Added Solution for 2023 day 08
This commit is contained in:
Burnus
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5 changed files with 1030 additions and 0 deletions
8
2023/day08_haunted_wasteland/Cargo.toml
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8
2023/day08_haunted_wasteland/Cargo.toml
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[package]
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name = "day08_haunted_wasteland"
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version = "0.1.0"
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edition = "2021"
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# See more keys and their definitions at https://doc.rust-lang.org/cargo/reference/manifest.html
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[dependencies]
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86
2023/day08_haunted_wasteland/challenge.txt
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86
2023/day08_haunted_wasteland/challenge.txt
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You're still riding a camel across Desert Island when you spot a sandstorm quickly approaching. When you turn to warn the Elf, she disappears before your eyes! To be fair, she had just finished warning you about *ghosts* a few minutes ago.
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One of the camel's pouches is labeled "maps" - sure enough, it's full of documents (your puzzle input) about how to navigate the desert. At least, you're pretty sure that's what they are; one of the documents contains a list of left/right instructions, and the rest of the documents seem to describe some kind of *network* of labeled nodes.
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It seems like you're meant to use the *left/right* instructions to *navigate the network*. Perhaps if you have the camel follow the same instructions, you can escape the haunted wasteland!
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After examining the maps for a bit, two nodes stick out: `AAA` and `ZZZ`. You feel like `AAA` is where you are now, and you have to follow the left/right instructions until you reach `ZZZ`.
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This format defines each *node* of the network individually. For example:
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```
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RL
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AAA = (BBB, CCC)
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BBB = (DDD, EEE)
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CCC = (ZZZ, GGG)
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DDD = (DDD, DDD)
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EEE = (EEE, EEE)
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GGG = (GGG, GGG)
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ZZZ = (ZZZ, ZZZ)
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```
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Starting with `AAA`, you need to *look up the next element* based on the next left/right instruction in your input. In this example, start with `AAA` and go *right* (`R`) by choosing the right element of `AAA`, `*CCC*`. Then, `L` means to choose the *left* element of `CCC`, `*ZZZ*`. By following the left/right instructions, you reach `ZZZ` in `*2*` steps.
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Of course, you might not find `ZZZ` right away. If you run out of left/right instructions, repeat the whole sequence of instructions as necessary: `RL` really means `RLRLRLRLRLRLRLRL...` and so on. For example, here is a situation that takes `*6*` steps to reach `ZZZ`:
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```
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LLR
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AAA = (BBB, BBB)
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BBB = (AAA, ZZZ)
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ZZZ = (ZZZ, ZZZ)
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```
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Starting at `AAA`, follow the left/right instructions. *How many steps are required to reach `ZZZ`?*
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Your puzzle answer was `19199`.
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\--- Part Two ---
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----------
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The sandstorm is upon you and you aren't any closer to escaping the wasteland. You had the camel follow the instructions, but you've barely left your starting position. It's going to take *significantly more steps* to escape!
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What if the map isn't for people - what if the map is for *ghosts*? Are ghosts even bound by the laws of spacetime? Only one way to find out.
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After examining the maps a bit longer, your attention is drawn to a curious fact: the number of nodes with names ending in `A` is equal to the number ending in `Z`! If you were a ghost, you'd probably just *start at every node that ends with `A`* and follow all of the paths at the same time until they all simultaneously end up at nodes that end with `Z`.
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For example:
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```
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LR
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11A = (11B, XXX)
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11B = (XXX, 11Z)
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11Z = (11B, XXX)
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22A = (22B, XXX)
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22B = (22C, 22C)
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22C = (22Z, 22Z)
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22Z = (22B, 22B)
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XXX = (XXX, XXX)
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```
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Here, there are two starting nodes, `11A` and `22A` (because they both end with `A`). As you follow each left/right instruction, use that instruction to *simultaneously* navigate away from both nodes you're currently on. Repeat this process until *all* of the nodes you're currently on end with `Z`. (If only some of the nodes you're on end with `Z`, they act like any other node and you continue as normal.) In this example, you would proceed as follows:
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* Step 0: You are at `11A` and `22A`.
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* Step 1: You choose all of the *left* paths, leading you to `11B` and `22B`.
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* Step 2: You choose all of the *right* paths, leading you to `*11Z*` and `22C`.
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* Step 3: You choose all of the *left* paths, leading you to `11B` and `*22Z*`.
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* Step 4: You choose all of the *right* paths, leading you to `*11Z*` and `22B`.
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* Step 5: You choose all of the *left* paths, leading you to `11B` and `22C`.
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* Step 6: You choose all of the *right* paths, leading you to `*11Z*` and `*22Z*`.
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So, in this example, you end up entirely on nodes that end in `Z` after `*6*` steps.
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Simultaneously start on every node that ends with `A`. *How many steps does it take before you're only on nodes that end with `Z`?*
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Your puzzle answer was `13663968099527`.
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Both parts of this puzzle are complete! They provide two gold stars: \*\*
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At this point, you should [return to your Advent calendar](/2023) and try another puzzle.
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If you still want to see it, you can [get your puzzle input](8/input).
