Day3-5
This commit is contained in:
Stefan Forstenlechner
parent
028e89266a
commit
1b510bf789
2
Day2.cs
2
Day2.cs
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@ -1,4 +1,4 @@
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#define Day2
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// #define Day2
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#if Day2
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Position PartOne(Position p, Operation op) => op.op switch {
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"down" => new Position(p.f, p.d + op.x, p.aim),
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@ -0,0 +1,68 @@
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// #define Day3
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#if Day3
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using AoC2021;
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var scans = File.ReadAllLines("day3/input").ToList();
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var significantBitsList = scans.First().Select(c => c == '0' ? new SignificantBits() { zeros = 1 } : new SignificantBits() { ones = 1 }).ToList();
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var indices = Enumerable.Range(0, significantBitsList.Count).ToList();
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scans.Skip(1).ForEachAsList(bits =>
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bits.ForEachIndex((b, i) => {
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if (b == '0') {
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significantBitsList[i].zeros++;
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}
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else {
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significantBitsList[i].ones++;
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}
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}));
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var gammaStr = String.Join("", significantBitsList.Select(s => s.ones > s.zeros ? "1" : "0"));
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var epsilonStr= String.Join("", significantBitsList.Select(s => s.ones < s.zeros ? "1" : "0"));
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var gamma = Convert.ToInt32(gammaStr, 2);
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var epsilon = Convert.ToInt32(epsilonStr, 2);
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Console.WriteLine(gamma * epsilon);
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//Part2
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int PartTwo(List<string>scans, Func<HashSet<int>, HashSet<int>, bool> check) {
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var toCheck = Enumerable.Range(0, scans.Count).ToHashSet();
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int index = 0;
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while (toCheck.Count() > 1) {
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var ones = new HashSet<int>();
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var zeros = new HashSet<int>();
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foreach (var o in toCheck) {
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if (scans[o][index] == '1') {
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ones.Add(o);
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}
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else {
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zeros.Add(o);
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}
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}
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if (check(ones, zeros)) {
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toCheck.ExceptWith(zeros);
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}
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else {
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toCheck.ExceptWith(ones);
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}
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index++;
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}
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return toCheck.First();
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}
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int oxygenLine = PartTwo(scans, (ones, zeros) => ones.Count >= zeros.Count);
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int scrubberLine = PartTwo(scans, (ones, zeros) => ones.Count < zeros.Count);
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int oxygen = Convert.ToInt32(scans[oxygenLine], 2);
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int scrubber = Convert.ToInt32(scans[scrubberLine], 2);
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Console.WriteLine(oxygen * scrubber); //400894
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class SignificantBits {
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public int zeros { get; set; }
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public int ones { get; set; }
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}
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#endif
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// #define Day4
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#if Day4
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using AoC2021;
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var parts = File.ReadAllText("day4/input").Split("\n\n");
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var numbers = parts[0].Split(",").Select(int.Parse);
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var boards = parts.Skip(1).Select(ToBoard).ToList();
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int numberOfBoards = boards.Count;
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foreach (var num in numbers) {
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var won = boards.Select((board, i) => new {bingo = CheckBoard(num, board), index = i}).Where(a => a.bingo).ToList();
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// For PartTwo
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if (won.Count > 0 && boards.Count == 1) {
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int[,] winningBoard = boards[won.First().index];
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CalculateScore(winningBoard, num);
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break;
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}
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if (won.Count > 0 && boards.Count == numberOfBoards) {
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int[,] winningBoard = boards[won.First().index];
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CalculateScore(winningBoard, num);
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}
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var wonIndices = won.Select(w => w.index).ToHashSet();
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boards = boards.Where((board, index) => !wonIndices.Contains(index)).ToList();
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}
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void CalculateScore(int[,] board, int lastNum) {
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long sum = 0;
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for (int row = 0; row < 5; row++) {
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for (int col = 0; col < 5; col++) {
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if (board[row, col] >= 0) {
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sum += board[row, col];
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}
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}
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}
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Console.WriteLine(sum * lastNum);
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}
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bool CheckBoard(int num, int[,] board) {
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bool bingo = false;
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for (int row = 0; row < 5; row++) {
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for (int col = 0; col < 5; col++) {
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if (board[row, col] == num) {
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board[row, col] *= -1;
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bingo |= CheckRow(board, row) || CheckCol(board, col);
