2022-14 in zig
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2
2022/14-regolith-reservoir/example
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2
2022/14-regolith-reservoir/example
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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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194
2022/14-regolith-reservoir/first.zig
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194
2022/14-regolith-reservoir/first.zig
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const std = @import("std");
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const example = @embedFile("example");
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const input = @embedFile("input");
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var allocator: std.mem.Allocator = undefined;
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pub fn main() anyerror!void {
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var arena = std.heap.ArenaAllocator.init(std.heap.page_allocator);
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defer arena.deinit();
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allocator = arena.allocator();
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try std.testing.expectEqual(try solve(example), 24);
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const result = try solve(input);
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try std.io.getStdOut().writer().print("{}\n", .{result});
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}
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const Line = struct {
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data: std.ArrayList(u8),
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x: u64,
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fn get(l: *Line, x: u64) u8 {
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if (x >= l.x and x < l.x + @intCast(u64, l.len())) return l.data.items[@intCast(usize, x - @intCast(u64, l.x))];
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return ' ';
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}
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fn init() !*Line {
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var l = try allocator.create(Line);
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l.data = std.ArrayList(u8).init(allocator);
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return l;
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}
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inline fn len(l: Line) usize {
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return l.data.items.len;
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}
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fn set(l: *Line, x: u64, v: u8) !void {
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if (l.len() == 0) { // this is en empty line
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l.x = x;
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try l.data.append(v);
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return;
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}
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const lx = @intCast(u64, l.len());
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if (x >= l.x) {
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if (x < l.x + lx) { // just set the value
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l.data.items[@intCast(usize, x - l.x)] = v;
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} else { // we need to add trailing spaces
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var i: usize = l.len();
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while (i < x - l.x) : (i += 1) {
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try l.data.append(' ');
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}
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try l.data.append(v);
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}
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} else { // we need to shift right and add leading spaces
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const oldLen = l.len();
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l.data.items.len += @intCast(usize, l.x - x);
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try l.data.ensureUnusedCapacity(l.len());
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std.mem.copyBackwards(u8, l.data.items[@intCast(usize, l.x - x)..], l.data.items[0..oldLen]);
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l.data.items[0] = v;
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var i: usize = 1;
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while (i < @intCast(usize, l.x - x)) : (i += 1) {
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l.data.items[i] = ' ';
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}
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l.x = x;
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}
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}
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};
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pub const Field = struct {
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x: u64 = 0,
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y: u64 = 0,
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lines: std.ArrayList(*Line),