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171
2023/day08_haunted_wasteland/src/lib.rs
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171
2023/day08_haunted_wasteland/src/lib.rs
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use core::fmt::Display;
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use std::collections::HashMap;
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#[derive(Debug, PartialEq, Eq)]
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pub enum NetworkError<'a> {
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NodeNotFound(Node),
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LineMalformed(&'a str),
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InvalidChar(char),
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InputMalformed(&'a str),
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DoubleDefinition(Node),
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}
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pub struct InvalidCharError{ offending_character: char }
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pub struct NodeNotFoundError{ node: Node }
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impl From<InvalidCharError> for NetworkError<'_> {
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fn from(value: InvalidCharError) -> Self {
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Self::InvalidChar(value.offending_character)
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}
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}
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impl From<NodeNotFoundError> for NetworkError<'_> {
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fn from(value: NodeNotFoundError) -> Self {
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Self::NodeNotFound(value.node)
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}
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}
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impl Display for NetworkError<'_> {
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fn fmt(&self, f: &mut std::fmt::Formatter<'_>) -> std::fmt::Result {
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match self {
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Self::DoubleDefinition(n) => write!(f, "Connections for node {} are defined more than once", from_node(n)),
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Self::InputMalformed(v) => write!(f, "Input must consist of exactly 2 parts separated by an empty line, but is:\n{v}"),
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Self::InvalidChar(c) => write!(f, "Invalid Direction {c} in instructions"),
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Self::LineMalformed(v) => write!(f, "Line is malformed: {v}"),
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Self::NodeNotFound(n) => write!(f, "Error trying to find a way from node {}, for which there are no outgoing connections in the network", &from_node(n)),
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}
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}
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}
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type Node = u32;
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fn node_from(chars: &[char; 3]) -> Node {
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((chars[0] as u32) << 16) + ((chars[1] as u32) << 8) + chars[2] as u32
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}
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fn from_node(n: &Node) -> String {
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let mut res = String::new();
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res.push((n >> 16) as u8 as char);
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res.push(((n & 0x0000FF00) >> 8) as u8 as char);
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res.push((n & 0x000000FF) as u8 as char);
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res
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}
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#[derive(PartialEq, Clone, Copy)]
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enum Direction{ Left, Right }
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impl TryFrom<char> for Direction {
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type Error = InvalidCharError;
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fn try_from(value: char) -> Result<Self, Self::Error> {
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match value {
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'L' => Ok(Self::Left),
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'R' => Ok(Self::Right),
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e => Err(Self::Error{offending_character: e}),
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}
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}
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}
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fn try_parse_maps(input: &str) -> Result<(Vec<Direction>, HashMap<Node, (Node, Node)>), NetworkError> {
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let parts: Vec<_> = input.split("\n\n").collect();
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if parts.len() != 2 {
