add day 14, part 1
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08179528e9
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// Copyright 2022 Christian Ulrich
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//
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// This program is free software: you can redistribute it and/or modify
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// it under the terms of the GNU General Public License as published by
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// the Free Software Foundation, either version 3 of the License, or
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// (at your option) any later version.
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//
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// This program is distributed in the hope that it will be useful,
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// but WITHOUT ANY WARRANTY; without even the implied warranty of
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// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
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// GNU General Public License for more details.
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//
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// You should have received a copy of the GNU General Public License
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// along with this program. If not, see <http://www.gnu.org/licenses/>.
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use std::io;
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use std::ops::Range;
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pub struct CaveScan {
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tiles: Vec<Vec<bool>>,
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origin: (usize, usize),
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x_window: Range<usize>,
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y_window: Range<usize>,
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}
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pub struct Falls<'a> {
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scan: &'a mut CaveScan,
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}
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impl CaveScan {
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fn insert_hline(&mut self, start: (usize, usize), end: (usize, usize)) {
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assert!(start.1 == end.1);
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for i in start.0..=end.0 {
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self.set_tile((i, start.1), true);
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}
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}
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fn insert_vline(&mut self, start: (usize, usize), end: (usize, usize)) {
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assert!(start.0 == end.0);
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for i in start.1..=end.1 {
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self.set_tile((start.0, i), true);
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}
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}
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pub fn from_stdin(origin: (usize, usize)) -> Result<CaveScan, &'static str> {
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const ERROR: &str = "input file contains invalid line";
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let mut result = Self {
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tiles: vec![vec![false]],
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origin: origin,
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x_window: origin.0..origin.0,
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y_window: origin.1..origin.1,
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};
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for line in io::stdin().lines() {
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let line = match line {
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Ok(line) if { line.len() > 0 } => line,
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_ => break,
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};
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let points: Result<Vec<(usize, usize)>, _> = line
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.split(" -> ")
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.map(|part| part.split_once(',').ok_or(ERROR))
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.map(|split| {
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Ok((
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split?.0.parse().map_err(|_| ERROR)?,
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split?.1.parse().map_err(|_| ERROR)?,
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))
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})
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.collect();
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for points in points?.windows(2) {
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let start = points.get(0).ok_or(ERROR)?;
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let end = points.get(1).ok_or(ERROR)?;
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match (start, end) {
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(s, e) if { s.0 == e.0 && s.1 > e.1 } => result.insert_vline(*e, *s),
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(s, e) if { s.0 == e.0 } => result.insert_vline(*s, *e),
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(s, e) if { s.1 == e.1 && s.0 > e.0 } => result.insert_hline(*e, *s),
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(s, e) if { s.1 == e.1 } => result.insert_hline(*s, *e),
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_ => return Err(ERROR),
