58
|
||||
954,957 -> 566,569
|
||||
957,957 -> 123,123
|
||||
741,359 -> 741,986
|
||||
763,526 -> 763,101
|
||||
857,427 -> 600,170
|
||||
527,756 -> 490,719
|
||||
625,249 -> 397,249
|
||||
798,702 -> 712,702
|
||||
868,75 -> 868,853
|
||||
332,296 -> 332,629
|
||||
211,829 -> 100,940
|
||||
12,139 -> 12,218
|
||||
655,978 -> 655,242
|
||||
99,852 -> 855,96
|
||||
486,267 -> 486,855
|
||||
474,90 -> 474,244
|
||||
948,491 -> 186,491
|
||||
896,59 -> 278,677
|
||||
295,732 -> 629,732
|
||||
860,936 -> 860,556
|
||||
143,790 -> 143,26
|
||||
371,847 -> 395,847
|
||||
739,301 -> 739,44
|
||||
384,716 -> 748,716
|
||||
848,423 -> 848,923
|
||||
855,23 -> 218,660
|
||||
381,805 -> 381,438
|
||||
451,610 -> 91,610
|
||||
906,957 -> 191,957
|
||||
118,675 -> 169,675
|
||||
836,818 -> 95,818
|
||||
368,945 -> 825,488
|
||||
165,299 -> 899,299
|
||||
392,327 -> 926,861
|
||||
663,16 -> 131,548
|
||||
630,302 -> 888,302
|
||||
206,869 -> 206,331
|
||||
979,413 -> 979,204
|
||||
894,860 -> 62,28
|
||||
444,897 -> 962,379
|
||||
550,158 -> 550,885
|
||||
845,736 -> 811,736
|
||||
846,857 -> 12,857
|
||||
981,730 -> 981,154
|
||||
694,835 -> 88,835
|
||||
21,101 -> 21,385
|
||||
19,960 -> 964,15
|
||||
283,721 -> 450,721
|
||||
59,136 -> 758,835
|
||||
287,313 -> 719,313
|
||||
471,252 -> 849,630
|
||||
682,189 -> 168,189
|
||||
10,921 -> 774,157
|
||||
884,598 -> 884,540
|
||||
207,615 -> 207,443
|
||||
627,408 -> 67,408
|
||||
285,36 -> 285,792
|
||||
116,585 -> 254,585
|
||||
183,86 -> 183,702
|
||||
220,138 -> 868,138
|
||||
833,68 -> 286,615
|
||||
367,534 -> 766,534
|
||||
907,514 -> 621,228
|
||||
133,593 -> 133,581
|
||||
164,727 -> 768,123
|
||||
566,227 -> 566,555
|
||||
983,988 -> 105,110
|
||||
620,177 -> 620,821
|
||||
612,413 -> 612,176
|
||||
168,889 -> 168,210
|
||||
871,487 -> 559,175
|
||||
399,870 -> 761,870
|
||||
236,976 -> 582,630
|
||||
699,216 -> 699,887
|
||||
153,745 -> 790,745
|
||||
444,749 -> 444,257
|
||||
808,165 -> 939,165
|
||||
546,525 -> 95,976
|
||||
583,179 -> 373,389
|
||||
235,816 -> 840,816
|
||||
744,89 -> 832,89
|
||||
425,317 -> 465,357
|
||||
267,235 -> 114,82
|
||||
887,59 -> 572,374
|
||||
808,237 -> 808,626
|
||||
431,352 -> 400,383
|
||||
815,376 -> 815,905
|
||||
249,218 -> 989,958
|
||||
120,435 -> 357,198
|
||||
807,551 -> 490,234
|
||||
910,524 -> 910,725
|
||||
802,304 -> 447,659
|
||||
789,228 -> 678,339
|
||||
229,322 -> 52,322
|
||||
658,393 -> 506,393
|
||||
378,438 -> 378,569
|
||||
163,981 -> 473,671
|
||||
537,984 -> 935,586
|
||||
58,945 -> 966,37
|
||||
132,696 -> 565,263
|
||||
136,813 -> 136,284
|
||||
606,656 -> 298,348
|
||||
533,572 -> 673,712
|
||||
872,912 -> 301,341
|
||||
16,287 -> 16,613
|
||||
571,541 -> 980,950
|
||||
117,495 -> 35,495
|
||||
85,79 -> 682,676
|
||||
425,431 -> 117,739
|
||||
982,984 -> 10,12
|
||||
28,75 -> 431,478
|
||||
259,529 -> 259,436
|
||||
762,267 -> 170,859
|
||||
323,135 -> 929,741
|
||||
81,238 -> 561,718
|
||||
128,213 -> 876,961
|
||||
649,466 -> 649,540
|
||||
715,863 -> 119,863
|
||||
830,624 -> 794,660
|
||||
123,968 -> 977,114
|
||||
489,466 -> 489,811
|
||||
27,10 -> 980,963
|
||||
255,732 -> 255,484
|
||||
574,829 -> 431,829
|
||||
548,743 -> 22,217
|
||||
903,297 -> 903,763
|
||||
684,774 -> 64,154
|
||||
260,823 -> 683,823
|
||||
422,211 -> 422,826
|
||||
10,196 -> 988,196
|
||||
108,802 -> 15,802
|
||||
104,70 -> 104,452
|
||||
885,59 -> 885,36
|
||||
68,854 -> 68,774
|
||||
731,935 -> 731,718
|
||||
657,986 -> 617,986
|
||||
732,292 -> 732,32
|
||||
841,56 -> 841,83
|
||||
74,108 -> 862,896
|
||||
654,895 -> 323,895
|
||||
374,952 -> 374,217
|
||||
90,723 -> 750,63
|
||||
246,89 -> 911,754
|
||||
453,301 -> 755,301
|
||||
983,988 -> 23,28
|
||||
81,705 -> 133,757
|
||||
752,743 -> 752,397
|
||||
53,243 -> 449,639
|
||||
451,811 -> 451,187
|
||||
26,672 -> 26,699
|
||||
254,861 -> 943,861
|
||||
643,740 -> 643,966
|
||||
486,655 -> 149,318
|
||||
375,146 -> 375,973
|
||||
76,293 -> 103,293
|
||||
246,398 -> 246,248
|
||||
324,392 -> 595,121
|
||||
130,577 -> 131,577
|
||||
380,623 -> 549,454
|
||||
224,181 -> 985,942
|
||||
310,223 -> 310,594
|
||||
23,982 -> 23,738
|
||||
19,858 -> 832,858
|
||||
726,531 -> 726,578
|
||||
730,433 -> 196,433
|
||||
606,599 -> 242,599
|
||||
444,832 -> 444,238
|
||||
198,870 -> 47,870
|
||||
944,473 -> 795,473
|
||||
737,386 -> 178,945
|
||||
328,902 -> 328,644
|
||||
422,851 -> 567,851
|
||||
674,781 -> 215,781
|
||||
920,757 -> 302,757
|
||||
225,932 -> 640,517
|
||||
359,337 -> 791,337
|
||||
935,430 -> 935,262
|
||||
772,850 -> 280,358
|
||||
175,829 -> 175,451
|
||||
938,204 -> 234,908
|
||||
253,749 -> 308,749
|
||||
704,458 -> 468,458
|
||||
222,95 -> 743,616
|
||||
968,840 -> 123,840
|
||||
491,619 -> 491,889
|
||||
979,580 -> 979,459
|
||||
901,193 -> 171,923
|
||||
246,155 -> 246,680
|
||||
711,755 -> 247,755
|
||||
671,734 -> 475,734
|
||||
803,783 -> 129,109
|
||||
145,890 -> 920,115
|
||||
463,521 -> 463,700
|
||||
782,99 -> 782,311
|
||||
547,467 -> 630,467
|
||||
14,88 -> 795,869
|
||||
653,899 -> 653,90
|
||||
488,874 -> 488,570
|
||||
93,879 -> 645,327
|
||||
320,658 -> 40,938
|
||||
611,246 -> 611,22
|
||||
258,935 -> 258,829
|
||||
931,436 -> 931,263
|
||||
252,460 -> 252,461
|
||||
490,382 -> 965,382
|
||||
242,89 -> 242,617
|
||||
271,111 -> 595,435
|
||||
462,706 -> 242,486
|
||||
557,328 -> 747,328
|
||||
486,99 -> 486,333
|
||||
156,40 -> 488,372
|
||||
323,482 -> 138,297
|
||||
595,539 -> 812,756
|
||||
923,861 -> 377,315
|
||||
934,952 -> 256,274
|
||||
314,777 -> 314,12
|
||||
508,47 -> 508,144
|
||||
888,807 -> 701,807
|
||||
745,774 -> 878,907
|
||||
740,716 -> 740,215
|
||||
62,43 -> 62,12
|
||||
571,196 -> 454,196
|
||||
568,107 -> 408,107
|
||||
549,676 -> 404,676
|
||||
595,573 -> 595,970
|
||||
148,168 -> 193,123
|
||||
763,71 -> 759,71
|
||||
797,64 -> 307,64
|
||||
959,984 -> 32,57
|
||||
457,562 -> 634,562
|
||||
127,521 -> 601,47
|
||||
112,296 -> 112,120
|
||||
148,755 -> 451,755
|
||||
636,494 -> 870,494
|
||||
910,242 -> 945,277
|
||||
912,911 -> 912,892
|
||||
759,815 -> 759,314
|
||||
391,285 -> 391,959
|
||||
455,460 -> 182,460
|
||||
112,78 -> 112,385
|
||||
842,179 -> 842,592
|
||||
236,424 -> 421,424
|
||||
508,907 -> 30,907
|
||||
637,219 -> 34,822
|
||||
503,375 -> 503,205
|
||||
570,533 -> 626,533
|
||||
658,11 -> 658,94
|
||||
179,286 -> 326,433
|
||||
918,214 -> 200,932
|
||||
339,887 -> 81,887
|
||||
794,91 -> 50,835
|
||||
225,356 -> 225,261
|
||||
80,160 -> 80,335
|
||||
148,64 -> 847,763
|
||||
595,393 -> 941,393
|
46
2021/d06/ex1/ex1.py
Executable file
46
2021/d06/ex1/ex1.py
Executable file
|
@ -0,0 +1,46 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from collections import Counter
|
||||
from dataclasses import dataclass
|
||||
from typing import Iterator, List, TypeVar
|
||||
|
||||
|
||||
T = TypeVar("T")
|
||||
|
||||
|
||||
def nth(iterable: Iterator[T], n: int) -> T:
|
||||
return next(itertools.islice(iterable, n, None))
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
fish = [0] * 9
|
||||
for n, count in Counter(map(int, input[0].split(","))).items():
|
||||
fish[n] = count
|
||||
|
||||
def step(fish: List[int]) -> List[int]:
|
||||
# Count how many clones happen
|
||||
new_fish = fish[0]
|
||||
|
||||
# Do the next cycle
|
||||
fish[0:-1] = fish[1:]
|
||||
fish[6] += new_fish
|
||||
fish[8] = new_fish # Override number of new fish
|
||||
|
||||
return fish
|
||||
|
||||
def iter(fish: List[int]) -> Iterator[List[int]]:
|
||||
while True:
|
||||
yield (fish := step(fish))
|
||||
|
||||
return sum(nth(iter(fish), 80 - 1))
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
1
2021/d06/ex1/input
Normal file
1
2021/d06/ex1/input
Normal file
|
@ -0,0 +1 @@
|
|||
3,1,4,2,1,1,1,1,1,1,1,4,1,4,1,2,1,1,2,1,3,4,5,1,1,4,1,3,3,1,1,1,1,3,3,1,3,3,1,5,5,1,1,3,1,1,2,1,1,1,3,1,4,3,2,1,4,3,3,1,1,1,1,5,1,4,1,1,1,4,1,4,4,1,5,1,1,4,5,1,1,2,1,1,1,4,1,2,1,1,1,1,1,1,5,1,3,1,1,4,4,1,1,5,1,2,1,1,1,1,5,1,3,1,1,1,2,2,1,4,1,3,1,4,1,2,1,1,1,1,1,3,2,5,4,4,1,3,2,1,4,1,3,1,1,1,2,1,1,5,1,2,1,1,1,2,1,4,3,1,1,1,4,1,1,1,1,1,2,2,1,1,5,1,1,3,1,2,5,5,1,4,1,1,1,1,1,2,1,1,1,1,4,5,1,1,1,1,1,1,1,1,1,3,4,4,1,1,4,1,3,4,1,5,4,2,5,1,2,1,1,1,1,1,1,4,3,2,1,1,3,2,5,2,5,5,1,3,1,2,1,1,1,1,1,1,1,1,1,3,1,1,1,3,1,4,1,4,2,1,3,4,1,1,1,2,3,1,1,1,4,1,2,5,1,2,1,5,1,1,2,1,2,1,1,1,1,4,3,4,1,5,5,4,1,1,5,2,1,3
|
46
2021/d06/ex2/ex2.py
Executable file
46
2021/d06/ex2/ex2.py
Executable file
|
@ -0,0 +1,46 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from collections import Counter
|
||||
from dataclasses import dataclass
|
||||
from typing import Iterator, List, TypeVar
|
||||
|
||||
|
||||
T = TypeVar("T")
|
||||
|
||||
|
||||
def nth(iterable: Iterator[T], n: int) -> T:
|
||||
return next(itertools.islice(iterable, n, None))
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
fish = [0] * 9
|
||||
for n, count in Counter(map(int, input[0].split(","))).items():
|
||||
fish[n] = count
|
||||
|
||||
def step(fish: List[int]) -> List[int]:
|
||||
# Count how many clones happen
|
||||
new_fish = fish[0]
|
||||
|
||||
# Do the next cycle
|
||||
fish[0:-1] = fish[1:]
|
||||
fish[6] += new_fish
|
||||
fish[8] = new_fish # Override number of new fish
|
||||
|
||||
return fish
|
||||
|
||||
def iter(fish: List[int]) -> Iterator[List[int]]:
|
||||
while True:
|
||||
yield (fish := step(fish))
|
||||
|
||||
return sum(nth(iter(fish), 256 - 1))
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
1
2021/d06/ex2/input
Normal file
1
2021/d06/ex2/input
Normal file
|
@ -0,0 +1 @@
|
|||
3,1,4,2,1,1,1,1,1,1,1,4,1,4,1,2,1,1,2,1,3,4,5,1,1,4,1,3,3,1,1,1,1,3,3,1,3,3,1,5,5,1,1,3,1,1,2,1,1,1,3,1,4,3,2,1,4,3,3,1,1,1,1,5,1,4,1,1,1,4,1,4,4,1,5,1,1,4,5,1,1,2,1,1,1,4,1,2,1,1,1,1,1,1,5,1,3,1,1,4,4,1,1,5,1,2,1,1,1,1,5,1,3,1,1,1,2,2,1,4,1,3,1,4,1,2,1,1,1,1,1,3,2,5,4,4,1,3,2,1,4,1,3,1,1,1,2,1,1,5,1,2,1,1,1,2,1,4,3,1,1,1,4,1,1,1,1,1,2,2,1,1,5,1,1,3,1,2,5,5,1,4,1,1,1,1,1,2,1,1,1,1,4,5,1,1,1,1,1,1,1,1,1,3,4,4,1,1,4,1,3,4,1,5,4,2,5,1,2,1,1,1,1,1,1,4,3,2,1,1,3,2,5,2,5,5,1,3,1,2,1,1,1,1,1,1,1,1,1,3,1,1,1,3,1,4,1,4,2,1,3,4,1,1,1,2,3,1,1,1,4,1,2,5,1,2,1,5,1,1,2,1,2,1,1,1,1,4,3,4,1,5,5,4,1,1,5,2,1,3
|
21
2021/d07/ex1/ex1.py
Executable file
21
2021/d07/ex1/ex1.py
Executable file
|
@ -0,0 +1,21 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from typing import List
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
nums = sorted(int(n) for n in input[0].split(","))
|
||||
median = nums[len(nums) // 2]
|
||||
|
||||
return sum(abs(n - median) for n in nums)
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
1
2021/d07/ex1/input
Normal file
1
2021/d07/ex1/input
Normal file
|
@ -0,0 +1 @@
|
|||
1101,1,29,67,1102,0,1,65,1008,65,35,66,1005,66,28,1,67,65,20,4,0,1001,65,1,65,1106,0,8,99,35,67,101,99,105,32,110,39,101,115,116,32,112,97,115,32,117,110,101,32,105,110,116,99,111,100,101,32,112,114,111,103,114,97,109,10,1133,1029,1446,1005,596,277,439,544,201,317,237,33,252,774,482,291,57,1434,153,134,385,993,677,1189,99,1082,351,80,1563,195,581,693,5,633,184,552,11,606,462,48,134,1451,850,221,336,661,276,156,932,23,98,76,327,212,489,230,819,998,1037,1561,206,159,757,207,1203,224,1459,294,39,1108,96,89,1664,353,41,83,942,771,362,193,900,676,851,277,558,368,1054,316,143,464,85,896,558,52,669,163,696,140,340,542,817,783,1436,786,81,21,669,184,430,312,1500,797,698,611,314,145,125,391,785,867,488,144,9,967,560,245,116,96,1769,314,533,25,0,1375,1307,1273,1178,332,59,26,234,487,480,615,313,629,28,707,96,637,30,350,1286,900,777,115,56,79,809,1101,13,150,741,940,20,403,384,479,622,108,325,276,609,654,535,539,62,187,414,535,140,222,845,357,55,17,8,1430,853,759,331,673,202,482,1280,714,911,409,429,604,278,478,301,408,590,329,1482,110,423,488,7,628,66,196,399,86,241,1058,501,1284,594,710,799,34,60,668,457,0,1209,20,50,1134,288,415,399,86,540,1356,285,1541,172,3,634,1387,146,669,195,403,601,758,160,970,760,43,213,68,805,50,350,292,78,252,54,1021,882,241,808,601,892,878,1401,48,191,74,1429,94,520,505,679,1133,120,485,183,362,684,520,1366,301,123,290,1248,140,44,230,572,57,1101,217,906,1012,668,85,230,32,100,472,275,78,91,19,61,732,518,189,85,1531,1255,134,489,637,792,42,36,392,603,976,651,127,486,340,534,185,890,346,906,1295,319,321,597,252,183,554,124,44,426,131,408,582,429,645,1227,574,14,1828,359,184,1830,10,288,194,949,1578,492,502,149,609,77,92,320,233,1026,123,26,188,1123,4,665,1793,331,858,481,197,424,133,933,338,7,163,1269,665,19,1,538,126,895,1751,345,895,203,175,66,305,1479,239,718,386,8,1148,203,636,1211,635,149,489,1156,1828,61,328,331,287,262,8,3,522,1427,931,1103,199,329,930,779,124,446,391,903,696,1764,16,595,522,143,296,19,872,29,546,566,256,63,1195,862,516,267,452,1287,11,547,760,77,117,988,185,293,421,118,767,70,169,456,600,755,740,1799,97,507,1165,265,1126,376,1250,408,22,674,774,361,54,558,1021,529,29,871,527,474,218,47,309,61,188,1365,725,267,235,359,1004,1771,765,8,17,103,89,967,65,302,759,1688,882,709,1469,123,548,834,355,646,404,76,257,101,627,2,66,1328,137,42,23,127,110,632,683,1163,843,1119,16,497,1756,347,958,981,57,185,204,1403,530,536,104,68,1152,95,320,959,144,281,350,622,717,112,631,150,19,938,296,1272,825,37,192,350,847,306,824,1042,320,480,857,589,137,687,93,21,1601,547,550,491,161,49,124,292,396,34,24,95,932,56,968,197,109,1300,1326,605,357,412,14,179,450,991,173,120,1402,478,77,933,88,96,49,95,596,1885,841,441,659,309,418,87,134,34,815,759,631,209,728,7,232,1304,698,140,304,1448,101,1,239,1321,362,1367,1411,279,111,633,1347,110,18,710,443,1676,64,531,386,64,518,619,893,140,301,426,1451,261,1083,115,61,943,60,891,217,475,48,436,586,31,287,196,430,357,78,161,1533,745,198,715,8,307,225,604,263,992,371,749,700,1573,573,546,480,425,47,88,66,799,388,60,736,111,81,856,29,695,141,4,271,143,939,423,3,1260,265,24,903,292,23,80,196,1245,399,123,3,532,283,366,1175,187,15,450,487,117,1041,669,59,579,159,461,598,915,666,1231,999,253,185,1016,135,1317,253,111,1261,833,26,851,120,11,63,718,682,233,76,0,50,1678,777,286,279,90,47,158,71,35,475,245,550,4,942,1816,1646,102,175,343,12,446,12,623,44,157,10,555,1173,651,361,745,1870,97,237,1628,90,233,126,1596,1146,746,383,209,55,209,318,904,144,90,21,86,4,970,262,8,210,249,871,1216,1003,172,405,821,225,2,143,915,129,598,397,583,1400,315,113,33,75,426,2,611,293,196,419,125,176,496,4,607,1425,27,48,172,972,626,227,184,1257,514,209,524,22,58,927,4,931,3,6,104,716,961,17,4,154,249,558,203,180,180,1194,935,263,535,380,1439,274,1566,873,1763,2,89,636,407,667,438,966,757,245,730,328,915,167,245,126,52,652,938,1183,320,1298,10,844,36,263,382,37,142
|
28
2021/d07/ex2/ex2.py
Executable file
28
2021/d07/ex2/ex2.py
Executable file
|
@ -0,0 +1,28 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from math import ceil, floor
|
||||
from typing import List
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def fuel(dist: int) -> int:
|
||||
return dist * (dist + 1) // 2
|
||||
|
||||
nums = list(int(n) for n in input[0].split(","))
|
||||
mean = sum(nums) / len(nums)
|
||||
|
||||
upper = sum(fuel(abs(n - ceil(mean))) for n in nums)
|
||||
lower = sum(fuel(abs(n - floor(mean))) for n in nums)
|
||||
|
||||
return min(upper, lower)
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
1
2021/d07/ex2/input
Normal file
1
2021/d07/ex2/input
Normal file
|
@ -0,0 +1 @@
|
|||
1101,1,29,67,1102,0,1,65,1008,65,35,66,1005,66,28,1,67,65,20,4,0,1001,65,1,65,1106,0,8,99,35,67,101,99,105,32,110,39,101,115,116,32,112,97,115,32,117,110,101,32,105,110,116,99,111,100,101,32,112,114,111,103,114,97,109,10,1133,1029,1446,1005,596,277,439,544,201,317,237,33,252,774,482,291,57,1434,153,134,385,993,677,1189,99,1082,351,80,1563,195,581,693,5,633,184,552,11,606,462,48,134,1451,850,221,336,661,276,156,932,23,98,76,327,212,489,230,819,998,1037,1561,206,159,757,207,1203,224,1459,294,39,1108,96,89,1664,353,41,83,942,771,362,193,900,676,851,277,558,368,1054,316,143,464,85,896,558,52,669,163,696,140,340,542,817,783,1436,786,81,21,669,184,430,312,1500,797,698,611,314,145,125,391,785,867,488,144,9,967,560,245,116,96,1769,314,533,25,0,1375,1307,1273,1178,332,59,26,234,487,480,615,313,629,28,707,96,637,30,350,1286,900,777,115,56,79,809,1101,13,150,741,940,20,403,384,479,622,108,325,276,609,654,535,539,62,187,414,535,140,222,845,357,55,17,8,1430,853,759,331,673,202,482,1280,714,911,409,429,604,278,478,301,408,590,329,1482,110,423,488,7,628,66,196,399,86,241,1058,501,1284,594,710,799,34,60,668,457,0,1209,20,50,1134,288,415,399,86,540,1356,285,1541,172,3,634,1387,146,669,195,403,601,758,160,970,760,43,213,68,805,50,350,292,78,252,54,1021,882,241,808,601,892,878,1401,48,191,74,1429,94,520,505,679,1133,120,485,183,362,684,520,1366,301,123,290,1248,140,44,230,572,57,1101,217,906,1012,668,85,230,32,100,472,275,78,91,19,61,732,518,189,85,1531,1255,134,489,637,792,42,36,392,603,976,651,127,486,340,534,185,890,346,906,1295,319,321,597,252,183,554,124,44,426,131,408,582,429,645,1227,574,14,1828,359,184,1830,10,288,194,949,1578,492,502,149,609,77,92,320,233,1026,123,26,188,1123,4,665,1793,331,858,481,197,424,133,933,338,7,163,1269,665,19,1,538,126,895,1751,345,895,203,175,66,305,1479,239,718,386,8,1148,203,636,1211,635,149,489,1156,1828,61,328,331,287,262,8,3,522,1427,931,1103,199,329,930,779,124,446,391,903,696,1764,16,595,522,143,296,19,872,29,546,566,256,63,1195,862,516,267,452,1287,11,547,760,77,117,988,185,293,421,118,767,70,169,456,600,755,740,1799,97,507,1165,265,1126,376,1250,408,22,674,774,361,54,558,1021,529,29,871,527,474,218,47,309,61,188,1365,725,267,235,359,1004,1771,765,8,17,103,89,967,65,302,759,1688,882,709,1469,123,548,834,355,646,404,76,257,101,627,2,66,1328,137,42,23,127,110,632,683,1163,843,1119,16,497,1756,347,958,981,57,185,204,1403,530,536,104,68,1152,95,320,959,144,281,350,622,717,112,631,150,19,938,296,1272,825,37,192,350,847,306,824,1042,320,480,857,589,137,687,93,21,1601,547,550,491,161,49,124,292,396,34,24,95,932,56,968,197,109,1300,1326,605,357,412,14,179,450,991,173,120,1402,478,77,933,88,96,49,95,596,1885,841,441,659,309,418,87,134,34,815,759,631,209,728,7,232,1304,698,140,304,1448,101,1,239,1321,362,1367,1411,279,111,633,1347,110,18,710,443,1676,64,531,386,64,518,619,893,140,301,426,1451,261,1083,115,61,943,60,891,217,475,48,436,586,31,287,196,430,357,78,161,1533,745,198,715,8,307,225,604,263,992,371,749,700,1573,573,546,480,425,47,88,66,799,388,60,736,111,81,856,29,695,141,4,271,143,939,423,3,1260,265,24,903,292,23,80,196,1245,399,123,3,532,283,366,1175,187,15,450,487,117,1041,669,59,579,159,461,598,915,666,1231,999,253,185,1016,135,1317,253,111,1261,833,26,851,120,11,63,718,682,233,76,0,50,1678,777,286,279,90,47,158,71,35,475,245,550,4,942,1816,1646,102,175,343,12,446,12,623,44,157,10,555,1173,651,361,745,1870,97,237,1628,90,233,126,1596,1146,746,383,209,55,209,318,904,144,90,21,86,4,970,262,8,210,249,871,1216,1003,172,405,821,225,2,143,915,129,598,397,583,1400,315,113,33,75,426,2,611,293,196,419,125,176,496,4,607,1425,27,48,172,972,626,227,184,1257,514,209,524,22,58,927,4,931,3,6,104,716,961,17,4,154,249,558,203,180,180,1194,935,263,535,380,1439,274,1566,873,1763,2,89,636,407,667,438,966,757,245,730,328,915,167,245,126,52,652,938,1183,320,1298,10,844,36,263,382,37,142