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return Err(NetworkError::InputMalformed(input));
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}
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let path = parts[0].chars().map(Direction::try_from).collect::<Result<Vec<_>, InvalidCharError>>()?;
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let mut network = HashMap::new();
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for line in parts[1].lines() {
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let connection: Vec<char> = line.matches(char::is_alphabetic).map(|ch|ch.chars().next().unwrap()).collect();
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if connection.len() != 9 {
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return Err(NetworkError::LineMalformed(line));
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}
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let start = node_from(connection[0..3].try_into().unwrap());
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let left = node_from(connection[3..6].try_into().unwrap());
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let right = node_from(connection[6..9].try_into().unwrap());
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if network.contains_key(&start) {
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return Err(NetworkError::DoubleDefinition(start));
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}
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network.insert(start, (left, right));
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}
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Ok(( path, network ))
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}
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fn walk(network: &HashMap<Node, (Node, Node)>, path: &[Direction], start: &[Node], dest: &[Node]) -> Result<usize, NodeNotFoundError> {
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let mut currs = start.to_vec();
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// The ghosts always return to a destination in the same number of steps, so we only
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// need to track this number for all ghosts.
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let mut cycles = vec![0; start.len()];
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let len = path.len();
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for g in start {
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eprintln!("{}", from_node(g));
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}
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for step in 0.. {
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if cycles.iter().all(|offset| offset != &0) {
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// The first step all ghosts will be at their destinations will be the least common
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// multiple of the steps any one of them took.
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return Ok(cycles.iter().cloned().reduce(lcm).unwrap());
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}
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for (idx, curr) in currs.iter_mut().enumerate() {
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if cycles[idx] == 0 && dest.contains(curr) {
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cycles[idx] = step;
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}
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let go = path[step % len];
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let ways = network.get(curr).ok_or(NodeNotFoundError{ node: *curr})?;
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*curr = match go {
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Direction::Left => ways.0,
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Direction::Right => ways.1,
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}
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}
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}
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unreachable!()
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}
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fn gcd(lhs: usize, rhs: usize) -> usize {
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let mut l = lhs;
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let mut r = rhs;
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while r != 0 {
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let temp = r;
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r = l % r;
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l = temp;
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}
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l
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}
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fn lcm(lhs: usize, rhs: usize) -> usize {
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(lhs / gcd(lhs, rhs)) * rhs
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}
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pub fn run(input: &str) -> Result<(usize, usize), NetworkError> {
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let (path, network) = try_parse_maps(input)?;
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let start = node_from(&['A', 'A', 'A']);