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lx: usize = 0,
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pub fn get(f: *Field, x: u64, y: u64) u8 {
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if (y >= f.y and y < f.y + @intCast(u64, f.lines.items.len)) return f.lines.items[@intCast(usize, y - @intCast(u64, f.y))].get(x);
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return ' ';
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}
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fn init() !*Field {
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var f = try allocator.create(Field);
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f.x = undefined;
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f.y = 0;
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f.lines = std.ArrayList(*Line).init(allocator);
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var l = try f.lines.addOne();
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l.* = try Line.init();
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f.lx = 0;
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return f;
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}
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inline fn isIn(f: *Field, x: u64, y: u64) bool {
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return x >= f.x and y >= f.y and x < f.x + @intCast(u64, f.lx) and y < f.y + @intCast(u64, f.lines.items.len);
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}
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inline fn len(f: Field) usize {
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return f.lines.items.len;
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}
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pub fn set(f: *Field, x: u64, y: u64, v: u8) !void {
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if (y >= f.y) {
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if (y < f.y + @intCast(u64, f.lines.items.len)) { // the line exists
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try f.lines.items[@intCast(usize, y - f.y)].set(x, v);
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} else { // append lines
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var i: usize = f.lines.items.len;
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while (i < y - f.y) : (i += 1) {
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try f.lines.append(try Line.init());
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}
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var l = try Line.init();
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try l.set(x, v);
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try f.lines.append(l);
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}
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} else { // preprend lines
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const oldLen = f.lines.items.len;
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f.lines.items.len += @intCast(usize, f.y - y);
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try f.lines.ensureUnusedCapacity(f.lines.items.len);
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std.mem.copyBackwards(*Line, f.lines.items[@intCast(usize, f.y - y)..], f.lines.items[0..oldLen]);
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var l = try Line.init();
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try l.set(x, v);
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f.lines.items[0] = l;
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var i: usize = 1;
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while (i < @intCast(usize, f.y - y)) : (i += 1) {
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f.lines.items[i] = try Line.init();
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}
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f.y = y;
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}
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if (x < f.x or x >= f.x + @intCast(u64, f.lx)) { // recalculate boundaries
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f.x = std.math.maxInt(u64);
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var x2: u64 = std.math.minInt(u64);
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for (f.lines.items) |line| {
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if (line.len() == 0) continue;
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if (f.x > line.x) f.x = line.x;
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if (x2 < line.x + @intCast(u64, line.len())) x2 = line.x + @intCast(u64, line.len());
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}
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f.lx = @intCast(usize, x2 - f.x);
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}
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return;
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}
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};
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fn solve(puzzle: []const u8) !u64 {
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var it = std.mem.tokenize(u8, puzzle, "\n");
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var field = try Field.init();
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// process input
