2022 Day 14
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2022/14/README.md
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# 2022 Day 14: Regolith Reservoir
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Copyright (c) Eric Wastl
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#### [Direct Link](https://adventofcode.com/2022/day/14)
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## Part 1
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The distress signal leads you to a giant waterfall! Actually, hang on - the signal seems like it's coming from the waterfall itself, and that doesn't make any sense. However, you do notice a little path that leads **behind** the waterfall.
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Correction: the distress signal leads you behind a giant waterfall! There seems to be a large cave system here, and the signal definitely leads further inside.
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As you begin to make your way deeper underground, you feel the ground rumble for a moment. Sand begins pouring into the cave! If you don't quickly figure out where the sand is going, you could quickly become trapped!
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Fortunately, your [familiarity](https://adventofcode.com/2018/day/17) with analyzing the path of falling material will come in handy here. You scan a two-dimensional vertical slice of the cave above you (your puzzle input) and discover that it is mostly **air** with structures made of **rock**.
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Your scan traces the path of each solid rock structure and reports the `x,y` coordinates that form the shape of the path, where `x` represents distance to the right and `y` represents distance down. Each path appears as a single line of text in your scan. After the first point of each path, each point indicates the end of a straight horizontal or vertical line to be drawn from the previous point. For example:
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```
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498,4 -> 498,6 -> 496,6
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503,4 -> 502,4 -> 502,9 -> 494,9
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```
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This scan means that there are two paths of rock; the first path consists of two straight lines, and the second path consists of three straight lines. (Specifically, the first path consists of a line of rock from `498,4` through `498,6` and another line of rock from `498,6` through `496,6`.)
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The sand is pouring into the cave from point `500,0`.
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Drawing rock as `#`, air as `.`, and the source of the sand as `+`, this becomes:
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```
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4 5 5
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9 0 0
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4 0 3
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0 ......+...
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1 ..........
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2 ..........
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3 ..........
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4 ....#...##
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5 ....#...#.
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6 ..###...#.
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7 ........#.
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8 ........#.
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9 #########.
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```
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Sand is produced **one unit at a time**, and the next unit of sand is not produced until the previous unit of sand **comes to rest**. A unit of sand is large enough to fill one tile of air in your scan.
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A unit of sand always falls **down one step** if possible. If the tile immediately below is blocked (by rock or sand), the unit of sand attempts to instead move diagonally **one step down and to the left**. If that tile is blocked, the unit of sand attempts to instead move diagonally **one step down and to the right**. Sand keeps moving as long as it is able to do so, at each step trying to move down, then down-left, then down-right. If all three possible destinations are blocked, the unit of sand **comes to rest** and no longer moves, at which point the next unit of sand is created back at the source.
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So, drawing sand that has come to rest as `o`, the first unit of sand simply falls straight down and then stops:
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```
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......+...
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..........
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..........
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..........
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....#...##
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....#...#.
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..###...#.
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........#.
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......o.#.
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#########.
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```
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The second unit of sand then falls straight down, lands on the first one, and then comes to rest to its left:
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```
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......+...
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..........
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..........
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..........
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....#...##
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....#...#.
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..###...#.
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........#.
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.....oo.#.
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#########.
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```
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After a total of five units of sand have come to rest, they form this pattern:
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```
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......+...
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..........
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..........
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..........
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....#...##
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....#...#.
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..###...#.
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......o.#.
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....oooo#.
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#########.
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```
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After a total of 22 units of sand:
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```
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......+...
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..........
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......o...
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.....ooo..
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....#ooo##
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....#ooo#.
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..###ooo#.
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....oooo#.
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...ooooo#.
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#########.
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```
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Finally, only two more units of sand can possibly come to rest:
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```
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......+...
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..........
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......o...
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.....ooo..
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....#ooo##
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...o#ooo#.
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..###ooo#.
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....oooo#.
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.o.ooooo#.
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#########.
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```
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Once all **`24`** units of sand shown above have come to rest, all further sand flows out the bottom, falling into the endless void. Just for fun, the path any new sand takes before falling forever is shown here with `~`:
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```
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.......+...
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.......~...
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......~o...
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.....~ooo..
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....~#ooo##
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...~o#ooo#.
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..~###ooo#.
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..~..oooo#.
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.~o.ooooo#.
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~#########.
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~..........
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~..........
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~..........
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```
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Using your scan, simulate the falling sand. **How many units of sand come to rest before sand starts flowing into the abyss below?**
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## Part 2
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You realize you misread the scan. There isn't an endless void at the bottom of the scan - there's floor, and you're standing on it!
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You don't have time to scan the floor, so assume the floor is an infinite horizontal line with a `y` coordinate equal to **two plus the highest `y` coordinate** of any point in your scan.