|
38
2021/d08/ex1/ex1.py
Executable file
38
2021/d08/ex1/ex1.py
Executable file
|
@ -0,0 +1,38 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from dataclasses import dataclass
|
||||
from typing import List, Set
|
||||
|
||||
|
||||
@dataclass
|
||||
class Entry:
|
||||
signals: List[Set[str]]
|
||||
outputs: List[Set[str]]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def parse_entry(input: str) -> Entry:
|
||||
signals, outputs = input.split(" | ")
|
||||
return Entry(
|
||||
[set(s) for s in signals.split()], [set(o) for o in outputs.split()]
|
||||
)
|
||||
|
||||
entries = [parse_entry(line) for line in input]
|
||||
|
||||
return sum(
|
||||
itertools.chain.from_iterable(
|
||||
map(lambda __: 1, filter(lambda d: len(d) in (2, 3, 4, 7), entry.outputs))
|
||||
for entry in entries
|
||||
)
|
||||
)
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
200
2021/d08/ex1/input
Normal file
200
2021/d08/ex1/input
Normal file
|
@ -0,0 +1,200 @@
|
|||
badc bd dbeaf cfdbge dfb cfbdea efbag edcfgab dcafe degfca | eacfd acdfbe cbdegf fcbaedg
|
||||
cd fdbac egcfab gbadcfe cfgdeb cbadfe deca cdf dfabg abefc | dcf cfbad gbafced fcd
|
||||
cg agecfb cbg eabgfdc egdc fdgba bafecd cbdfe bfcdeg cfgdb | efdcb adcfeb fbdcg gbc
|
||||
bfceg gfadb dbcfgea bgaef efad abe bcdgfa ea fbdgea agecbd | eadf ceadbg abfge fecdbga
|
||||
gdcafe eacb adc gbfda afdceb edgbcf badfc ecgbafd ac fdbce | ebfcd cefdab bdfgeca egbdacf
|
||||
aefbgd fbdc fbecg egdcb edcbag bf gcefa fbedcg bagfced fbg | afgce cfbd bdcf geafdbc
|
||||
ebgacd edacg gcdeaf cabfg dbc bd cdbgaef ebad fecgbd acbgd | dgbac db caegbdf gcbfa
|
||||
defbga gead ge efagcb gdafbc cegbdfa egf bfdce bgdef dgabf | gef eg bfcdag ge
|
||||
bae adcgfbe cdfeag ab dcgeb bfdage agecb cagfe abcf bfcaeg | bae aeb agfceb afceg
|
||||
ae adefcb gaceb gadceb edag efadcgb badgc cfgbe cadbfg cea | ceabgd fbeacdg aged aged
|
||||
aegbdc dbegfac gcbaf df febd egdafc deabg gdf gdfeab adfbg | bcdegaf dfeb bcegad df
|
||||
aegcdfb becdaf gdecf ag fag dcfgba badg fcbad cdgaf acefgb | abcdf cefdab ga ga
|
||||
gbcfad cefadg cegad aefdb gedacb gcfe fc cfbgead cfade caf | degac egcf geacfbd afc
|
||||
bcfad afcdbe fd ecfba cfd afde cfeabg gcbfed dacbg fdgabec | cafbged edfa fcd dabgc
|
||||
afdc adbfe bgecfad ecagdb dbcafe dfe fd agbfe bdace gdbfec | fadbe efbdgc fadbe edcba
|
||||
bdface geba ecbdag acegd afcdg ge eadbc bfecgda edg fgbdce | eg abge fadgceb abge
|
||||
fagbde fcegbd gec efcdg fdgbe ebfcag gc adcfe cgdb cagbdfe | defcg cbgdfea gcbd ecfgd
|
||||
acfbg debgf gfcdba edcbfa fbdag fgbeca cfbagde gadc da bda | dacg acbgf cedfgab caefdgb
|
||||
ca dfegca edcbgf gfcde aedbg gfdeacb dcbfea facg dgcea ace | fedcg fdagec cea ac
|
||||
acdf gcfde debcga ecbgaf cf ebgdf bagfdce cedag cef gedafc | dgcbea fc dcgeaf cdaeg
|
||||
ebagf cabgfed ed cbgad afcbge afdbge edg eagbd cedgfb aefd | fcgdbe de cgbeaf ed
|
||||
fbcdeag cafbd fgcbea fdgacb daecfb cg gca defga gbdc fdcga | abfcged agc acfgd cbfaeg
|
||||
dacfe ed ebdcag gcadfe dfbcaeg dce dfeg fbcadg bfeca acdfg | fcbdga gcbade aegdcf fbcgda
|
||||
cfdegb cbef fgdec gdfbca gdecbfa egfdca bc gbc cbegd aedgb | befc bc abegd ebcdfga
|
||||
agcefdb fdbg bf bdafe gdebaf eafdg acdbe gcebaf bef edcfga | bf fdbg efdab gefda
|
||||
gcb bdcgef dcbfg bg edbg facegb cbedf edgafbc dfgca edacbf | gb cdebfa deagfcb bg
|
||||
eafbg gfad afegbd caefbg befdgc ebagd gd bdg cfbdage acdeb | gd geafb cabed dbg
|
||||
bcedfg dc dgc aedfbcg acgbed bgfead gedbf bfdcg cedf facbg | gabfed cdebag dafegb cd
|
||||
fa adbceg afecd cafdbge eacgfb daegcf aef bcdfe fdga daceg | acedf afe fae afdg
|
||||
cdfaeg agcfb bcdgea dcafeb cef fabec ef dfgcbae defb eabcd | gdabce fdeb ebdf ecf
|
||||
cdefg ceafg gebfd cdg dc efbcdg cdgbea cfedbga cbfd fdagbe | fbcd afdgbe fabedg dcfb
|
||||
cdafgb egdb fecgabd cbfdg fcbedg feb acefg begcf be dacebf | be be ebfdca abgfcd
|
||||
eafgcd facegb acb cdbfaeg fagec dgcabe baefd cgbf cb afecb | bcafeg fcgb gfdeac eagcf
|
||||
ecgdfb deb edfgab eb faedcg agfed bfaed dbacf gbae efgdcba | fabde eb ecdgfb eabg
|
||||
aefbg bdegfa gacdb gefc fbc fc bfdcae gefbac cbfag dbgefac | ecfg fc cfge efgcdab
|
||||
gcfbed gcbae dcaef cbegad bdag bgeacf adefgcb deg adgec gd | agcbde bgad gdbfec gcfabe
|
||||
dfacb egbcda dac agdcfb fecab adecfgb bgadf cd fgeabd cgfd | gabfdec acd dc dc
|
||||
bfecg dcgeab af gadf aedbg caefdbg bgfade bafeg abf eabdcf | ebcfg gafd ebacfd fgbdace
|
||||
ge fdeab gcebfda fadcg fgead abcdef eag ebdgfa acgbef dgeb | cdagf cfdgbae fdeab eag
|
||||
dba dgfceb fbcegad bagde bcdeag bcedg bdafce agfbe ad cgad | bdcafe agdc ebdcg cdga
|
||||
edfg fedac fbegcad acgfe fabcd ead bgefac de daecgf bcaged | bafcd ade bacefg fdbac
|
||||
gdecbf edabc ef fcgead fcadg bdcfga fec ceadf dgaefbc agfe | faedgc ef gabfcd fe
|
||||
deafg eb egbaf cadegf fcdeab degb bcgaf bfe bfcdega gefdba | abgfe eb gfdaeb efdcga
|
||||
fabcd beadf efabgc fc cafdgb gcfd adfcgeb abgdce cfb dgcba | dcgf bdcgaef gdcf cfdg
|
||||
ebac acedf ceadfb cfe dbcgaf ec efcgdab degaf abfcd edgbcf | ce edgaf dgbceaf fce
|
||||
ecbag fg gacdfe edafgcb cgefa eacdfb deafc bdagcf gcf dgef | fged gedf cefdga cabge
|
||||
dgebc bcg cg gdeabf cgfeba gdfc gefbdc adbec bdefg fgcdbae | begdf cfgd eadbc gbfde
|
||||
aefdb ecgb dgaeb agdbce ega fgdacb bcadg cbdeafg ge edacfg | age fcbdaeg gea bcfegda
|
||||
cdeabg fcgda bdagc acfb dfa af cdeabfg efdgab fbcgda decgf | bcagd cfba gedfc af
|
||||
ceadb caebgfd bdfaeg cbgaf ge ega gadcbf gfce ebgcfa gebca | aecdb febgcad bgcaf fadcgbe
|
||||
daegb gfdae ceagfd bgfade feagcb fbgd bg cbagdfe ebdac ebg | gefbacd dbgf geb adgbfe
|
||||
ecadfg acdfb aefgc ecbfdag dce cfbega fcdae edga gbecdf ed | fcdba ced egfcba dega
|
||||
defgbc cgdea efag fdbcgae acbdf gcdaeb fe dfcega efc defca | fage fec dcafeg ecagfdb
|
||||
bg dbcafg gdafecb dgfcae defcg gebd cefgb bgfecd fbaec fbg | gbf dfgec bedg cfdgae
|
||||
ebgda ebd adce cdgaeb edfcgb bcagd agdcebf ed agbef gcbfda | efagb gbefa dbcfgae eadc
|
||||
ebcfdg dbe de cdabgf fgdab dgae aecbf abfgced edbaf eagdfb | bface cdafebg gadcefb fedab
|
||||
agc dabcge agbcd cabe dbagf cfgeadb gecafd gbcdfe ac gbced | cbegd beac dgbce ac
|
||||
fdagb bdeacf fga eagd gcfdb gecafb ga feabd abfgde dcbfega | bdafe abgcfe gbecfad abdgefc
|
||||
fbecd dbaef bdgc debafgc daecgf ebfcgd ebc abegfc bc gfced | fadecbg cb cdgeaf bfade
|
||||
fagbe aebfgcd gef bgadf cbagfd deafbg cfdeag ge begd beafc | bcfadeg edbgaf fcgaed ge
|
||||
gabfc gabde fbdga bfegca agfbcd df cdfagbe dcfg caefbd dbf | decfagb bdf gfcd fd
|
||||
bdafeg gf gbadf gefb cgefda daecbfg bacfed cdagb fdg fdaeb | daegcf eagdfb adgcb bagfed
|
||||
dafegb efdac bda fgedbac egfcdb bgfa fbaed bgdef debagc ba | ba bgcead bad ab
|
||||
cfged cbegdf cb ecgdb adefbcg fdcabg cdb cdagef efbc gedab | bc gdebcf gecdb bagdcf
|
||||
fbegcd gcedba eba acegf dbfa efbgd ebfadg ab fgceadb bgfea | fgbae gbedcf degfb agdebc
|
||||
ceadf fdacbe ef edgafb dfe bgaedc cadfg bcef cfebgad ecabd | cafde fabedc debac eacfd
|
||||
cd dgafe cbgfae decfg cfebg cfd gdbc febgdc fbegacd fceadb | dc beagfc aebcfg gcfeabd
|
||||
adcefbg caefgb bafd dface bdcfe cegbd fbe gdfcae dceabf fb | efb ebcgd gbdcaef fb
|
||||
fbdg gebac degbfc gd dfeagbc decfb gcd dafgce faecbd bdgec | gfdcae gfdb dg afgdce
|
||||
fb fgedca fbe gfcde gcbfde dbceaf bgeca eafbdcg dgfb fbegc | fbe cbdegf bfe gedfc
|
||||
acfbe fcbaged bgdcf cabgfd ag cagd fcbga bcfegd gfa eadbfg | afgcb gbdecf efdbcg fag
|
||||
fbegc dgca dfc fagbedc bfadcg dc ebdfca fadbg cgbfd gfdbae | dabefg egdbaf gaebdf dc
|
||||
cdbgf bdfaeg ca fgcab dgacfbe feac facgbe ebgcad bca gfbea | dafbeg cab cdagbe debfga
|
||||
gfbe ebcfag bcedaf be egfac fegdca gebca eab cbgad gfacdbe | dabcgef bcagfed gcfea bea
|
||||
bdefacg fbgedc efdagb beg geabf eg dafbce dage gfabc eabdf | gead gcafb ecfdab egfbdac
|
||||
gd gfecbd dacefb dgbf cdegf acfge agbfced becdf aedbgc gdc | gdcef cgbead gd gefacbd
|
||||
cgbfea cafed dbgefac gacb bc afbge fdabge efbac bcfgde cbe | gbac fcdbge agcb aecgdfb
|
||||
abgefc cfeba gcdba fgdcea gf fcbgaed eadfcb gbfe fga bacgf | efcba fabecd dgcbfae eagcfd
|
||||
gcdbfe fdec gcfdb bdfeg de efgba cbgdafe afgcbd cgdbea ged | cedgbf fced agfcdeb cgfbed
|
||||
dbacfge cafdb gbcfea aegc afbec ea bae bgcedf befgc edgafb | dfgeabc bfgcde faceb fbecag
|
||||
bfcgad bfegd fg dcgeb egaf bfedcag efabdc dfegba gfb abefd | gf abdgcf dcbfag fgb
|
||||
degab dgebac bfdeacg cadeb fbdeac bag debgf cgda abgecf ga | dceba fdbeg edbac dbacfge
|
||||
abdef gcbead bgce cgdab deg dgcbfa aedbg fbacdge eadcfg ge | cgfdba gcafde agfcedb fdacbge
|
||||
defabg cabdg gcfed cabe gbeacd fgadbc eb geb aedcfgb bdgce | eb dbegc dfecg dbecag
|
||||
egdabcf edcgb bcedgf cgb bgfe fcgabd bg acgfed cbaed dfegc | cgb gbc egcfad degbc
|
||||
fe agebdc gfbead fcdea abecgfd bafcde beacd cbef def cgfad | dabgfe fde adfcg bfgead
|
||||
ba fcabed bad dgacf dfgecab dcgba gdecb bdgcfa abgf caegfd | gdecb dgcfba gcdafe afbedgc
|
||||
bdgef cdbgfa acbed gedcfb efdgba cg abcgedf cgb cgdbe cfeg | edabc ebdca edbcg ecgf
|
||||
edfba bcfgead cbged defbcg ag gfadce gcaebd edabg cabg dga | fedagc bcag bdegc gaebfdc
|
||||
edab fed egcfb ecgbfad fegbd fagdcb degcaf afgebd gabdf ed | def gdefb fgedb edcagf
|
||||
fc ebfgda ebcfd cabed gcadbf baecfdg cgfe fdc egdfb gdecbf | defbg aecbfdg cadbegf adgfbe
|
||||
bgdfc fgc fdegb dgecfb fcabd egbafdc gc dgce gabefc gedbfa | fbdgce gc dbfegca cg
|
||||
bgedc ged gdfcea dcefb cdabg bgfe defbgc bdecaf dcgbfae ge | badefc gbfe cbegd fdagbce
|
||||
cdefga cgdafeb cbe becdg gdefc cfbg cfdbeg cb febdac edgba | edbgcf abecfd ebgfcd fgbc
|
||||
de aegcf agedcb afegbdc edbf fbdga facgdb gdaef dbaegf dea | cdabgf ead afgbcd edbf
|
||||
cfagde eagfbc cbegf cg fcaegdb ebgfd gcf dafebc efabc acbg | bacfe fgc gcf cg
|
||||
gadfce fbcaeg bdag eba bedcgfa dcfbe ab ebdgca ceagd ecabd | eabdc badec cdaeg dagb
|
||||
aedb ebcagf fdeac be bdgfc eafbdc abcfegd aefgcd feb ecdfb | fecbd adeb be bfe
|
||||
dg fgdecb dfecb fdcgeba gedcb gceab fdge cgd cgdbfa baedcf | ecbgd cagfdeb dcbfeg gd
|
||||
fgcead bfdcag gecdf dfeacb dce aged gcbfe dcfgeab ed fgcda | cfegd de gcafd gefdc
|
||||
dbec eafbdg dafegc eac gbacf decagb bcgae bdgea gbcefad ce | becag edgab cbadgfe edbc
|
||||
gefcab agbdc febd bcegd de ecbfg afgdce ebafgdc dfebgc egd | de gdecfba edbf cdegb
|
||||
abdcefg fbdega dcfag bd fegba badgec fgadb edbf fgaceb bdg | acdfg fagbce adcfg abgfd
|
||||
ag agdb bfeag fbgdace bcfeda dgafeb egafdc begfc dfeba eag | ecbfg agbd dabg bfeacd
|
||||
dagc dae fdaec edcafg fbadeg cgefa abcgef ad dfecb fdgcbae | eda eagcbf agfec debfc
|
||||
ead beafd dfagb faceb bfedca facegd aefcbg cbed ed gfcbaed | abgdf eda agbfce ead
|
||||
afdgb eabcgf dfgbe fecdgba dagceb gfa cafgdb af cdfa abdcg | abdfg dceagb decfagb fagcedb
|
||||
dbcfga cb acb gcbafde fcbg egbfda dceaf gbfda dcfba cdbgae | fcadgb cdefgba agbfd cgfb
|
||||
gceb fcgba cefdba caebfdg egfadb eagfcb cb beafg acb gfacd | abcedf bca gfcda bcge
|
||||
eabdc caebf ad dgabcef fcaedg cfegba deacbf dabf dca begdc | dbgce dbfa fgebadc acedb
|
||||
fbgce ec gcea dafcgeb fgbed fec adgbcf abcfeg fcbga cfbade | cbdfag ebgfc fgcbe agbfdc
|
||||
afcg afebcg becgf fgadeb bdgaefc fa afe acedb abecf gdfebc | fgecb eacdfgb ceabf cgfa
|
||||
fb gadeb aegdfb abgfe fab dfgb adfecbg bcaegd ebdafc cafeg | becdfga bf fbadec bgfd
|
||||
ab dgafe fdaeb adb agcedf ecbfd agfb caedgb bdfage egfabdc | fedbc dfecag afdcge becfd
|
||||
bgedf dgecfb fae gbaec fa cedafg dcabfge gedfab gafbe fbda | fcgdea geadcfb efbdg fa
|
||||
cgfaed fdebg fcgabd fcegb bd dfaeg gfbeda fgdceba edba dgb | db ebcgf fgcbe edgfa
|
||||
fgc egcafb dcgb fagdb bedafgc cdbgaf fedac cg gacfd dfbage | febgad cgfaeb fadbg gc
|
||||
fdaebcg deabgc bfdeg dfcaeg efcgd cdaf cfbeag fcg cf cgeda | bgefcad bgdfe dafc ebagfc
|
||||
egcfad dbecf cbgf fbe aecbd bcfdge dfbgea aebgdcf ecfdg fb | cgfb gecfd gefacdb fbcg
|
||||
cdb adcf gbcdae bdceaf dfaeb cdfeb febgc fgedba cd cgdafeb | eadfb fcgeb cbedga bdacge
|
||||
gd dacg gbdafc gfbdc bdegaf fbgca cbgdefa cbafge edfcb dfg | gbcafd dgac dgcafb cbfgae
|
||||
cbf dafeb fbceag bc egbdfc edbgafc fbced ecdfg cdgb gdafec | bcf dbfea ebagcf gadfcbe
|
||||
dcebgf eagfc aebfcd edcbg baefgdc fd cdefg dgaebc fde bfgd | ebagfcd acgefdb fagec gbdaec
|
||||
afgdc bagec bdfg fb ecgdbfa fab dfecga bcgadf dcafbe bgafc | afgced fb dcafg feabcd
|
||||
gef febag ebagc egcfbd fg cafg abfde abcfge afcgebd ebcgda | egf gaebf dfeba gadbce
|
||||
ag cdeafg gdbfce daceb acgf efgbda adg cegda gaedbfc efcgd | debac eadbc bgaecdf cgbaedf
|
||||
acefdbg debgac ecdgf ead facebg eafgb ad fedbga bfda eafgd | adbf eagfd eabcfgd ecagfb
|
||||
cd bafegc fgcaed fcaeg dgc fdcag agdbf fedc gbadce egdabcf | fedbcga bgafd fcde cfed
|
||||
decg egf ecgbfa degfa edbagfc dgcabf cdfag eg fcaedg faebd | gcadef efadg egf eg
|
||||
feacbg cgfadbe efb efbga dfagb eb aefgc bgec cgedaf dcebfa | eb be be fbe
|
||||
begc eacfdb dfacg agcfe ce eagbf eac eafdgb aefbcg dfgaecb | ce ce ce gbce
|
||||
dfeagb dgaeb dbagefc gbcfae degf decba cbgdfa bgfda eg gae | ge agfdcbe bdace fdeg
|
||||
cgdab cegdbf cfbad bg aegb caedfg eacgbfd dgb dgaec gdbaec | gbea eacgd gb cgaebd
|
||||
ag ecdgbaf edcba eagcd aeg gcfa dfcgae egcdf gfdeba fcgbde | fgeadb dacge fdagceb egafbd
|
||||
fdbgec bge fdacbe bfdga edfgb cbgaed gefc cefdb ge baegdfc | ebfgd gbe begdf eg
|
||||
cedafb gdab fgced cabdf fgbaecd dcbgf gb bgc gabfdc ebfgca | bcadgf cbfda cdgfab agdb
|
||||
fdcbg bgface ecdabf ad fgcbaed gcefad dac efgac cfagd daeg | dcfabge edga ad gcfea
|
||||
bce gaecdb aefc bedfgca acbfge aebgf fbceg defgba dgfcb ce | ceaf ce bfgce ce
|
||||
gefadc gefadb agd ebfcdag dbeg dfagb abfed gafcb dg adbcef | fbgad bged gd cfebda
|
||||
dcfge egdbf adcgf bafecgd ecd gdfeac bdecaf ec cfgdab cage | acge dacgf facdg cgea
|
||||
bagdec gecdfba gdabe deb eabc be acdgfe afgdb deagc gdecfb | aebgd cgdea adbge eabc
|
||||
gebca bedgaf ac gcbeaf bcagedf bafge egcfda bedgc cabf cea | ecbdg efcgab ebagc bgadfec
|
||||
edacbg gcfad efdabg bc cgfdbae bdc cfedab efbc beadf fadbc | dbc fcbe fbedacg cabfd
|
||||
adfgce acgfb bgfadc dgbca fc gfc fgacdbe fagbe bcdf ebagcd | cbagdfe gfc fgbac cgbaed
|
||||
gdbfec bea acdb ba bcged edabgc gcfaebd afebcg gedba gdeaf | ba fgcebd efgda gadfecb
|
||||
gd gcda bgd gafbcde bdcfag bcgdf cedfb bgefda eacfbg cfbga | fgcab fdgcba bgacf bfedga
|
||||
fgcadeb abdgc gce bagec fcbea ge aebcgd gead cedfgb bagdfc | gbdace baefc fdcagb cdgab
|
||||
fbca aedfcg eagcbd fadbec bdgef fec cf bgcfade dbcef cbade | fgedb bgefadc fc cf
|
||||
dbgfa feca gfbced cf abfgce fcb cafbg eabgc acdbge edafcbg | abgdf dbcgef geabfc fcb
|
||||
dbaf fag bdfgea ecbgfa dgbfe fa edacg agcfdbe cefdbg fdgea | fgbaed cdegbf dacfbge gdcfbe
|
||||
abc acefbd gacedbf gbcde dgabf ca fgcedb cega dgbca cgeadb | ca bcged abgfd bca
|
||||
ceabgd cgfeb ea aedf gcbdfa cadbf acdfeb abfec eac dgcefba | cgdbafe cea adfe aec
|
||||
dbcfgae agebc ebgd cebdfa ebacdg deagc be fdecga gbacf bce | deagcb agecdf caefdg cegad
|
||||
dcaeg gea gdaf befgac cefgd facbdeg dcgbfe ga dagfec adecb | gadf gaedc age cabedgf
|
||||
bead dagfbe gda bagfec ad egfba ecgfad fdcgb ecfabdg dfgab | agefdc dga bgfea dafcgbe
|
||||
abcgd gecbfda cegd badfge bcaed fcaeb ed adcgfb gcabed edb | acefb acbgde deb ed
|
||||
cgefdab dgbcfe gbe beca be fdecga bgcafe bfgda abgfe fgace | bfgda eb gbe bdgaf
|
||||
age cefbadg bcfea cdagbe begca ag gedfca cbfdeg ebcgd dbga | efbac ega fecab dgba
|
||||
cgedf fc defbgc cdf fceb dgebf bafgdce eadbgf ecgad gcfadb | cf deabgfc efgdbc fgbcda
|
||||
bdgeacf bagdef gb becg bcfage cafbg bga fdbac caefdg eafcg | bcedafg cbeg bg gb
|
||||
dfceb gcdab ecbad gfbdea eab gcbeda bgcdeaf ea abfgdc cgea | baedc egca dgacbe cedfb
|
||||
gdaeb dgfbc cefg fe cfbgaed gdfeb fadcbg defgcb abcdfe dfe | gdcfba eagdb fe cfeg
|
||||
abfcedg afgcde acgfd ae bdecga efbcd dea fdgabc feacd gfae | afdcge gaef aefgcd geacfd
|
||||
beadfg cfdgb fdb agfcbde db abcgfd ecdgf cbagf bafgce bdca | efgcd dcefg cdgfe bd
|
||||
fagbe fedbcag afbgcd agdfbe age adgcbe ea fead egbcf abgdf | gae cbegf afgdb ea
|
||||
badfcg fagdc gaf fedcgba dagb acefd dbgcf cgfdbe ag gbecfa | ag bagd bdfgca fbadgc
|
||||
cfebg gc fcbea dcbafe gbc gcedafb cegdba cagf fbgde baecgf | cg agcf befgc bgc
|
||||
fegb ecdaf ecb gacefdb eb gdacbf cdegba abgfc afceb acegfb | ebafgcd afdgceb ebc be
|
||||
adgb cgbae bg abecdg gcefa ecbad dbgfec gbe cbfdega baecfd | badg badg dbag aegbc
|
||||
ab bfa gbedcaf adbgfe bfecg acefb fgdcae bcad fceda ebafdc | gebdaf edcfag ab ba
|
||||
ceadbg cd gfdeca ebgfd gdfec dce fegbca ecfag fadc gdeabfc | gfaec gface fdac ecadgf
|
||||
fbagd egdafb bdg adcefg gbfac daegbcf eadgf bd bfde dgceab | dbfe bd agfde agdef
|
||||
ebg bgdfe acebdg dcfage abfdge agefd dgbcf eb bdfegac afbe | cdfbg aefb dcagef edfga
|
||||
bfcd efc bfdcge gbdec bagfe agdceb cf dacgbef bfgec eadgfc | cfe dcbf cgebdf dbecag
|
||||
cda cefdbg fgeca fdgbeca acgdf bdcgf da deafcb fbgcad bdga | afgbcd cfega gbfcda gdebcf
|
||||
dcaf cagfb gdacb bgdfca fgaecb ebdag cd fdgcbae dbc bcfegd | cfdegb dc abcgd cbfedag
|
||||
gabedc dgfab ecdfbg adegf afbc dbagc bacedgf bf fdb fdcbag | cfedgb dgcfab gbfcead dcbga
|
||||
bcagde efd bgfcd fdecb aefb fe dcfbae gacfebd caebd afecgd | ebcdf afeb ef befa
|
||||
abfc gcdaef agecdfb cb gacedb cgb gcbdf bdgfac gedfb gcdaf | gfceda bc bdfgaec bdgef
|
||||
geabc gcebad cgbeaf begdcf gfabe fe bfgda gfe afce ebcfagd | febgac fcea fbcged baecgd
|
||||
aedfb gbfe acbgde fe fcedgba aef fcadge bacdf fegdab ebdga | fcgdeba afdeb ef fae
|
||||
gbcfd adfgcb gba dgcbafe agbfde ag cfag fecdbg gbdac edcab | fgcbd bgcad agb bdefga
|
||||
agfde efgcba gaefc bdcfeg cfe bafc bgcedaf egbac agcedb cf | gebacf ecgafb gfceab cefag
|
||||
febdc begcd ecgbdf dbacfe bdfagc adgec gbd gb afbdceg gefb | dbg gacbfd egcdfb gfebcd
|
||||
decfbg dagfb afcgbd gdcfb cbaedf caefgdb da gdca gafeb abd | adbgcef dgafb abd cfbgeda
|
||||
begcfd bgeaf dcfaeb cadfeg gcdb cadbgfe cg ecfbd cfbge cgf | cg gfc gdcb gcf
|
||||
ecagdf dfcebg fgbea bg cbeadgf egb ebcafg edfab gbca fegac | bafeg aebfd gcab fbecdag
|
||||
dgacf abfecg fcgadeb cgd gdbace cgbfa egfda dbfc cdbfga dc | cfbd gabdce dbgcaf egfda
|
||||
afedcgb afge bfead gf gdfbe fgabed dgcbe dfceab dgf fabgdc | feag cdabef bgdacf gfea
|
||||
adebgc de bfgacde beafdg egabc egcabf deg cead cbdeg dcgfb | ed eabdgf eadc dbafge
|
||||
fcdbgae gbacf ebgdfc bcadeg bdgea fagdbe gce aecgb acde ce | cge ecg cabeg efdcgba
|
||||
aefgcb fedagcb cefbdg ef dcbeg bacdge fegd edbfc fabdc cef | ecbgfd gdef bacdeg bcdeg
|
||||
geadc gecfad gfcadb eg agdcf bgafce gdef acdbe gea dabegcf | ecfbag gebcaf baecd dfeg
|
||||
cdeba bd aegcd bfadec ecfab bafd agbfce bfdcge bdc cgebdfa | abcfe agdce db adecg
|
||||
fbadg faedgc bgdac bcegd bcadge agc gdefcb cbae gdfbace ca | defgcb ceagbd bdgca afedcg
|
||||
acgfd cbdage agcbd dfa edcfg fa dbcfeag fabc dbaefg gdbcfa | af gedabfc af ebgdfac
|
||||