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let dest = node_from(&['Z', 'Z', 'Z']);
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let first = walk(&network, &path, &[start], &[dest])?;
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let ghost_starts: Vec<_> = network.keys().filter(|&k| k & 0xFF == b'A' as u32).cloned().collect();
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let ghost_dests: Vec<_> = network.keys().filter(|&k| k & 0xFF == b'Z' as u32).cloned().collect();
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let second = walk(&network, &path, &ghost_starts, &ghost_dests)?;
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Ok((first, second))
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}
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#[cfg(test)]
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mod tests {
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use super::*;
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use std::fs::read_to_string;
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fn read_file(name: &str) -> String {
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read_to_string(name).expect(&format!("Unable to read file: {name}")[..]).trim().to_string()
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}
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#[test]
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fn test_sample() {
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let sample_input = read_file("tests/sample_input");
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assert_eq!(run(&sample_input), Ok((2, 2)));
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}
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#[test]
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fn test_challenge() {
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let challenge_input = read_file("tests/challenge_input");
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assert_eq!(run(&challenge_input), Ok((19199, 13663968099527)));
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}
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}
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756
2023/day08_haunted_wasteland/tests/challenge_input
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756
2023/day08_haunted_wasteland/tests/challenge_input
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LLRRRLRLLRLRRLRLRLRRRLLRRLRRRLRRRLRRRLRRRLRRRLRRLRLLRRRLRRLLRLRLLLRRLRRLRLRLRLRRRLRLRRRLRRLLLRRRLLRRLLRRLLRRRLLLLRLRLRRRLRLRRRLRLLLRLRRLRRRLRRRLRRRLRRRLLRRLLLLRRLLRRLLRRLRLRRRLRRRLRRRLRRLRRRLRRLRRLRRLRLRRRLRRLRRRLRRRLRRLRLRRRLRRLLRLRRLRRRLRLRRLRRRLRRLRRLRRRLLRRRR
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GXF = (XQB, GFH)
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QQC = (HQF, BNK)
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TPP = (XNG, FDD)
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LQD = (MGR, GJN)
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XNG = (RCM, BJG)
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NQC = (KNT, DQF)
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DGJ = (PGM, LSB)
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RBF = (RCH, RCH)
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DNH = (RTL, MLF)
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VKF = (SRV, TQR)
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MPT = (FVV, TVP)
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TKX = (VRN, KNV)
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XLQ = (MCF, MCF)
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MNJ = (FRT, QGV)
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STF = (LFQ, QDS)
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FFH = (JVM, TCJ)
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KRT = (GFC, HRX)
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FVG = (QFS, RSJ)
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DBH = (GXF, DJL)
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RKP = (VNL, MSC)
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VQX = (GGG, RPB)
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FCM = (VMC, MGV)
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SRL = (LVV, JQN)
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HHM = (BDM, FRV)
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GMN = (LPK, FHT)
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QCF = (RCH, NJM)
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PCB = (MDJ, KDM)
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VMR = (THX, HHB)
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XQK = (BJQ, LST)
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FCS = (KPT, RSC)
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XTG = (XTL, SVX)
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FVF = (KXB, VVV)
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NNR = (SBM, TPP)
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NPH = (RHN, FRR)
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GJF = (FXG, MLP)
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TRR = (LVC, RMR)
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NBS = (SFH, JGT)
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SSH = (KTK, DDM)
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CJH = (QJK, XHB)