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}
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}
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}
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Ok(result)
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}
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fn bottom(&self) -> usize {
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self.tiles.len()
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}
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fn tile(&self, pos: (usize, usize)) -> bool {
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if pos.0 < self.x_window.start
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|| pos.0 > self.x_window.end
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|| pos.1 < self.y_window.start
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|| pos.1 > self.y_window.end
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{
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return false;
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}
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self.tiles[pos.1 - self.y_window.start][pos.0 - self.x_window.start]
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}
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fn set_tile(&mut self, pos: (usize, usize), value: bool) {
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if !self.x_window.contains(&pos.0) {
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let new_x_window =
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usize::min(self.x_window.start, pos.0)..usize::max(self.x_window.end, pos.0);
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for line in self.tiles.iter_mut() {
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let old_line = line.clone();
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*line = vec![false; new_x_window.len() + 1];
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let x_offset = self.x_window.start - new_x_window.start;
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line[x_offset..old_line.len() + x_offset].copy_from_slice(&old_line[..]);
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}
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self.x_window = new_x_window;
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}
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if !self.y_window.contains(&pos.1) {
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let new_y_window =
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usize::min(self.y_window.start, pos.1)..usize::max(self.y_window.end, pos.1);
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let head = vec![
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vec![false; self.x_window.len() + 1];
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new_y_window.start - self.y_window.start
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];
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let tail =
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vec![vec![false; self.x_window.len() + 1]; new_y_window.end - self.y_window.end];
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self.tiles = [&head[..], &self.tiles[..], &tail[..]].concat();
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self.y_window = new_y_window;
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}
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self.tiles[pos.1 - self.y_window.start][pos.0 - self.x_window.start] = value;
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}
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fn step_down(&self, origin: (usize, usize)) -> Option<(usize, usize)> {
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let down_pos = (origin.0, origin.1.checked_add(1)?);
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let down_left_pos = (origin.0.checked_sub(1)?, down_pos.1);
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let down_right_pos = (origin.0.checked_add(1)?, down_pos.1);
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let result = match (
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self.tile(down_left_pos),
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self.tile(down_pos),
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self.tile(down_right_pos),
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) {
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(_, false, _) => Some(down_pos),
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(false, true, _) => Some(down_left_pos),
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(true, true, false) => Some(down_right_pos),
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(true, true, true) => None,
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};
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result
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}
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pub fn falls(&mut self) -> Falls {
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Falls { scan: self }
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}
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}
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impl Iterator for Falls<'_> {
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type Item = (usize, usize);
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fn next(&mut self) -> Option<Self::Item> {
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let mut result = self.scan.origin;
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while let Some(pos) = self.scan.step_down(result) {
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result = pos;
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if result.1 == self.scan.bottom() {
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return Some((result.0, usize::MAX));
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}