dafgbc dfegc dc cgfae cgeafd cdf cagefb ceda bfged fdegcba | aecd cade deac fbged
|
||||
cbegda dgfeb gefcb aefbgc fdgceb agdfe dgb bd fdbc bdgfaec | dcgbeaf db gfbed efdag
|
||||
aefbd cdbeagf gd fdgc fgcdab afbcg bdg egfabc bfgad aebgcd | gdfc gadcfeb cfgd fgacb
|
||||
eb gcbaed aeb fgdecba begd eagdc cadfb eabdc cfgade gacfeb | egdca dcbea bdfcgea be
|
78
2021/d08/ex2/ex2.py
Executable file
78
2021/d08/ex2/ex2.py
Executable file
|
@ -0,0 +1,78 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from dataclasses import dataclass
|
||||
from typing import Dict, List, Set
|
||||
|
||||
|
||||
@dataclass
|
||||
class Entry:
|
||||
signals: List[Set[str]]
|
||||
outputs: List[Set[str]]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def parse_entry(input: str) -> Entry:
|
||||
signals, outputs = input.split(" | ")
|
||||
return Entry(
|
||||
[set(s) for s in signals.split()], [set(o) for o in outputs.split()]
|
||||
)
|
||||
|
||||
def deduce_signals(entry: Entry) -> Dict[int, Set[str]]:
|
||||
_1, _7, _4, *signals_to_deduce, _8 = sorted(entry.signals, key=len)
|
||||
signals = {
|
||||
1: _1,
|
||||
4: _4,
|
||||
7: _7,
|
||||
8: _8,
|
||||
}
|
||||
|
||||
for sig in signals_to_deduce:
|
||||
match = len(sig), len(sig & _4), len(sig & _1)
|
||||
|
||||
if match == (6, 3, 2):
|
||||
signals[0] = sig
|
||||
elif match == (5, 2, 1):
|
||||
signals[2] = sig
|
||||
elif match == (5, 3, 2):
|
||||
signals[3] = sig
|
||||
elif match == (5, 3, 1):
|
||||
signals[5] = sig
|
||||
elif match == (6, 3, 1):
|
||||
signals[6] = sig
|
||||
elif match == (6, 4, 2):
|
||||
signals[9] = sig
|
||||
else:
|
||||
assert False # Sanity check
|
||||
|
||||
assert len(signals) == 10 # Sanity check
|
||||
return signals
|
||||
|
||||
def deduce_entry(entry: Entry) -> int:
|
||||
decoded_signals = deduce_signals(entry)
|
||||
|
||||
res = 0
|
||||
|
||||
for output in entry.outputs:
|
||||
assert output in decoded_signals.values() # Sanity check
|
||||
|
||||
for n, signal in decoded_signals.items():
|
||||
if output != signal:
|
||||
continue
|
||||
res = res * 10 + n
|
||||
|
||||
return res
|
||||
|
||||
entries = [parse_entry(line) for line in input]
|
||||
|
||||
return sum(map(deduce_entry, entries))
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
200
2021/d08/ex2/input
Normal file
200
2021/d08/ex2/input
Normal file
|
@ -0,0 +1,200 @@
|
|||
badc bd dbeaf cfdbge dfb cfbdea efbag edcfgab dcafe degfca | eacfd acdfbe cbdegf fcbaedg
|
||||
cd fdbac egcfab gbadcfe cfgdeb cbadfe deca cdf dfabg abefc | dcf cfbad gbafced fcd
|
||||
cg agecfb cbg eabgfdc egdc fdgba bafecd cbdfe bfcdeg cfgdb | efdcb adcfeb fbdcg gbc
|
||||
bfceg gfadb dbcfgea bgaef efad abe bcdgfa ea fbdgea agecbd | eadf ceadbg abfge fecdbga
|
||||
gdcafe eacb adc gbfda afdceb edgbcf badfc ecgbafd ac fdbce | ebfcd cefdab bdfgeca egbdacf
|
||||
aefbgd fbdc fbecg egdcb edcbag bf gcefa fbedcg bagfced fbg | afgce cfbd bdcf geafdbc
|
||||
ebgacd edacg gcdeaf cabfg dbc bd cdbgaef ebad fecgbd acbgd | dgbac db caegbdf gcbfa
|
||||
defbga gead ge efagcb gdafbc cegbdfa egf bfdce bgdef dgabf | gef eg bfcdag ge
|
||||
bae adcgfbe cdfeag ab dcgeb bfdage agecb cagfe abcf bfcaeg | bae aeb agfceb afceg
|
||||
ae adefcb gaceb gadceb edag efadcgb badgc cfgbe cadbfg cea | ceabgd fbeacdg aged aged
|
||||
aegbdc dbegfac gcbaf df febd egdafc deabg gdf gdfeab adfbg | bcdegaf dfeb bcegad df
|
||||
aegcdfb becdaf gdecf ag fag dcfgba badg fcbad cdgaf acefgb | abcdf cefdab ga ga
|
||||
gbcfad cefadg cegad aefdb gedacb gcfe fc cfbgead cfade caf | degac egcf geacfbd afc
|
||||
bcfad afcdbe fd ecfba cfd afde cfeabg gcbfed dacbg fdgabec | cafbged edfa fcd dabgc
|
||||
afdc adbfe bgecfad ecagdb dbcafe dfe fd agbfe bdace gdbfec | fadbe efbdgc fadbe edcba
|
||||
bdface geba ecbdag acegd afcdg ge eadbc bfecgda edg fgbdce | eg abge fadgceb abge
|
||||
fagbde fcegbd gec efcdg fdgbe ebfcag gc adcfe cgdb cagbdfe | defcg cbgdfea gcbd ecfgd
|
||||
acfbg debgf gfcdba edcbfa fbdag fgbeca cfbagde gadc da bda | dacg acbgf cedfgab caefdgb
|
||||
ca dfegca edcbgf gfcde aedbg gfdeacb dcbfea facg dgcea ace | fedcg fdagec cea ac
|
||||
acdf gcfde debcga ecbgaf cf ebgdf bagfdce cedag cef gedafc | dgcbea fc dcgeaf cdaeg
|
||||
ebagf cabgfed ed cbgad afcbge afdbge edg eagbd cedgfb aefd | fcgdbe de cgbeaf ed
|
||||
fbcdeag cafbd fgcbea fdgacb daecfb cg gca defga gbdc fdcga | abfcged agc acfgd cbfaeg
|
||||
dacfe ed ebdcag gcadfe dfbcaeg dce dfeg fbcadg bfeca acdfg | fcbdga gcbade aegdcf fbcgda
|
||||
cfdegb cbef fgdec gdfbca gdecbfa egfdca bc gbc cbegd aedgb | befc bc abegd ebcdfga
|
||||
agcefdb fdbg bf bdafe gdebaf eafdg acdbe gcebaf bef edcfga | bf fdbg efdab gefda
|
||||
gcb bdcgef dcbfg bg edbg facegb cbedf edgafbc dfgca edacbf | gb cdebfa deagfcb bg
|
||||
eafbg gfad afegbd caefbg befdgc ebagd gd bdg cfbdage acdeb | gd geafb cabed dbg
|
||||
bcedfg dc dgc aedfbcg acgbed bgfead gedbf bfdcg cedf facbg | gabfed cdebag dafegb cd
|
||||
fa adbceg afecd cafdbge eacgfb daegcf aef bcdfe fdga daceg | acedf afe fae afdg
|
||||
cdfaeg agcfb bcdgea dcafeb cef fabec ef dfgcbae defb eabcd | gdabce fdeb ebdf ecf
|
||||
cdefg ceafg gebfd cdg dc efbcdg cdgbea cfedbga cbfd fdagbe | fbcd afdgbe fabedg dcfb
|
||||
cdafgb egdb fecgabd cbfdg fcbedg feb acefg begcf be dacebf | be be ebfdca abgfcd
|
||||
eafgcd facegb acb cdbfaeg fagec dgcabe baefd cgbf cb afecb | bcafeg fcgb gfdeac eagcf
|
||||
ecgdfb deb edfgab eb faedcg agfed bfaed dbacf gbae efgdcba | fabde eb ecdgfb eabg
|
||||
aefbg bdegfa gacdb gefc fbc fc bfdcae gefbac cbfag dbgefac | ecfg fc cfge efgcdab
|
||||
gcfbed gcbae dcaef cbegad bdag bgeacf adefgcb deg adgec gd | agcbde bgad gdbfec gcfabe
|
||||
dfacb egbcda dac agdcfb fecab adecfgb bgadf cd fgeabd cgfd | gabfdec acd dc dc
|
||||
bfecg dcgeab af gadf aedbg caefdbg bgfade bafeg abf eabdcf | ebcfg gafd ebacfd fgbdace
|
||||
ge fdeab gcebfda fadcg fgead abcdef eag ebdgfa acgbef dgeb | cdagf cfdgbae fdeab eag
|
||||
dba dgfceb fbcegad bagde bcdeag bcedg bdafce agfbe ad cgad | bdcafe agdc ebdcg cdga
|
||||
edfg fedac fbegcad acgfe fabcd ead bgefac de daecgf bcaged | bafcd ade bacefg fdbac
|
||||
gdecbf edabc ef fcgead fcadg bdcfga fec ceadf dgaefbc agfe | faedgc ef gabfcd fe
|
||||
deafg eb egbaf cadegf fcdeab degb bcgaf bfe bfcdega gefdba | abgfe eb gfdaeb efdcga
|
||||
fabcd beadf efabgc fc cafdgb gcfd adfcgeb abgdce cfb dgcba | dcgf bdcgaef gdcf cfdg
|
||||
ebac acedf ceadfb cfe dbcgaf ec efcgdab degaf abfcd edgbcf | ce edgaf dgbceaf fce
|
||||
ecbag fg gacdfe edafgcb cgefa eacdfb deafc bdagcf gcf dgef | fged gedf cefdga cabge
|
||||
dgebc bcg cg gdeabf cgfeba gdfc gefbdc adbec bdefg fgcdbae | begdf cfgd eadbc gbfde
|
||||
aefdb ecgb dgaeb agdbce ega fgdacb bcadg cbdeafg ge edacfg | age fcbdaeg gea bcfegda
|
||||
cdeabg fcgda bdagc acfb dfa af cdeabfg efdgab fbcgda decgf | bcagd cfba gedfc af
|
||||
ceadb caebgfd bdfaeg cbgaf ge ega gadcbf gfce ebgcfa gebca | aecdb febgcad bgcaf fadcgbe
|
||||
daegb gfdae ceagfd bgfade feagcb fbgd bg cbagdfe ebdac ebg | gefbacd dbgf geb adgbfe
|
||||
ecadfg acdfb aefgc ecbfdag dce cfbega fcdae edga gbecdf ed | fcdba ced egfcba dega
|
||||
defgbc cgdea efag fdbcgae acbdf gcdaeb fe dfcega efc defca | fage fec dcafeg ecagfdb
|
||||
bg dbcafg gdafecb dgfcae defcg gebd cefgb bgfecd fbaec fbg | gbf dfgec bedg cfdgae
|
||||
ebgda ebd adce cdgaeb edfcgb bcagd agdcebf ed agbef gcbfda | efagb gbefa dbcfgae eadc
|
||||
ebcfdg dbe de cdabgf fgdab dgae aecbf abfgced edbaf eagdfb | bface cdafebg gadcefb fedab
|
||||
agc dabcge agbcd cabe dbagf cfgeadb gecafd gbcdfe ac gbced | cbegd beac dgbce ac
|
||||
fdagb bdeacf fga eagd gcfdb gecafb ga feabd abfgde dcbfega | bdafe abgcfe gbecfad abdgefc
|
||||
fbecd dbaef bdgc debafgc daecgf ebfcgd ebc abegfc bc gfced | fadecbg cb cdgeaf bfade
|
||||
fagbe aebfgcd gef bgadf cbagfd deafbg cfdeag ge begd beafc | bcfadeg edbgaf fcgaed ge
|
||||
gabfc gabde fbdga bfegca agfbcd df cdfagbe dcfg caefbd dbf | decfagb bdf gfcd fd
|
||||
bdafeg gf gbadf gefb cgefda daecbfg bacfed cdagb fdg fdaeb | daegcf eagdfb adgcb bagfed
|
||||
dafegb efdac bda fgedbac egfcdb bgfa fbaed bgdef debagc ba | ba bgcead bad ab
|
||||
cfged cbegdf cb ecgdb adefbcg fdcabg cdb cdagef efbc gedab | bc gdebcf gecdb bagdcf
|
||||
fbegcd gcedba eba acegf dbfa efbgd ebfadg ab fgceadb bgfea | fgbae gbedcf degfb agdebc
|
||||
ceadf fdacbe ef edgafb dfe bgaedc cadfg bcef cfebgad ecabd | cafde fabedc debac eacfd
|
||||
cd dgafe cbgfae decfg cfebg cfd gdbc febgdc fbegacd fceadb | dc beagfc aebcfg gcfeabd
|
||||
adcefbg caefgb bafd dface bdcfe cegbd fbe gdfcae dceabf fb | efb ebcgd gbdcaef fb
|
||||
fbdg gebac degbfc gd dfeagbc decfb gcd dafgce faecbd bdgec | gfdcae gfdb dg afgdce
|
||||
fb fgedca fbe gfcde gcbfde dbceaf bgeca eafbdcg dgfb fbegc | fbe cbdegf bfe gedfc
|
||||
acfbe fcbaged bgdcf cabgfd ag cagd fcbga bcfegd gfa eadbfg | afgcb gbdecf efdbcg fag
|
||||
fbegc dgca dfc fagbedc bfadcg dc ebdfca fadbg cgbfd gfdbae | dabefg egdbaf gaebdf dc
|
||||
cdbgf bdfaeg ca fgcab dgacfbe feac facgbe ebgcad bca gfbea | dafbeg cab cdagbe debfga
|
||||
gfbe ebcfag bcedaf be egfac fegdca gebca eab cbgad gfacdbe | dabcgef bcagfed gcfea bea
|
||||
bdefacg fbgedc efdagb beg geabf eg dafbce dage gfabc eabdf | gead gcafb ecfdab egfbdac
|
||||
gd gfecbd dacefb dgbf cdegf acfge agbfced becdf aedbgc gdc | gdcef cgbead gd gefacbd
|
||||
cgbfea cafed dbgefac gacb bc afbge fdabge efbac bcfgde cbe | gbac fcdbge agcb aecgdfb
|
||||
abgefc cfeba gcdba fgdcea gf fcbgaed eadfcb gbfe fga bacgf | efcba fabecd dgcbfae eagcfd
|
||||
gcdbfe fdec gcfdb bdfeg de efgba cbgdafe afgcbd cgdbea ged | cedgbf fced agfcdeb cgfbed
|
||||
dbacfge cafdb gbcfea aegc afbec ea bae bgcedf befgc edgafb | dfgeabc bfgcde faceb fbecag
|
||||
bfcgad bfegd fg dcgeb egaf bfedcag efabdc dfegba gfb abefd | gf abdgcf dcbfag fgb
|
||||
degab dgebac bfdeacg cadeb fbdeac bag debgf cgda abgecf ga | dceba fdbeg edbac dbacfge
|
||||
abdef gcbead bgce cgdab deg dgcbfa aedbg fbacdge eadcfg ge | cgfdba gcafde agfcedb fdacbge
|
||||
defabg cabdg gcfed cabe gbeacd fgadbc eb geb aedcfgb bdgce | eb dbegc dfecg dbecag
|
||||
egdabcf edcgb bcedgf cgb bgfe fcgabd bg acgfed cbaed dfegc | cgb gbc egcfad degbc
|
||||
fe agebdc gfbead fcdea abecgfd bafcde beacd cbef def cgfad | dabgfe fde adfcg bfgead
|
||||
ba fcabed bad dgacf dfgecab dcgba gdecb bdgcfa abgf caegfd | gdecb dgcfba gcdafe afbedgc
|
||||
bdgef cdbgfa acbed gedcfb efdgba cg abcgedf cgb cgdbe cfeg | edabc ebdca edbcg ecgf
|
||||
edfba bcfgead cbged defbcg ag gfadce gcaebd edabg cabg dga | fedagc bcag bdegc gaebfdc
|
||||
edab fed egcfb ecgbfad fegbd fagdcb degcaf afgebd gabdf ed | def gdefb fgedb edcagf
|
||||
fc ebfgda ebcfd cabed gcadbf baecfdg cgfe fdc egdfb gdecbf | defbg aecbfdg cadbegf adgfbe
|
||||
bgdfc fgc fdegb dgecfb fcabd egbafdc gc dgce gabefc gedbfa | fbdgce gc dbfegca cg
|
||||
bgedc ged gdfcea dcefb cdabg bgfe defbgc bdecaf dcgbfae ge | badefc gbfe cbegd fdagbce
|
||||
cdefga cgdafeb cbe becdg gdefc cfbg cfdbeg cb febdac edgba | edbgcf abecfd ebgfcd fgbc
|
||||
de aegcf agedcb afegbdc edbf fbdga facgdb gdaef dbaegf dea | cdabgf ead afgbcd edbf
|
||||
cfagde eagfbc cbegf cg fcaegdb ebgfd gcf dafebc efabc acbg | bacfe fgc gcf cg
|
||||
gadfce fbcaeg bdag eba bedcgfa dcfbe ab ebdgca ceagd ecabd | eabdc badec cdaeg dagb
|
||||
aedb ebcagf fdeac be bdgfc eafbdc abcfegd aefgcd feb ecdfb | fecbd adeb be bfe
|
||||
dg fgdecb dfecb fdcgeba gedcb gceab fdge cgd cgdbfa baedcf | ecbgd cagfdeb dcbfeg gd
|
||||
fgcead bfdcag gecdf dfeacb dce aged gcbfe dcfgeab ed fgcda | cfegd de gcafd gefdc
|
||||
dbec eafbdg dafegc eac gbacf decagb bcgae bdgea gbcefad ce | becag edgab cbadgfe edbc
|
||||
gefcab agbdc febd bcegd de ecbfg afgdce ebafgdc dfebgc egd | de gdecfba edbf cdegb
|
||||
abdcefg fbdega dcfag bd fegba badgec fgadb edbf fgaceb bdg | acdfg fagbce adcfg abgfd
|
||||
ag agdb bfeag fbgdace bcfeda dgafeb egafdc begfc dfeba eag | ecbfg agbd dabg bfeacd
|
||||
dagc dae fdaec edcafg fbadeg cgefa abcgef ad dfecb fdgcbae | eda eagcbf agfec debfc
|
||||
ead beafd dfagb faceb bfedca facegd aefcbg cbed ed gfcbaed | abgdf eda agbfce ead
|
||||
afdgb eabcgf dfgbe fecdgba dagceb gfa cafgdb af cdfa abdcg | abdfg dceagb decfagb fagcedb
|
||||
dbcfga cb acb gcbafde fcbg egbfda dceaf gbfda dcfba cdbgae | fcadgb cdefgba agbfd cgfb
|
||||
gceb fcgba cefdba caebfdg egfadb eagfcb cb beafg acb gfacd | abcedf bca gfcda bcge
|
||||
eabdc caebf ad dgabcef fcaedg cfegba deacbf dabf dca begdc | dbgce dbfa fgebadc acedb
|
||||
fbgce ec gcea dafcgeb fgbed fec adgbcf abcfeg fcbga cfbade | cbdfag ebgfc fgcbe agbfdc
|
||||
afcg afebcg becgf fgadeb bdgaefc fa afe acedb abecf gdfebc | fgecb eacdfgb ceabf cgfa
|
||||
fb gadeb aegdfb abgfe fab dfgb adfecbg bcaegd ebdafc cafeg | becdfga bf fbadec bgfd
|
||||
ab dgafe fdaeb adb agcedf ecbfd agfb caedgb bdfage egfabdc | fedbc dfecag afdcge becfd
|
||||
bgedf dgecfb fae gbaec fa cedafg dcabfge gedfab gafbe fbda | fcgdea geadcfb efbdg fa
|
||||
cgfaed fdebg fcgabd fcegb bd dfaeg gfbeda fgdceba edba dgb | db ebcgf fgcbe edgfa
|
||||
fgc egcafb dcgb fagdb bedafgc cdbgaf fedac cg gacfd dfbage | febgad cgfaeb fadbg gc
|
||||
fdaebcg deabgc bfdeg dfcaeg efcgd cdaf cfbeag fcg cf cgeda | bgefcad bgdfe dafc ebagfc
|
||||
egcfad dbecf cbgf fbe aecbd bcfdge dfbgea aebgdcf ecfdg fb | cgfb gecfd gefacdb fbcg
|
||||
cdb adcf gbcdae bdceaf dfaeb cdfeb febgc fgedba cd cgdafeb | eadfb fcgeb cbedga bdacge
|
||||
gd dacg gbdafc gfbdc bdegaf fbgca cbgdefa cbafge edfcb dfg | gbcafd dgac dgcafb cbfgae
|
||||
cbf dafeb fbceag bc egbdfc edbgafc fbced ecdfg cdgb gdafec | bcf dbfea ebagcf gadfcbe
|
||||
dcebgf eagfc aebfcd edcbg baefgdc fd cdefg dgaebc fde bfgd | ebagfcd acgefdb fagec gbdaec
|
||||
afgdc bagec bdfg fb ecgdbfa fab dfecga bcgadf dcafbe bgafc | afgced fb dcafg feabcd
|
||||
gef febag ebagc egcfbd fg cafg abfde abcfge afcgebd ebcgda | egf gaebf dfeba gadbce
|
||||
ag cdeafg gdbfce daceb acgf efgbda adg cegda gaedbfc efcgd | debac eadbc bgaecdf cgbaedf
|
||||
acefdbg debgac ecdgf ead facebg eafgb ad fedbga bfda eafgd | adbf eagfd eabcfgd ecagfb
|
||||
cd bafegc fgcaed fcaeg dgc fdcag agdbf fedc gbadce egdabcf | fedbcga bgafd fcde cfed
|
||||
decg egf ecgbfa degfa edbagfc dgcabf cdfag eg fcaedg faebd | gcadef efadg egf eg
|
||||
feacbg cgfadbe efb efbga dfagb eb aefgc bgec cgedaf dcebfa | eb be be fbe
|
||||
begc eacfdb dfacg agcfe ce eagbf eac eafdgb aefbcg dfgaecb | ce ce ce gbce
|
||||
dfeagb dgaeb dbagefc gbcfae degf decba cbgdfa bgfda eg gae | ge agfdcbe bdace fdeg
|
||||
cgdab cegdbf cfbad bg aegb caedfg eacgbfd dgb dgaec gdbaec | gbea eacgd gb cgaebd
|
||||
ag ecdgbaf edcba eagcd aeg gcfa dfcgae egcdf gfdeba fcgbde | fgeadb dacge fdagceb egafbd
|
||||
fdbgec bge fdacbe bfdga edfgb cbgaed gefc cefdb ge baegdfc | ebfgd gbe begdf eg
|
||||
cedafb gdab fgced cabdf fgbaecd dcbgf gb bgc gabfdc ebfgca | bcadgf cbfda cdgfab agdb
|
||||
fdcbg bgface ecdabf ad fgcbaed gcefad dac efgac cfagd daeg | dcfabge edga ad gcfea
|
||||
bce gaecdb aefc bedfgca acbfge aebgf fbceg defgba dgfcb ce | ceaf ce bfgce ce
|
||||
gefadc gefadb agd ebfcdag dbeg dfagb abfed gafcb dg adbcef | fbgad bged gd cfebda
|
||||
dcfge egdbf adcgf bafecgd ecd gdfeac bdecaf ec cfgdab cage | acge dacgf facdg cgea
|
||||
bagdec gecdfba gdabe deb eabc be acdgfe afgdb deagc gdecfb | aebgd cgdea adbge eabc
|
||||
gebca bedgaf ac gcbeaf bcagedf bafge egcfda bedgc cabf cea | ecbdg efcgab ebagc bgadfec
|
||||
edacbg gcfad efdabg bc cgfdbae bdc cfedab efbc beadf fadbc | dbc fcbe fbedacg cabfd
|
||||
adfgce acgfb bgfadc dgbca fc gfc fgacdbe fagbe bcdf ebagcd | cbagdfe gfc fgbac cgbaed
|
||||
gdbfec bea acdb ba bcged edabgc gcfaebd afebcg gedba gdeaf | ba fgcebd efgda gadfecb
|
||||
gd gcda bgd gafbcde bdcfag bcgdf cedfb bgefda eacfbg cfbga | fgcab fdgcba bgacf bfedga
|
||||
fgcadeb abdgc gce bagec fcbea ge aebcgd gead cedfgb bagdfc | gbdace baefc fdcagb cdgab
|
||||
fbca aedfcg eagcbd fadbec bdgef fec cf bgcfade dbcef cbade | fgedb bgefadc fc cf
|
||||
dbgfa feca gfbced cf abfgce fcb cafbg eabgc acdbge edafcbg | abgdf dbcgef geabfc fcb
|
||||
dbaf fag bdfgea ecbgfa dgbfe fa edacg agcfdbe cefdbg fdgea | fgbaed cdegbf dacfbge gdcfbe
|
||||
abc acefbd gacedbf gbcde dgabf ca fgcedb cega dgbca cgeadb | ca bcged abgfd bca
|
||||
ceabgd cgfeb ea aedf gcbdfa cadbf acdfeb abfec eac dgcefba | cgdbafe cea adfe aec
|
||||
dbcfgae agebc ebgd cebdfa ebacdg deagc be fdecga gbacf bce | deagcb agecdf caefdg cegad
|
||||
dcaeg gea gdaf befgac cefgd facbdeg dcgbfe ga dagfec adecb | gadf gaedc age cabedgf
|
||||
bead dagfbe gda bagfec ad egfba ecgfad fdcgb ecfabdg dfgab | agefdc dga bgfea dafcgbe
|
||||
abcgd gecbfda cegd badfge bcaed fcaeb ed adcgfb gcabed edb | acefb acbgde deb ed
|
||||
cgefdab dgbcfe gbe beca be fdecga bgcafe bfgda abgfe fgace | bfgda eb gbe bdgaf
|
||||
age cefbadg bcfea cdagbe begca ag gedfca cbfdeg ebcgd dbga | efbac ega fecab dgba
|
||||
cgedf fc defbgc cdf fceb dgebf bafgdce eadbgf ecgad gcfadb | cf deabgfc efgdbc fgbcda
|
||||
bdgeacf bagdef gb becg bcfage cafbg bga fdbac caefdg eafcg | bcedafg cbeg bg gb
|
||||
dfceb gcdab ecbad gfbdea eab gcbeda bgcdeaf ea abfgdc cgea | baedc egca dgacbe cedfb
|
||||
gdaeb dgfbc cefg fe cfbgaed gdfeb fadcbg defgcb abcdfe dfe | gdcfba eagdb fe cfeg
|
||||
abfcedg afgcde acgfd ae bdecga efbcd dea fdgabc feacd gfae | afdcge gaef aefgcd geacfd
|
||||
beadfg cfdgb fdb agfcbde db abcgfd ecdgf cbagf bafgce bdca | efgcd dcefg cdgfe bd
|
||||
fagbe fedbcag afbgcd agdfbe age adgcbe ea fead egbcf abgdf | gae cbegf afgdb ea
|
||||
badfcg fagdc gaf fedcgba dagb acefd dbgcf cgfdbe ag gbecfa | ag bagd bdfgca fbadgc
|
||||
cfebg gc fcbea dcbafe gbc gcedafb cegdba cagf fbgde baecgf | cg agcf befgc bgc
|
||||
fegb ecdaf ecb gacefdb eb gdacbf cdegba abgfc afceb acegfb | ebafgcd afdgceb ebc be
|
||||
adgb cgbae bg abecdg gcefa ecbad dbgfec gbe cbfdega baecfd | badg badg dbag aegbc
|
||||
ab bfa gbedcaf adbgfe bfecg acefb fgdcae bcad fceda ebafdc | gebdaf edcfag ab ba
|
||||
ceadbg cd gfdeca ebgfd gdfec dce fegbca ecfag fadc gdeabfc | gfaec gface fdac ecadgf
|
||||
fbagd egdafb bdg adcefg gbfac daegbcf eadgf bd bfde dgceab | dbfe bd agfde agdef
|
||||
ebg bgdfe acebdg dcfage abfdge agefd dgbcf eb bdfegac afbe | cdfbg aefb dcagef edfga
|
||||
bfcd efc bfdcge gbdec bagfe agdceb cf dacgbef bfgec eadgfc | cfe dcbf cgebdf dbecag
|
||||
cda cefdbg fgeca fdgbeca acgdf bdcgf da deafcb fbgcad bdga | afgbcd cfega gbfcda gdebcf
|
||||
dcaf cagfb gdacb bgdfca fgaecb ebdag cd fdgcbae dbc bcfegd | cfdegb dc abcgd cbfedag
|
||||
gabedc dgfab ecdfbg adegf afbc dbagc bacedgf bf fdb fdcbag | cfedgb dgcfab gbfcead dcbga
|
||||
bcagde efd bgfcd fdecb aefb fe dcfbae gacfebd caebd afecgd | ebcdf afeb ef befa
|
||||
abfc gcdaef agecdfb cb gacedb cgb gcbdf bdgfac gedfb gcdaf | gfceda bc bdfgaec bdgef
|
||||
geabc gcebad cgbeaf begdcf gfabe fe bfgda gfe afce ebcfagd | febgac fcea fbcged baecgd
|
||||
aedfb gbfe acbgde fe fcedgba aef fcadge bacdf fegdab ebdga | fcgdeba afdeb ef fae
|
||||
gbcfd adfgcb gba dgcbafe agbfde ag cfag fecdbg gbdac edcab | fgcbd bgcad agb bdefga
|
||||
agfde efgcba gaefc bdcfeg cfe bafc bgcedaf egbac agcedb cf | gebacf ecgafb gfceab cefag