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DQF = (NSR, MJB)
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FHT = (PFK, GPS)
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GTJ = (QXC, XBR)
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KQB = (JXT, KGR)
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JLL = (GTJ, CBN)
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QPH = (LTX, BDJ)
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BSP = (MRH, BXJ)
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QBX = (GPR, SHJ)
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SPJ = (SLD, XQK)
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PML = (TTV, BHX)
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FQN = (TPJ, BTV)
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GTK = (NBS, VNP)
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DSQ = (RFN, QGB)
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KTK = (JHR, FCM)
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FXV = (BBN, VPK)
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LJC = (VKH, PPQ)
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NBA = (JBL, LSR)
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RKK = (VTL, SNM)
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FVV = (DQS, CSM)
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MGJ = (QHP, DPL)
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RND = (JRQ, XGJ)
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DVP = (RBF, RBF)
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JXR = (TJN, CVC)
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FMV = (CVJ, BVZ)
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XBL = (KFC, HHT)
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GDR = (KCV, KCV)
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NGN = (VKH, PPQ)
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NJB = (VTH, FSQ)
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MBD = (JKS, SFQ)
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TGC = (PXP, TTF)
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VMT = (XJN, CCH)
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LBF = (QRB, SKN)
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DGH = (CSD, RND)
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SFH = (XHH, GSC)
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QQD = (VTT, NLX)
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BLB = (GHJ, KQD)
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LFG = (TLH, XJT)
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CQS = (FRR, RHN)
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XRS = (QLF, KLC)
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DJL = (GFH, XQB)
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LJM = (RPM, HPF)
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HHT = (LBF, VCS)
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GFL = (LFG, MGQ)
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TNX = (TSJ, HCK)
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HPR = (MTG, TJX)
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LKP = (BXL, BHG)
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KRC = (DCT, CTS)
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PSJ = (QPF, MQT)
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CXG = (NPG, JQP)
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QTK = (XBL, DSM)
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SVP = (MLF, RTL)
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NDT = (NLC, MLK)
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TDR = (DJR, CJQ)
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RHS = (HXN, PSZ)
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PSZ = (VNG, NNK)
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KKL = (GLH, SPJ)
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RSB = (SFQ, JKS)
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PQS = (XVK, LMV)
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TTV = (MLG, FRH)
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CJQ = (CTM, KCC)
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VTT = (QSQ, TVV)
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TCJ = (MTD, KKX)
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CNM = (SXQ, RGK)
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XCC = (DNP, FQN)
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CXD = (TJX, MTG)
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VTL = (JFV, DHN)
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BJG = (FHB, QVJ)
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MJR = (HDL, LSF)
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CSV = (CTS, DCT)
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LFQ = (LNX, RHQ)
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MNL = (XBL, DSM)
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NDR = (PGT, TPC)
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CKS = (CDQ, GLT)
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VVV = (BVL, QQC)
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GGG = (JGS, VRC)
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QRT = (SQJ, VSJ)
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HQF = (NJK, NJK)