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while (it.next()) |line| {
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var coords = std.mem.tokenize(u8, line, " ->,");
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var x = try std.fmt.parseInt(u64, coords.next() orelse continue, 10);
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var y = try std.fmt.parseInt(u64, coords.next() orelse unreachable, 10);
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try field.set(x, y, '#');
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while (true) {
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var a = try std.fmt.parseInt(u64, coords.next() orelse break, 10);
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var b = try std.fmt.parseInt(u64, coords.next() orelse unreachable, 10);
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while (x != a or y != b) {
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if (x < a) {
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x += 1;
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} else if (x > a) {
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x -= 1;
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}
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if (y < b) {
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y += 1;
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} else if (y > b) {
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y -= 1;
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}
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try field.set(x, y, '#');
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}
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}
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}
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// run simulation
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var i: usize = 0;
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outer: while (true) : (i += 1) { // add sand forever
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var x: u64 = 500;
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var y: u64 = field.y;
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while (true) { // let the sand fall
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if (!field.isIn(x, y)) {
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break :outer;
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}
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switch (field.get(x, y + 1)) {
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' ' => y += 1, // we can fall straight down
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else => {
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switch (field.get(x - 1, y + 1)) {
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' ' => { // we can fall down to the left
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x -= 1;
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y += 1;
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},
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else => {
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switch (field.get(x + 1, y + 1)) {
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' ' => { // we can fall down to the right
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x += 1;
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y += 1;
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},
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else => { // we stop falling
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try field.set(x, y, 'o');
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break;
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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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return i;
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}
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168
2022/14-regolith-reservoir/input
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168
2022/14-regolith-reservoir/input
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@ -0,0 +1,168 @@
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520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
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490,15 -> 501,15 -> 501,14
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503,68 -> 508,68
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513,60 -> 513,61 -> 523,61 -> 523,60
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503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
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524,136 -> 529,136
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520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
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509,64 -> 514,64
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529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
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518,46 -> 522,46
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529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
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520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
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521,71 -> 521,73 -> 514,73 -> 514,79 -> 527,79 -> 527,73 -> 525,73 -> 525,71
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503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