|
||||
febdc begcd ecgbdf dbacfe bdfagc adgec gbd gb afbdceg gefb | dbg gacbfd egcdfb gfebcd
|
||||
decfbg dagfb afcgbd gdcfb cbaedf caefgdb da gdca gafeb abd | adbgcef dgafb abd cfbgeda
|
||||
begcfd bgeaf dcfaeb cadfeg gcdb cadbgfe cg ecfbd cfbge cgf | cg gfc gdcb gcf
|
||||
ecagdf dfcebg fgbea bg cbeadgf egb ebcafg edfab gbca fegac | bafeg aebfd gcab fbecdag
|
||||
dgacf abfecg fcgadeb cgd gdbace cgbfa egfda dbfc cdbfga dc | cfbd gabdce dbgcaf egfda
|
||||
afedcgb afge bfead gf gdfbe fgabed dgcbe dfceab dgf fabgdc | feag cdabef bgdacf gfea
|
||||
adebgc de bfgacde beafdg egabc egcabf deg cead cbdeg dcgfb | ed eabdgf eadc dbafge
|
||||
fcdbgae gbacf ebgdfc bcadeg bdgea fagdbe gce aecgb acde ce | cge ecg cabeg efdcgba
|
||||
aefgcb fedagcb cefbdg ef dcbeg bacdge fegd edbfc fabdc cef | ecbgfd gdef bacdeg bcdeg
|
||||
geadc gecfad gfcadb eg agdcf bgafce gdef acdbe gea dabegcf | ecfbag gebcaf baecd dfeg
|
||||
cdeba bd aegcd bfadec ecfab bafd agbfce bfdcge bdc cgebdfa | abcfe agdce db adecg
|
||||
fbadg faedgc bgdac bcegd bcadge agc gdefcb cbae gdfbace ca | defgcb ceagbd bdgca afedcg
|
||||
acgfd cbdage agcbd dfa edcfg fa dbcfeag fabc dbaefg gdbcfa | af gedabfc af ebgdfac
|
||||
dafgbc dfegc dc cgfae cgeafd cdf cagefb ceda bfged fdegcba | aecd cade deac fbged
|
||||
cbegda dgfeb gefcb aefbgc fdgceb agdfe dgb bd fdbc bdgfaec | dcgbeaf db gfbed efdag
|
||||
aefbd cdbeagf gd fdgc fgcdab afbcg bdg egfabc bfgad aebgcd | gdfc gadcfeb cfgd fgacb
|
||||
eb gcbaed aeb fgdecba begd eagdc cadfb eabdc cfgade gacfeb | egdca dcbea bdfcgea be
|
42
2021/d09/ex1/ex1.py
Executable file
42
2021/d09/ex1/ex1.py
Executable file
|
@ -0,0 +1,42 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from typing import Iterator, List, Tuple
|
||||
|
||||
HeightMap = List[List[int]]
|
||||
Point = Tuple[int, int]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
height_map = [[int(c) for c in line] for line in input]
|
||||
|
||||
def neighbours_of(point: Point) -> Iterator[Point]:
|
||||
for dx, dy in (-1, 0), (1, 0), (0, -1), (0, 1):
|
||||
x, y = point[0] + dx, point[1] + dy
|
||||
if x < 0 or x >= len(height_map):
|
||||
continue
|
||||
if y < 0 or y >= len(height_map[0]):
|
||||
continue
|
||||
yield x, y
|
||||
|
||||
def is_low_point(point: Point) -> bool:
|
||||
for neighbour in neighbours_of(point):
|
||||
if height_map[neighbour[0]][neighbour[1]] <= height_map[point[0]][point[1]]:
|
||||
return False
|
||||
return True
|
||||
|
||||
def risk_level(point: Point) -> int:
|
||||
return 1 + height_map[point[0]][point[1]]
|
||||
|
||||
points = [(x, y) for x in range(len(height_map)) for y in range(len(height_map[0]))]
|
||||
return sum(risk_level(p) for p in points if is_low_point(p))
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
100
2021/d09/ex1/input
Normal file
100
2021/d09/ex1/input
Normal file
|
@ -0,0 +1,100 @@
|
|||
9876543298765698956789545678992103976545976323678910997879876432123679765323567894679434987654596521
|
||||
7998789129854987545697658789789212985439765454567899876568976569012489874212779943598929976653987432
|
||||
6429898934943496434589769894658924976929898765679969965345698798923456976433567892456998765432196543
|
||||
5210987899874987645678979943547895989899989898789357893234599987894678986547678901349899896563987656
|
||||
4329896798765797657889989652126789998798967999899969954345989876789989797698789316498766987854598787
|
||||
5498755679876798968997699643015678987676759899999898965959878965878997649899899997987654298976689898
|
||||
7987834656997899878976578932123789998545745799998787899898767854567998798965969898999743109987789999
|
||||
9896321345698998989965489543456999867623234567897676789789854343456799987654358799298654312398898989
|
||||
8765430234999987697896789654567899954310123456998545785678963212567898992101245690129796453479987978
|
||||
7654321345899986576997999876778978965421236567895431234789654345678957895212767789298987894567896669
|
||||
9785532456799765434989643987989569877654345878976544345698765456789548954329878999987798979878975456
|
||||
9876743767987654323679932198995476988765456989987655466899896787891239765434989989865679654989764367
|
||||
0999899878998743212567893999674365699986567898998767877894949898962678986676799878654589943499876458
|
||||
1989998989987654501457899876543234799897679987859878988943234999853467897897899867723457892398976567
|
||||
9879867991099865212345789989656125789649899876545989999654345998765679998998987654012349910987987989
|
||||
8768756689987654323456897298743239891234989765534597898798759879876789569989998632134598929876599096
|
||||
8653344578999865784587976349994345910199878964523456789929898764987893498977987545245987999965432145
|
||||
6542123469764986895678965499879966899989867893212345698939987653498902987856798767959876989996543234
|
||||
7752056778953497898789878987769899998767656989101234567898765432459919876545689878998785678989654546
|
||||
9854145789101298989899989876545768989654545679914348978997654321347898765434799989679654545678965687
|
||||
7543236993212349878998998765432459876543234567895567889459865432456987654323988995498763234589896789
|
||||
7654747894523498767897999654321345998769102678976988992398999545767899765499867894309982123456789999
|
||||
8765678965654976654456899865210236799898993589987899101987978996988979876987658989219873256798999989
|
||||
9876789998799865432345678994321346789987889998698978919876456789699767997996545678934965345789789778
|
||||
4987899989891974321234789986545456899876777897569567898765347897432356989987439789549876956797674567
|
||||
3298978978910985445445891297669767998785656789423456789653298976545469879876598999656989897896523456
|
||||
3129469568899876656566990998798978989654345893214567898764989897656798767987987988978998679999314567
|
||||
2012395436789987767678989899987899876543212379201879969889978789987987656799876877899976567898901238
|
||||
2193989325679898978989579768976789965432101268912989456998965678999896547898765656999875456567895449
|
||||
3989878934589769989793498959895689876743412347894592347987854567898786434569654547989765345478989567
|
||||
9978968895699654997652987645784789987954523456789693469876432457897654321298763239876543217345678978
|
||||
8867846789898969876543498732123678998766634787899989978994321367999865432598654567987982101234589989
|
||||
7654437999987899989754989643034567899898745678998767899989993479899987543498765678999878212345678997
|
||||
6542323899876789598769876542137878987999859899987656798767789598789897655679986799698765433456789876
|
||||
4321016789765679349989987756756789876789878910199545987656698997655789796789997894549977567567898765
|
||||
5633225899954598956799899867897897765689989429298769876845457986543456989899898943534988978678979987
|
||||
8764334567893487897898789998998976454568997998999998765432356978532349878956769892123499989789459998
|
||||
9875765789932346798997634569989432323467996987999989887845779865431234669545458789012943299892398989
|
||||
5987876894321457989989429979874321012399875676889876998956889978560123458932345699129892109901987878
|
||||
4598987899430349979678998899965456133987764545778965698768995989999294567890458798998789298319876567
|
||||
3219399978921298767587897679876967845976543234667894539878954399878989698921239997987699987423965456
|
||||
4301234567932987656456796567989878956965432133456793124989876498767878999432549876796589876539874347
|
||||
5412345789743597542345895434593989869874321012349891013999999987654567898643498765987678987698765458
|
||||
6523656897654987656556789323901299998765442123457999229878987896543456998789569979998789498789876769
|
||||
5439787898765698787667893219892398999879543434568978998767986797855669999897689989879899349999987899
|
||||
7656898919896789899878954398789987999989698545679567893457895498966798986998789394567988998789898989
|
||||
8967999323987897976989765987679876889998787686893467892124789349997997895429893233459867999698769678
|
||||
9698999934598956795499899876598765778999998797912349951015689123989876796210932012399756896569954599
|
||||
6549387895999987989323902965439874355698789898909498932123478939876765989929993243987646789459893989
|
||||
6321236789898999878919999876323943234987676989898987993234567899965434567898989349998789894398789878
|
||||
5433345998797898767897889987213495349876565677797656789446889999876515698987678998999899965987698767
|
||||
6985469899545989654665678999901989498765434545698768998658992398965106789976567987898999987976569656
|
||||
7876798795439876543234889569899878999876323434569979569769321987654345678989456976447688999895498767
|
||||
8987987654321989754015679499798767898983210128789989498999210398765656789654319895323567998789349878
|
||||
9098999876510199863126789987652358997654321247899796987578931239976768899965498789212348987679257989
|
||||
2129998995431239765257891099543768998765432656789545995467892946988979987896796568901236896578998996
|
||||
3679976789542398954348999198959879999876558767893239876567899897899989896997987699322345985456789125
|
||||
4599865679954987895459998987899989987998769879992123987678976789976799765989698789533959876348993234
|
||||
5989234567899876799567897956789890196549878989789544998989765678965698943476569897659896987257899345
|
||||
9976123456798765678989986844456789987698989395678959899895454567894567892565456998998765432125678976
|
||||
8765277567987654569998765432349999898987693234569998789654323456923478921012345679539854321034567897
|
||||
7654356679599987678999654321267898789965432145698987678943210147898569543235789794323969834245688998
|
||||
8765467989459899789998874210158999679876541016987894599964521234997679659347898989019879765766899899
|
||||
9876579894398789899987654332345696567987662929876793488895435349898989798959987879123989989877899787
|
||||
3987698789298678967998965453456789349898799899985932376789655456789599987899976768934599999999989656
|
||||
2498987679976543459019879867899892198789987789984321245698767567893498876789895457995678999878767938
|
||||
1349876567895432398999989988957989987679876698765540356789878678932987545456789346889789998767656899
|
||||
0198765456789321256789099899545678976598765549854321456899989799891095432347993275678992987654545789
|
||||
1987674345699592345679129654334688965499994321965545567998999896789194321236892164568921298543237898
|
||||
9876543234598989456989298743212567894389986539876667679567954965678987210235791013569432987654568956
|
||||
5987621023987679867895497652101345789579876547988798789678942134567976521256789123456943498765678945
|
||||
4997732654976598978996598764212345678989989656799899899989653655679876432345898235597894569876789534
|
||||
9876543459865467899987987654325766789799999789899965957899879769989997543456797546678965778989899325
|
||||
4988654598764348998998999766434589994598999898998654345678998998799987676567897667799796989999998934
|
||||
3298797679974245697999429887847893212987898987987434234789897567688999789878998778945689998999987896
|
||||
2129898989765134976878999998956789109876987656896510123498765434567899899989469899434567897898756789
|
||||
3298959398754299865757889979767899912985436445689323234569854323776789998794357986523479956989434599
|
||||
4987643239965987654345679869878999894976721336578935446798765612845899987654219875612396549876526989
|
||||
9876543129876799765234889754999998789987530123489976557999976701234599998764329874323489932987789878
|
||||
1995432035987999832123598932101989699998432236599987698999964312345678989876598765435567893499898767
|
||||
3989654124599898641034567893219876568999543445679998899989899423456989879987699897576789965689989656
|
||||
9878965435698765432155678965898765432987657656789999999875678954567999765698989998798999986789878543
|
||||
8767896776789986749878789896799987621298767767899899989654579765678989854799878999939998997898765432
|
||||
5456789987899987856989896789986798532349898898965778976543459879889875423999967894321987898969987643
|
||||
2345678999998998767998945999965987643656929969434569198754678992994989567898656976439876749456898765
|
||||
1234589923457899879987899889894398784789019654323691019867899921012398978997645897899985432345679876
|
||||
2365699894578923989875987676789249895899998766513589129878987892124987899876536789999876521236789987
|
||||
5456789689989012399954298545892134976999899895405678934989656789439876987654324679998787210123996798
|
||||
7687893578899234569895987699976549899999789984312389545694545696598765699765312567899654323245695459
|
||||
9798932345688965998769898987898799768987698765423578999943234789987674198653202469998765534367789568
|
||||
9899321234567899899654679876789988657899579877567678987890125679876583019765313578929878946978897679
|
||||
3976532345678945798753498765698976545986467988678789876789236798989432123984323489212989897889998989
|
||||
2987645456789659987654579874987654324985358999799899765698945987998943439876534794343598789999999990
|
||||
1298756569898798798765989989876543219876469999899988954567899876587894646987645679654987678999889891
|
||||
2349869698999997659877996593987655424976567895999876543456998765456789656798789789769887567998768789
|
||||
3567998987898989541988987432998966565987678934598765432567899854345699787899899899898765456789657679
|
||||
7678987676487678932399998949899879677898989323459876554678998743234678998976989944999854346996545568
|
||||
9899878554345568943567899898799998788969793212589988965689987664145699999765678932499710157895433477
|
||||
1998765443123459956789998765678969899654579323679999878799876543234589987654567943987621238997312556
|
||||
0197654321012367897991019834789456998765678954568954989899987654545678998765678954598534567898101245
|
61
2021/d09/ex2/ex2.py
Executable file
61
2021/d09/ex2/ex2.py
Executable file
|
@ -0,0 +1,61 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from typing import Iterator, List, Tuple
|
||||
|
||||
HeightMap = List[List[int]]
|
||||
Point = Tuple[int, int]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
height_map = [[int(c) for c in line] for line in input]
|
||||
|
||||
def neighbours_of(point: Point) -> Iterator[Point]:
|
||||
for dx, dy in (-1, 0), (1, 0), (0, -1), (0, 1):
|
||||
x, y = point[0] + dx, point[1] + dy
|
||||
if x < 0 or x >= len(height_map):
|
||||
continue
|
||||
if y < 0 or y >= len(height_map[0]):
|
||||
continue
|
||||
yield x, y
|
||||
|
||||
def is_low_point(point: Point) -> bool:
|
||||
for neighbour in neighbours_of(point):
|
||||
if height_map[neighbour[0]][neighbour[1]] <= height_map[point[0]][point[1]]:
|
||||
return False
|
||||
return True
|
||||
|
||||
def explore_bassin(point: Point) -> int:
|
||||
to_be_seen = set(neighbours_of(point))
|
||||
explored = {point}
|
||||
bassin = {point}
|
||||
|
||||
while len(to_be_seen) > 0:
|
||||
new = to_be_seen.pop()
|
||||
explored.add(new)
|
||||
if height_map[new[0]][new[1]] == 9:
|
||||
continue
|
||||
bassin.add(new)
|
||||
for neighbour in neighbours_of(new):
|
||||
if neighbour in explored:
|
||||
continue
|
||||
to_be_seen.add(neighbour)
|
||||
|
||||
return len(bassin)
|
||||
|
||||
points = [(x, y) for x in range(len(height_map)) for y in range(len(height_map[0]))]
|
||||
low_points = filter(is_low_point, points)
|
||||
|
||||
bassin_sizes = sorted(map(explore_bassin, low_points), reverse=True)
|
||||
|
||||
return bassin_sizes[0] * bassin_sizes[1] * bassin_sizes[2]
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
100
2021/d09/ex2/input
Normal file
100
2021/d09/ex2/input
Normal file
|
@ -0,0 +1,100 @@
|
|||
9876543298765698956789545678992103976545976323678910997879876432123679765323567894679434987654596521
|
||||
7998789129854987545697658789789212985439765454567899876568976569012489874212779943598929976653987432
|
||||
6429898934943496434589769894658924976929898765679969965345698798923456976433567892456998765432196543
|
||||
5210987899874987645678979943547895989899989898789357893234599987894678986547678901349899896563987656
|
||||
4329896798765797657889989652126789998798967999899969954345989876789989797698789316498766987854598787
|
||||
5498755679876798968997699643015678987676759899999898965959878965878997649899899997987654298976689898
|
||||
7987834656997899878976578932123789998545745799998787899898767854567998798965969898999743109987789999
|
||||
9896321345698998989965489543456999867623234567897676789789854343456799987654358799298654312398898989
|
||||
8765430234999987697896789654567899954310123456998545785678963212567898992101245690129796453479987978
|
||||
7654321345899986576997999876778978965421236567895431234789654345678957895212767789298987894567896669
|
||||
9785532456799765434989643987989569877654345878976544345698765456789548954329878999987798979878975456
|
||||
9876743767987654323679932198995476988765456989987655466899896787891239765434989989865679654989764367
|
||||
0999899878998743212567893999674365699986567898998767877894949898962678986676799878654589943499876458
|
||||
1989998989987654501457899876543234799897679987859878988943234999853467897897899867723457892398976567
|
||||
9879867991099865212345789989656125789649899876545989999654345998765679998998987654012349910987987989
|
||||
8768756689987654323456897298743239891234989765534597898798759879876789569989998632134598929876599096
|
||||
8653344578999865784587976349994345910199878964523456789929898764987893498977987545245987999965432145
|
||||
6542123469764986895678965499879966899989867893212345698939987653498902987856798767959876989996543234
|
||||
7752056778953497898789878987769899998767656989101234567898765432459919876545689878998785678989654546
|
||||
9854145789101298989899989876545768989654545679914348978997654321347898765434799989679654545678965687
|
||||
7543236993212349878998998765432459876543234567895567889459865432456987654323988995498763234589896789
|
||||
7654747894523498767897999654321345998769102678976988992398999545767899765499867894309982123456789999
|
||||
8765678965654976654456899865210236799898993589987899101987978996988979876987658989219873256798999989
|
||||
9876789998799865432345678994321346789987889998698978919876456789699767997996545678934965345789789778
|
||||
4987899989891974321234789986545456899876777897569567898765347897432356989987439789549876956797674567
|
||||
3298978978910985445445891297669767998785656789423456789653298976545469879876598999656989897896523456
|
||||
3129469568899876656566990998798978989654345893214567898764989897656798767987987988978998679999314567
|
||||
2012395436789987767678989899987899876543212379201879969889978789987987656799876877899976567898901238
|
||||
2193989325679898978989579768976789965432101268912989456998965678999896547898765656999875456567895449
|
||||
3989878934589769989793498959895689876743412347894592347987854567898786434569654547989765345478989567
|
||||
9978968895699654997652987645784789987954523456789693469876432457897654321298763239876543217345678978
|
||||
8867846789898969876543498732123678998766634787899989978994321367999865432598654567987982101234589989
|
||||