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JGK = (FJK, PXJ)
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RXG = (CLT, GTK)
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TNH = (SJM, QNX)
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HLX = (QJX, PGN)
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FRR = (CKP, NHC)
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QMK = (QVH, QLH)
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FRT = (TMB, VRX)
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KJD = (GBS, QMT)
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RCH = (TGC, TGC)
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JGF = (DKD, CHG)
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TSM = (TDR, XHJ)
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MTG = (DRP, KRR)
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DCF = (NQC, KNM)
|
||||
VPQ = (HRB, MGG)
|
||||
XVK = (MPC, XMX)
|
||||
NNK = (FKT, CMD)
|
||||
TBF = (JDV, LQD)
|
||||
TTH = (SJM, QNX)
|
||||
NLX = (TVV, QSQ)
|
||||
HGT = (LSF, HDL)
|
||||
FCB = (KLC, QLF)
|
||||
GBH = (HTJ, LXL)
|
||||
BJQ = (XDH, RGV)
|
||||
FLH = (FXV, SMJ)
|
||||
XGN = (CHN, BLJ)
|
||||
RGV = (QCB, TCC)
|
||||
BCV = (NHF, NDH)
|
||||
GQD = (LDC, TVB)
|
||||
BCT = (KGS, QCH)
|
||||
NGC = (MGJ, RPT)
|
||||
LSL = (QVH, QLH)
|
||||
SQJ = (TTH, TNH)
|
||||
VNL = (RLV, CRK)
|
||||
XCQ = (KQB, BLP)
|
||||
CDL = (DJL, GXF)
|
||||
MJB = (CRR, HHM)
|
||||
GSP = (DQJ, FLV)
|
||||
NCM = (SQN, VPJ)
|
||||
JRQ = (RJM, CXG)
|
||||
SXA = (QPH, CFB)
|
||||
LBT = (GPL, NDJ)
|
||||
QNX = (PJT, PQC)
|
||||
PBV = (RRP, TSM)
|
||||
CSD = (XGJ, JRQ)
|
||||
MLK = (GLG, SKB)
|
||||
CFB = (LTX, BDJ)
|
||||
BCH = (HPQ, JBR)
|
||||
BBN = (RHR, VMT)
|
||||
KCV = (RHL, RHL)
|
||||
SGG = (SMP, QSP)
|
||||
GFB = (KCF, KJR)
|
||||
TSD = (NSD, NDL)
|
||||
CXL = (FVG, JCJ)
|
||||
FSQ = (FQG, GXQ)
|
||||
BQF = (HRB, MGG)
|
||||
LRK = (JPG, BHR)
|
||||
LBB = (BHX, TTV)
|
||||
CXR = (BXX, STP)
|
||||
MGV = (RLK, FDX)
|
||||
FHB = (LCN, KSX)
|
||||
JDQ = (GFK, BHD)
|
||||
FJL = (GDR, GDR)
|
||||
TSN = (RKJ, GLN)
|
||||
VPK = (RHR, VMT)
|
||||
VCS = (SKN, QRB)
|
||||
BKG = (RSC, KPT)
|
||||
LQB = (MMQ, BCT)
|
||||
KJK = (SMF, VPM)
|
||||
XMV = (PQS, RCX)
|
||||
TCC = (GPP, KRT)
|
||||
BFS = (DDP, VJJ)
|
||||
FDD = (RCM, BJG)
|
||||
BHG = (MKG, BSM)
|
||||
GQP = (PRR, FFH)
|
||||
GXQ = (BLH, FMB)
|
||||
XBV = (NSH, GCB)
|
||||
MCF = (QPH, CFB)
|
||||
BTD = (BCH, GFM)
|
||||
JQD = (VPQ, BQF)
|
||||
JGT = (XHH, GSC)
|
||||
KGS = (MGB, QQS)
|
||||
JMF = (PSK, GDD)
|
||||
VTZ = (NNR, NVQ)
|
||||
JGS = (KHM, DTS)
|
||||
CBF = (NDJ, GPL)
|
||||
XPM = (MCF, VGZ)
|
||||
RSJ = (VCC, MGS)
|
||||
BLQ = (HJP, MPP)
|
||||
HHB = (NKX, PXK)
|
||||
JKS = (DKV, GMN)
|
||||
GFH = (RXG, VGP)
|
||||
MSC = (RLV, CRK)
|
||||
KJR = (SLQ, FLH)
|
||||
KFC = (VCS, LBF)
|
||||
GGM = (KJK, QJF)
|
||||
QDS = (RHQ, LNX)
|
||||
TPC = (PFD, DJN)
|
||||
DSM = (HHT, KFC)
|
||||
BPJ = (RKK, GGV)
|
||||
MLG = (PDG, SGF)
|
||||
HTJ = (RBJ, PKL)
|
||||
HJR = (MRH, BXJ)
|
||||
JVA = (NVQ, NNR)
|
||||
PXK = (CRV, RHB)
|
||||
NJK = (CVJ, CVJ)
|
||||
XPR = (PGT, TPC)
|
||||
DTS = (FCS, BKG)
|
||||
XJN = (TFT, LKP)
|
||||
SNV = (DDT, LBL)
|
||||
BXX = (KKQ, GBH)
|
||||
PQM = (MXJ, FTT)
|
||||
NSX = (HLX, GVH)
|
||||
CVJ = (JBL, LSR)
|
||||
HKQ = (VMR, DSR)
|
||||
RQJ = (QFV, XMV)
|
||||
CMQ = (KKL, QDL)
|
||||
PGM = (VBL, KFF)
|
||||
LST = (RGV, XDH)
|
||||
CMD = (HKQ, SPB)
|
||||
XSV = (LBB, PML)
|
||||
JHB = (SSB, CXR)
|
||||
LVC = (JHB, TVH)
|
||||
QNT = (RBB, NDT)
|
||||
QPF = (FJG, TKX)
|
||||
NDH = (RRT, PQM)
|
||||
TSJ = (LGH, FBN)
|
||||
KDM = (GJJ, NVX)
|
||||
HMJ = (HPF, RPM)
|
||||
STP = (GBH, KKQ)
|
||||
LDC = (LBT, CBF)
|
||||
RCB = (BPN, JXR)
|
||||
MSN = (PDF, JHF)
|
||||
KKX = (HVX, BKX)
|
||||
GLT = (VHR, GGM)
|
||||
MRH = (LCD, CKD)
|
||||
VGP = (CLT, GTK)
|
||||
LLV = (MRN, PBV)
|
||||
PDL = (DGH, LNK)
|
||||
PFD = (RCB, VRH)
|
||||
CRK = (NGC, KQR)
|
||||
TVP = (CSM, DQS)
|
||||
VTH = (GXQ, FQG)
|
||||
RHJ = (SHN, PNR)
|
||||
MMQ = (QCH, KGS)
|
||||
GFK = (VDV, XCC)
|
||||
PQC = (SRF, KML)
|
||||
SHJ = (CHD, DCB)
|
||||
QJF = (SMF, VPM)
|
||||
QLF = (NGX, RKP)
|
||||
LTX = (RNS, VHH)
|
||||
RQB = (MGQ, LFG)
|
||||
BHD = (XCC, VDV)
|
||||
FQG = (BLH, FMB)
|
||||
SNM = (JFV, DHN)
|
||||
LRQ = (JDL, QBX)
|
||||
SHP = (FRT, QGV)
|
||||
DDP = (CRJ, SXV)
|
||||
LMV = (XMX, MPC)
|
||||
KMP = (HQB, SSK)
|
||||
GXM = (SRV, TQR)
|
||||
SMP = (JGK, GST)
|
||||
KRH = (PBV, MRN)
|
||||
RDM = (FKN, MSN)
|
||||
FNF = (VJJ, DDP)
|
||||
VKH = (CJX, PDB)
|
||||
NHF = (PQM, RRT)
|
||||
PBJ = (RMR, LVC)
|
||||
FRG = (QJC, BPL)
|
||||
RHG = (BGQ, XCQ)
|
||||
RPB = (VRC, JGS)
|
||||
KQD = (VBS, MBN)
|
||||
LSR = (SRH, CSS)
|
||||
KFF = (MFT, NSX)
|
||||
TJX = (KRR, DRP)
|
||||
GPL = (FPQ, SSH)
|
||||
XNM = (BCH, GFM)
|
||||
MPP = (RLX, FVF)
|
||||
HQB = (DJJ, SPV)
|
||||
SSK = (SPV, DJJ)
|
||||
XVA = (SHP, MNJ)
|
||||
TMT = (VRS, JHH)
|
||||
NGX = (MSC, VNL)
|
||||
SMF = (HFP, JMF)
|
||||
SFQ = (DKV, GMN)
|
||||
GBM = (NDH, NHF)
|
||||
DKV = (FHT, LPK)
|
||||
PTN = (FCD, SRL)
|
||||
GPB = (CVS, GFD)
|
||||
QFR = (BLQ, LCT)
|
||||
TLH = (KMP, LFS)
|
||||
TVG = (BHD, GFK)
|
||||
RRT = (MXJ, FTT)
|
||||
DCB = (BPC, GJF)
|
||||
VRN = (CVH, PLG)
|
||||
MGG = (RGR, DDB)
|
||||
XND = (LGX, FCN)
|
||||
HDC = (DJP, BPJ)
|
||||
TCV = (NNV, MDV)
|
||||
JQP = (LSL, QMK)
|
||||
KLC = (NGX, RKP)
|
||||
DPL = (VSL, GQP)
|
||||
BHX = (MLG, FRH)
|
||||