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In the example above, the highest `y` coordinate of any point is `9`, and so the floor is at `y=11`. (This is as if your scan contained one extra rock path like `-infinity,11 -> infinity,11`.) With the added floor, the example above now looks like this:
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```
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...........+........
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....................
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....................
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....................
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.........#...##.....
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.........#...#......
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.......###...#......
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.............#......
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.............#......
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.....#########......
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....................
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<-- etc #################### etc -->
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```
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To find somewhere safe to stand, you'll need to simulate falling sand until a unit of sand comes to rest at `500,0`, blocking the source entirely and stopping the flow of sand into the cave. In the example above, the situation finally looks like this after **`93`** units of sand come to rest:
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```
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............o............
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...........ooo...........
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..........ooooo..........
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.........ooooooo.........
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........oo#ooo##o........
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.......ooo#ooo#ooo.......
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......oo###ooo#oooo......
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.....oooo.oooo#ooooo.....
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....oooooooooo#oooooo....
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...ooo#########ooooooo...
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..ooooo.......ooooooooo..
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#########################
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```
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Using your scan, simulate the falling sand until the source of the sand becomes blocked. **How many units of sand come to rest?**
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72
2022/14/code.py
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2022/14/code.py
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# SPDX-License-Identifier: MIT
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# Copyright (c) 2022 Akumatic
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#
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# https://adventofcode.com/2022/day/14
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from collections import defaultdict
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def read_file(filename: str = "input.txt") -> defaultdict:
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with open(f"{__file__.rstrip('code.py')}{filename}", "r") as f:
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coords = [[(int(p.split(",")[0]), int(p.split(",")[1]))
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for p in line.strip().split(" -> ")] for line in f.readlines()]
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d = defaultdict(lambda: ".")
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for path in coords:
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add_walls(d, path)
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return d
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def add_walls(d: defaultdict, path: list) -> None:
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for i in range(1, len(path)):
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dx, dy = path[i][0] - path[i-1][0], path[i][1] - path[i-1][1]
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dx = dx + 1 if dx > 0 else dx - 1
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dy = dy + 1 if dy > 0 else dy - 1
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if dx:
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for x in range(0, dx, dx // abs(dx)):
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d[(path[i-1][0] + x, path[i][1])] = "#"
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if dy:
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for y in range(0, dy, dy // abs(dy)):
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d[(path[i][0], path[i-1][1] + y)] = "#"
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def pour_sandcorn(d: defaultdict, bottomless: bool, max_depth: int) -> bool:
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cur = (500, 0)
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# stop if starting point is blocked and settled down already
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if d[cur] == "o":
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return False
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d[cur] = "o"
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while True:
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# stop if bottomless pit and first corn falls into the void
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if bottomless and cur[1] > max_depth:
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return False
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# pit is not bottomless and sandcorn reached deepest layer
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if not bottomless and cur[1] + 1 == max_depth + 2:
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return True
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possible_next = ((cur[0],cur[1]+1), (cur[0]-1,cur[1]+1), (cur[0]+1,cur[1]+1))
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# no free position, sand is resting