7654437999987899989754989643034567899898745678998767899989993479899987543498765678999878212345678997
|
||||
6542323899876789598769876542137878987999859899987656798767789598789897655679986799698765433456789876
|
||||
4321016789765679349989987756756789876789878910199545987656698997655789796789997894549977567567898765
|
||||
5633225899954598956799899867897897765689989429298769876845457986543456989899898943534988978678979987
|
||||
8764334567893487897898789998998976454568997998999998765432356978532349878956769892123499989789459998
|
||||
9875765789932346798997634569989432323467996987999989887845779865431234669545458789012943299892398989
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||||
5987876894321457989989429979874321012399875676889876998956889978560123458932345699129892109901987878
|
||||
4598987899430349979678998899965456133987764545778965698768995989999294567890458798998789298319876567
|
||||
3219399978921298767587897679876967845976543234667894539878954399878989698921239997987699987423965456
|
||||
4301234567932987656456796567989878956965432133456793124989876498767878999432549876796589876539874347
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||||
5412345789743597542345895434593989869874321012349891013999999987654567898643498765987678987698765458
|
||||
6523656897654987656556789323901299998765442123457999229878987896543456998789569979998789498789876769
|
||||
5439787898765698787667893219892398999879543434568978998767986797855669999897689989879899349999987899
|
||||
7656898919896789899878954398789987999989698545679567893457895498966798986998789394567988998789898989
|
||||
8967999323987897976989765987679876889998787686893467892124789349997997895429893233459867999698769678
|
||||
9698999934598956795499899876598765778999998797912349951015689123989876796210932012399756896569954599
|
||||
6549387895999987989323902965439874355698789898909498932123478939876765989929993243987646789459893989
|
||||
6321236789898999878919999876323943234987676989898987993234567899965434567898989349998789894398789878
|
||||
5433345998797898767897889987213495349876565677797656789446889999876515698987678998999899965987698767
|
||||
6985469899545989654665678999901989498765434545698768998658992398965106789976567987898999987976569656
|
||||
7876798795439876543234889569899878999876323434569979569769321987654345678989456976447688999895498767
|
||||
8987987654321989754015679499798767898983210128789989498999210398765656789654319895323567998789349878
|
||||
9098999876510199863126789987652358997654321247899796987578931239976768899965498789212348987679257989
|
||||
2129998995431239765257891099543768998765432656789545995467892946988979987896796568901236896578998996
|
||||
3679976789542398954348999198959879999876558767893239876567899897899989896997987699322345985456789125
|
||||
4599865679954987895459998987899989987998769879992123987678976789976799765989698789533959876348993234
|
||||
5989234567899876799567897956789890196549878989789544998989765678965698943476569897659896987257899345
|
||||
9976123456798765678989986844456789987698989395678959899895454567894567892565456998998765432125678976
|
||||
8765277567987654569998765432349999898987693234569998789654323456923478921012345679539854321034567897
|
||||
7654356679599987678999654321267898789965432145698987678943210147898569543235789794323969834245688998
|
||||
8765467989459899789998874210158999679876541016987894599964521234997679659347898989019879765766899899
|
||||
9876579894398789899987654332345696567987662929876793488895435349898989798959987879123989989877899787
|
||||
3987698789298678967998965453456789349898799899985932376789655456789599987899976768934599999999989656
|
||||
2498987679976543459019879867899892198789987789984321245698767567893498876789895457995678999878767938
|
||||
1349876567895432398999989988957989987679876698765540356789878678932987545456789346889789998767656899
|
||||
0198765456789321256789099899545678976598765549854321456899989799891095432347993275678992987654545789
|
||||
1987674345699592345679129654334688965499994321965545567998999896789194321236892164568921298543237898
|
||||
9876543234598989456989298743212567894389986539876667679567954965678987210235791013569432987654568956
|
||||
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|
||||
4997732654976598978996598764212345678989989656799899899989653655679876432345898235597894569876789534
|
||||
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|
||||
4988654598764348998998999766434589994598999898998654345678998998799987676567897667799796989999998934
|
||||
3298797679974245697999429887847893212987898987987434234789897567688999789878998778945689998999987896
|
||||
2129898989765134976878999998956789109876987656896510123498765434567899899989469899434567897898756789
|
||||
3298959398754299865757889979767899912985436445689323234569854323776789998794357986523479956989434599
|
||||
4987643239965987654345679869878999894976721336578935446798765612845899987654219875612396549876526989
|
||||
9876543129876799765234889754999998789987530123489976557999976701234599998764329874323489932987789878
|
||||
1995432035987999832123598932101989699998432236599987698999964312345678989876598765435567893499898767
|
||||
3989654124599898641034567893219876568999543445679998899989899423456989879987699897576789965689989656
|
||||
9878965435698765432155678965898765432987657656789999999875678954567999765698989998798999986789878543
|
||||
8767896776789986749878789896799987621298767767899899989654579765678989854799878999939998997898765432
|
||||
5456789987899987856989896789986798532349898898965778976543459879889875423999967894321987898969987643
|
||||
2345678999998998767998945999965987643656929969434569198754678992994989567898656976439876749456898765
|
||||
1234589923457899879987899889894398784789019654323691019867899921012398978997645897899985432345679876
|
||||
2365699894578923989875987676789249895899998766513589129878987892124987899876536789999876521236789987
|
||||
5456789689989012399954298545892134976999899895405678934989656789439876987654324679998787210123996798
|
||||
7687893578899234569895987699976549899999789984312389545694545696598765699765312567899654323245695459
|
||||
9798932345688965998769898987898799768987698765423578999943234789987674198653202469998765534367789568
|
||||
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|
||||
3976532345678945798753498765698976545986467988678789876789236798989432123984323489212989897889998989
|
||||
2987645456789659987654579874987654324985358999799899765698945987998943439876534794343598789999999990
|
||||
1298756569898798798765989989876543219876469999899988954567899876587894646987645679654987678999889891
|
||||
2349869698999997659877996593987655424976567895999876543456998765456789656798789789769887567998768789
|
||||
3567998987898989541988987432998966565987678934598765432567899854345699787899899899898765456789657679
|
||||
7678987676487678932399998949899879677898989323459876554678998743234678998976989944999854346996545568
|
||||
9899878554345568943567899898799998788969793212589988965689987664145699999765678932499710157895433477
|
||||
1998765443123459956789998765678969899654579323679999878799876543234589987654567943987621238997312556
|
||||
0197654321012367897991019834789456998765678954568954989899987654545678998765678954598534567898101245
|
51
2021/d10/ex1/ex1.py
Executable file
51
2021/d10/ex1/ex1.py
Executable file
|
@ -0,0 +1,51 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from typing import List, Optional, cast
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def find_illegal_char(input: str) -> Optional[int]:
|
||||
chunks: List[str] = []
|
||||
ends_to_start = {
|
||||
")": "(",
|
||||
"]": "[",
|
||||
"}": "{",
|
||||
">": "<",
|
||||
}
|
||||
|
||||
for i, c in enumerate(input):
|
||||
# Is it a chunk beginning
|
||||
if c not in ends_to_start:
|
||||
chunks.append(c)
|
||||
continue
|
||||
# Is it matching the last element on the chunk stack
|
||||
current = chunks.pop()
|
||||
# If not, corruption has been found
|
||||
if ends_to_start[c] != current:
|
||||
return i
|
||||
|
||||
return None
|
||||
|
||||
score = {
|
||||
")": 3,
|
||||
"]": 57,
|
||||
"}": 1197,
|
||||
">": 25137,
|
||||
}
|
||||
|
||||
return sum(
|
||||
score[line[cast(int, find_illegal_char(line))]]
|
||||
for line in input
|
||||
if find_illegal_char(line) is not None
|
||||
)
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
110
2021/d10/ex1/input
Normal file
110
2021/d10/ex1/input
Normal file
|
@ -0,0 +1,110 @@
|
|||
<{[[({([{<[[([()<>]<<><>>)<[[]()]{<>()}>][<(()[])<()<>>>]]<(<(<><>)(())>)[<([]()){<><>}>{{()<>}<{}>}]>>[({
|
||||
<<({<{{{[(<{([{}{}]{{}[]}){({}())}}<<[[][]](()<>)>[{<><>}<{}<>>]>>(<[[()]([]{})]((()<>)[()()
|
||||
({<<({[<[[<[([()])]<<<{}<>><()[]>>[[()<>]<[]()>]>>([((()[])[()])]{[[()()]<<><>>][{<>[]}(()<>)]})
|
||||
(([[<<[{(({{{(()<>)[()()]}[({}<>)[[][]]]}([{{}<>}<[]()}]{[[][]][()<>]})})(([({[]{}}{[][]})
|
||||
({{<[[<<{{[{[<{}{}>{[]{}}]<([]{}){()[]}>}]<{([<><>]([]<>)){({}())({}<>)}}[[<{}<>>([]{})][[()[]]]]>}}>>]]
|
||||
[(<<<{([[[<{(<()<>>{<><>})(<[]<>>([][]))}[<[{}[]]>{<[]>(<><>)}]>([{{[]()}{[]()}}([<>[]][{}<>
|
||||
<[{[{{([<(<{{[{}<>]({}{})}{{<>[]}(()())}}(<<<>{}>(<><>)>(<<>{}>[[]<>]))>)>[{[<[[()<>]{{}<>
|
||||
{(<<[([<{<<<({()()}(<><>)}{((){})([]())}>>[<{<[]<>>{[]{}}}([()()])>]>}>]{{([{<{{[]<>}(<>)}<({}(
|
||||
((<[{(({([<{(<[][]>)[<<>{}><()<>>]}<{<{}{}>}[{()[]}<{}[]>]>>])})<[{[{([{[]()}((){})][<<>()><()()>])>]}][[({{[
|
||||
[[{([[<<[({[<<[]{}>{[][]}>(<()<>>[{}()])][([{}[]}[<><>]){[{}()]}]}[<<<{}<>>{()<>}>(<{}()>([]()))>{[[<><>][
|
||||
{{{<[([[{<[<{([]{}>{<>()}}{<(){}><()()>}>[{[[][]](<>())}[{[]<>}[<>[]]]]]{<{{{}[]}{<><>}}[[()()](<
|
||||
(([{(({[[[[{(<<>[]>((){})){<()<>><[]{}>}}{[{{}()}(()[])]((()){()<>})}]]]<[<<{(()[])<{}[]>}{
|
||||
{<<([(<([{{(<(()<>)[[][]]>{[[]{}]{(){}}})[{<(){}>[[]<>]}]}}])[[[([[{()()}{<>[]}]{[()]{[][]}}]<[((
|
||||
[{<<{<([(<[<{<{}[]>{{}[]}}(([]()))>{([(){}]<()[]>)(<[][]>{[]<>})}]>[{<<{<>()}[{}[]]>{(<><>)}>{[<[]<>>{()[]}]<
|
||||
<{{<{[[{{([({<()>{(){}}}((<>[])(<><>)))[(<[]<>>[()[]])<<()()>{<>{}}>]])<[{[{[]<>}{()()}][[{}{}]<[]>]}<{{{
|
||||
[(<[{([{({<<[<<>()>[[]()]]{<<>{}><{}<>>}><{<()()>{{}{}}}(({}<>)<()<>>)>>})({(([<{}<>>{[][]
|
||||
{(([{[<{{[({{[{}<>][()]}<{{}<>}>}(({<>[]})))]{((<[<>{}][<>[])>[[<>()]{[][]}]))<<<({}<>){{}<>}>(
|
||||
{[<{({((([[{[(<>{}){<>()}][([]{}}]}]{[<(()()){[]()}>((<>[])<(){}>)]}]){<(<<{{}<>}>>)([[{<><>}<
|
||||
{<{[(<{<[({<<[<><>]{()()}>[{()<>}<{}>]>[[<[]>][{()[]}{()}]]}(<(({}()){<><>})<(()())[<>()]>>{
|
||||
<[({[[{<([[{<{{}}>(<<><>>{[]()}}}[{{<>{}}<()<>>}{[[][]]{[]<>}}]]<((([][])<<>{}>)<((){})[{}()
|
||||
{{[{<[{<<{<<(<{}[]><(){}>)<{<>[]}[{}()]>>[{{[]<>}<()<>>}[{{}<>}(<>())]]><[(({}<>)({}<>))<<{}<>><<
|
||||
{<<({(<[(<[[{{[][]}{{}}}<[[]()]<<>())>]](<{{{}<>}{()<>}}>)>)]<(({{[[[][]]]}<[[(){}]<[]{}>]>}))>
|
||||
({{([<<{[(<<{{<>()}<[]()>}<{(){}}{{}{}}>><(<{}[]>{<>{}})<([]<>)([]())>>>)]}>>[[{<{[<<(<>{})
|
||||
<{({{({<<[{<<{<>}{{}[]}>>[[{[]<>}{()()}]<<[][]>(()())>]}]{<<{[(){}><<><>>}{{<>[]}(()<>)}>[<<(){}>[[]
|
||||
<({<([[[([({<{(){}}([][])>}<[{[][]}{<>()}]<[(){}][{}<>]>>){<({{}()}{[]{}})>{[{[]{})[()[]]]<[
|
||||
{([({[(([<{((({}()){{}<>})(<()[]>{()()})){[({}{})<<>[]>]([{}][()])}}>]{<<[<[[][]]{[][]}>({[]{}}<{}()>)
|
||||
<<{[<({[(<[({<{}{}><()()>})]{<<[<><>]>>}>){{[((<<><>><{}[]>)){<{[]()}(<>())>}]{{{({}<>){[]<>}}{{
|
||||
<<({<[{(([{({({}())(<>{})}{((){})})[<[[][]]([][])>]}<<[[<>{}][[]<>]]<([]<>)[()()]>><<<{}[]>(()())>>]])[[[
|
||||
[{<({<(({([([{[]}]<{[]()}[()<>]>]{{(()())<{}()>}{{[]()}<()<>>}}][{(<[]<>>[<>{}])[<[]<>><<><>>]}<(<<
|
||||
<{{((<<(<{({<{<>{}}[[]{}]>})[[{{[][]}{{}<>}}]]}[(([(()[])<()<>>]((<>[])<<>{}>))<[[<>()][<>
|
||||
{[([<<<({[{<<[<>{}]<[]<>>>>({<<>{}>((){})}<{[][]}{[]{}}>)}<{(([]{})<<>>><{{}()}(<><>)>}<{<[]
|
||||
<({[[{{{([(({[{}<>]{[]<>}}[{()<>}<(){}>])<[<{}()>[[]<>]]>)]{{[<{<>()}[{}()]><<<><>>{[][]}>]([[[][]](<>())
|
||||
[<<{{<[[{[<(<{()[]}[(){}]><[()[]]<<>{}>>)>[[[[[]{}]{[][]}]{<[]{}><(){}>}]({{<>()}<<>{}>}({()<>
|
||||
[<[[(<[[[[<<<{()<>}[[]()]>>{[[<>[]]{[]{}}]{[<>[]][[]<>]}}>]]({[({[<><>]<{}<>>}<<(){}>[{}()]>)[[<<>
|
||||
<{{({<([{({({{{}()}((){})})([([][])[[]<>]](([])[{}<>]))}<(([()<>][()[]])[<[]><{}{}>])<{({}<>)<<>()>}
|
||||
{<[[[([{[<<(({{}<>})(<{}()](<>{}))){[[<>[]]({}<>)]}><[((<>()){[][]})[({}())<{}<>>]]<({<>[]}{{}<>
|
||||
{<[<[({<({(<(({}[])<{}>)((<>[])({}<>))><(([][])(()()))>)})({{({{<>())}<{<>()}([]{})>)[[(()<>)<<>[]>](<<
|
||||
{(<(<<{{({{<{(<>[])[[]]}{(<>{})>>{<(()())[{}{}]>{{[]{}}{{}<>}}}}(<{[{}[]]<(){}>}[[{}{}]{()<>}]>([{<>{}}[<>]]
|
||||
[{[{{[[[{([<(({}{})<[][]>)<([]{})<<>{}>>>[{[[]{}]([]<>)}{(()())[<>[]]}}]((<([]<>)[()<>]>(<{}()>)){<[<>[]](
|
||||
{<<<<{(({<<({(()())(<>{})}<([][])[[]()]>)[{{[]()}(<>)}]><{[<<>()>]{<[]()>[[]<>]}}>>}>[(<<<[{()<>}{{}<>
|
||||
[{[(<[<{<[({[{[]<>}<[][]>]{{<>()}}}[({<>[]}{{}{}}){[[]<>](<><>)}])({({{}<>}<{}<>>)}<[((){})[{
|
||||
{<[[{[(((<({([[]<>](()<>))}[{{()<>}({}())}(<[]{}>{[]{}})])<<(({})[{}{}])[(<>{})<()>]>>>))<[{{<[{{}<>}[[][]
|
||||
[[<<([{<{((([<{}{}>(<><>)][({}[])])[[(<>{}){{}<>}](<()[]>[[]()])])[{({()}{{}{}})(({}())([]{}))}({[{}[]]{
|
||||
<<((<[<(([<{[<{}<>>][<{}{}>{{}[]}]}[{<<>()>[[]{}]}{[()[]]([]{})}]><{({()()}{[]})<{[]()}[{}{}]>}{((<>(
|
||||
({<<{[(({{<<{[[]()]{{}()}}{[<>{}]<[][]>}>{(([]())[<>[]]){<[]{}>{<><>}}}>{{{{<>[]}{{}()]}{{<>{}}[{}{}
|
||||
{((<<{<<<((<(({}{})(()))[[()()]{{}<>}]>{(<()[]][{}[]])[[<>[]]<<>>]}))>([[{({()[]}{()[]})(<[][]><{}{}>)}[[[[][
|
||||
[(<<{<[(<([<(<[]()><()()>)>]{({[<><>]{[][]}})}}<[([(()())[{}]]<<(){}>[<><>]>)][<<((){})>>[[{<><>}[{}()]][([]
|
||||
[<{[<[[(({{{[<{}[]><<>{}}][[{}<>]<<>()>]}{[{[]}[{}[]]]{[()[]]<{}<>>}}}[({<(){}>{{}{}}}<(()[])(
|
||||
<{([{(<[<<<<[[{}{}]([])](<{}{}>[[][]])>{{(()[]){<>[]}}<[<><>][(){}]>}>(([[{}{}]{{}<>}](<()()>))<<(<>{})<<
|
||||
[(<[[[[(({[<<<<>{}><<><>>>>]<{[{{}<>}<()>]{{[]{}}[<>[]]}}<<<()[]>([]<>)><(<>{}){[]()}>>>}))[[([{<
|
||||
[([(({<{([<[({{}{}}<{}{}>)[[[]{}]({}<>)]]<[([]<>)({}[])]{(()[]){[]<>}}>>{[<{[]<>}>{[()[]]<()<>>}][<([
|
||||
{<[<[[<[{({{<[[]()][{}()]>({()[]}(()[]))}([[<>()]])})}{{<{{[<>]<[]()>}{<{}[]]}}<{{()[]}<[]<>>}([()()]<{}()>)>
|
||||
[{{(<(([([((<{{}{}}({}())>{{<>[]}<[]{}>})([{<>()}{{}<>}]{<()<>>[{}{}]})>]{{[<(<>){[]{}}>{<<>[]>[()[]]}]
|
||||
[<<(({[[({({[{[]{}}<<>[]]]{[()()]<<>()>}}{[{<>[]}<()>]}){{<<()[]>{[]{}}><<<>>[[]()]>}}})<[{{[<
|
||||
<([{{{(<{{{<<({}()){(){})>{<{}{}>{<>()}}>{(<()[]>({}()))<({}())<()()>>}}[(({[]{}}[<>{}])([{}<>])){{{{}}(<
|
||||
<<{[{[[<([[<(<{}<>><()[]>)<{<>()>[<>()]>>]][{{{{()<>}<{}[]>}[<[]()>[()[]]]}<{[{}](<>{})}>}[<[[<><>]<
|
||||
[{[([{<<[([[{<<>[]>(<>())}((()())({}{}))>{[({}())<<>()>]<(<><>){()<>}>}]({([(){}]<[]<>>){<[
|
||||
[{<<[[<((({[<[[]()]>(<<>>(<>{}))]<<([]<>)[<>{}]>{<[][]>(<>())}>}(([{{}<>}{{}[]}]{[()[]]{{}{}}})<
|
||||
([<<{[([[<{<{({}())}{(()<>)}>[<[{}<>][[]()]><[<>{}]({}[])>]}<[([<>()]){[()<>]([]{})}][[[{}[]]][
|
||||
<{[[{({<{(<[[(()[])<<>[]>]<<<>()>{[]<>}>]>{[<(<>()){<>[]}>(([][]))]([<[]<>><{}{}>]([<>{}](()()
|
||||
{[([{{(([[<{<[{}<>]([]{})>[((){})<()[]>]}[[{{}<>}<[][]>]<{[]<>}([]())>]>{<{{{}<>}{(){}}]{{[]
|
||||
[{{<[([<{[[({[{}[]][(){}]}<{<>()}<[]{}>>)]<<({()<>}[[]()]){[<>[]]<()()>}>>]{[<<(<>[])<[]<>>
|
||||
<[{<[<((<({[{[{}[])(<>{})}(({}[])[<>])]})>[[([{((){})<<>>}])[<((()<>)[{}{}])[[(){}]]>{<<{}()>{
|
||||
({[[[[[[[<((<[<><>][()[]]><(<><>)>))>{{<(<<>[]>{{}})[[[]<>]({}())]><{{()<>>[[]<>]}[<{}{}>{<>{}}]>}[{<(<
|
||||
([([(<[{<[[{<{<>[]}>{{{}()]<{}()>}}<([{}()]{{}<>})[([][]){{}<>}]>]{<{{[]{}}{{}<>}}<[[]()]>>[[{()[]}{(){}}]{[
|
||||
{<{([([{<<<<{[<>()]<[]>}[[()<>]<()>]>>(([[<>[]][{}{}]])((([][]){<><>})([[]{}]<()<>})))><{<<[()()]<[]()>
|
||||
[{({[{[(([([{{{}<>}{()<>}}(([]<>){{}{}})][<{()}{{}{}}>(<<>()>[<>()])])]))<<<({((<>()){[]{}})[{
|
||||
([([(<(({<(<<<{}[]>){{<><>}[[]{}]}>[{{[][]}<<><>>}])<{<<[]>(()[])>[[{}()]<[]<>>]}{({[]()}[<><>]){{{}[]}[{
|
||||
{{[{<{((<((<<<(){}>>{([]{})[[]()]}>([({}{})]{<()>{[]{}}}))[[(<<><>>)]<<<{}{}><(){}>>[({}[])({}
|
||||
<{[({{<<((([[[(){}][{}<>]]<(<>[])<[]()>>]<[[{}()]({}())]>)({<[(){}]>{(<><>){[]{}}}})){{{<<[]()>[()<>]>[<
|
||||
(<[[(<((<[[<{[[]()][()<>]}<[[][]]<[][]>>>((({}())((){}))(<{}<>]{()()}))]]>[[{<{[{}<>]}>([[{}<>](()
|
||||
<<<{<(<[<{[[([<>()][()<>])(<<>()>[{}()])][<{<>()}>]]}<<<({<>[]}([]{}))<<(){}>>>[[({}())(())]]>{({({}[
|
||||
([<<<{<{({<[{(()<>)<()()>}]<[({}<>)]>>{[[{<>{}}(()[])](<<>>[[]<>])]}}{<<{<<>()>}><{{<>()}<<><>>}{<(){}>[(){
|
||||
{{(<<[{{({({({[]()}<{}()>)(([][])[()<>])}<{(<>())[()<>]}>)[[(([]<>)[[]<>])]]}[({[({}()){{}>]})
|
||||
<((((<{{{{{[{[(){}]([][])}[{<>{}}([]<>)]]([((){})]<[[][]][<><>]>)}}<(<{(()<>)([]{})}><([()<>]{<>()
|
||||
<{<{<(<(<<<(<[[][]]<<>()>><[<>[]][[]]>)[<[<>{}][<>()]>]>{<{(()){{}()}}[<{}<>><<><>>]>[{<{}[]><<><>>}]}>{(
|
||||
{[{<<(<([({{<<[]<>>[<>{}]>{<{}<>>([]<>)}}([<<>{}>((){})}<{<>[]}>)}<<({{}()})<(<>[])[[]]>>[[<<>[]>{()[]}][[[]
|
||||
<<<<[<{<[{{(<[<>]<[]{}>><(<>{}){{}()}>)[[{<>{}}{{}[]}](<[]>[<>{}])]}{{[{{}[]}(()<>)]<([]())(
|
||||
[([({[[{<{{<<{()()}<{}{}>>({{}{}}[{}{}]>>[{(<>{})<()()>}[[<>[]]<{}()>]]}[<<{<><>}(()[])>(<{}[]>
|
||||
[<<[[(({<[[([(<>[]){()[]}][(<><>)[<>[]]])]<({<{}{}>(()[])}[<{}<>>({}())])((({}{})<{}[]>)[{{}<>}{{}{}}])
|
||||
(({({[<<[<[([<<><>){[]{}}][<()<>><[]<>>])({[{}<>]<[]<>>}<({}{})[{}[]]>)][{((<><>)(()[]))}[<<{}()>{<>
|
||||
<((<[(<(<[[([{(){}}<<>()>]({(){}}{(){}}))]][{{[{[][]]{<>{}}]{[{}<>]([]{})}}}[<{[[]{}][<>()]}[(()[])<
|
||||
{((<<{({<[([(([]())([]()))(<[][]>{()})])<<[<<>[]>[<>())](<()<>><()()>)>>]>{{[{<[<>{}]<[]<>>>}<{{<><>}<
|
||||
{<<<<[((<{({<{<>[]}{<>()}><{<><>){<>()}>}([[[]()][(){}]]<<()<>>{<><>}>)){[{{<>[]}{[]()}}{(<>())
|
||||
({<<<<[{<{<{(<{}{}><()[]>)[{<>{}}]}>(<[([]{}){<><>}]{<<><>>[()[]]}}<[{()[]}{()[]}][{{}[]}{[][]}]>)}>}]
|
||||
({({{<{{{[<{{(<><>)}({[]()}{<><>})}{<[{}[]]<[]<>>>[(<>[]){()()}]}><[[<<>()><[][]>]]>]<<[{[[]()](
|
||||
<{[<([<[({([{(<>{}){()}}<([]<>)[{}{}]>)[[<()[]><{}<>>][(<>{})[()()]]]){<{({}){{}{}}}<{<>()}[[
|
||||
{((({[{<{[<({[{}()]({}{})}<(<>)(()())>)({[[]{}](<><>)}[<<>[]>[<>[]]])><<[{[]<>}][([][])<[]()>]>(
|
||||
({[((([<[(<{[(<>[])(()[])]}<[([][])([]<>)]<(()())>>>((([(){}])<(<>())<<><>>>)<[[()<>>{{}{}
|
||||
[{{((<{[(<{[{{[][]}{<><>}}[[()[]]<[][]>]]<<({}[])((){})>>}>[(<([[]()]<{}[]>)([{}<>])>({<<>[]>(<>[])}[(
|
||||
((<((<[<(<[{(<[]()>[()[]])((())(()[]))}{[[{}<>]([]{})]<[[]()]>}]>)><([<[<{[]<>}<{}[]>>[[(){}]]]({[[][]]{
|
||||
[(([([(([<<(<{<>}{[][]}>)[{[()<>]{{}{}}}({{}{}}<[]()>)]>>{([({<><>}<[]>){<{}{}>[()<>]}]<<[[]{}]{{
|
||||
[(<{<[[{[<<{<[[]<>]<[]()>>{{[]<>}}}><[[{{}()}([]<>)]][({{}<>}{{}{}})<[[][]](()())>]>><<({([]{})<<>{}>}){
|
||||
<{[<[(<<[[[[{<{}[]><[]<>>](<{}[]>{()[]})](<[<>()][[][]]>([()()]<<>()>))]]({([<()[]>[{}()]])<{[[]()]}{<[][
|
||||
<{{{([[([{{{<({}[])>}}<<({<>{}}{{}()))<({}{}){[]{}}>>[[(<>())[{}[]]]<<[]{}>{<>[]}>]>}([{[<<
|
||||
[{<(({{<[{[[([<>{}]{<>{}})(((){})[{}[]])][{<{}<>>}[([]{})<{}>]]]}{<<([<>{}][()[]})[{{}}<{}()>]>(
|
||||
[((<[{<<[<[{[{{}()}[{}[]]]<[<>[]][{}<>]>}]>]{[([([[]<>]{{}[]})[<(){}>[()[]]]]<<({}[])<[]()>>[(
|
||||
[{([<{([(({(<[[]<>]>{({}()){<><>}})([([]())[[]<>]])}(<[({}())(<>())]<{()<>}[[]<>]>>)){{([[<><>][()[]>](<[][]>
|
||||