HNK = (LFQ, QDS)
|
||||
RHR = (CCH, XJN)
|
||||
RCM = (FHB, QVJ)
|
||||
JVN = (RHL, VTZ)
|
||||
HSS = (LXF, LXF)
|
||||
XQB = (RXG, VGP)
|
||||
XJQ = (NLN, XLD)
|
||||
HFP = (PSK, GDD)
|
||||
HCK = (FBN, LGH)
|
||||
VHR = (KJK, QJF)
|
||||
MLF = (MPT, SGJ)
|
||||
TPS = (PGM, LSB)
|
||||
HJJ = (CQS, NPH)
|
||||
LMQ = (JQD, VPR)
|
||||
GPR = (CHD, DCB)
|
||||
QFS = (MGS, VCC)
|
||||
SKB = (SMG, STS)
|
||||
CKT = (CCJ, RJH)
|
||||
SDV = (NGN, LJC)
|
||||
DJB = (DVP, SHV)
|
||||
CDR = (RQJ, BPH)
|
||||
QHP = (VSL, GQP)
|
||||
PFK = (HQJ, XSV)
|
||||
PNM = (NRQ, JGF)
|
||||
SQN = (LJM, HMJ)
|
||||
KXB = (BVL, QQC)
|
||||
NHX = (XDQ, PTN)
|
||||
TFT = (BHG, BXL)
|
||||
XDH = (TCC, QCB)
|
||||
XFN = (QGB, RFN)
|
||||
BLJ = (QRV, GGH)
|
||||
QLH = (SGG, QHQ)
|
||||
KPT = (LQB, TNG)
|
||||
VBS = (PDL, PJH)
|
||||
RFN = (GFL, RQB)
|
||||
JDL = (GPR, SHJ)
|
||||
NNV = (VSN, BRN)
|
||||
JNV = (KDM, MDJ)
|
||||
SLK = (FLV, DQJ)
|
||||
JPG = (XRS, FCB)
|
||||
DQJ = (NGR, XKM)
|
||||
LMT = (GJC, BKT)
|
||||
GFD = (DMP, XND)
|
||||
RJM = (NPG, JQP)
|
||||
GLH = (XQK, SLD)
|
||||
SPB = (DSR, VMR)
|
||||
MGQ = (TLH, XJT)
|
||||
SNL = (MLR, VTM)
|
||||
KNT = (MJB, NSR)
|
||||
DDM = (FCM, JHR)
|
||||
TDD = (GLN, RKJ)
|
||||
RRX = (XLQ, XPM)
|
||||
SGF = (SNL, FJF)
|
||||
BTV = (GFB, SMX)
|
||||
BPH = (XMV, QFV)
|
||||
VSJ = (TNH, TTH)
|
||||
DSD = (DVP, SHV)
|
||||
JXT = (DGJ, TPS)
|
||||
DDV = (NNV, MDV)
|
||||
DRP = (KDS, TNJ)
|
||||
MTD = (HVX, BKX)
|
||||
CVH = (FFD, RDM)
|
||||
LCD = (CMJ, CMJ)
|
||||
NLC = (SKB, GLG)
|
||||
XJT = (LFS, KMP)
|
||||
CHG = (DHF, FVX)
|
||||
MFT = (HLX, GVH)
|
||||
HRX = (HPM, XGN)
|
||||
KGR = (TPS, DGJ)
|
||||
GLJ = (NSH, GCB)
|
||||
GPP = (GFC, HRX)
|
||||
TVV = (NFR, QNT)
|
||||
QJK = (QKQ, KDV)
|
||||
XHH = (NJB, PVR)
|
||||
BHR = (FCB, XRS)
|
||||
CKD = (CMJ, RRX)
|
||||
XKM = (VQX, RDL)
|
||||
PXJ = (GBM, BCV)
|
||||
DCT = (HDC, BFG)
|
||||
HXN = (NNK, VNG)
|
||||
QGG = (BPH, RQJ)
|
||||
DQS = (FKL, NCM)
|
||||
STL = (DDT, LBL)
|
||||
PDB = (FNF, BFS)
|
||||
ZZZ = (TTF, PXP)
|
||||
SHV = (RBF, QCF)
|
||||
NGL = (GDR, XRQ)
|
||||
QVH = (QHQ, SGG)
|
||||
CBN = (XBR, QXC)
|
||||
RNT = (KRC, CSV)
|
||||
GCB = (DDF, LMQ)
|
||||
NDL = (DDV, TCV)
|
||||
SRV = (CDR, QGG)
|
||||
DMP = (LGX, LGX)
|
||||
RKJ = (KFG, FRG)
|
||||
SKG = (KBH, LRQ)
|
||||
QGB = (RQB, GFL)
|
||||
XBR = (GQD, QJV)
|
||||
DHN = (LMT, NBB)
|
||||
LPK = (PFK, GPS)
|
||||
QVS = (HJJ, TQJ)
|
||||
MSV = (RJH, CCJ)
|
||||
CCK = (SQJ, VSJ)
|
||||
QHQ = (SMP, QSP)
|
||||
PKL = (RVD, BDX)
|
||||
JDV = (MGR, GJN)
|
||||
FDX = (JFT, TNX)
|
||||
DJN = (RCB, VRH)
|
||||
XGJ = (CXG, RJM)
|
||||
DJJ = (VKF, GXM)
|
||||
VPR = (VPQ, BQF)
|
||||
PGT = (PFD, DJN)
|
||||
RGR = (RPS, NBT)
|
||||
BRK = (BSP, HJR)
|
||||
KKQ = (LXL, HTJ)
|
||||
VRC = (DTS, KHM)
|
||||
GST = (FJK, PXJ)
|
||||
SLD = (BJQ, LST)
|
||||
GHL = (NRQ, JGF)
|
||||
HQJ = (PML, LBB)
|
||||
BLH = (RNT, JFC)
|
||||
SPV = (GXM, VKF)
|
||||
VPM = (JMF, HFP)
|
||||
RBB = (MLK, NLC)
|
||||
FTT = (PVF, DVS)
|
||||
XRQ = (KCV, JVN)
|
||||
LSB = (VBL, KFF)
|
||||
QMT = (CCK, QRT)
|
||||
FBN = (XNM, BTD)
|
||||
JFT = (TSJ, HCK)
|
||||
HDL = (QHL, XNP)
|
||||
BPC = (FXG, MLP)
|
||||
TVB = (LBT, CBF)
|
||||
KNM = (KNT, DQF)
|
||||
CHN = (QRV, GGH)
|
||||
SRH = (XQN, NNC)
|
||||
LXF = (HXN, HXN)
|
||||
VCC = (SKG, QQR)
|
||||
VMM = (RGK, SXQ)
|
||||
FCD = (LVV, JQN)
|
||||
FMB = (RNT, JFC)
|
||||
CNC = (PTN, XDQ)
|
||||
KCC = (JLL, VFC)
|
||||
CDQ = (VHR, GGM)
|
||||
QFV = (RCX, PQS)
|
||||
XQN = (RHG, TKF)
|
||||
SMJ = (VPK, BBN)
|
||||
SRF = (JDQ, TVG)
|
||||
SKN = (RLS, RHJ)
|
||||
KXX = (KHL, LFJ)
|
||||
GJN = (BRK, FPX)
|
||||
QGV = (VRX, TMB)
|
||||
SXV = (GQM, KJD)
|
||||
VGZ = (CFB, QPH)
|
||||
JQN = (XFN, DSQ)
|
||||
BKT = (CBT, PVD)
|
||||
QJC = (PBJ, TRR)
|
||||
BLP = (JXT, KGR)
|
||||
TTF = (MMV, MFK)
|
||||
PXP = (MMV, MFK)
|
||||
PSK = (KMJ, QQD)
|
||||
VPJ = (HMJ, LJM)
|
||||
RPQ = (CDL, DBH)
|
||||
RPS = (NDR, XPR)
|
||||
QQS = (VDG, XJP)
|
||||
GGH = (PCB, JNV)
|
||||
KHL = (MLT, PSJ)
|
||||
NPG = (QMK, LSL)
|
||||
XDQ = (SRL, FCD)
|
||||
MXJ = (PVF, DVS)
|
||||
VGG = (XLD, NLN)
|
||||
DNP = (TPJ, BTV)
|
||||
XRN = (LRK, QXS)
|
||||
XTS = (NQC, KNM)
|
||||
FJF = (MLR, VTM)
|
||||
MVL = (THG, GPB)
|
||||
TPJ = (GFB, SMX)
|
||||
FJG = (VRN, KNV)
|
||||
NDX = (JDV, LQD)
|
||||
JHR = (MGV, VMC)
|
||||
KNV = (CVH, PLG)
|
||||
NSH = (LMQ, DDF)
|
||||
THG = (CVS, GFD)
|
||||
RDL = (RPB, GGG)
|
||||
BNK = (NJK, FMV)
|
||||
FHG = (THG, GPB)
|
||||
NKX = (RHB, CRV)
|
||||
MMV = (CKS, FRS)
|
||||
RHB = (GSP, SLK)
|
||||
GVH = (QJX, PGN)
|
||||
LFS = (HQB, SSK)
|
||||
SJM = (PQC, PJT)
|
||||
TVH = (CXR, SSB)
|
||||
FKN = (JHF, PDF)
|
||||
KRR = (TNJ, KDS)
|
||||
HPQ = (FJL, NGL)
|
||||
PDG = (FJF, SNL)
|
||||
RRP = (TDR, XHJ)
|
||||
LGX = (XVV, XVV)
|
||||
QKQ = (TDD, TSN)
|
||||
GQM = (GBS, QMT)
|
||||
MQT = (FJG, TKX)
|
||||
HRB = (RGR, DDB)
|
||||
HQS = (DJB, DSD)
|
||||
XMX = (MNL, QTK)
|
||||
LGH = (XNM, BTD)
|
||||
QJX = (PPC, KXX)
|
||||
JBR = (FJL, NGL)
|
||||
FRV = (HGT, MJR)
|
||||
BXN = (QXS, LRK)
|
||||
GFM = (HPQ, JBR)
|
||||
MDV = (VSN, BRN)
|
||||
PPQ = (PDB, CJX)
|
||||
FRH = (PDG, SGF)
|
||||
KBH = (QBX, JDL)
|
||||
LNX = (XTG, MJV)
|
||||
PHD = (XJQ, VGG)
|
||||
DJR = (KCC, CTM)
|
||||
LNK = (RND, CSD)
|
||||
SVX = (HRJ, RPQ)
|
||||
BVZ = (LSR, JBL)
|
||||
STS = (CMQ, MGX)
|
||||
DDF = (VPR, JQD)
|
||||
GHJ = (MBN, VBS)
|
||||
HVX = (CXD, HPR)
|
||||
JBL = (CSS, SRH)
|
||||