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532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
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532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
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518,82 -> 518,83 -> 529,83 -> 529,82
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530,124 -> 535,124
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520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
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532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
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503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
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542,112 -> 547,112
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536,118 -> 541,118
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529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
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528,139 -> 528,141 -> 521,141 -> 521,146 -> 534,146 -> 534,141 -> 531,141 -> 531,139
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534,133 -> 539,133
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543,118 -> 548,118
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508,49 -> 508,52 -> 504,52 -> 504,55 -> 516,55 -> 516,52 -> 514,52 -> 514,49
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532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
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|
508,49 -> 508,52 -> 504,52 -> 504,55 -> 516,55 -> 516,52 -> 514,52 -> 514,49
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|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
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500,18 -> 500,20 -> 496,20 -> 496,24 -> 511,24 -> 511,20 -> 504,20 -> 504,18
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|
530,130 -> 535,130
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|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
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|
508,49 -> 508,52 -> 504,52 -> 504,55 -> 516,55 -> 516,52 -> 514,52 -> 514,49
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|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
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|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
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|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
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|
546,115 -> 551,115
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|
524,46 -> 528,46
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|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
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520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
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521,71 -> 521,73 -> 514,73 -> 514,79 -> 527,79 -> 527,73 -> 525,73 -> 525,71
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520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
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503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
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503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
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537,124 -> 542,124
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532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
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||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
528,139 -> 528,141 -> 521,141 -> 521,146 -> 534,146 -> 534,141 -> 531,141 -> 531,139
|
||||||
|
500,18 -> 500,20 -> 496,20 -> 496,24 -> 511,24 -> 511,20 -> 504,20 -> 504,18
|
||||||
|
539,115 -> 544,115
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
521,71 -> 521,73 -> 514,73 -> 514,79 -> 527,79 -> 527,73 -> 525,73 -> 525,71
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
533,127 -> 538,127
|
||||||
|
518,82 -> 518,83 -> 529,83 -> 529,82
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
506,66 -> 511,66
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
535,161 -> 535,162 -> 544,162 -> 544,161
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
500,18 -> 500,20 -> 496,20 -> 496,24 -> 511,24 -> 511,20 -> 504,20 -> 504,18
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
490,15 -> 501,15 -> 501,14
|
||||||
|
535,161 -> 535,162 -> 544,162 -> 544,161
|
||||||
|
508,49 -> 508,52 -> 504,52 -> 504,55 -> 516,55 -> 516,52 -> 514,52 -> 514,49
|
||||||
|
518,82 -> 518,83 -> 529,83 -> 529,82
|
||||||
|
513,66 -> 518,66
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
558,124 -> 563,124
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
528,139 -> 528,141 -> 521,141 -> 521,146 -> 534,146 -> 534,141 -> 531,141 -> 531,139
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
554,121 -> 559,121
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
508,49 -> 508,52 -> 504,52 -> 504,55 -> 516,55 -> 516,52 -> 514,52 -> 514,49
|
||||||
|
540,121 -> 545,121
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
547,121 -> 552,121
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
500,18 -> 500,20 -> 496,20 -> 496,24 -> 511,24 -> 511,20 -> 504,20 -> 504,18
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
512,46 -> 516,46
|
||||||
|
544,124 -> 549,124