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}
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self.scan.set_tile(result, true);
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Some(result)
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}
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}
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@ -0,0 +1,178 @@
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490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
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490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
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534,94 -> 538,94
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519,92 -> 523,92
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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499,27 -> 499,28 -> 515,28
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490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
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507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
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525,88 -> 529,88
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490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
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507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
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507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
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533,116 -> 537,116
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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523,70 -> 528,70
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
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507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
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507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
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542,107 -> 542,104 -> 542,107 -> 544,107 -> 544,101 -> 544,107 -> 546,107 -> 546,100 -> 546,107
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540,126 -> 540,127 -> 543,127 -> 543,126
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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560,161 -> 565,161
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540,94 -> 544,94
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507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
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490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
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490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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542,107 -> 542,104 -> 542,107 -> 544,107 -> 544,101 -> 544,107 -> 546,107 -> 546,100 -> 546,107
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554,167 -> 559,167
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544,170 -> 544,174 -> 536,174 -> 536,182 -> 554,182 -> 554,174 -> 549,174 -> 549,170
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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542,107 -> 542,104 -> 542,107 -> 544,107 -> 544,101 -> 544,107 -> 546,107 -> 546,100 -> 546,107
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542,107 -> 542,104 -> 542,107 -> 544,107 -> 544,101 -> 544,107 -> 546,107 -> 546,100 -> 546,107
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533,122 -> 533,123 -> 541,123
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490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
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543,164 -> 548,164
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513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
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||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
523,44 -> 523,48 -> 517,48 -> 517,55 -> 530,55 -> 530,48 -> 525,48 -> 525,44
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
525,92 -> 529,92
|
||||||
|
525,119 -> 537,119 -> 537,118
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
530,70 -> 535,70
|
||||||
|
516,94 -> 520,94
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
544,170 -> 544,174 -> 536,174 -> 536,182 -> 554,182 -> 554,174 -> 549,174 -> 549,170
|
||||||
|
525,119 -> 537,119 -> 537,118
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
544,170 -> 544,174 -> 536,174 -> 536,182 -> 554,182 -> 554,174 -> 549,174 -> 549,170
|
||||||
|
528,90 -> 532,90
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
533,67 -> 538,67
|
||||||
|
546,161 -> 551,161
|
||||||
|
537,70 -> 542,70
|
||||||
|
542,107 -> 542,104 -> 542,107 -> 544,107 -> 544,101 -> 544,107 -> 546,107 -> 546,100 -> 546,107
|
||||||
|
532,61 -> 537,61
|
||||||
|
499,27 -> 499,28 -> 515,28
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
534,90 -> 538,90
|
||||||
|
531,88 -> 535,88
|
||||||
|
556,158 -> 561,158
|
||||||
|
525,61 -> 530,61
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
541,130 -> 541,133 -> 537,133 -> 537,138 -> 548,138 -> 548,133 -> 545,133 -> 545,130
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
546,141 -> 546,144 -> 541,144 -> 541,152 -> 554,152 -> 554,144 -> 550,144 -> 550,141
|
||||||
|
523,44 -> 523,48 -> 517,48 -> 517,55 -> 530,55 -> 530,48 -> 525,48 -> 525,44
|
||||||
|
533,122 -> 533,123 -> 541,123
|
||||||
|
546,141 -> 546,144 -> 541,144 -> 541,152 -> 554,152 -> 554,144 -> 550,144 -> 550,141
|
||||||
|
557,164 -> 562,164
|
||||||
|
552,155 -> 557,155
|
||||||
|
531,92 -> 535,92
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
544,170 -> 544,174 -> 536,174 -> 536,182 -> 554,182 -> 554,174 -> 549,174 -> 549,170
|
||||||
|
547,167 -> 552,167
|
||||||
|
523,44 -> 523,48 -> 517,48 -> 517,55 -> 530,55 -> 530,48 -> 525,48 -> 525,44
|
||||||
|
542,107 -> 542,104 -> 542,107 -> 544,107 -> 544,101 -> 544,107 -> 546,107 -> 546,100 -> 546,107