HPF = (BNS, QFR)
|
||||
DSR = (THX, HHB)
|
||||
KMJ = (VTT, NLX)
|
||||
GFC = (XGN, HPM)
|
||||
CJX = (FNF, BFS)
|
||||
FKT = (SPB, HKQ)
|
||||
MBN = (PDL, PJH)
|
||||
NLN = (CXL, KNR)
|
||||
GSC = (PVR, NJB)
|
||||
LFJ = (MLT, PSJ)
|
||||
NBT = (NDR, XPR)
|
||||
RLK = (TNX, JFT)
|
||||
SSB = (BXX, STP)
|
||||
FJK = (GBM, BCV)
|
||||
VRX = (CJH, KXH)
|
||||
DJP = (RKK, GGV)
|
||||
HRJ = (CDL, DBH)
|
||||
XHB = (QKQ, KDV)
|
||||
BVL = (HQF, HQF)
|
||||
PVF = (VMM, CNM)
|
||||
GLN = (KFG, FRG)
|
||||
KHM = (BKG, FCS)
|
||||
VHH = (MBJ, PHD)
|
||||
XPV = (DJB, DSD)
|
||||
MJV = (XTL, SVX)
|
||||
BDJ = (VHH, RNS)
|
||||
RLS = (SHN, PNR)
|
||||
CBT = (RQM, JJX)
|
||||
PRR = (JVM, TCJ)
|
||||
DVS = (VMM, CNM)
|
||||
KXH = (QJK, XHB)
|
||||
SHD = (LXF, RHS)
|
||||
GPS = (XSV, HQJ)
|
||||
MGR = (BRK, FPX)
|
||||
BXJ = (LCD, CKD)
|
||||
RBJ = (RVD, BDX)
|
||||
JFC = (KRC, CSV)
|
||||
GDD = (QQD, KMJ)
|
||||
KDS = (TBF, NDX)
|
||||
BRN = (HSS, SHD)
|
||||
QXC = (QJV, GQD)
|
||||
GLG = (STS, SMG)
|
||||
MGX = (QDL, KKL)
|
||||
MLT = (MQT, QPF)
|
||||
HPM = (BLJ, CHN)
|
||||
CKP = (CNC, NHX)
|
||||
KML = (TVG, JDQ)
|
||||
AAA = (PXP, TTF)
|
||||
BPZ = (MNJ, SHP)
|
||||
FPQ = (DDM, KTK)
|
||||
NSR = (CRR, HHM)
|
||||
XLD = (CXL, KNR)
|
||||
PLG = (FFD, RDM)
|
||||
RPM = (BNS, QFR)
|
||||
SGJ = (FVV, TVP)
|
||||
BPL = (PBJ, TRR)
|
||||
RHN = (NHC, CKP)
|
||||
MGB = (XJP, VDG)
|
||||
RJH = (BTK, FBK)
|
||||
VNP = (JGT, SFH)
|
||||
BDX = (SNV, STL)
|
||||
VSN = (HSS, HSS)
|
||||
LCT = (MPP, HJP)
|
||||
NBB = (GJC, BKT)
|
||||
VRS = (GHL, PNM)
|
||||
JJX = (BLB, FBQ)
|
||||
TMB = (KXH, CJH)
|
||||
RLX = (KXB, VVV)
|
||||
NJM = (TGC, ZZZ)
|
||||
VNG = (CMD, FKT)
|
||||
GJJ = (MSV, CKT)
|
||||
CVC = (SNH, TMT)
|
||||
CVS = (DMP, DMP)
|
||||
MFK = (CKS, FRS)
|
||||
XHJ = (DJR, CJQ)
|
||||
FCN = (XVV, BPZ)
|
||||
JVM = (KKX, MTD)
|
||||
RQM = (FBQ, BLB)
|
||||
SLQ = (FXV, SMJ)
|
||||
BNS = (LCT, BLQ)
|
||||
DKD = (FVX, DHF)
|
||||
JHF = (MBD, RSB)
|
||||
FBQ = (GHJ, KQD)
|
||||
KDV = (TSN, TDD)
|
||||
FVL = (HJJ, TQJ)
|
||||
LXL = (PKL, RBJ)
|
||||
VDV = (FQN, DNP)
|
||||
BDM = (HGT, MJR)
|
||||
VDG = (KHJ, SDV)
|
||||
BFG = (DJP, BPJ)
|
||||
PNR = (XPV, HQS)
|
||||
XTL = (RPQ, HRJ)
|
||||
PGN = (PPC, KXX)
|
||||
XNP = (LLV, KRH)
|
||||
VTM = (DNH, SVP)
|
||||
VJJ = (CRJ, SXV)
|
||||
NVQ = (SBM, TPP)
|
||||
RLV = (NGC, KQR)
|
||||
THX = (NKX, PXK)
|
||||
MLP = (GLJ, XBV)
|
||||
MPC = (MNL, QTK)
|
||||
FPX = (BSP, HJR)
|
||||
NHC = (NHX, CNC)
|
||||
CRV = (SLK, GSP)
|
||||
NNC = (RHG, TKF)
|
||||
SNH = (JHH, VRS)
|
||||
KNR = (FVG, JCJ)
|
||||
CRJ = (GQM, KJD)
|
||||
PJT = (SRF, KML)
|
||||
XJP = (KHJ, SDV)
|
||||
BXL = (BSM, MKG)
|
||||
QRB = (RHJ, RLS)
|
||||
SMX = (KCF, KJR)
|
||||
CSM = (FKL, NCM)
|
||||
MGS = (QQR, SKG)
|
||||
RTL = (SGJ, MPT)
|
||||
CND = (NDL, NSD)
|
||||
BTK = (QVS, FVL)
|
||||
TNJ = (TBF, NDX)
|
||||
JFV = (LMT, NBB)
|
||||
CMJ = (XLQ, XLQ)
|
||||
CCJ = (BTK, FBK)
|
||||
SXQ = (FHG, MVL)
|
||||
MLR = (DNH, SVP)
|
||||
PJH = (LNK, DGH)
|
||||
KFG = (QJC, BPL)
|
||||
MRN = (RRP, TSM)
|
||||
LBL = (HNK, STF)
|
||||
NFR = (RBB, NDT)
|
||||
NGR = (RDL, VQX)
|
||||
PVR = (VTH, FSQ)
|
||||
LVV = (XFN, DSQ)
|
||||
RCX = (XVK, LMV)
|
||||
FLV = (NGR, XKM)
|
||||
CRR = (FRV, BDM)
|
||||
BSM = (CND, TSD)
|
||||
FVX = (XRN, BXN)
|
||||
TKF = (XCQ, BGQ)
|
||||
QSQ = (NFR, QNT)
|
||||
XVV = (SHP, MNJ)
|
||||
RVD = (SNV, STL)
|
||||
MKG = (TSD, CND)
|
||||
QCB = (GPP, KRT)
|
||||
NVX = (MSV, CKT)
|
||||
GGV = (VTL, SNM)
|
||||
GJC = (PVD, CBT)
|
||||
QSP = (JGK, GST)
|
||||
VBL = (MFT, NSX)
|
||||
DDB = (RPS, NBT)
|
||||
BKX = (HPR, CXD)
|
||||
FKL = (VPJ, SQN)
|
||||
VRH = (BPN, JXR)
|
||||
QQR = (KBH, LRQ)
|
||||
RSC = (LQB, TNG)
|
||||
NRQ = (DKD, CHG)
|
||||
RHL = (NVQ, NNR)
|
||||
QCH = (MGB, QQS)
|
||||
CTS = (BFG, HDC)
|
||||
KHJ = (NGN, LJC)
|
||||
RGK = (MVL, FHG)
|
||||
CCH = (LKP, TFT)
|
||||
VSL = (FFH, PRR)
|
||||
KQR = (RPT, MGJ)
|
||||
LCN = (XTS, DCF)
|
||||
TJN = (TMT, SNH)
|
||||
CLT = (NBS, VNP)
|
||||
JCJ = (QFS, RSJ)
|
||||
BPN = (TJN, CVC)
|
||||
FXG = (GLJ, XBV)
|
||||
BGQ = (KQB, BLP)
|
||||
RMR = (TVH, JHB)
|
||||
CTM = (JLL, VFC)
|
||||
KCF = (SLQ, FLH)
|
||||
DHF = (XRN, BXN)
|
||||
NDJ = (SSH, FPQ)
|
||||
KSX = (XTS, DCF)
|
||||
RPT = (DPL, QHP)
|
||||
QJV = (TVB, LDC)
|
||||
TNG = (BCT, MMQ)
|
||||
FBK = (FVL, QVS)
|
||||
MBJ = (XJQ, VGG)
|
||||
CHD = (GJF, BPC)
|
||||
LSF = (QHL, XNP)
|
||||
SHN = (HQS, XPV)
|
||||
TQR = (CDR, QGG)
|
||||
GRA = (NNK, VNG)
|
||||
RNS = (MBJ, PHD)
|
||||
VFC = (GTJ, CBN)
|
||||
PPC = (LFJ, KHL)
|
||||
DDT = (STF, HNK)
|
||||
NSD = (TCV, DDV)
|
||||
VMC = (FDX, RLK)
|
||||
QXS = (JPG, BHR)
|
||||
PDF = (MBD, RSB)
|
||||
QRV = (PCB, JNV)
|
||||
QVJ = (KSX, LCN)
|
||||
QDL = (GLH, SPJ)
|
||||
MDJ = (GJJ, NVX)
|
||||
HJP = (FVF, RLX)
|
||||
FRS = (GLT, CDQ)
|
||||
SBM = (FDD, XNG)
|
||||
SMG = (CMQ, MGX)
|
||||
TQJ = (NPH, CQS)
|
||||
RHQ = (MJV, XTG)
|
||||
FFD = (MSN, FKN)
|
||||
CSS = (XQN, NNC)
|
||||
PVD = (RQM, JJX)
|
||||
GBS = (QRT, CCK)
|
||||
JHH = (PNM, GHL)
|
||||
QHL = (LLV, KRH)
|
||||
9
2023/day08_haunted_wasteland/tests/sample_input
Normal file
9
2023/day08_haunted_wasteland/tests/sample_input
Normal file
|
|
@ -0,0 +1,9 @@
|
|||
RL
|
||||
|
||||
AAA = (BBB, CCC)
|
||||
BBB = (DDD, EEE)
|
||||
CCC = (ZZZ, GGG)
|
||||
DDD = (DDD, DDD)
|
||||
EEE = (EEE, EEE)
|
||||
GGG = (GGG, GGG)
|
||||
ZZZ = (ZZZ, ZZZ)
|
||||
Loading…
Add table
Add a link
Reference in a new issue