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
521,71 -> 521,73 -> 514,73 -> 514,79 -> 527,79 -> 527,73 -> 525,73 -> 525,71
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
528,139 -> 528,141 -> 521,141 -> 521,146 -> 534,146 -> 534,141 -> 531,141 -> 531,139
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
528,139 -> 528,141 -> 521,141 -> 521,146 -> 534,146 -> 534,141 -> 531,141 -> 531,139
|
||||||
|
533,121 -> 538,121
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
521,43 -> 525,43
|
||||||
|
500,18 -> 500,20 -> 496,20 -> 496,24 -> 511,24 -> 511,20 -> 504,20 -> 504,18
|
||||||
|
527,133 -> 532,133
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
531,136 -> 536,136
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
515,43 -> 519,43
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
521,71 -> 521,73 -> 514,73 -> 514,79 -> 527,79 -> 527,73 -> 525,73 -> 525,71
|
||||||
|
521,71 -> 521,73 -> 514,73 -> 514,79 -> 527,79 -> 527,73 -> 525,73 -> 525,71
|
||||||
|
513,60 -> 513,61 -> 523,61 -> 523,60
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
537,130 -> 542,130
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
508,49 -> 508,52 -> 504,52 -> 504,55 -> 516,55 -> 516,52 -> 514,52 -> 514,49
|
||||||
|
545,136 -> 550,136
|
||||||
|
538,136 -> 543,136
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
528,139 -> 528,141 -> 521,141 -> 521,146 -> 534,146 -> 534,141 -> 531,141 -> 531,139
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
508,49 -> 508,52 -> 504,52 -> 504,55 -> 516,55 -> 516,52 -> 514,52 -> 514,49
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
503,37 -> 503,31 -> 503,37 -> 505,37 -> 505,29 -> 505,37 -> 507,37 -> 507,29 -> 507,37 -> 509,37 -> 509,29 -> 509,37 -> 511,37 -> 511,32 -> 511,37 -> 513,37 -> 513,29 -> 513,37 -> 515,37 -> 515,34 -> 515,37 -> 517,37 -> 517,36 -> 517,37 -> 519,37 -> 519,36 -> 519,37
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
510,68 -> 515,68
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
550,118 -> 555,118
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
528,139 -> 528,141 -> 521,141 -> 521,146 -> 534,146 -> 534,141 -> 531,141 -> 531,139
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
532,109 -> 532,103 -> 532,109 -> 534,109 -> 534,106 -> 534,109 -> 536,109 -> 536,102 -> 536,109 -> 538,109 -> 538,107 -> 538,109 -> 540,109 -> 540,107 -> 540,109 -> 542,109 -> 542,100 -> 542,109 -> 544,109 -> 544,106 -> 544,109
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
521,71 -> 521,73 -> 514,73 -> 514,79 -> 527,79 -> 527,73 -> 525,73 -> 525,71
|
||||||
|
541,133 -> 546,133
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
513,60 -> 513,61 -> 523,61 -> 523,60
|
||||||
|
518,40 -> 522,40
|
||||||
|
517,68 -> 522,68
|
||||||
|
500,18 -> 500,20 -> 496,20 -> 496,24 -> 511,24 -> 511,20 -> 504,20 -> 504,18
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
520,96 -> 520,92 -> 520,96 -> 522,96 -> 522,86 -> 522,96 -> 524,96 -> 524,92 -> 524,96 -> 526,96 -> 526,93 -> 526,96 -> 528,96 -> 528,95 -> 528,96 -> 530,96 -> 530,88 -> 530,96 -> 532,96 -> 532,88 -> 532,96 -> 534,96 -> 534,91 -> 534,96 -> 536,96 -> 536,92 -> 536,96 -> 538,96 -> 538,88 -> 538,96
|
||||||
|
529,159 -> 529,153 -> 529,159 -> 531,159 -> 531,151 -> 531,159 -> 533,159 -> 533,156 -> 533,159 -> 535,159 -> 535,152 -> 535,159 -> 537,159 -> 537,154 -> 537,159 -> 539,159 -> 539,156 -> 539,159
|
||||||
|
535,161 -> 535,162 -> 544,162 -> 544,161
|
||||||
|
551,124 -> 556,124
|
||||||
|
500,18 -> 500,20 -> 496,20 -> 496,24 -> 511,24 -> 511,20 -> 504,20 -> 504,18
|
200
2022/14-regolith-reservoir/second.zig
Normal file
200
2022/14-regolith-reservoir/second.zig
Normal file
|
@ -0,0 +1,200 @@
|
||||||
|
const std = @import("std");
|
||||||
|
|
||||||
|
const example = @embedFile("example");
|
||||||
|
const input = @embedFile("input");
|
||||||
|
|
||||||
|
var allocator: std.mem.Allocator = undefined;
|
||||||
|
|
||||||
|
pub fn main() anyerror!void {
|
||||||
|
var arena = std.heap.ArenaAllocator.init(std.heap.page_allocator);
|
||||||
|
defer arena.deinit();
|
||||||
|
allocator = arena.allocator();
|
||||||
|
|
||||||
|
try std.testing.expectEqual(try solve(example), 93);
|
||||||
|
const result = try solve(input);
|
||||||
|
try std.io.getStdOut().writer().print("{}\n", .{result});
|
||||||
|
}
|
||||||
|
|
||||||
|
const Line = struct {
|
||||||
|
data: std.ArrayList(u8),
|
||||||
|
x: u64,
|
||||||
|
fn get(l: *Line, x: u64) u8 {
|
||||||
|
if (x >= l.x and x < l.x + @intCast(u64, l.len())) return l.data.items[@intCast(usize, x - @intCast(u64, l.x))];
|
||||||
|
return ' ';
|
||||||
|
}
|
||||||
|
fn init() !*Line {
|
||||||
|
var l = try allocator.create(Line);
|
||||||
|
l.data = std.ArrayList(u8).init(allocator);
|
||||||
|
return l;
|
||||||
|
}
|
||||||
|
inline fn len(l: Line) usize {
|
||||||
|
return l.data.items.len;
|
||||||
|
}
|
||||||
|
fn set(l: *Line, x: u64, v: u8) !void {
|
||||||
|
if (l.len() == 0) { // this is en empty line
|
||||||
|
l.x = x;
|
||||||
|
try l.data.append(v);
|
||||||
|
return;
|
||||||
|
}
|
||||||
|
const lx = @intCast(u64, l.len());
|
||||||
|
if (x >= l.x) {
|
||||||
|
if (x < l.x + lx) { // just set the value
|
||||||
|
l.data.items[@intCast(usize, x - l.x)] = v;
|
||||||
|
} else { // we need to add trailing spaces
|
||||||
|
var i: usize = l.len();
|
||||||
|
while (i < x - l.x) : (i += 1) {
|
||||||
|
try l.data.append(' ');
|
||||||
|
}
|
||||||
|