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if all(d[next] != "." for next in possible_next):
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return True
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# at least one free position available, move sand
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for next in possible_next:
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if d[next] == ".":
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d[next] = "o"
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d[cur] = "."
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cur = next
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break
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def pour_sand(vals: defaultdict, bottomless: bool) -> int:
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d = defaultdict(lambda: ".", {k:v for k,v in vals.items()})
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lowest_point = max(point[1] for point in d.keys())
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i = 0
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while pour_sandcorn(d, bottomless=bottomless, max_depth=lowest_point):
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i += 1
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return i
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def part1(vals: defaultdict) -> int:
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return pour_sand(vals, bottomless=True)
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def part2(vals: defaultdict) -> int:
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return pour_sand(vals, bottomless=False)
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if __name__ == "__main__":
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vals = read_file()
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print(f"Part 1: {part1(vals)}")
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print(f"Part 2: {part2(vals)}")
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167
2022/14/input.txt
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512,137 -> 522,137
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468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
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514,162 -> 514,165 -> 513,165 -> 513,171 -> 526,171 -> 526,165 -> 519,165 -> 519,162
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507,50 -> 507,53 -> 501,53 -> 501,59 -> 516,59 -> 516,53 -> 511,53 -> 511,50
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530,159 -> 534,159
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472,109 -> 472,110 -> 488,110 -> 488,109
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481,88 -> 485,88
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468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
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494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
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494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
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468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
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494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
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514,162 -> 514,165 -> 513,165 -> 513,171 -> 526,171 -> 526,165 -> 519,165 -> 519,162
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519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
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519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
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478,85 -> 482,85
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494,32 -> 498,32
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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488,32 -> 492,32
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494,28 -> 498,28
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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485,34 -> 489,34
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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491,26 -> 495,26
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484,85 -> 488,85
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
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472,109 -> 472,110 -> 488,110 -> 488,109
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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507,50 -> 507,53 -> 501,53 -> 501,59 -> 516,59 -> 516,53 -> 511,53 -> 511,50
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491,34 -> 495,34
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498,121 -> 498,122 -> 509,122 -> 509,121
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494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
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507,50 -> 507,53 -> 501,53 -> 501,59 -> 516,59 -> 516,53 -> 511,53 -> 511,50
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484,79 -> 488,79
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494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
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468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
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507,125 -> 507,127 -> 505,127 -> 505,134 -> 514,134 -> 514,127 -> 513,127 -> 513,125
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462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
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475,88 -> 479,88
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494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
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507,125 -> 507,127 -> 505,127 -> 505,134 -> 514,134 -> 514,127 -> 513,127 -> 513,125
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514,162 -> 514,165 -> 513,165 -> 513,171 -> 526,171 -> 526,165 -> 519,165 -> 519,162
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514,162 -> 514,165 -> 513,165 -> 513,171 -> 526,171 -> 526,165 -> 519,165 -> 519,162
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
507,50 -> 507,53 -> 501,53 -> 501,59 -> 516,59 -> 516,53 -> 511,53 -> 511,50
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
482,32 -> 486,32
|
||||
519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
|
||||
499,62 -> 499,66 -> 495,66 -> 495,70 -> 510,70 -> 510,66 -> 503,66 -> 503,62