<<(<<<{{{<<(<<[]<>>{<>()}>[<[]>])<{<{}<>>}{[{}{}]<<>[]>}>><{<<<>{}>({}<>)>}{([()[]]<<>()>)(<<><>><[]{}>)}>><
|
||||
{[<<[{{(<<[((({}{})[{}{}])(({}<>)[{}()]))]>{([[[(){}]<{}<>>][[{}[]]{()[]}]](<{[]{}}(<>[]>>))}>)}[(<
|
||||
<{{[[<[[[(((({<><>}{{}{}})<[<>()]([]())>)[<{{}<>}>{((){})[[][]]}]))<{<{[[]()]<[][]>}{<[]<>>(<>
|
||||
{<[<<([[[[{{<({}<>)<{}()>>[(<>())({}[])]}<{([][])({}<>)}>}(({[<>{}]{[]{}}}<(<>{})>)[<{[][]}{[][]}>{({}()){
|
||||
[[({{[(((({<{{<><>]}{(<><>){<><>}}>(<[()<>]<{}{}>>((<><>){<>[]}))}{<[[{}[]]([][])][{{}[]}[
|
||||
[{{<([((<<{(((<><>)<(){}>))((({}[]){<>()})(<{}()}({}{})))}><[<<{<>[]}[()<>]>{[<>{}]{[]()}}>{{
|
||||
[<{<{{({{<<<{[<><>]<[][]>}<<(){}>(<>)>>>([<{[]()}{{}[]}>{<{}()><[]<>>}]([([]())[[]]]([[]()]<<>{}>)))>
|
||||
<[{<[(<{{([[<[{}{}]><([]<>)(()())>][<((){})[[]()]>[([]<>){<><>}]]]{<{<[]<>><<>>}{<{}<>><[]{}
|
||||
{[((((((({([([(){}]([]<>)){[{}](<>[])}]{[<<>()>([]<>)]<<[][]>{[]<>}>})<<[{{}[]}(<><>)]<[()<>]
|
||||
([({(([[[([[((<>{}){{}{}}]{[()<>]((){})}]((({})(<>[])){[{}{}]<<>()>})]{({(())[<>{}]}((<>{})
|
||||
{<[<{(<[{<[{(<{}()>)[<<>[]>(()<>)]}([{()[]}<{}<>>])}(({<[]{}><{}{}>}([[]<>]{{}()})){[[{}<>]
|
||||
<<({[[<<[([(<[<><>]{<>{}}>{<(){}>(()())})<{[<>{}]<()[]>}>]<{[{<>{}}<<>()>]<{{}()}[()<>]>}<[[{}<>][{
|
82
2021/d10/ex2/ex2.py
Executable file
82
2021/d10/ex2/ex2.py
Executable file
|
@ -0,0 +1,82 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from typing import Iterator, List, Optional
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def find_illegal_char(input: str) -> Optional[int]:
|
||||
chunks: List[str] = []
|
||||
ends_to_start = {
|
||||
")": "(",
|
||||
"]": "[",
|
||||
"}": "{",
|
||||
">": "<",
|
||||
}
|
||||
|
||||
for i, c in enumerate(input):
|
||||
# Is it a chunk beginning
|
||||
if c not in ends_to_start:
|
||||
chunks.append(c)
|
||||
continue
|
||||
# Is it matching the last element on the chunk stack
|
||||
current = chunks.pop()
|
||||
# If not, corruption has been found
|
||||
if ends_to_start[c] != current:
|
||||
return i
|
||||
|
||||
return None
|
||||
|
||||
def complete_line(input: str) -> str:
|
||||
chunks: List[str] = []
|
||||
start_to_end = {
|
||||
"(": ")",
|
||||
"[": "]",
|
||||
"{": "}",
|
||||
"<": ">",
|
||||
}
|
||||
|
||||
for c in input:
|
||||
# Is it a chunk beginning
|
||||
if c in start_to_end:
|
||||
chunks.append(c)
|
||||
continue
|
||||
# Otherwise we must match the last open chunk
|
||||
assert start_to_end[chunks.pop()] == c # Sanity check
|
||||
|
||||
return "".join(reversed(list(start_to_end[c] for c in chunks)))
|
||||
|
||||
def score_completion(completion: str) -> int:
|
||||
char_score = {
|
||||
")": 1,
|
||||
"]": 2,
|
||||
"}": 3,
|
||||
">": 4,
|
||||
}
|
||||
|
||||
score = 0
|
||||
|
||||
for c in completion:
|
||||
score *= 5
|
||||
score += char_score[c]
|
||||
|
||||
return score
|
||||
|
||||
def score_completions(completions: Iterator[str]) -> int:
|
||||
scores = sorted(map(score_completion, completions))
|
||||
return scores[len(scores) // 2]
|
||||
|
||||
incomplete_lines = filter(lambda line: find_illegal_char(line) is None, input)
|
||||
completions = map(complete_line, incomplete_lines)
|
||||
|
||||
return score_completions(completions)
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
110
2021/d10/ex2/input
Normal file
110
2021/d10/ex2/input
Normal file
|
@ -0,0 +1,110 @@
|
|||
<{[[({([{<[[([()<>]<<><>>)<[[]()]{<>()}>][<(()[])<()<>>>]]<(<(<><>)(())>)[<([]()){<><>}>{{()<>}<{}>}]>>[({
|
||||
<<({<{{{[(<{([{}{}]{{}[]}){({}())}}<<[[][]](()<>)>[{<><>}<{}<>>]>>(<[[()]([]{})]((()<>)[()()
|
||||
({<<({[<[[<[([()])]<<<{}<>><()[]>>[[()<>]<[]()>]>>([((()[])[()])]{[[()()]<<><>>][{<>[]}(()<>)]})
|
||||
(([[<<[{(({{{(()<>)[()()]}[({}<>)[[][]]]}([{{}<>}<[]()}]{[[][]][()<>]})})(([({[]{}}{[][]})
|
||||
({{<[[<<{{[{[<{}{}>{[]{}}]<([]{}){()[]}>}]<{([<><>]([]<>)){({}())({}<>)}}[[<{}<>>([]{})][[()[]]]]>}}>>]]
|
||||
[(<<<{([[[<{(<()<>>{<><>})(<[]<>>([][]))}[<[{}[]]>{<[]>(<><>)}]>([{{[]()}{[]()}}([<>[]][{}<>
|
||||
<[{[{{([<(<{{[{}<>]({}{})}{{<>[]}(()())}}(<<<>{}>(<><>)>(<<>{}>[[]<>]))>)>[{[<[[()<>]{{}<>
|
||||
{(<<[([<{<<<({()()}(<><>)}{((){})([]())}>>[<{<[]<>>{[]{}}}([()()])>]>}>]{{([{<{{[]<>}(<>)}<({}(
|
||||
((<[{(({([<{(<[][]>)[<<>{}><()<>>]}<{<{}{}>}[{()[]}<{}[]>]>>])})<[{[{([{[]()}((){})][<<>()><()()>])>]}][[({{[
|
||||
[[{([[<<[({[<<[]{}>{[][]}>(<()<>>[{}()])][([{}[]}[<><>]){[{}()]}]}[<<<{}<>>{()<>}>(<{}()>([]()))>{[[<><>][
|
||||
{{{<[([[{<[<{([]{}>{<>()}}{<(){}><()()>}>[{[[][]](<>())}[{[]<>}[<>[]]]]]{<{{{}[]}{<><>}}[[()()](<
|
||||
(([{(({[[[[{(<<>[]>((){})){<()<>><[]{}>}}{[{{}()}(()[])]((()){()<>})}]]]<[<<{(()[])<{}[]>}{
|
||||
{<<([(<([{{(<(()<>)[[][]]>{[[]{}]{(){}}})[{<(){}>[[]<>]}]}}])[[[([[{()()}{<>[]}]{[()]{[][]}}]<[((
|
||||
[{<<{<([(<[<{<{}[]>{{}[]}}(([]()))>{([(){}]<()[]>)(<[][]>{[]<>})}]>[{<<{<>()}[{}[]]>{(<><>)}>{[<[]<>>{()[]}]<
|
||||
<{{<{[[{{([({<()>{(){}}}((<>[])(<><>)))[(<[]<>>[()[]])<<()()>{<>{}}>]])<[{[{[]<>}{()()}][[{}{}]<[]>]}<{{{
|
||||
[(<[{([{({<<[<<>()>[[]()]]{<<>{}><{}<>>}><{<()()>{{}{}}}(({}<>)<()<>>)>>})({(([<{}<>>{[][]
|
||||
{(([{[<{{[({{[{}<>][()]}<{{}<>}>}(({<>[]})))]{((<[<>{}][<>[])>[[<>()]{[][]}]))<<<({}<>){{}<>}>(
|
||||
{[<{({((([[{[(<>{}){<>()}][([]{}}]}]{[<(()()){[]()}>((<>[])<(){}>)]}]){<(<<{{}<>}>>)([[{<><>}<
|
||||
{<{[(<{<[({<<[<><>]{()()}>[{()<>}<{}>]>[[<[]>][{()[]}{()}]]}(<(({}()){<><>})<(()())[<>()]>>{
|
||||
<[({[[{<([[{<{{}}>(<<><>>{[]()}}}[{{<>{}}<()<>>}{[[][]]{[]<>}}]]<((([][])<<>{}>)<((){})[{}()
|
||||
{{[{<[{<<{<<(<{}[]><(){}>)<{<>[]}[{}()]>>[{{[]<>}<()<>>}[{{}<>}(<>())]]><[(({}<>)({}<>))<<{}<>><<
|
||||
{<<({(<[(<[[{{[][]}{{}}}<[[]()]<<>())>]](<{{{}<>}{()<>}}>)>)]<(({{[[[][]]]}<[[(){}]<[]{}>]>}))>
|
||||
({{([<<{[(<<{{<>()}<[]()>}<{(){}}{{}{}}>><(<{}[]>{<>{}})<([]<>)([]())>>>)]}>>[[{<{[<<(<>{})
|
||||
<{({{({<<[{<<{<>}{{}[]}>>[[{[]<>}{()()}]<<[][]>(()())>]}]{<<{[(){}><<><>>}{{<>[]}(()<>)}>[<<(){}>[[]
|
||||
<({<([[[([({<{(){}}([][])>}<[{[][]}{<>()}]<[(){}][{}<>]>>){<({{}()}{[]{}})>{[{[]{})[()[]]]<[
|
||||
{([({[(([<{((({}()){{}<>})(<()[]>{()()})){[({}{})<<>[]>]([{}][()])}}>]{<<[<[[][]]{[][]}>({[]{}}<{}()>)
|
||||
<<{[<({[(<[({<{}{}><()()>})]{<<[<><>]>>}>){{[((<<><>><{}[]>)){<{[]()}(<>())>}]{{{({}<>){[]<>}}{{
|
||||
<<({<[{(([{({({}())(<>{})}{((){})})[<[[][]]([][])>]}<<[[<>{}][[]<>]]<([]<>)[()()]>><<<{}[]>(()())>>]])[[[
|
||||
[{<({<(({([([{[]}]<{[]()}[()<>]>]{{(()())<{}()>}{{[]()}<()<>>}}][{(<[]<>>[<>{}])[<[]<>><<><>>]}<(<<
|
||||
<{{((<<(<{({<{<>{}}[[]{}]>})[[{{[][]}{{}<>}}]]}[(([(()[])<()<>>]((<>[])<<>{}>))<[[<>()][<>
|
||||
{[([<<<({[{<<[<>{}]<[]<>>>>({<<>{}>((){})}<{[][]}{[]{}}>)}<{(([]{})<<>>><{{}()}(<><>)>}<{<[]
|
||||
<({[[{{{([(({[{}<>]{[]<>}}[{()<>}<(){}>])<[<{}()>[[]<>]]>)]{{[<{<>()}[{}()]><<<><>>{[][]}>]([[[][]](<>())
|
||||
[<<{{<[[{[<(<{()[]}[(){}]><[()[]]<<>{}>>)>[[[[[]{}]{[][]}]{<[]{}><(){}>}]({{<>()}<<>{}>}({()<>
|
||||
[<[[(<[[[[<<<{()<>}[[]()]>>{[[<>[]]{[]{}}]{[<>[]][[]<>]}}>]]({[({[<><>]<{}<>>}<<(){}>[{}()]>)[[<<>
|
||||
<{{({<([{({({{{}()}((){})})([([][])[[]<>]](([])[{}<>]))}<(([()<>][()[]])[<[]><{}{}>])<{({}<>)<<>()>}
|
||||
{<[[[([{[<<(({{}<>})(<{}()](<>{}))){[[<>[]]({}<>)]}><[((<>()){[][]})[({}())<{}<>>]]<({<>[]}{{}<>
|
||||
{<[<[({<({(<(({}[])<{}>)((<>[])({}<>))><(([][])(()()))>)})({{({{<>())}<{<>()}([]{})>)[[(()<>)<<>[]>](<<
|
||||
{(<(<<{{({{<{(<>[])[[]]}{(<>{})>>{<(()())[{}{}]>{{[]{}}{{}<>}}}}(<{[{}[]]<(){}>}[[{}{}]{()<>}]>([{<>{}}[<>]]
|
||||
[{[{{[[[{([<(({}{})<[][]>)<([]{})<<>{}>>>[{[[]{}]([]<>)}{(()())[<>[]]}}]((<([]<>)[()<>]>(<{}()>)){<[<>[]](
|
||||
{<<<<{(({<<({(()())(<>{})}<([][])[[]()]>)[{{[]()}(<>)}]><{[<<>()>]{<[]()>[[]<>]}}>>}>[(<<<[{()<>}{{}<>
|
||||
[{[(<[<{<[({[{[]<>}<[][]>]{{<>()}}}[({<>[]}{{}{}}){[[]<>](<><>)}])({({{}<>}<{}<>>)}<[((){})[{
|
||||
{<[[{[(((<({([[]<>](()<>))}[{{()<>}({}())}(<[]{}>{[]{}})])<<(({})[{}{}])[(<>{})<()>]>>>))<[{{<[{{}<>}[[][]
|
||||
[[<<([{<{((([<{}{}>(<><>)][({}[])])[[(<>{}){{}<>}](<()[]>[[]()])])[{({()}{{}{}})(({}())([]{}))}({[{}[]]{
|
||||
<<((<[<(([<{[<{}<>>][<{}{}>{{}[]}]}[{<<>()>[[]{}]}{[()[]]([]{})}]><{({()()}{[]})<{[]()}[{}{}]>}{((<>(
|
||||
({<<{[(({{<<{[[]()]{{}()}}{[<>{}]<[][]>}>{(([]())[<>[]]){<[]{}>{<><>}}}>{{{{<>[]}{{}()]}{{<>{}}[{}{}
|
||||
{((<<{<<<((<(({}{})(()))[[()()]{{}<>}]>{(<()[]][{}[]])[[<>[]]<<>>]}))>([[{({()[]}{()[]})(<[][]><{}{}>)}[[[[][
|
||||
[(<<{<[(<([<(<[]()><()()>)>]{({[<><>]{[][]}})}}<[([(()())[{}]]<<(){}>[<><>]>)][<<((){})>>[[{<><>}[{}()]][([]
|
||||
[<{[<[[(({{{[<{}[]><<>{}}][[{}<>]<<>()>]}{[{[]}[{}[]]]{[()[]]<{}<>>}}}[({<(){}>{{}{}}}<(()[])(
|
||||
<{([{(<[<<<<[[{}{}]([])](<{}{}>[[][]])>{{(()[]){<>[]}}<[<><>][(){}]>}>(([[{}{}]{{}<>}](<()()>))<<(<>{})<<
|
||||
[(<[[[[(({[<<<<>{}><<><>>>>]<{[{{}<>}<()>]{{[]{}}[<>[]]}}<<<()[]>([]<>)><(<>{}){[]()}>>>}))[[([{<
|
||||
[([(({<{([<[({{}{}}<{}{}>)[[[]{}]({}<>)]]<[([]<>)({}[])]{(()[]){[]<>}}>>{[<{[]<>}>{[()[]]<()<>>}][<([
|
||||
{<[<[[<[{({{<[[]()][{}()]>({()[]}(()[]))}([[<>()]])})}{{<{{[<>]<[]()>}{<{}[]]}}<{{()[]}<[]<>>}([()()]<{}()>)>
|
||||
[{{(<(([([((<{{}{}}({}())>{{<>[]}<[]{}>})([{<>()}{{}<>}]{<()<>>[{}{}]})>]{{[<(<>){[]{}}>{<<>[]>[()[]]}]
|
||||
[<<(({[[({({[{[]{}}<<>[]]]{[()()]<<>()>}}{[{<>[]}<()>]}){{<<()[]>{[]{}}><<<>>[[]()]>}}})<[{{[<
|
||||
<([{{{(<{{{<<({}()){(){})>{<{}{}>{<>()}}>{(<()[]>({}()))<({}())<()()>>}}[(({[]{}}[<>{}])([{}<>])){{{{}}(<
|
||||
<<{[{[[<([[<(<{}<>><()[]>)<{<>()>[<>()]>>]][{{{{()<>}<{}[]>}[<[]()>[()[]]]}<{[{}](<>{})}>}[<[[<><>]<
|
||||
[{[([{<<[([[{<<>[]>(<>())}((()())({}{}))>{[({}())<<>()>]<(<><>){()<>}>}]({([(){}]<[]<>>){<[
|
||||
[{<<[[<((({[<[[]()]>(<<>>(<>{}))]<<([]<>)[<>{}]>{<[][]>(<>())}>}(([{{}<>}{{}[]}]{[()[]]{{}{}}})<
|
||||
([<<{[([[<{<{({}())}{(()<>)}>[<[{}<>][[]()]><[<>{}]({}[])>]}<[([<>()]){[()<>]([]{})}][[[{}[]]][
|
||||
<{[[{({<{(<[[(()[])<<>[]>]<<<>()>{[]<>}>]>{[<(<>()){<>[]}>(([][]))]([<[]<>><{}{}>]([<>{}](()()
|
||||
{[([{{(([[<{<[{}<>]([]{})>[((){})<()[]>]}[[{{}<>}<[][]>]<{[]<>}([]())>]>{<{{{}<>}{(){}}]{{[]
|
||||
[{{<[([<{[[({[{}[]][(){}]}<{<>()}<[]{}>>)]<<({()<>}[[]()]){[<>[]]<()()>}>>]{[<<(<>[])<[]<>>
|
||||
<[{<[<((<({[{[{}[])(<>{})}(({}[])[<>])]})>[[([{((){})<<>>}])[<((()<>)[{}{}])[[(){}]]>{<<{}()>{
|
||||
({[[[[[[[<((<[<><>][()[]]><(<><>)>))>{{<(<<>[]>{{}})[[[]<>]({}())]><{{()<>>[[]<>]}[<{}{}>{<>{}}]>}[{<(<
|
||||
([([(<[{<[[{<{<>[]}>{{{}()]<{}()>}}<([{}()]{{}<>})[([][]){{}<>}]>]{<{{[]{}}{{}<>}}<[[]()]>>[[{()[]}{(){}}]{[
|
||||
{<{([([{<<<<{[<>()]<[]>}[[()<>]<()>]>>(([[<>[]][{}{}]])((([][]){<><>})([[]{}]<()<>})))><{<<[()()]<[]()>
|
||||
[{({[{[(([([{{{}<>}{()<>}}(([]<>){{}{}})][<{()}{{}{}}>(<<>()>[<>()])])]))<<<({((<>()){[]{}})[{
|
||||
([([(<(({<(<<<{}[]>){{<><>}[[]{}]}>[{{[][]}<<><>>}])<{<<[]>(()[])>[[{}()]<[]<>>]}{({[]()}[<><>]){{{}[]}[{
|
||||
{{[{<{((<((<<<(){}>>{([]{})[[]()]}>([({}{})]{<()>{[]{}}}))[[(<<><>>)]<<<{}{}><(){}>>[({}[])({}
|
||||
<{[({{<<((([[[(){}][{}<>]]<(<>[])<[]()>>]<[[{}()]({}())]>)({<[(){}]>{(<><>){[]{}}}})){{{<<[]()>[()<>]>[<
|
||||
(<[[(<((<[[<{[[]()][()<>]}<[[][]]<[][]>>>((({}())((){}))(<{}<>]{()()}))]]>[[{<{[{}<>]}>([[{}<>](()
|
||||
<<<{<(<[<{[[([<>()][()<>])(<<>()>[{}()])][<{<>()}>]]}<<<({<>[]}([]{}))<<(){}>>>[[({}())(())]]>{({({}[
|
||||
([<<<{<{({<[{(()<>)<()()>}]<[({}<>)]>>{[[{<>{}}(()[])](<<>>[[]<>])]}}{<<{<<>()>}><{{<>()}<<><>>}{<(){}>[(){
|
||||
{{(<<[{{({({({[]()}<{}()>)(([][])[()<>])}<{(<>())[()<>]}>)[[(([]<>)[[]<>])]]}[({[({}()){{}>]})
|
||||
<((((<{{{{{[{[(){}]([][])}[{<>{}}([]<>)]]([((){})]<[[][]][<><>]>)}}<(<{(()<>)([]{})}><([()<>]{<>()
|
||||
<{<{<(<(<<<(<[[][]]<<>()>><[<>[]][[]]>)[<[<>{}][<>()]>]>{<{(()){{}()}}[<{}<>><<><>>]>[{<{}[]><<><>>}]}>{(
|
||||
{[{<<(<([({{<<[]<>>[<>{}]>{<{}<>>([]<>)}}([<<>{}>((){})}<{<>[]}>)}<<({{}()})<(<>[])[[]]>>[[<<>[]>{()[]}][[[]
|
||||
<<<<[<{<[{{(<[<>]<[]{}>><(<>{}){{}()}>)[[{<>{}}{{}[]}](<[]>[<>{}])]}{{[{{}[]}(()<>)]<([]())(
|
||||
[([({[[{<{{<<{()()}<{}{}>>({{}{}}[{}{}]>>[{(<>{})<()()>}[[<>[]]<{}()>]]}[<<{<><>}(()[])>(<{}[]>
|
||||
[<<[[(({<[[([(<>[]){()[]}][(<><>)[<>[]]])]<({<{}{}>(()[])}[<{}<>>({}())])((({}{})<{}[]>)[{{}<>}{{}{}}])
|
||||
(({({[<<[<[([<<><>){[]{}}][<()<>><[]<>>])({[{}<>]<[]<>>}<({}{})[{}[]]>)][{((<><>)(()[]))}[<<{}()>{<>
|
||||
<((<[(<(<[[([{(){}}<<>()>]({(){}}{(){}}))]][{{[{[][]]{<>{}}]{[{}<>]([]{})}}}[<{[[]{}][<>()]}[(()[])<
|
||||
{((<<{({<[([(([]())([]()))(<[][]>{()})])<<[<<>[]>[<>())](<()<>><()()>)>>]>{{[{<[<>{}]<[]<>>>}<{{<><>}<
|
||||
{<<<<[((<{({<{<>[]}{<>()}><{<><>){<>()}>}([[[]()][(){}]]<<()<>>{<><>}>)){[{{<>[]}{[]()}}{(<>())
|
||||
({<<<<[{<{<{(<{}{}><()[]>)[{<>{}}]}>(<[([]{}){<><>}]{<<><>>[()[]]}}<[{()[]}{()[]}][{{}[]}{[][]}]>)}>}]
|
||||
({({{<{{{[<{{(<><>)}({[]()}{<><>})}{<[{}[]]<[]<>>>[(<>[]){()()}]}><[[<<>()><[][]>]]>]<<[{[[]()](
|
||||
<{[<([<[({([{(<>{}){()}}<([]<>)[{}{}]>)[[<()[]><{}<>>][(<>{})[()()]]]){<{({}){{}{}}}<{<>()}[[
|
||||
{((({[{<{[<({[{}()]({}{})}<(<>)(()())>)({[[]{}](<><>)}[<<>[]>[<>[]]])><<[{[]<>}][([][])<[]()>]>(
|
||||
({[((([<[(<{[(<>[])(()[])]}<[([][])([]<>)]<(()())>>>((([(){}])<(<>())<<><>>>)<[[()<>>{{}{}
|
||||
[{{((<{[(<{[{{[][]}{<><>}}[[()[]]<[][]>]]<<({}[])((){})>>}>[(<([[]()]<{}[]>)([{}<>])>({<<>[]>(<>[])}[(
|
||||
((<((<[<(<[{(<[]()>[()[]])((())(()[]))}{[[{}<>]([]{})]<[[]()]>}]>)><([<[<{[]<>}<{}[]>>[[(){}]]]({[[][]]{
|
||||
[(([([(([<<(<{<>}{[][]}>)[{[()<>]{{}{}}}({{}{}}<[]()>)]>>{([({<><>}<[]>){<{}{}>[()<>]}]<<[[]{}]{{
|
||||
[(<{<[[{[<<{<[[]<>]<[]()>>{{[]<>}}}><[[{{}()}([]<>)]][({{}<>}{{}{}})<[[][]](()())>]>><<({([]{})<<>{}>}){
|
||||
<{[<[(<<[[[[{<{}[]><[]<>>](<{}[]>{()[]})](<[<>()][[][]]>([()()]<<>()>))]]({([<()[]>[{}()]])<{[[]()]}{<[][
|
||||
<{{{([[([{{{<({}[])>}}<<({<>{}}{{}()))<({}{}){[]{}}>>[[(<>())[{}[]]]<<[]{}>{<>[]}>]>}([{[<<
|
||||
[{<(({{<[{[[([<>{}]{<>{}})(((){})[{}[]])][{<{}<>>}[([]{})<{}>]]]}{<<([<>{}][()[]})[{{}}<{}()>]>(
|
||||
[((<[{<<[<[{[{{}()}[{}[]]]<[<>[]][{}<>]>}]>]{[([([[]<>]{{}[]})[<(){}>[()[]]]]<<({}[])<[]()>>[(
|
||||
[{([<{([(({(<[[]<>]>{({}()){<><>}})([([]())[[]<>]])}(<[({}())(<>())]<{()<>}[[]<>]>>)){{([[<><>][()[]>](<[][]>
|
||||
<<(<<<{{{<<(<<[]<>>{<>()}>[<[]>])<{<{}<>>}{[{}{}]<<>[]>}>><{<<<>{}>({}<>)>}{([()[]]<<>()>)(<<><>><[]{}>)}>><
|
||||
{[<<[{{(<<[((({}{})[{}{}])(({}<>)[{}()]))]>{([[[(){}]<{}<>>][[{}[]]{()[]}]](<{[]{}}(<>[]>>))}>)}[(<
|
||||
<{{[[<[[[(((({<><>}{{}{}})<[<>()]([]())>)[<{{}<>}>{((){})[[][]]}]))<{<{[[]()]<[][]>}{<[]<>>(<>
|
||||
{<[<<([[[[{{<({}<>)<{}()>>[(<>())({}[])]}<{([][])({}<>)}>}(({[<>{}]{[]{}}}<(<>{})>)[<{[][]}{[][]}>{({}()){
|
||||
[[({{[(((({<{{<><>]}{(<><>){<><>}}>(<[()<>]<{}{}>>((<><>){<>[]}))}{<[[{}[]]([][])][{{}[]}[
|
||||
[{{<([((<<{(((<><>)<(){}>))((({}[]){<>()})(<{}()}({}{})))}><[<<{<>[]}[()<>]>{[<>{}]{[]()}}>{{
|
||||
[<{<{{({{<<<{[<><>]<[][]>}<<(){}>(<>)>>>([<{[]()}{{}[]}>{<{}()><[]<>>}]([([]())[[]]]([[]()]<<>{}>)))>
|
||||
<[{<[(<{{([[<[{}{}]><([]<>)(()())>][<((){})[[]()]>[([]<>){<><>}]]]{<{<[]<>><<>>}{<{}<>><[]{}
|
||||
{[((((((({([([(){}]([]<>)){[{}](<>[])}]{[<<>()>([]<>)]<<[][]>{[]<>}>})<<[{{}[]}(<><>)]<[()<>]
|
||||
([({(([[[([[((<>{}){{}{}}]{[()<>]((){})}]((({})(<>[])){[{}{}]<<>()>})]{({(())[<>{}]}((<>{})
|
||||
{<[<{(<[{<[{(<{}()>)[<<>[]>(()<>)]}([{()[]}<{}<>>])}(({<[]{}><{}{}>}([[]<>]{{}()})){[[{}<>]
|
||||
<<({[[<<[([(<[<><>]{<>{}}>{<(){}>(()())})<{[<>{}]<()[]>}>]<{[{<>{}}<<>()>]<{{}()}[()<>]>}<[[{}<>][{
|
66
2021/d11/ex1/ex1.py
Executable file
66
2021/d11/ex1/ex1.py
Executable file
|
@ -0,0 +1,66 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from copy import deepcopy
|
||||
from typing import Iterator, List, Set, Tuple
|
||||
|
||||
Grid = List[List[int]]
|
||||
Point = Tuple[int, int]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
levels = [[int(c) for c in line] for line in input]
|
||||
|
||||
def step(levels: Grid) -> Tuple[Grid, int]:
|
||||
# First step, increase levels
|
||||
levels = [[l + 1 for l in line] for line in levels]
|
||||
|
||||
def excited(levels: Grid) -> Set[Point]:
|
||||
return set(
|
||||
(i, j)
|
||||
for i in range(len(levels))
|
||||
for j in range(len(levels[i]))
|
||||
if levels[i][j] > 9
|
||||
)
|
||||
|
||||
def neighbours_of(point: Point) -> Iterator[Point]:
|
||||
for dx, dy in itertools.product((-1, 0, 1), repeat=2):
|
||||
if dx == 0 and dy == 0:
|
||||
continue
|
||||
x = point[0] + dx
|
||||
y = point[1] + dy
|
||||
if x < 0 or x >= len(levels):
|
||||
continue
|
||||
if y < 0 or y >= len(levels[x]):
|
||||
continue
|
||||
yield x, y
|
||||
|
||||
# Second step, do flashes
|
||||
has_flashed: Set[Point] = set()
|
||||
while len(flashes := (excited(levels) - has_flashed)) > 0:
|
||||
for (i, j) in flashes:
|
||||
has_flashed.add((i, j))
|
||||
for x, y in neighbours_of((i, j)):
|
||||
levels[x][y] += 1
|
||||
|
||||
# Finally, bring back energy levels to 0
|
||||
for i, j in has_flashed:
|
||||
levels[i][j] = 0
|
||||
|
||||
return levels, len(has_flashed)
|
||||
|
||||
res = 0
|
||||
for __ in range(100):
|
||||
levels, flashes = step(levels)
|
||||
res += flashes
|
||||
return res
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
10
2021/d11/ex1/input
Normal file
10
2021/d11/ex1/input
Normal file
|
@ -0,0 +1,10 @@
|
|||
4341347643
|
||||
5477728451
|
||||
2322733878
|
||||
5453762556
|
||||
2718123421
|
||||
4237886115
|
||||
5631617114
|
||||
2217667227
|
||||
4236581255
|
||||
4482627641
|
67
2021/d11/ex2/ex2.py
Executable file
67
2021/d11/ex2/ex2.py
Executable file
|
@ -0,0 +1,67 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from copy import deepcopy
|
||||
from typing import Iterator, List, Set, Tuple
|
||||
|
||||
Grid = List[List[int]]
|
||||
Point = Tuple[int, int]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
levels = [[int(c) for c in line] for line in input]
|
||||
|
||||
def step(levels: Grid) -> Tuple[Grid, int]:
|
||||
# First step, increase levels
|
||||
levels = [[l + 1 for l in line] for line in levels]
|
||||
|
||||
def excited(levels: Grid) -> Set[Point]:
|
||||
return set(
|
||||
(i, j)
|
||||
for i in range(len(levels))
|
||||
for j in range(len(levels[i]))
|
||||
if levels[i][j] > 9
|
||||
)
|
||||
|
||||
def neighbours_of(point: Point) -> Iterator[Point]:
|
||||
for dx, dy in itertools.product((-1, 0, 1), repeat=2):
|
||||
if dx == 0 and dy == 0:
|
||||
continue
|
||||
x = point[0] + dx
|
||||
y = point[1] + dy
|
||||
if x < 0 or x >= len(levels):
|
||||
continue
|
||||
if y < 0 or y >= len(levels[x]):
|
||||
continue
|
||||
yield x, y
|
||||
|
||||
# Second step, do flashes
|
||||
has_flashed: Set[Point] = set()
|
||||
while len(flashes := (excited(levels) - has_flashed)) > 0:
|
||||
for (i, j) in flashes:
|
||||
has_flashed.add((i, j))
|
||||
for x, y in neighbours_of((i, j)):
|
||||
levels[x][y] += 1
|
||||
|
||||
# Finally, bring back energy levels to 0
|
||||
for i, j in has_flashed:
|
||||
levels[i][j] = 0
|
||||
|
||||
return levels, len(has_flashed)
|
||||
|
||||
for i in itertools.count(1):
|
||||
levels, flashes = step(levels)
|
||||
if flashes == len(list(itertools.chain.from_iterable(levels))):
|
||||
return i
|
||||
|
||||
assert False # Sanity check
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
10
2021/d11/ex2/input
Normal file
10
2021/d11/ex2/input
Normal file
|
@ -0,0 +1,10 @@
|
|||
4341347643
|
||||
5477728451
|
||||
2322733878
|
||||
5453762556
|
||||
2718123421
|
||||
4237886115
|