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}
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}
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}
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return bingo;
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}
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bool CheckRow(int[,] board, int row) => Enumerable.Range(0, 5).All(col => board[row, col] < 0);
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bool CheckCol(int[,] board, int col) => Enumerable.Range(0, 5).All(row => board[row, col] < 0);
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int[,] ToBoard(string s) {
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int[,] board = new int[5,5];
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s.Split("\n")
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.ForEachIndex((l, row) => l.Split(" ", StringSplitOptions.RemoveEmptyEntries)
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.ForEachIndex((num, col)=>
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board[row,col] = Int32.Parse(num)));
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return board;
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}
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#endif
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#define Day5
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#define PartTwo
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#if Day5
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using System.Text.RegularExpressions;
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Regex regex = new Regex(@"^(?<x1>\d+),(?<y1>\d+) -> (?<x2>\d+),(?<y2>\d+)$");
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var lines = File.ReadAllLines("day5/input")
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.Select(l => {
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var match = regex.Match(l);
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return new Line(
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new Point(
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int.Parse(match.Groups["x1"].Value),
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int.Parse(match.Groups["y1"].Value)),
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new Point(
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int.Parse(match.Groups["x2"].Value),
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int.Parse(match.Groups["y2"].Value))
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);
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}).ToList();
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var vents = new Dictionary<Point, int>();
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foreach (var line in lines) {
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IEnumerable<Point> points;
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if (line.start.x == line.end.x) {
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points = Enumerable.Range(Math.Min(line.start.y, line.end.y), Math.Abs(line.start.y - line.end.y) + 1)
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.Select(y => new Point(line.start.x, y));
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} else if (line.start.y == line.end.y) {
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points = Enumerable.Range(Math.Min(line.start.x, line.end.x), Math.Abs(line.start.x - line.end.x) + 1)
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.Select(x => new Point(x, line.start.y));
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} else {
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#if PartTwo
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Point smallerX;
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Point largerX;
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bool increasingY;
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if (line.start.x < line.end.x) {
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smallerX = line.start;
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largerX = line.end;
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} else {
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smallerX = line.end;
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largerX = line.start;
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}
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increasingY = smallerX.y < largerX.y;
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points = Enumerable.Range(0, largerX.x - smallerX.x + 1)
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.Select(i => new Point(smallerX.x + i, smallerX.y + (increasingY ? i : (i*(-1)))));
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#else
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points = new List<Point>();
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#endif
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}
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foreach (var p in points) {
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if (vents.ContainsKey(p)) {
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vents[p] += 1;
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} else {
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vents[p] = 1;
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}
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}
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}
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Console.WriteLine(vents.Count(v => v.Value > 1));
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record Line(Point start, Point end);
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record Point(int x, int y);
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#endif
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namespace AoC2021;
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public static class Extension {
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public static void ForEachIndex<T>(this IEnumerable<T> enumerable, Action<T, int> action) {
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var l = enumerable.ToList();
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Enumerable.Range(0, l.Count).ToList().ForEach(i => action.Invoke(l[i], i));
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}
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public static void ForEachAsList<T>(this IEnumerable<T> enumerable, Action<T> action) {
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enumerable.ToList().ForEach(action);
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}
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}
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File diff suppressed because it is too large
Load Diff
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91,17,64,45,8,13,47,19,52,68,63,76,82,44,28,56,37,2,78,48,32,58,72,53,9,85,77,89,36,22,49,86,51,99,6,92,80,87,7,25,31,66,84,4,98,67,46,61,59,79,0,3,38,27,23,95,20,35,14,30,26,33,42,93,12,57,11,54,50,75,90,41,88,96,40,81,24,94,18,39,70,34,21,55,5,29,71,83,1,60,74,69,10,62,43,73,97,65,15,16
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83 40 67 98 4
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50 74 31 30 3
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75 64 79 61 5
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12 59 26 25 72
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36 33 18 54 10
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68 56 28 57 12
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78 66 20 85 51
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35 23 7 99 44
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86 37 8 45 49
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40 77 32 6 88
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75 15 20 79 8
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81 69 54 33 28
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9 53 48 95 27
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65 84 40 71 36
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13 31 6 68 29
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94 6 30 16 74
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91 47 66 31 90
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14 56 45 55 20
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58 70 27 46 73
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77 67 97 51 54
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60 12 49 80 52