|
||||
519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
|
||||
472,91 -> 476,91
|
||||
488,28 -> 492,28
|
||||
507,125 -> 507,127 -> 505,127 -> 505,134 -> 514,134 -> 514,127 -> 513,127 -> 513,125
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
477,119 -> 482,119
|
||||
524,159 -> 528,159
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
497,34 -> 501,34
|
||||
481,82 -> 485,82
|
||||
498,121 -> 498,122 -> 509,122 -> 509,121
|
||||
490,115 -> 495,115
|
||||
487,82 -> 491,82
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
518,159 -> 522,159
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
499,62 -> 499,66 -> 495,66 -> 495,70 -> 510,70 -> 510,66 -> 503,66 -> 503,62
|
||||
503,34 -> 507,34
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
493,88 -> 497,88
|
||||
499,62 -> 499,66 -> 495,66 -> 495,70 -> 510,70 -> 510,66 -> 503,66 -> 503,62
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
514,162 -> 514,165 -> 513,165 -> 513,171 -> 526,171 -> 526,165 -> 519,165 -> 519,162
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
507,50 -> 507,53 -> 501,53 -> 501,59 -> 516,59 -> 516,53 -> 511,53 -> 511,50
|
||||
527,156 -> 531,156
|
||||
498,119 -> 503,119
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
500,32 -> 504,32
|
||||
487,88 -> 491,88
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
491,119 -> 496,119
|
||||
479,34 -> 483,34
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
|
||||
499,62 -> 499,66 -> 495,66 -> 495,70 -> 510,70 -> 510,66 -> 503,66 -> 503,62
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
499,62 -> 499,66 -> 495,66 -> 495,70 -> 510,70 -> 510,66 -> 503,66 -> 503,62
|
||||
487,117 -> 492,117
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
496,91 -> 500,91
|
||||
519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
|
||||
487,75 -> 487,76 -> 499,76 -> 499,75
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
484,91 -> 488,91
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
490,91 -> 494,91
|
||||
490,85 -> 494,85
|
||||
485,30 -> 489,30
|
||||
514,162 -> 514,165 -> 513,165 -> 513,171 -> 526,171 -> 526,165 -> 519,165 -> 519,162
|
||||
483,115 -> 488,115
|
||||
507,125 -> 507,127 -> 505,127 -> 505,134 -> 514,134 -> 514,127 -> 513,127 -> 513,125
|
||||
507,125 -> 507,127 -> 505,127 -> 505,134 -> 514,134 -> 514,127 -> 513,127 -> 513,125
|
||||
484,119 -> 489,119
|
||||
524,153 -> 528,153
|
||||
519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
|
||||
491,30 -> 495,30
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
521,156 -> 525,156
|
||||
499,62 -> 499,66 -> 495,66 -> 495,70 -> 510,70 -> 510,66 -> 503,66 -> 503,62
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
486,113 -> 491,113
|
||||
497,30 -> 501,30
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
507,125 -> 507,127 -> 505,127 -> 505,134 -> 514,134 -> 514,127 -> 513,127 -> 513,125
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
|
||||
514,162 -> 514,165 -> 513,165 -> 513,171 -> 526,171 -> 526,165 -> 519,165 -> 519,162
|
||||
519,150 -> 519,140 -> 519,150 -> 521,150 -> 521,140 -> 521,150 -> 523,150 -> 523,141 -> 523,150 -> 525,150 -> 525,142 -> 525,150
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
507,125 -> 507,127 -> 505,127 -> 505,134 -> 514,134 -> 514,127 -> 513,127 -> 513,125
|
||||
494,117 -> 499,117
|
||||
478,91 -> 482,91
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
472,109 -> 472,110 -> 488,110 -> 488,109
|
||||
499,62 -> 499,66 -> 495,66 -> 495,70 -> 510,70 -> 510,66 -> 503,66 -> 503,62
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
487,75 -> 487,76 -> 499,76 -> 499,75
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
507,50 -> 507,53 -> 501,53 -> 501,59 -> 516,59 -> 516,53 -> 511,53 -> 511,50
|
||||
468,47 -> 468,37 -> 468,47 -> 470,47 -> 470,37 -> 470,47 -> 472,47 -> 472,41 -> 472,47 -> 474,47 -> 474,39 -> 474,47 -> 476,47 -> 476,44 -> 476,47 -> 478,47 -> 478,45 -> 478,47 -> 480,47 -> 480,37 -> 480,47 -> 482,47 -> 482,40 -> 482,47 -> 484,47 -> 484,42 -> 484,47 -> 486,47 -> 486,38 -> 486,47
|
||||
480,117 -> 485,117
|
||||
494,23 -> 494,22 -> 494,23 -> 496,23 -> 496,17 -> 496,23 -> 498,23 -> 498,20 -> 498,23 -> 500,23 -> 500,14 -> 500,23 -> 502,23 -> 502,13 -> 502,23 -> 504,23 -> 504,15 -> 504,23
|
||||
498,121 -> 498,122 -> 509,122 -> 509,121
|
||||
487,75 -> 487,76 -> 499,76 -> 499,75
|
||||
507,50 -> 507,53 -> 501,53 -> 501,59 -> 516,59 -> 516,53 -> 511,53 -> 511,50
|
||||
462,104 -> 462,99 -> 462,104 -> 464,104 -> 464,98 -> 464,104 -> 466,104 -> 466,102 -> 466,104 -> 468,104 -> 468,97 -> 468,104 -> 470,104 -> 470,96 -> 470,104 -> 472,104 -> 472,99 -> 472,104 -> 474,104 -> 474,100 -> 474,104 -> 476,104 -> 476,96 -> 476,104 -> 478,104 -> 478,97 -> 478,104
|
||||
2
2022/14/solution.txt
Normal file
2
2022/14/solution.txt
Normal file
@ -0,0 +1,2 @@
|
||||
Part 1: 1133
|
||||
Part 2: 27566
|
||||
14
2022/14/test_code.py
Normal file
14
2022/14/test_code.py
Normal file
@ -0,0 +1,14 @@
|
||||
# SPDX-License-Identifier: MIT
|
||||
# Copyright (c) 2022 Akumatic
|
||||
|
||||
from code import read_file, part1, part2
|
||||
|
||||
def test():
|
||||
vals = read_file("test_input.txt")
|
||||
assert part1(vals) == 24
|
||||
print("Passed Part 1")
|
||||
assert part2(vals) == 93
|
||||
print("Passed Part 2")
|
||||
|
||||
if __name__ == "__main__":
|
||||
test()
|
||||
2
2022/14/test_input.txt
Normal file
2
2022/14/test_input.txt
Normal file
@ -0,0 +1,2 @@
|
||||
498,4 -> 498,6 -> 496,6
|
||||
503,4 -> 502,4 -> 502,9 -> 494,9
|
||||
@ -28,7 +28,7 @@ Collect stars by solving puzzles. Two puzzles will be made available on each day
|
||||
| 11 | :white_check_mark: | :white_check_mark: | [Solution](11/code.py) | [Day 11](https://adventofcode.com/2022/day/11) |
|
||||
| 12 | :white_check_mark: | :white_check_mark: | [Solution](12/code.py) | [Day 12](https://adventofcode.com/2022/day/12) |
|
||||
| 13 | :white_check_mark: | :white_check_mark: | [Solution](13/code.py) | [Day 13](https://adventofcode.com/2022/day/13) |
|
||||
| 14 | | | | [Day 14](https://adventofcode.com/2022/day/14) |
|
||||
| 14 | :white_check_mark: | :white_check_mark: | [Solution](14/code.py) | [Day 14](https://adventofcode.com/2022/day/14) |
|
||||
| 15 | | | | [Day 15](https://adventofcode.com/2022/day/15) |
|
||||
| 16 | | | | [Day 16](https://adventofcode.com/2022/day/16) |
|
||||
| 17 | | | | [Day 17](https://adventofcode.com/2022/day/17) |
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