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
561,167 -> 566,167
|
||||||
|
522,64 -> 527,64
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
519,67 -> 524,67
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
523,44 -> 523,48 -> 517,48 -> 517,55 -> 530,55 -> 530,48 -> 525,48 -> 525,44
|
||||||
|
550,164 -> 555,164
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
516,70 -> 521,70
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
523,44 -> 523,48 -> 517,48 -> 517,55 -> 530,55 -> 530,48 -> 525,48 -> 525,44
|
||||||
|
536,64 -> 541,64
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
539,110 -> 543,110
|
||||||
|
529,64 -> 534,64
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
528,86 -> 532,86
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
540,126 -> 540,127 -> 543,127 -> 543,126
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
545,116 -> 549,116
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
546,141 -> 546,144 -> 541,144 -> 541,152 -> 554,152 -> 554,144 -> 550,144 -> 550,141
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
544,170 -> 544,174 -> 536,174 -> 536,182 -> 554,182 -> 554,174 -> 549,174 -> 549,170
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
541,130 -> 541,133 -> 537,133 -> 537,138 -> 548,138 -> 548,133 -> 545,133 -> 545,130
|
||||||
|
568,167 -> 573,167
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
546,141 -> 546,144 -> 541,144 -> 541,152 -> 554,152 -> 554,144 -> 550,144 -> 550,141
|
||||||
|
546,141 -> 546,144 -> 541,144 -> 541,152 -> 554,152 -> 554,144 -> 550,144 -> 550,141
|
||||||
|
553,161 -> 558,161
|
||||||
|
541,130 -> 541,133 -> 537,133 -> 537,138 -> 548,138 -> 548,133 -> 545,133 -> 545,130
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
546,141 -> 546,144 -> 541,144 -> 541,152 -> 554,152 -> 554,144 -> 550,144 -> 550,141
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
540,67 -> 545,67
|
||||||
|
541,130 -> 541,133 -> 537,133 -> 537,138 -> 548,138 -> 548,133 -> 545,133 -> 545,130
|
||||||
|
546,141 -> 546,144 -> 541,144 -> 541,152 -> 554,152 -> 554,144 -> 550,144 -> 550,141
|
||||||
|
523,44 -> 523,48 -> 517,48 -> 517,55 -> 530,55 -> 530,48 -> 525,48 -> 525,44
|
||||||
|
522,90 -> 526,90
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
528,58 -> 533,58
|
||||||
|
549,158 -> 554,158
|
||||||
|
542,107 -> 542,104 -> 542,107 -> 544,107 -> 544,101 -> 544,107 -> 546,107 -> 546,100 -> 546,107
|
||||||
|
541,130 -> 541,133 -> 537,133 -> 537,138 -> 548,138 -> 548,133 -> 545,133 -> 545,130
|
||||||
|
523,44 -> 523,48 -> 517,48 -> 517,55 -> 530,55 -> 530,48 -> 525,48 -> 525,44
|
||||||
|
526,67 -> 531,67
|
||||||
|
540,167 -> 545,167
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
544,170 -> 544,174 -> 536,174 -> 536,182 -> 554,182 -> 554,174 -> 549,174 -> 549,170
|
||||||
|
544,170 -> 544,174 -> 536,174 -> 536,182 -> 554,182 -> 554,174 -> 549,174 -> 549,170
|
||||||
|
541,130 -> 541,133 -> 537,133 -> 537,138 -> 548,138 -> 548,133 -> 545,133 -> 545,130
|
||||||
|
541,130 -> 541,133 -> 537,133 -> 537,138 -> 548,138 -> 548,133 -> 545,133 -> 545,130
|
||||||
|
540,126 -> 540,127 -> 543,127 -> 543,126
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
542,113 -> 546,113
|
||||||
|
528,94 -> 532,94
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
522,94 -> 526,94
|
||||||
|
539,116 -> 543,116
|
||||||
|
544,70 -> 549,70
|
||||||
|
542,107 -> 542,104 -> 542,107 -> 544,107 -> 544,101 -> 544,107 -> 546,107 -> 546,100 -> 546,107
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
536,113 -> 540,113
|
||||||
|
537,92 -> 541,92
|
||||||
|
507,41 -> 507,39 -> 507,41 -> 509,41 -> 509,35 -> 509,41 -> 511,41 -> 511,34 -> 511,41 -> 513,41 -> 513,40 -> 513,41 -> 515,41 -> 515,38 -> 515,41 -> 517,41 -> 517,31 -> 517,41 -> 519,41 -> 519,33 -> 519,41 -> 521,41 -> 521,32 -> 521,41 -> 523,41 -> 523,39 -> 523,41
|
||||||
|
513,83 -> 513,76 -> 513,83 -> 515,83 -> 515,73 -> 515,83 -> 517,83 -> 517,80 -> 517,83 -> 519,83 -> 519,82 -> 519,83 -> 521,83 -> 521,80 -> 521,83 -> 523,83 -> 523,73 -> 523,83 -> 525,83 -> 525,81 -> 525,83 -> 527,83 -> 527,81 -> 527,83 -> 529,83 -> 529,74 -> 529,83
|
||||||
|
564,164 -> 569,164
|
||||||
|
490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,14 -> 492,23 -> 494,23 -> 494,20 -> 494,23 -> 496,23 -> 496,18 -> 496,23 -> 498,23 -> 498,19 -> 498,23 -> 500,23 -> 500,20 -> 500,23 -> 502,23 -> 502,17 -> 502,23 -> 504,23 -> 504,14 -> 504,23 -> 506,23 -> 506,18 -> 506,23 -> 508,23 -> 508,15 -> 508,23
|
||||||
|
|
||||||
|
|
@ -0,0 +1,33 @@
|
||||||
|
// Copyright 2022 Christian Ulrich
|
||||||
|
//
|
||||||
|
// This program is free software: you can redistribute it and/or modify
|
||||||
|
// it under the terms of the GNU General Public License as published by
|
||||||
|
// the Free Software Foundation, either version 3 of the License, or
|
||||||
|
// (at your option) any later version.
|
||||||
|
//
|
||||||
|
// This program is distributed in the hope that it will be useful,
|
||||||
|
// but WITHOUT ANY WARRANTY; without even the implied warranty of
|
||||||
|
// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
|
||||||
|
// GNU General Public License for more details.
|
||||||
|
//
|
||||||
|
// You should have received a copy of the GNU General Public License
|
||||||
|
// along with this program. If not, see <http://www.gnu.org/licenses/>.
|
||||||
|
//
|
||||||
|
// usage: ./part1 < input
|
||||||
|
|
||||||
|
pub mod common;
|
||||||
|
|
||||||
|
use common::CaveScan;
|
||||||
|
|
||||||
|
fn main() -> Result<(), &'static str> {
|
||||||
|
let mut scan = CaveScan::from_stdin((500, 0))?;
|
||||||
|
let mut result = 0;
|
||||||
|
for end_pos in scan.falls() {
|
||||||
|
match end_pos {
|
||||||
|
(_, usize::MAX) => break,
|
||||||
|
_ => result += 1,
|
||||||
|
}
|
||||||
|
}
|
||||||
|
println!("{result}");
|
||||||
|
Ok(())
|
||||||
|
}
|
||||||
|
|
@ -0,0 +1,2 @@
|
||||||
|
498,4 -> 498,6 -> 496,6
|
||||||
|
503,4 -> 502,4 -> 502,9 -> 494,9
|
||||||
Loading…
Reference in New Issue