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15 27 85 82 48
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21 76 83 55 54
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8 5 4 38 47
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73 2 86 44 99
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3 69 21 24 11
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36 88 16 55 41
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78 7 81 95 91
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27 34 92 39 30
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38 57 20 68 49
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21 18 69 97 60
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34 92 0 59 62
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10 43 93 87 64
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57 18 37 92 78
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89 10 25 97 43
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38 99 64 6 66
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21 83 29 93 95
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94 37 98 87 51
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50 65 77 83 95
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68 4 91 53 32
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56 26 15 2 80
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20 55 58 81 33
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73 32 66 38 89
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18 79 40 78 55
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26 63 93 60 98
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42 65 96 47 57
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45 75 72 23 35
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64 28 21 80 27
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93 58 71 67 11
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61 20 74 13 90
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76 35 46 94 40
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92 2 4 85 69
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22 70 87 31 61
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74 78 58 4 90
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63 28 24 35 84
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59 8 89 88 47
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17 48 80 33 32
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57 7 30 39 19
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1 13 41 15 50
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44 72 2 5 70
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34 93 60 80 69
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49 14 25 10 33
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45 41 77 89 27
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68 99 11 32 95
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15 4 72 98 52
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53 28 14 75 44
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57 9 62 92 69
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7 21 2 73 40
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52 60 57 53 65
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63 86 36 82 44
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14 28 39 12 80
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66 64 91 50 51
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82 5 38 41 95
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70 52 11 21 51
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81 20 0 14 83
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57 36 60 59 42
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77 13 85 32 63
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91 40 42 3 50
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22 24 81 31 93
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9 79 82 43 89
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6 77 76 26 37
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29 8 53 23 4
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7 78 32 44 74
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29 3 84 38 79
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58 41 87 88 30
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68 19 72 81 47
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15 63 52 6 26
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20 41 92 84 25
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9 4 96 85 66
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49 15 50 89 19
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48 45 82 86 60
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29 18 53 47 16
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75 39 45 31 73
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91 86 69 94 66
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28 61 17 20 0
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88 21 89 41 37
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35 2 10 18 82
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80 23 4 73 93
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89 8 20 12 45
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74 99 58 90 67
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50 85 35 88 55
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18 65 42 47 48
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16 38 65 64 25
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20 74 37 15 82
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23 76 97 48 53
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60 93 85 1 35
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77 10 59 2 58
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11 9 57 40 46
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35 88 29 52 17
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30 2 7 6 0
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13 63 44 68 59
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83 98 5 50 65
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82 40 2 14 50
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7 31 91 19 11
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51 42 56 44 6
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66 74 22 95 64
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63 1 17 86 24
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18 19 66 63 80
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65 23 74 22 85
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5 7 37 75 51
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38 58 68 83 32
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40 29 31 15 43
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37 54 13 77 31
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57 96 28 87 95
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10 11 19 49 45
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12 21 79 56 24
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34 64 84 69 17
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6 33 48 61 0
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85 34 7 84 37
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25 46 59 76 82
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18 62 20 44 2
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12 78 60 56 99
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95 6 1 39 2
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46 34 28 64 22
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48 23 89 56 55
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44 81 82 43 74
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65 31 94 49 91
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69 42 27 52 54
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79 60 62 83 38
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5 21 56 48 99
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51 40 15 7 24
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92 10 66 64 88
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99 18 22 52 81
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21 42 13 71 59
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91 38 68 10 25
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54 19 76 60 24
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41 92 2 3 64
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76 5 25 55 84