||||
5631617114
|
||||
2217667227
|
||||
4236581255
|
||||
4482627641
|
46
2021/d12/ex1/ex1.py
Executable file
46
2021/d12/ex1/ex1.py
Executable file
|
@ -0,0 +1,46 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from collections import defaultdict
|
||||
from typing import Dict, List, Set
|
||||
|
||||
Map = Dict[str, Set[str]]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def parse() -> Map:
|
||||
res: Map = defaultdict(set)
|
||||
|
||||
for (start, to) in map(lambda s: s.split("-"), input):
|
||||
res[start].add(to)
|
||||
res[to].add(start)
|
||||
|
||||
return res
|
||||
|
||||
caves = parse()
|
||||
|
||||
def dfs(start: str, seen: Set[str] = set()) -> int:
|
||||
if start == "end":
|
||||
return 1
|
||||
|
||||
seen = seen | {start}
|
||||
res = 0
|
||||
|
||||
for dest in caves[start]:
|
||||
if dest in seen and dest.islower():
|
||||
continue
|
||||
res += dfs(dest, seen)
|
||||
|
||||
return res
|
||||
|
||||
return dfs("start")
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
22
2021/d12/ex1/input
Normal file
22
2021/d12/ex1/input
Normal file
|
@ -0,0 +1,22 @@
|
|||
ax-end
|
||||
xq-GF
|
||||
end-xq
|
||||
im-wg
|
||||
ax-ie
|
||||
start-ws
|
||||
ie-ws
|
||||
CV-start
|
||||
ng-wg
|
||||
ng-ie
|
||||
GF-ng
|
||||
ng-av
|
||||
CV-end
|
||||
ie-GF
|
||||
CV-ie
|
||||
im-xq
|
||||
start-GF
|
||||
GF-ws
|
||||
wg-LY
|
||||
CV-ws
|
||||
im-CV
|
||||
CV-wg
|
49
2021/d12/ex2/ex2.py
Executable file
49
2021/d12/ex2/ex2.py
Executable file
|
@ -0,0 +1,49 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from collections import defaultdict
|
||||
from typing import Dict, List, Set
|
||||
|
||||
Map = Dict[str, Set[str]]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def parse() -> Map:
|
||||
res: Map = defaultdict(set)
|
||||
|
||||
for (start, to) in map(lambda s: s.split("-"), input):
|
||||
res[start].add(to)
|
||||
res[to].add(start)
|
||||
|
||||
return res
|
||||
|
||||
caves = parse()
|
||||
|
||||
def dfs(start: str, seen: Set[str] = set(), has_doubled_back: bool = False) -> int:
|
||||
if start == "end":
|
||||
return 1
|
||||
|
||||
seen = seen | {start}
|
||||
res = 0
|
||||
|
||||
for dest in caves[start]:
|
||||
doubles_back = False
|
||||
if dest in seen and dest.islower():
|
||||
if has_doubled_back or dest == "start":
|
||||
continue
|
||||
doubles_back = True
|
||||
res += dfs(dest, seen, has_doubled_back or doubles_back)
|
||||
|
||||
return res
|
||||
|
||||
return dfs("start")
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
22
2021/d12/ex2/input
Normal file
22
2021/d12/ex2/input
Normal file
|
@ -0,0 +1,22 @@
|
|||
ax-end
|
||||
xq-GF
|
||||
end-xq
|
||||
im-wg
|
||||
ax-ie
|
||||
start-ws
|
||||
ie-ws
|
||||
CV-start
|
||||
ng-wg
|
||||
ng-ie
|
||||
GF-ng
|
||||
ng-av
|
||||
CV-end
|
||||
ie-GF
|
||||
CV-ie
|
||||
im-xq
|
||||
start-GF
|
||||
GF-ws
|
||||
wg-LY
|
||||
CV-ws
|
||||
im-CV
|
||||
CV-wg
|
71
2021/d13/ex1/ex1.py
Executable file
71
2021/d13/ex1/ex1.py
Executable file
|
@ -0,0 +1,71 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from copy import deepcopy
|
||||
from typing import Iterable, List, Tuple, cast
|
||||
|
||||
Paper = List[List[bool]]
|
||||
Instruction = Tuple[str, int]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> int:
|
||||
def transpose(paper: Paper) -> Paper:
|
||||
return cast(Paper, list(zip(*paper)))
|
||||
|
||||
def fold_along_y(paper: Paper, y: int) -> Paper:
|
||||
assert not any(paper[y]) # Sanity check
|
||||
assert y >= len(paper) // 2 # Ensure that we can actually fold the paper
|
||||
|
||||
paper = deepcopy(paper)
|
||||
for i, j in zip(itertools.count(y, -1), range(y, len(paper))):
|
||||
paper[i] = [(dot_i or dot_j) for dot_i, dot_j in zip(paper[i], paper[j])]
|
||||
|
||||
paper = paper[:y]
|
||||
return paper
|
||||
|
||||
def fold_along_x(paper: Paper, x: int) -> Paper:
|
||||
return transpose(fold_along_y(transpose(paper), x))
|
||||
|
||||
def do_folds(paper: Paper, instructions: Iterable[Instruction]) -> Paper:
|
||||
for axis, n in instructions:
|
||||
if axis == "x":
|
||||
paper = fold_along_x(paper, n)
|
||||
elif axis == "y":
|
||||
paper = fold_along_y(paper, n)
|
||||
else:
|
||||
assert False # Sanity check
|
||||
|
||||
return paper
|
||||
|
||||
def parse() -> Tuple[Paper, List[Instruction]]:
|
||||
paper_part = itertools.takewhile(lambda s: s != "", input)
|
||||
fold_part = itertools.islice(
|
||||
itertools.dropwhile(lambda s: s != "", input), 1, None
|
||||
)
|
||||
|
||||
points = {(int(x), int(y)) for x, y in map(lambda s: s.split(","), paper_part)}
|
||||
folds = [
|
||||
(axis[-1], int(n)) for axis, n in map(lambda s: s.split("="), fold_part)
|
||||
]
|
||||
|
||||
width, height = max(p[0] for p in points), max(p[1] for p in points)
|
||||
|
||||
paper = [
|
||||
[(x, y) in points for x in range(width + 1)] for y in range(height + 1)
|
||||
]
|
||||
|
||||
return paper, folds
|
||||
|
||||
paper, instructions = parse()
|
||||
|
||||
return sum(itertools.chain.from_iterable(do_folds(paper, instructions[:1])))
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
print(solve(input))
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
890
2021/d13/ex1/input
Normal file
890
2021/d13/ex1/input
Normal file
|
@ -0,0 +1,890 @@
|
|||
1159,502
|
||||
291,184
|
||||
850,631
|
||||
460,631
|
||||
301,707
|
||||
768,56
|
||||
654,829
|
||||
582,466
|
||||
490,276
|
||||
261,3
|
||||
793,35
|
||||
559,453
|
||||
497,288
|
||||
594,275
|
||||
458,264
|
||||
1044,387
|
||||
654,842
|
||||
925,22
|
||||
688,72
|
||||
224,833
|
||||
1228,2
|
||||
1034,487
|
||||
420,830
|
||||
172,717
|
||||
1049,198
|
||||
669,305
|
||||
1168,49
|
||||
157,304
|
||||
90,669
|
||||
1036,1
|
||||
118,549
|
||||
1084,593
|
||||
268,61
|
||||
909,294
|
||||
467,74
|
||||
1114,632
|
||||
1066,609
|
||||
1058,602
|
||||
271,35
|
||||
474,299
|
||||
1173,35
|
||||
75,864
|
||||
470,543
|
||||
176,100
|
||||
485,736
|
||||
199,332
|
||||
23,634
|
||||
654,329
|
||||
748,526
|
||||
274,395
|
||||
378,474
|
||||
910,673
|
||||
1012,810
|
||||
383,859
|
||||
1163,5
|
||||
353,291
|
||||
741,383
|
||||
631,241
|
||||
179,436
|
||||
793,75
|
||||
495,324
|
||||
321,169
|
||||
1087,278
|
||||
1302,361
|
||||
1232,572
|
||||
417,317
|
||||
960,161
|
||||
1088,642
|
||||
1161,613
|
||||
631,653
|
||||
94,327
|
||||
244,733
|
||||
857,549
|
||||
572,220
|
||||
75,337
|
||||
259,5
|
||||
1235,192
|
||||
805,393
|
||||
126,68
|
||||
1250,723
|
||||
580,68
|
||||
397,441
|
||||
1297,165
|
||||
700,82
|
||||
1200,275
|
||||
214,56
|
||||
932,711
|
||||
676,126
|
||||
676,320
|
||||
169,388
|
||||
1049,3
|
||||
25,319
|
||||
1218,215
|
||||
179,217
|
||||
681,635
|
||||
512,574
|
||||
966,371
|
||||
1124,282
|
||||
387,444
|
||||
930,644
|
||||
179,781
|
||||
192,247
|
||||
1061,290
|
||||
500,557
|
||||
378,54
|
||||
855,159
|
||||
585,891
|
||||
358,295
|
||||
545,234
|
||||
1287,429
|
||||
425,648
|
||||
416,579
|
||||
1255,99
|
||||
59,290
|
||||
768,585
|
||||
1126,733
|
||||
253,600
|
||||
1235,332
|
||||
852,184
|
||||
223,357
|
||||
1143,585
|
||||
1096,36
|
||||
1125,194
|
||||
95,677
|
||||
885,768
|
||||
870,820
|
||||
165,527
|
||||
1201,660
|
||||
465,291
|
||||
387,702
|
||||
1041,872
|
||||
502,316
|
||||
358,814
|
||||
435,747
|
||||
1217,439
|
||||
177,113
|
||||
505,781
|
||||
850,746
|
||||
343,38
|
||||
499,530
|
||||
85,789
|
||||
1285,563
|
||||
321,541
|
||||
45,15
|
||||
1295,669
|
||||
1285,393
|
||||
363,262
|
||||
271,347
|
||||
646,809
|
||||
1143,794
|
||||
505,753
|
||||
224,201
|
||||
50,420
|
||||
2,297
|
||||
507,312
|
||||
823,100
|
||||
222,252
|
||||
1007,241
|
||||
1116,157
|
||||
274,499
|
||||
505,617
|
||||
1036,137
|
||||
987,623
|
||||
22,105
|
||||
30,239
|
||||
244,609
|
||||
835,333
|
||||
1019,184
|
||||
572,443
|
||||
134,613
|
||||
348,263
|
||||
927,35
|
||||
500,625
|
||||
421,807
|
||||
763,595
|
||||
277,838
|
||||
856,54
|
||||
1310,52
|
||||
855,287
|
||||
166,628
|
||||
1155,684
|
||||
609,327
|
||||
445,892
|
||||
1116,640
|
||||
159,346
|
||||
1116,478
|
||||
1116,849
|
||||
982,565
|
||||
1232,754
|
||||
1163,337
|
||||
0,136
|
||||
422,455
|
||||
1049,451
|
||||
857,345
|
||||
59,640
|
||||
688,822
|
||||
507,582
|
||||
351,485
|
||||
294,744
|
||||
1218,383
|
||||
751,665
|
||||
969,761
|
||||
50,165
|
||||
1253,358
|
||||
393,59
|
||||
629,331
|
||||
550,842
|
||||
30,80
|
||||
505,113
|
||||
731,30
|
||||
641,761
|
||||
513,780
|
||||
221,543
|
||||
1131,561
|
||||
1072,315
|
||||
252,602
|
||||
87,556
|
||||
1148,282
|
||||
902,61
|
||||
276,308
|
||||
35,250
|
||||
1057,600
|
||||
403,785
|
||||
113,502
|
||||
805,501
|
||||
0,86
|
||||
1028,364
|
||||
428,301
|
||||
1305,353
|
||||
616,645
|
||||
199,607
|
||||
744,68
|
||||
350,385
|
||||
412,530
|
||||
574,554
|
||||
713,806
|
||||
1193,327
|
||||
923,514
|
||||
952,743
|
||||
542,586
|
||||
890,830
|
||||
378,26
|
||||
0,394
|
||||
214,523
|
||||
335,210
|
||||
75,30
|
||||
845,282
|
||||
395,357
|
||||
1285,187
|
||||
597,806
|
||||
160,154
|
||||
589,760
|
||||
52,843
|
||||
654,117
|
||||
711,170
|
||||
137,78
|
||||
1130,595
|
||||
959,37
|
||||
1220,690
|
||||
797,252
|
||||
923,444
|
||||
1285,259
|
||||
55,99
|
||||
980,638
|
||||
641,305
|
||||
781,549
|
||||
1126,768
|
||||
184,161
|
||||
915,477
|
||||
731,702
|
||||
888,868
|
||||
537,194
|
||||
738,219
|
||||
1288,777
|
||||
982,285
|
||||
1087,357
|
||||
595,254
|
||||
1288,161
|
||||
266,21
|
||||
1310,136
|
||||
1144,745
|
||||
1111,562
|
||||
671,893
|
||||
1198,756
|
||||
1176,389
|
||||
1123,372
|
||||
748,831
|
||||
1168,400
|
||||
810,886
|
||||
805,141
|
||||
705,614
|
||||
269,760
|
||||
417,126
|
||||
1044,313
|
||||
1228,226
|
||||
1158,204
|
||||
288,645
|
||||
870,504
|
||||
266,313
|
||||
1253,470
|
||||
954,84
|
||||
134,806
|
||||
420,694
|
||||
348,711
|
||||
957,623
|
||||
1285,271
|
||||
1007,485
|
||||
428,593
|
||||
494,493
|
||||
1051,5
|
||||
274,698
|
||||
852,150
|
||||
1216,327
|
||||
559,477
|
||||
522,625
|
||||
691,644
|
||||
261,787
|
||||
823,346
|
||||
773,775
|
||||
907,254
|
||||
1288,789
|
||||
728,466
|
||||
559,665
|
||||
664,809
|
||||
833,656
|
||||
258,679
|
||||
422,474
|
||||
877,95
|
||||
1253,246
|
||||
822,709
|
||||
224,542
|
||||
154,456
|
||||
502,302
|
||||
171,231
|
||||
1253,872
|
||||
1260,824
|
||||
256,176
|
||||
372,364
|
||||
358,743
|
||||
1056,225
|
||||
1049,787
|
||||
1168,285
|
||||
679,465
|
||||
157,590
|
||||
214,820
|
||||
1051,89
|
||||
652,358
|
||||
192,80
|
||||
888,474
|
||||
679,241
|
||||
430,201
|
||||
681,53
|
||||
572,668
|
||||
626,501
|
||||
724,663
|
||||
78,98
|
||||
639,229
|
||||
591,495
|
||||
798,721
|
||||
494,857
|
||||
437,10
|
||||
1131,312
|
||||
1028,194
|
||||
72,428
|
||||
1014,151
|
||||
229,117
|
||||
1086,835
|
||||
923,892
|
||||
515,485
|
||||
485,288
|
||||
366,249
|
||||
1088,252
|
||||
745,390
|
||||
266,425
|
||||
880,649
|
||||
952,814
|
||||
656,329
|
||||
865,78
|
||||
440,504
|
||||
397,889
|
||||
706,294
|
||||
1096,56
|
||||
177,672
|
||||
900,285
|
||||
154,785
|
||||
803,582
|
||||
1126,126
|
||||
174,466
|
||||
438,171
|
||||
658,760
|
||||
57,694
|
||||
962,183
|
||||
440,820
|
||||
57,134
|
||||
1138,774
|
||||
430,733
|
||||
107,756
|
||||
1149,600
|
||||
1242,889
|
||||
997,57
|
||||
1156,886
|
||||
331,497
|
||||
947,856
|
||||
671,445
|
||||
658,358
|
||||
1118,169
|
||||
1156,456
|
||||
276,488
|
||||
873,884
|
||||
267,10
|
||||
880,61
|
||||
805,589
|
||||
944,249
|
||||
412,812
|
||||
326,394
|
||||
1265,816
|
||||
460,74
|
||||
562,526
|
||||
377,56
|
||||
552,61
|
||||
291,698
|
||||
822,194
|
||||
959,241
|
||||
656,758
|
||||
1071,332
|
||||
22,341
|
||||
565,504
|
||||
1052,679
|
||||
1091,299
|
||||
1217,639
|
||||
852,296
|
||||
1268,394
|
||||
738,883
|
||||
1238,225
|
||||
938,194
|
||||
811,124
|
||||
1039,347
|
||||
507,648
|
||||
460,737
|
||||
1019,849
|
||||
177,841
|
||||
798,270
|
||||
319,684
|
||||
915,865
|
||||
117,226
|
||||
1006,509
|
||||
274,163
|
||||
561,535
|
||||
497,606
|
||||
585,3
|
||||
185,52
|
||||
30,814
|
||||
348,183
|
||||
221,799
|
||||
395,477
|
||||
749,887
|
||||
957,603
|
||||
1014,631
|
||||
1310,842
|
||||
723,473
|
||||
214,717
|
||||
1290,768
|
||||
50,40
|
||||
1087,2
|
||||
797,556
|
||||
425,768
|
||||
1163,785
|
||||
387,514
|
||||
1302,809
|
||||
813,606
|
||||
649,786
|
||||
189,719
|
||||
343,843
|
||||
947,262
|
||||
992,439
|
||||
93,639
|
||||
261,451
|
||||
13,133
|
||||
932,837
|
||||
1153,590
|
||||
582,109
|
||||
1053,565
|
||||
922,581
|
||||
634,320
|
||||
311,856
|
||||
1176,281
|
||||
1265,368
|
||||
460,605
|
||||
1084,301
|
||||
1144,73
|
||||
341,837
|
||||
706,729
|
||||
303,485
|
||||
445,450
|
||||
960,385
|
||||
353,603
|
||||
1151,122
|
||||
160,37
|
||||
564,690
|
||||
798,574
|
||||
1049,891
|
||||
885,563
|
||||
363,710
|
||||
879,537
|
||||
840,49
|
||||
751,229
|
||||
1285,779
|
||||
868,562
|
||||
353,623
|
||||
1059,109
|
||||
269,134
|
||||
257,329
|
||||
788,711
|
||||
462,590
|
||||
74,490
|
||||
706,600
|
||||
602,753
|
||||
229,246
|
||||
602,312
|
||||
1144,628
|
||||
646,231
|
||||
1288,105
|
||||
566,826
|
||||
619,625
|
||||
440,717
|
||||
536,549
|
||||
1275,250
|
||||
477,501
|
||||
1168,721
|
||||
907,108
|
||||
708,507
|
||||
1039,547
|
||||
13,729
|
||||
93,455
|
||||
1118,647
|
||||
1161,165
|
||||
74,378
|
||||
417,518
|
||||
142,721
|
||||
967,843
|
||||
1307,436
|
||||
947,710
|
||||
699,773
|
||||
1280,814
|
||||
425,200
|
||||
1260,138
|
||||
110,395
|
||||
356,84
|
||||
1310,381
|
||||
1146,86
|
||||
522,631
|
||||
110,499
|
||||
5,353
|
||||
629,563
|
||||
1242,679
|
||||
840,319
|
||||
276,756
|
||||
134,358
|
||||
1287,689
|
||||
152,690
|
||||
1260,698
|
||||
217,682
|
||||
1034,57
|
||||
440,522
|
||||
201,773
|
||||
1193,567
|
||||
870,729
|
||||
1253,424
|
||||
301,719
|
||||
8,533
|
||||
738,443
|
||||
706,165
|
||||
475,458
|
||||
256,718
|
||||
298,875
|
||||
999,856
|
||||
894,740
|
||||
105,246
|
||||
420,679
|
||||
668,810
|
||||
1073,765
|
||||
301,603
|
||||
853,756
|
||||
763,138
|
||||
991,796
|
||||
954,19
|
||||
400,428
|
||||
1144,266
|
||||
323,497
|
||||
938,364
|
||||
708,312
|
||||
462,395
|
||||
870,74
|
||||
52,644
|
||||
982,665
|
||||
1066,40
|
||||
433,95
|
||||
421,535
|
||||
1230,788
|
||||
997,110
|
||||
1019,698
|
||||
161,600
|
||||
1094,420
|
||||
559,417
|
||||
923,702
|
||||
1022,645
|
||||
166,821
|
||||
505,841
|
||||
162,282
|
||||
773,119
|
||||
90,690
|
||||
977,786
|
||||
586,231
|
||||
223,892
|
||||
457,756
|
||||
1232,322
|
||||
512,721
|
||||
137,443
|
||||
1201,234
|
||||
979,49
|
||||
1258,283
|
||||
97,246
|
||||
422,868
|
||||
1009,187
|
||||
889,87
|
||||
251,416
|
||||
1202,492
|
||||
1302,533
|
||||
763,756
|
||||
597,424
|
||||
311,221
|
||||
313,589
|
||||
1253,134
|
||||
810,557
|
||||
1235,30
|
||||
356,19
|
||||
982,829
|
||||
1145,527
|
||||
132,30
|
||||
885,648
|
||||
654,381
|
||||
654,65
|
||||
234,816
|
||||
458,710
|
||||
1111,332
|
||||
1019,710
|
||||
331,49
|
||||
561,7
|
||||
440,281
|
||||
360,150
|
||||
261,198
|
||||
440,165
|
||||
412,59
|
||||
1131,582
|
||||
78,754
|
||||
1009,164
|
||||
587,501
|
||||
1029,773
|
||||
746,690
|
||||
50,600
|
||||
1260,756
|
||||
117,327
|
||||
257,441
|
||||
582,557
|
||||
89,481
|
||||
400,669
|
||||
216,249
|
||||
701,190
|
||||
50,196
|
||||
1302,737
|
||||
933,838
|
||||
421,87
|
||||
82,674
|
||||
80,554
|
||||
951,30
|
||||
1089,799
|
||||
1163,458
|
||||
562,816
|
||||
1141,836
|
||||
65,507
|
||||
110,691
|
||||
162,612
|
||||
189,368
|
||||
490,170
|
||||
634,520
|
||||
179,582
|
||||
656,198
|
||||
160,857
|
||||
1041,760
|
||||
549,205
|
||||
994,712
|
||||
1236,516
|
||||
1280,239
|
||||
201,121
|
||||
706,586
|
||||
1131,436
|
||||
629,501
|
||||
237,70
|
||||
1285,331
|
||||
898,82
|
||||
1230,554
|
||||
350,161
|
||||
59,254
|
||||
945,194
|
||||
1071,780
|
||||
1034,308
|
||||
878,833
|
||||
1220,669
|
||||
1049,835
|
||||
1043,10
|
||||
142,46
|
||||
403,109
|
||||
599,547
|
||||
403,640
|
||||
872,723
|
||||
351,37
|
||||
562,511
|
||||
1131,113
|
||||
462,695
|
||||
1252,315
|
||||
179,333
|
||||
842,282
|
||||
460,254
|
||||
887,665
|
||||
184,768
|
||||
529,549
|
||||
269,872
|
||||
1096,717
|
||||
117,345
|
||||
1089,95
|
||||
159,122
|
||||
475,436
|
||||
803,246
|
||||
597,312
|
||||
605,614
|
||||
751,417
|
||||
542,56
|
||||
751,453
|
||||
1015,702
|
||||
713,760
|
||||
822,681
|
||||
595,640
|
||||
895,108
|
||||
1056,18
|
||||
1220,231
|
||||
1150,717
|
||||
1173,443
|
||||
269,470
|
||||
147,5
|
||||
214,726
|
||||
667,0
|
||||
1243,537
|
||||
159,621
|
||||
349,170
|
||||
1305,338
|
||||
388,581
|
||||
611,773
|
||||
160,149
|
||||
1228,450
|
||||
550,700
|
||||
875,747
|
||||
305,668
|
||||
1173,3
|
||||
418,679
|
||||
102,833
|
||||
500,886
|
||||
1148,612
|
||||
923,436
|
||||
894,154
|
||||
813,288
|
||||
996,660
|
||||
922,469
|
||||
55,302
|
||||
902,891
|
||||
1168,718
|
||||
403,108
|
||||
490,808
|
||||
458,184
|
||||
857,247
|
||||
678,553
|
||||
662,887
|
||||
149,165
|
||||
1238,785
|
||||
805,672
|
||||
520,389
|
||||
1202,402
|
||||
1101,700
|
||||
870,372
|
||||
1193,119
|
||||
788,631
|
||||
734,572
|
||||
793,371
|
||||
661,556
|
||||
1168,848
|
||||
224,352
|
||||
505,277
|
||||
562,368
|
||||
11,0
|
||||
888,455
|
||||
1131,781
|
||||
865,892
|
||||
1006,52
|
||||
298,19
|
||||
714,385
|
||||
209,700
|
||||
803,436
|
||||
7,679
|
||||
579,702
|
||||
522,263
|
||||
1150,269
|
||||
1252,586
|
||||
160,73
|
||||
1238,428
|
||||
103,380
|
||||
1278,374
|
||||
808,578
|
||||
169,288
|
||||
495,845
|
||||
668,84
|
||||
137,451
|
||||
338,182
|
||||
850,737
|
||||
587,393
|
||||
721,555
|
||||
1275,698
|
||||
741,105
|
||||
774,866
|
||||
803,648
|
||||
1039,35
|
||||
1253,200
|
||||
1303,679
|
||||
831,278
|
||||
843,633
|
||||
421,439
|
||||
78,572
|
||||
576,572
|
||||
852,710
|
||||
259,889
|
||||
416,740
|
||||
294,150
|
||||
184,817
|
||||
678,777
|
||||
994,182
|
||||
442,562
|
||||
393,3
|
||||
885,200
|
||||
669,761
|
||||
1150,149
|
||||
1034,474
|
||||
542,585
|
||||
189,67
|
||||
820,276
|
||||
65,339
|
||||
31,416
|
||||
209,567
|
||||
502,578
|
||||
1081,648
|
||||
445,78
|
||||
1118,247
|
||||
217,458
|
||||
336,455
|
||||
1126,817
|
||||
805,753
|
||||
331,677
|
||||
25,331
|
||||
336,439
|
||||
92,158
|
||||
960,733
|
||||
137,603
|
||||
174,428
|
||||
734,140
|
||||
460,157
|
||||
43,569
|
||||
58,586
|
||||
196,632
|
||||
313,784
|
||||
199,287
|
||||
|
||||
fold along x=655
|
||||
fold along y=447
|
||||
fold along x=327
|
||||
fold along y=223
|
||||
fold along x=163
|
||||
fold along y=111
|
||||
fold along x=81
|
||||
fold along y=55
|
||||
fold along x=40
|
||||
fold along y=27
|
||||
fold along y=13
|
||||
fold along y=6
|
75
2021/d13/ex2/ex2.py
Executable file
75
2021/d13/ex2/ex2.py
Executable file
|
@ -0,0 +1,75 @@
|
|||
#!/usr/bin/env python
|
||||
|
||||
import itertools
|
||||
import sys
|
||||
from copy import deepcopy
|
||||
from typing import Iterable, List, Tuple, cast
|