try l.data.append(v);
|
||||||
|
}
|
||||||
|
} else { // we need to shift right and add leading spaces
|
||||||
|
const oldLen = l.len();
|
||||||
|
l.data.items.len += @intCast(usize, l.x - x);
|
||||||
|
try l.data.ensureUnusedCapacity(l.len());
|
||||||
|
std.mem.copyBackwards(u8, l.data.items[@intCast(usize, l.x - x)..], l.data.items[0..oldLen]);
|
||||||
|
l.data.items[0] = v;
|
||||||
|
var i: usize = 1;
|
||||||
|
while (i < @intCast(usize, l.x - x)) : (i += 1) {
|
||||||
|
l.data.items[i] = ' ';
|
||||||
|
}
|
||||||
|
l.x = x;
|
||||||
|
}
|
||||||
|
}
|
||||||
|
};
|
||||||
|
|
||||||
|
pub const Field = struct {
|
||||||
|
x: u64 = 0,
|
||||||
|
y: u64 = 0,
|
||||||
|
lines: std.ArrayList(*Line),
|
||||||
|
lx: usize = 0,
|
||||||
|
pub fn get(f: *Field, x: u64, y: u64) u8 {
|
||||||
|
if (y >= f.y and y < f.y + @intCast(u64, f.lines.items.len)) return f.lines.items[@intCast(usize, y - @intCast(u64, f.y))].get(x);
|
||||||
|
return ' ';
|
||||||
|
}
|
||||||
|
fn init() !*Field {
|
||||||
|
var f = try allocator.create(Field);
|
||||||
|
f.x = undefined;
|
||||||
|
f.y = 0;
|
||||||
|
f.lines = std.ArrayList(*Line).init(allocator);
|
||||||
|
var l = try f.lines.addOne();
|
||||||
|
l.* = try Line.init();
|
||||||
|
f.lx = 0;
|
||||||
|
return f;
|
||||||
|
}
|
||||||
|
inline fn isIn(f: *Field, x: u64, y: u64) bool {
|
||||||
|
return x >= f.x and y >= f.y and x < f.x + @intCast(u64, f.lx) and y < f.y + @intCast(u64, f.lines.items.len);
|
||||||
|
}
|
||||||
|
inline fn len(f: Field) usize {
|
||||||
|
return f.lines.items.len;
|
||||||
|
}
|
||||||
|
pub fn set(f: *Field, x: u64, y: u64, v: u8) !void {
|
||||||
|
if (y >= f.y) {
|
||||||
|
if (y < f.y + @intCast(u64, f.lines.items.len)) { // the line exists
|
||||||
|
try f.lines.items[@intCast(usize, y - f.y)].set(x, v);
|
||||||
|
} else { // append lines
|
||||||
|
var i: usize = f.lines.items.len;
|
||||||
|
while (i < y - f.y) : (i += 1) {
|
||||||
|
try f.lines.append(try Line.init());
|
||||||
|
}
|
||||||
|
var l = try Line.init();
|
||||||
|
try l.set(x, v);
|
||||||
|
try f.lines.append(l);
|
||||||
|
}
|
||||||
|
} else { // preprend lines
|
||||||
|
const oldLen = f.lines.items.len;
|
||||||
|
f.lines.items.len += @intCast(usize, f.y - y);
|
||||||
|
try f.lines.ensureUnusedCapacity(f.lines.items.len);
|
||||||
|
std.mem.copyBackwards(*Line, f.lines.items[@intCast(usize, f.y - y)..], f.lines.items[0..oldLen]);
|
||||||
|
var l = try Line.init();
|
||||||
|
try l.set(x, v);
|
||||||
|
f.lines.items[0] = l;
|
||||||
|
var i: usize = 1;
|
||||||
|
while (i < @intCast(usize, f.y - y)) : (i += 1) {
|
||||||
|
f.lines.items[i] = try Line.init();
|
||||||
|
}
|
||||||
|
f.y = y;
|
||||||
|
}
|
||||||
|
if (x < f.x or x >= f.x + @intCast(u64, f.lx)) { // recalculate boundaries
|
||||||
|
f.x = std.math.maxInt(u64);
|
||||||
|
var x2: u64 = std.math.minInt(u64);
|
||||||
|
for (f.lines.items) |line| {
|
||||||
|
if (line.len() == 0) continue;
|
||||||
|
if (f.x > line.x) f.x = line.x;
|
||||||
|
if (x2 < line.x + @intCast(u64, line.len())) x2 = line.x + @intCast(u64, line.len());
|
||||||
|
}
|
||||||
|
f.lx = @intCast(usize, x2 - f.x);
|
||||||
|
}
|
||||||
|
return;
|
||||||
|
}
|
||||||
|
};
|
||||||
|
|
||||||
|
fn solve(puzzle: []const u8) !u64 {
|
||||||
|
var it = std.mem.tokenize(u8, puzzle, "\n");
|
||||||
|
var field = try Field.init();
|
||||||
|
// process input
|
||||||
|
while (it.next()) |line| {
|
||||||
|
var coords = std.mem.tokenize(u8, line, " ->,");
|
||||||
|
var x = try std.fmt.parseInt(u64, coords.next() orelse continue, 10);
|
||||||
|
var y = try std.fmt.parseInt(u64, coords.next() orelse unreachable, 10);
|
||||||
|
try field.set(x, y, '#');
|
||||||
|
while (true) {
|
||||||
|
var a = try std.fmt.parseInt(u64, coords.next() orelse break, 10);
|
||||||
|
var b = try std.fmt.parseInt(u64, coords.next() orelse unreachable, 10);
|
||||||
|
|
||||||
|
while (x != a or y != b) {
|
||||||
|
if (x < a) {
|
||||||
|
x += 1;
|
||||||
|
} else if (x > a) {
|
||||||
|
x -= 1;
|
||||||
|
}
|
||||||
|
if (y < b) {
|
||||||
|
y += 1;
|
||||||
|
} else if (y > b) {
|
||||||
|
y -= 1;
|
||||||
|
}
|
||||||
|
try field.set(x, y, '#');
|
||||||
|
}
|
||||||
|
}
|
||||||
|
}
|
||||||
|
// run simulation
|
||||||
|
const maxY = field.y + field.len();
|
||||||
|
var i: usize = 0;
|
||||||
|
while (true) : (i += 1) { // add sand forever
|
||||||
|
var x: u64 = 500;
|
||||||
|
var y: u64 = field.y;
|
||||||
|
while (true) { // let the sand fall
|
||||||
|
if (y == maxY) {
|
||||||
|
try field.set(x - 1, y + 1, '#');
|
||||||
|
try field.set(x, y + 1, '#');
|
||||||
|
try field.set(x + 1, y + 1, '#');
|
||||||
|
}
|
||||||
|
switch (field.get(x, y + 1)) {
|
||||||
|
' ' => y += 1, // we can fall straight down
|
||||||
|
else => {
|
||||||
|
switch (field.get(x - 1, y + 1)) {
|
||||||
|
' ' => { // we can fall down to the left
|
||||||
|
x -= 1;
|
||||||
|
y += 1;
|
||||||
|
},
|
||||||
|
else => {
|
||||||
|
switch (field.get(x + 1, y + 1)) {
|
||||||
|
' ' => { // we can fall down to the right
|
||||||
|
x += 1;
|
||||||
|
y += 1;
|
||||||
|
},
|
||||||
|
else => { // we stop falling
|
||||||
|
try field.set(x, y, 'o');
|
||||||
|
break;
|
||||||
|
},
|
||||||
|
}
|
||||||
|
},
|
||||||
|
}
|
||||||
|
},
|
||||||
|
}
|
||||||
|
}
|
||||||
|
if (x == 500 and y == 0) {
|
||||||
|
break;
|
||||||
|
}
|
||||||
|
}
|
||||||
|
return i + 1;
|
||||||
|
}
|
Loading…
Add table
Reference in a new issue