||||
|
||||
Paper = List[List[bool]]
|
||||
Instruction = Tuple[str, int]
|
||||
|
||||
|
||||
def solve(input: List[str]) -> None:
|
||||
def transpose(paper: Paper) -> Paper:
|
||||
return cast(Paper, list(zip(*paper)))
|
||||
|
||||
def fold_along_y(paper: Paper, y: int) -> Paper:
|
||||
assert not any(paper[y]) # Sanity check
|
||||
assert y >= len(paper) // 2 # Ensure that we can actually fold the paper
|
||||
|
||||
paper = deepcopy(paper)
|
||||
for i, j in zip(itertools.count(y, -1), range(y, len(paper))):
|
||||
paper[i] = [(dot_i or dot_j) for dot_i, dot_j in zip(paper[i], paper[j])]
|
||||
|
||||
paper = paper[:y]
|
||||
return paper
|
||||
|
||||
def fold_along_x(paper: Paper, x: int) -> Paper:
|
||||
return transpose(fold_along_y(transpose(paper), x))
|
||||
|
||||
def do_folds(paper: Paper, instructions: Iterable[Instruction]) -> Paper:
|
||||
for axis, n in instructions:
|
||||
if axis == "x":
|
||||
paper = fold_along_x(paper, n)
|
||||
elif axis == "y":
|
||||
paper = fold_along_y(paper, n)
|
||||
else:
|
||||
assert False # Sanity check
|
||||
|
||||
return paper
|
||||
|
||||
def parse() -> Tuple[Paper, List[Instruction]]:
|
||||
paper_part = itertools.takewhile(lambda s: s != "", input)
|
||||
fold_part = itertools.islice(
|
||||
itertools.dropwhile(lambda s: s != "", input), 1, None
|
||||
)
|
||||
|
||||
points = {(int(x), int(y)) for x, y in map(lambda s: s.split(","), paper_part)}
|
||||
folds = [
|
||||
(axis[-1], int(n)) for axis, n in map(lambda s: s.split("="), fold_part)
|
||||
]
|
||||
|
||||
width, height = max(p[0] for p in points), max(p[1] for p in points)
|
||||
|
||||
paper = [
|
||||
[(x, y) in points for x in range(width + 1)] for y in range(height + 1)
|
||||
]
|
||||
|
||||
return paper, folds
|
||||
|
||||
def dump(paper: Paper) -> None:
|
||||
for line in paper:
|
||||
print("".join("#" if dot else "." for dot in line))
|
||||
|
||||
paper, instructions = parse()
|
||||
|
||||
dump(do_folds(paper, instructions))
|
||||
|
||||
|
||||
def main() -> None:
|
||||
input = [line.strip() for line in sys.stdin.readlines()]
|
||||
solve(input)
|
||||
|
||||
|
||||
if __name__ == "__main__":
|
||||
main()
|
890
2021/d13/ex2/input
Normal file
890
2021/d13/ex2/input
Normal file
|
@ -0,0 +1,890 @@
|
|||
1159,502
|
||||
291,184
|
||||
850,631
|
||||
460,631
|
||||
301,707
|
||||
768,56
|
||||
654,829
|
||||
582,466
|
||||
490,276
|
||||
261,3
|
||||
793,35
|
||||
559,453
|
||||
497,288
|
||||
594,275
|
||||
458,264
|
||||
1044,387
|
||||
654,842
|
||||
925,22
|
||||
688,72
|
||||
224,833
|
||||
1228,2
|
||||
1034,487
|
||||
420,830
|
||||
172,717
|
||||
1049,198
|
||||
669,305
|
||||
1168,49
|
||||
157,304
|
||||
90,669
|
||||
1036,1
|
||||
118,549
|
||||
1084,593
|
||||
268,61
|
||||
909,294
|
||||
467,74
|
||||
1114,632
|
||||
1066,609
|
||||
1058,602
|
||||
271,35
|
||||
474,299
|
||||
1173,35
|
||||
75,864
|
||||
470,543
|
||||
176,100
|
||||
485,736
|
||||
199,332
|
||||
23,634
|
||||
654,329
|
||||
748,526
|
||||
274,395
|
||||
378,474
|
||||
910,673
|
||||
1012,810
|
||||
383,859
|
||||
1163,5
|
||||
353,291
|
||||
741,383
|
||||
631,241
|
||||
179,436
|
||||
793,75
|
||||
495,324
|
||||
321,169
|
||||
1087,278
|
||||
1302,361
|
||||
1232,572
|
||||
417,317
|
||||
960,161
|
||||
1088,642
|
||||
1161,613
|
||||
631,653
|
||||
94,327
|
||||
244,733
|
||||
857,549
|
||||
572,220
|
||||
75,337
|
||||
259,5
|
||||
1235,192
|
||||
805,393
|
||||
126,68
|
||||
1250,723
|
||||
580,68
|
||||
397,441
|
||||
1297,165
|
||||
700,82
|
||||
1200,275
|
||||
214,56
|
||||
932,711
|
||||
676,126
|
||||
676,320
|
||||
169,388
|
||||
1049,3
|
||||
25,319
|
||||
1218,215
|
||||
179,217
|
||||
681,635
|
||||
512,574
|
||||
966,371
|
||||
1124,282
|
||||
387,444
|
||||
930,644
|
||||
179,781
|
||||
192,247
|
||||
1061,290
|
||||
500,557
|
||||
378,54
|
||||
855,159
|
||||
585,891
|
||||
358,295
|
||||
545,234
|
||||
1287,429
|
||||
425,648
|
||||
416,579
|
||||
1255,99
|
||||
59,290
|
||||
768,585
|
||||
1126,733
|
||||
253,600
|
||||
1235,332
|
||||
852,184
|
||||
223,357
|
||||
1143,585
|
||||
1096,36
|
||||
1125,194
|
||||
95,677
|
||||
885,768
|
||||
870,820
|
||||
165,527
|
||||
1201,660
|
||||
465,291
|
||||
387,702
|
||||
1041,872
|
||||
502,316
|
||||
358,814
|
||||
435,747
|
||||
1217,439
|
||||
177,113
|
||||
505,781
|
||||
850,746
|
||||
343,38
|
||||
499,530
|
||||
85,789
|
||||
1285,563
|
||||
321,541
|
||||
45,15
|
||||
1295,669
|
||||
1285,393
|
||||
363,262
|
||||
271,347
|
||||
646,809
|
||||
1143,794
|
||||
505,753
|
||||
224,201
|
||||
50,420
|
||||
2,297
|
||||
507,312
|
||||
823,100
|
||||
222,252
|
||||
1007,241
|
||||
1116,157
|
||||
274,499
|
||||
505,617
|
||||
1036,137
|
||||
987,623
|
||||
22,105
|
||||
30,239
|
||||
244,609
|
||||
835,333
|
||||
1019,184
|
||||
572,443
|
||||
134,613
|
||||
348,263
|
||||
927,35
|
||||
500,625
|
||||
421,807
|
||||
763,595
|
||||
277,838
|
||||
856,54
|
||||
1310,52
|
||||
855,287
|
||||
166,628
|
||||
1155,684
|
||||
609,327
|
||||
445,892
|
||||
1116,640
|
||||
159,346
|
||||
1116,478
|
||||
1116,849
|
||||
982,565
|
||||
1232,754
|
||||
1163,337
|
||||
0,136
|
||||
422,455
|
||||
1049,451
|
||||
857,345
|
||||
59,640
|
||||
688,822
|
||||
507,582
|
||||
351,485
|
||||
294,744
|
||||
1218,383
|
||||
751,665
|
||||
969,761
|
||||
50,165
|
||||
1253,358
|
||||
393,59
|
||||
629,331
|
||||
550,842
|
||||
30,80
|
||||
505,113
|
||||
731,30
|
||||
641,761
|
||||
513,780
|
||||
221,543
|
||||
1131,561
|
||||
1072,315
|
||||
252,602
|
||||
87,556
|
||||
1148,282
|
||||
902,61
|
||||
276,308
|
||||
35,250
|
||||
1057,600
|
||||
403,785
|
||||
113,502
|
||||
805,501
|
||||
0,86
|
||||
1028,364
|
||||
428,301
|
||||
1305,353
|
||||
616,645
|
||||
199,607
|
||||
744,68
|
||||
350,385
|
||||
412,530
|
||||
574,554
|
||||
713,806
|
||||
1193,327
|
||||
923,514
|
||||
952,743
|
||||
542,586
|
||||
890,830
|
||||
378,26
|
||||
0,394
|
||||
214,523
|
||||
335,210
|
||||
75,30
|
||||
845,282
|
||||
395,357
|
||||
1285,187
|
||||
597,806
|
||||
160,154
|
||||
589,760
|
||||
52,843
|
||||
654,117
|
||||
711,170
|
||||
137,78
|
||||
1130,595
|
||||
959,37
|
||||
1220,690
|
||||
797,252
|
||||
923,444
|
||||
1285,259
|
||||
55,99
|
||||
980,638
|
||||
641,305
|
||||
781,549
|
||||
1126,768
|
||||
184,161
|
||||
915,477
|
||||
731,702
|
||||
888,868
|
||||
537,194
|
||||
738,219
|
||||
1288,777
|
||||
982,285
|
||||
1087,357
|
||||
595,254
|
||||
1288,161
|
||||
266,21
|
||||
1310,136
|
||||
1144,745
|
||||
1111,562
|
||||
671,893
|
||||
1198,756
|
||||
1176,389
|
||||
1123,372
|
||||
748,831
|
||||
1168,400
|
||||
810,886
|
||||
805,141
|
||||
705,614
|
||||
269,760
|
||||
417,126
|
||||
1044,313
|
||||
1228,226
|
||||
1158,204
|
||||
288,645
|
||||
870,504
|
||||
266,313
|
||||
1253,470
|
||||
954,84
|
||||
134,806
|
||||
420,694
|
||||
348,711
|
||||
957,623
|
||||
1285,271
|
||||
1007,485
|
||||
428,593
|
||||
494,493
|
||||
1051,5
|
||||
274,698
|
||||
852,150
|
||||
1216,327
|
||||
559,477
|
||||
522,625
|
||||
691,644
|
||||
261,787
|
||||
823,346
|
||||
773,775
|
||||
907,254
|
||||
1288,789
|
||||
728,466
|
||||
559,665
|
||||
664,809
|
||||
833,656
|
||||
258,679
|
||||
422,474
|
||||
877,95
|
||||
1253,246
|
||||
822,709
|
||||
224,542
|
||||
154,456
|
||||
502,302
|
||||
171,231
|
||||
1253,872
|
||||
1260,824
|
||||
256,176
|
||||
372,364
|
||||
358,743
|
||||
1056,225
|
||||
1049,787
|
||||
1168,285
|
||||
679,465
|
||||
157,590
|
||||
214,820
|
||||
1051,89
|
||||
652,358
|
||||
192,80
|
||||
888,474
|
||||
679,241
|
||||
430,201
|
||||
681,53
|
||||
572,668
|
||||
626,501
|
||||
724,663
|
||||
78,98
|
||||
639,229
|
||||
591,495
|
||||
798,721
|
||||
494,857
|
||||
437,10
|
||||
1131,312
|
||||
1028,194
|
||||
72,428
|
||||
1014,151
|
||||
229,117
|
||||
1086,835
|
||||
923,892
|
||||
515,485
|
||||
485,288
|
||||
366,249
|
||||
1088,252
|
||||
745,390
|
||||
266,425
|
||||
880,649
|
||||
952,814
|
||||
656,329
|
||||
865,78
|
||||
440,504
|
||||
397,889
|
||||
706,294
|
||||
1096,56
|
||||
177,672
|
||||
900,285
|
||||
154,785
|
||||
803,582
|
||||
1126,126
|
||||
174,466
|
||||
438,171
|
||||
658,760
|
||||
57,694
|
||||
962,183
|
||||
440,820
|
||||
57,134
|
||||
1138,774
|
||||
430,733
|
||||
107,756
|
||||
1149,600
|
||||
1242,889
|
||||
997,57
|
||||
1156,886
|
||||
331,497
|
||||
947,856
|
||||
671,445
|
||||
658,358
|
||||
1118,169
|
||||
1156,456
|
||||
276,488
|
||||
873,884
|
||||
267,10
|
||||
880,61
|
||||
805,589
|
||||
944,249
|
||||
412,812
|
||||
326,394
|
||||
1265,816
|
||||
460,74
|
||||
562,526
|
||||
377,56
|
||||
552,61
|
||||
291,698
|
||||
822,194
|
||||
959,241
|
||||
656,758
|
||||
1071,332
|
||||
22,341
|
||||
565,504
|
||||
1052,679
|
||||
1091,299
|
||||
1217,639
|
||||
852,296
|
||||
1268,394
|
||||
738,883
|
||||
1238,225
|
||||
938,194
|
||||
811,124
|
||||
1039,347
|
||||
507,648
|
||||
460,737
|
||||
1019,849
|
||||
177,841
|
||||
798,270
|
||||
319,684
|
||||
915,865
|
||||
117,226
|
||||
1006,509
|
||||
274,163
|
||||
561,535
|
||||
497,606
|
||||
585,3
|
||||
185,52
|
||||
30,814
|
||||
348,183
|
||||
221,799
|
||||
395,477
|
||||
749,887
|
||||
957,603
|
||||
1014,631
|
||||
1310,842
|
||||
723,473
|
||||
214,717
|
||||
1290,768
|
||||
50,40
|
||||
1087,2
|
||||
797,556
|
||||
425,768
|
||||
1163,785
|
||||
387,514
|
||||
1302,809
|
||||
813,606
|
||||
649,786
|
||||
189,719
|
||||
343,843
|
||||
947,262
|
||||
992,439
|
||||
93,639
|
||||
261,451
|
||||
13,133
|
||||
932,837
|
||||
1153,590
|
||||
582,109
|
||||
1053,565
|
||||
922,581
|
||||
634,320
|
||||
311,856
|
||||
1176,281
|
||||
1265,368
|
||||
460,605
|
||||
1084,301
|
||||
1144,73
|
||||
341,837
|
||||
706,729
|
||||
303,485
|
||||
445,450
|
||||
960,385
|
||||
353,603
|
||||
1151,122
|
||||
160,37
|
||||
564,690
|
||||
798,574
|
||||
1049,891
|
||||
885,563
|
||||
363,710
|
||||
879,537
|
||||
840,49
|
||||
751,229
|
||||
1285,779
|
||||
868,562
|
||||
353,623
|
||||
1059,109
|
||||
269,134
|
||||
257,329
|
||||
788,711
|
||||
462,590
|
||||
74,490
|
||||
706,600
|
||||
602,753
|
||||
229,246
|
||||
602,312
|
||||
1144,628
|
||||
646,231
|
||||
1288,105
|
||||
566,826
|
||||
619,625
|
||||
440,717
|
||||
536,549
|
||||
1275,250
|
||||
477,501
|
||||
1168,721
|
||||
907,108
|
||||
708,507
|
||||
1039,547
|
||||
13,729
|
||||
93,455
|
||||
1118,647
|
||||
1161,165
|
||||
74,378
|
||||
417,518
|
||||
142,721
|
||||
967,843
|
||||
1307,436
|
||||
947,710
|
||||
699,773
|
||||
1280,814
|
||||
425,200
|
||||
1260,138
|
||||
110,395
|
||||
356,84
|
||||
1310,381
|
||||
1146,86
|
||||
522,631
|
||||
110,499
|
||||
5,353
|
||||
629,563
|
||||
1242,679
|
||||
840,319
|
||||
276,756
|
||||
134,358
|
||||
1287,689
|
||||
152,690
|
||||
1260,698
|
||||
217,682
|
||||
1034,57
|
||||
440,522
|
||||
201,773
|
||||
1193,567
|
||||
870,729
|
||||
1253,424
|
||||
301,719
|
||||
8,533
|
||||
738,443
|
||||
706,165
|
||||
475,458
|
||||
256,718
|
||||
298,875
|
||||
999,856
|
||||
894,740
|
||||
105,246
|
||||
420,679
|
||||
668,810
|
||||
1073,765
|
||||
301,603
|
||||
853,756
|
||||
763,138
|
||||
991,796
|
||||
954,19
|
||||
400,428
|
||||
1144,266
|
||||
323,497
|
||||
938,364
|
||||
708,312
|
||||
462,395
|
||||
870,74
|
||||
52,644
|
||||
982,665
|
||||
1066,40
|
||||
433,95
|
||||
421,535
|
||||
1230,788
|
||||
997,110
|
||||
1019,698
|
||||
161,600
|
||||
1094,420
|
||||
559,417
|
||||
923,702
|
||||
1022,645
|
||||
166,821
|
||||
505,841
|
||||
162,282
|
||||
773,119
|
||||
90,690
|
||||
977,786
|
||||
586,231
|
||||
223,892
|
||||
457,756
|
||||
1232,322
|
||||
512,721
|
||||
137,443
|
||||
1201,234
|
||||
979,49
|
||||
1258,283
|
||||
97,246
|
||||
422,868
|
||||
1009,187
|
||||
889,87
|
||||
251,416
|
||||
1202,492
|
||||
1302,533
|
||||
763,756
|
||||
597,424
|
||||
311,221
|
||||
313,589
|
||||
1253,134
|
||||
810,557
|
||||
1235,30
|
||||
356,19
|
||||
982,829
|
||||
1145,527
|
||||
132,30
|
||||
885,648
|
||||
654,381
|
||||
654,65
|
||||
234,816
|
||||
458,710
|
||||
1111,332
|
||||
1019,710
|
||||
331,49
|
||||
561,7
|
||||
440,281
|
||||
360,150
|
||||
261,198
|
||||
440,165
|
||||
412,59
|
||||
1131,582
|
||||
78,754
|
||||
1009,164
|
||||
587,501
|
||||
1029,773
|
||||
746,690
|
||||
50,600
|
||||
1260,756
|
||||
117,327
|
||||
257,441
|
||||
582,557
|
||||
89,481
|
||||
400,669
|
||||
216,249
|
||||
701,190
|
||||
50,196
|
||||
1302,737
|
||||
933,838
|
||||
421,87
|
||||
82,674
|
||||
80,554
|
||||
951,30
|
||||
1089,799
|
||||
1163,458
|
||||
562,816
|
||||
1141,836
|
||||
65,507
|
||||
110,691
|
||||
162,612
|
||||
189,368
|
||||
490,170
|
||||
634,520
|
||||
179,582
|
||||
656,198
|
||||
160,857
|
||||
1041,760
|
||||
549,205
|
||||
994,712
|
||||
1236,516
|
||||
1280,239
|
||||
201,121
|
||||
706,586
|
||||
1131,436
|
||||
629,501
|
||||
237,70
|
||||
1285,331
|
||||
898,82
|
||||
1230,554
|
||||
350,161
|
||||
59,254
|
||||
945,194
|
||||
1071,780
|
||||
1034,308
|
||||
878,833
|
||||
1220,669
|
||||
1049,835
|
||||
1043,10
|
||||
142,46
|
||||
403,109
|
||||
599,547
|
||||
403,640
|
||||
872,723
|
||||
351,37
|
||||
562,511
|
||||
1131,113
|
||||
462,695
|
||||
1252,315
|
||||
179,333
|
||||
842,282
|
||||
460,254
|
||||
887,665
|
||||
184,768
|
||||
529,549
|
||||
269,872
|
||||
1096,717
|
||||
117,345
|
||||
1089,95
|
||||
159,122
|
||||
475,436
|
||||
803,246
|
||||
597,312
|
||||
605,614
|
||||
751,417
|
||||
542,56
|
||||
751,453
|
||||
1015,702
|
||||
713,760
|
||||
822,681
|
||||
595,640
|
||||
895,108
|
||||
1056,18
|
||||
1220,231
|
||||
1150,717
|
||||
1173,443
|
||||
269,470
|
||||
147,5
|
||||
214,726
|
||||
667,0
|
||||
1243,537
|
||||
159,621
|
||||
349,170
|
||||
1305,338
|
||||
388,581
|
||||
611,773
|
||||
160,149
|
||||
1228,450
|
||||
550,700
|
||||
875,747
|
||||
305,668
|
||||
1173,3
|
||||
418,679
|
||||
102,833
|
||||
500,886
|
||||
1148,612
|
||||
923,436
|
||||
894,154
|
||||
813,288
|
||||
996,660
|
||||
922,469
|
||||
55,302
|
||||
902,891
|
||||
1168,718
|
||||
403,108
|
||||
490,808
|
||||
458,184
|
||||
857,247
|
||||
678,553
|
||||
662,887
|
||||
149,165
|
||||
1238,785
|
||||
805,672
|
||||
520,389
|
||||
1202,402
|
||||
1101,700
|
||||
870,372
|
||||
1193,119
|
||||
788,631
|
||||
734,572
|
||||
793,371
|
||||
661,556
|
||||
1168,848
|
||||
224,352
|
||||
505,277
|
||||
562,368
|
||||
11,0
|
||||
888,455
|
||||
1131,781
|
||||
865,892
|
||||
1006,52
|
||||
298,19
|
||||
714,385
|
||||
209,700
|
||||
803,436
|
||||
7,679
|
||||
579,702
|
||||
522,263
|
||||
1150,269
|
||||
1252,586
|
||||
160,73
|
||||
1238,428
|
||||
103,380
|
||||
1278,374
|
||||
808,578
|
||||
169,288
|
||||
495,845
|
||||
668,84
|
||||
137,451
|
||||
338,182
|
||||
850,737
|
||||
587,393
|
||||
721,555
|
||||
1275,698
|
||||
741,105
|
||||
774,866
|
||||
803,648
|
||||
1039,35
|
||||
1253,200
|
||||
1303,679
|
||||
831,278
|
||||
843,633
|
||||
421,439
|
||||
78,572
|
||||
576,572
|
||||
852,710
|
||||
259,889
|
||||
416,740
|
||||
294,150
|
||||
184,817
|
||||
678,777
|
||||
994,182
|
||||
442,562
|
||||
393,3
|
||||
885,200
|
||||
669,761
|
||||
1150,149
|
||||
1034,474
|
||||
542,585
|
||||
189,67
|
||||
820,276
|
||||
65,339
|
||||
31,416
|
||||
209,567
|
||||
502,578
|
||||
1081,648
|
||||
445,78
|
||||
1118,247
|
||||
217,458
|
||||
336,455
|
||||
1126,817
|
||||
805,753
|
||||
331,677
|
||||
25,331
|
||||
336,439
|
||||
92,158
|
||||
960,733
|
||||
137,603
|
||||
174,428
|
||||
734,140
|
||||
460,157
|
||||
43,569
|
||||
58,586
|
||||
196,632
|
||||
313,784
|
||||
199,287
|
||||
|
||||
fold along x=655
|
||||
fold along y=447
|
||||
fold along x=327
|
||||
fold along y=223
|
||||
fold along x=163
|
||||
fold along y=111
|
||||
fold along x=81
|
||||
fold along y=55
|
||||
fold along x=40
|
||||
fold along y=27
|
||||
fold along y=13
|
||||
fold along y=6
|
69
flake.lock
Normal file
69
flake.lock
Normal file
|
@ -0,0 +1,69 @@
|
|||
{
|
||||
"nodes": {
|
||||
"futils": {
|
||||
"locked": {
|
||||
"lastModified": 1638122382,
|
||||
"narHash": "sha256-sQzZzAbvKEqN9s0bzWuYmRaA03v40gaJ4+iL1LXjaeI=",
|
||||
"owner": "numtide",
|
||||
"repo": "flake-utils",
|
||||
"rev": "74f7e4319258e287b0f9cb95426c9853b282730b",
|
||||
"type": "github"
|
||||
},
|
||||
"original": {
|
||||
"owner": "numtide",
|
||||
"ref": "master",
|
||||
"repo": "flake-utils",
|
||||
"type": "github"
|
||||
}
|
||||
},
|
||||
"nixpkgs": {
|
||||
"locked": {
|
||||
"lastModified": 1638286143,
|
||||
"narHash": "sha256-A+rgjbIpz3uPRKHPXwdmouVcVn5pZqLnaZHymjkraG4=",
|
||||
"owner": "NixOS",
|
||||
"repo": "nixpkgs",
|
||||
"rev": "29d1f6e1f625d246dcf84a78ef97b4da3cafc6ea",
|
||||
"type": "github"
|
||||
},
|
||||
"original": {
|
||||
"owner": "NixOS",
|
||||
"ref": "nixos-unstable",
|
||||
"repo": "nixpkgs",
|
||||
"type": "github"
|
||||
}
|
||||
},
|
||||
"pre-commit-hooks": {
|
||||
"inputs": {
|
||||
"flake-utils": [
|
||||
"futils"
|
||||
],
|
||||
"nixpkgs": [
|
||||
"nixpkgs"
|
||||
]
|
||||
},
|
||||
"locked": {
|
||||
"lastModified": 1637745948,
|
||||
"narHash": "sha256-DmQG1bZk24eS+BAHwnHPyYIadMLKbq0d1b//iapYIPU=",
|
||||
"owner": "cachix",
|
||||
"repo": "pre-commit-hooks.nix",
|
||||
"rev": "c3b4f94350b0e59c2546fa85890cc70d03616b9c",
|
||||
"type": "github"
|
||||
},
|
||||
"original": {
|
||||
"owner": "cachix",
|
||||
"ref": "master",
|
||||
"repo": "pre-commit-hooks.nix",
|
||||
"type": "github"
|
||||
}
|
||||
},
|
||||
"root": {
|
||||
"inputs": {
|
||||
"futils": "futils",
|
||||
"nixpkgs": "nixpkgs",
|
||||
"pre-commit-hooks": "pre-commit-hooks"
|
||||
}
|
||||
}
|
||||
},
|
||||
"root": "root",
|
||||
"version": 7
|
||||
}
|
65
flake.nix
Normal file
65
flake.nix
Normal file
|
@ -0,0 +1,65 @@
|
|||
{
|
||||
description = "My Advent of Code solutions";
|
||||
|
||||
inputs = {
|
||||
futils = {
|
||||
type = "github";
|
||||
owner = "numtide";
|
||||
repo = "flake-utils";
|
||||
ref = "master";
|
||||
};
|
||||
|
||||
nixpkgs = {
|
||||
type = "github";
|
||||
owner = "NixOS";
|
||||
repo = "nixpkgs";
|
||||
ref = "nixos-unstable";
|
||||
};
|
||||
|
||||
pre-commit-hooks = {
|
||||
type = "github";
|
||||
owner = "cachix";
|
||||
repo = "pre-commit-hooks.nix";
|
||||
ref = "master";
|
||||
inputs = {
|
||||
flake-utils.follows = "futils";
|
||||
nixpkgs.follows = "nixpkgs";
|
||||
};
|
||||
};
|
||||
};
|
||||
|
||||
outputs = { self, futils, nixpkgs, pre-commit-hooks }:
|
||||
futils.lib.eachDefaultSystem (system:
|
||||
let
|
||||
pkgs = import nixpkgs { inherit system; };
|
||||
in
|
||||
{
|
||||
checks = {
|
||||
pre-commit = pre-commit-hooks.lib.${system}.run {
|
||||
src = self;
|
||||
|
||||
hooks = {
|
||||
black = {
|
||||
enable = true;
|
||||
};
|
||||
|
||||
isort = {
|
||||
enable = true;
|
||||
};
|
||||
|
||||
nixpkgs-fmt = {
|
||||
enable = true;
|
||||
};
|
||||
};
|
||||
};
|
||||
};
|
||||
|
||||
devShell = pkgs.mkShell {
|
||||
buildInputs = with pkgs; [
|
||||
python310 # Latest version at the moment
|
||||
];
|
||||
|
||||
inherit (self.checks.${system}.pre-commit) shellHook;
|
||||
};
|
||||
});
|
||||
}
|
Loading…
Reference in a new issue