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70 15 89 67 68
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34 86 11 4 6
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9 23 43 41 52
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58 10 88 38 0
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83 91 85 81 86
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5 10 89 6 48
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||||
45 77 2 9 90
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74 8 57 75 67
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73 30 49 96 15
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66 13 82 89 20
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5 67 94 64 0
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58 73 4 62 49
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59 28 75 79 44
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54 71 57 33 36
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23 36 29 80 30
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51 91 77 2 84
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78 90 15 21 75
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28 93 22 55 16
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67 50 58 60 68
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82 80 37 91 7
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54 81 85 25 24
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33 36 89 30 56
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83 95 99 48 10
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4 44 1 55 79
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9 13 53 20 26
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7 31 49 84 58
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51 91 90 68 55
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19 38 23 81 33
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34 99 85 37 54
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44 66 81 78 15
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31 14 48 65 0
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26 10 20 4 41
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77 68 95 34 73
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74 12 36 3 60
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6 24 78 58 36
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30 51 75 13 40
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17 1 3 42 59
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64 20 4 18 79
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37 61 84 63 7
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14 56 67 32 22
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69 80 46 84 49
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72 21 9 10 35
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4 37 28 40 12
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56 80 47 17 70
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12 22 77 81 11
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61 30 58 60 71
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52 0 25 86 65
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59 28 79 20 26
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70 75 81 18 67
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2 85 73 8 17
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74 3 34 92 30
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51 72 84 56 45
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37 90 31 97 78
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2 73 71 43 69
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6 54 89 57 93
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81 0 39 25 90
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79 27 92 29 15
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45 76 87 11 91
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98 35 51 49 34
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23 12 77 27 82
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6 89 0 76 46
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81 48 99 45 90
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10 75 17 96 29
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45 19 82 93 0
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84 24 73 2 98
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94 46 7 48 56
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80 34 5 18 31
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58 33 83 29 55
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66 81 99 54 63
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21 94 72 77 64
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58 52 85 46 68
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5 6 78 42 4
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76 38 51 24 33
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93 26 5 59 67
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13 84 76 4 69
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0 17 30 83 48
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8 53 32 14 92
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94 18 66 46 61
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28 48 38 6 25
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70 39 71 77 22
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66 94 18 43 36
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30 67 57 9 90
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15 34 50 3 86
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11 90 99 92 87
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78 79 56 21 50
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19 18 22 20 30
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95 41 59 85 26
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66 58 46 38 57
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49 92 2 93 77
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46 89 44 57 19
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53 8 32 18 88
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54 95 59 70 10
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72 84 86 42 81
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44 78 25 4 57
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72 7 42 94 8
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61 79 11 29 59
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22 82 6 90 12
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98 77 5 68 50
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48 41 64 15 57
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76 7 52 53 93
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70 84 94 38 35
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47 18 13 51 21
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77 62 63 3 65
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31 33 48 79 69
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30 9 83 53 50
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60 94 36 2 28
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59 19 10 5 40
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26 41 72 14 96
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0 16 49 75 17
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28 20 21 99 94
|
||||
15 8 4 68 71
|
||||
23 53 76 19 74
|
||||
79 61 72 70 52
|
||||
|
||||
70 89 12 80 76
|
||||
14 18 16 4 91
|
||||
34 64 43 51 71
|
||||
6 78 30 5 13
|
||||
57 42 15 73 24
|
||||
|
||||
64 99 72 41 54
|
||||
21 29 25 40 9
|
||||
92 48 82 70 98
|
||||
65 62 8 78 27
|
||||
71 86 36 34 23
|
||||
|
||||
23 19 72 77 63
|
||||
85 0 61 40 14
|
||||
69 76 18 56 95
|
||||
68 66 28 79 13
|
||||
83 84 45 89 2
|
||||
|
||||
18 40 28 70 37
|
||||
80 30 67 96 34
|
||||
77 25 97 32 11
|
||||
48 46 89 14 29
|
||||
2 8 95 0 12
|
||||
|
||||
0 26 1 9 30
|
||||
17 2 78 18 65
|
||||
84 7 61 93 81
|
||||
80 44 82 23 99
|
||||
72 95 19 60 28
|
||||
|
||||
37 39 0 20 21
|
||||
91 36 93 16 22
|
||||
53 95 26 72 25
|
||||
97 33 60 55 65
|
||||
79 56 73 29 75
|
||||
|
||||
22 58 99 57 28
|
||||
2 56 93 91 18
|
||||
44 64 92 85 46
|
||||
70 47 89 27 54
|
||||
83 5 48 97 72
|
||||
|
||||
72 1 73 68 36
|
||||
31 8 14 41 35
|
||||
23 96 7 92 83
|
||||
56 39 77 93 91
|
||||
20 28 67 10 11
|
||||
|
||||
62 27 17 54 0
|
||||
35 60 73 20 5
|
||||
23 58 46 99 75
|
||||
19 53 79 70 88
|
||||
31 85 77 1 32
|
||||
|
||||
22 90 81 42 55
|
||||
70 78 86 19 94
|
||||
1 43 15 33 51
|
||||
84 96 87 58 6
|
||||
49 64 4 59 23
|
||||
|
||||
82 63 58 75 89
|
||||
35 37 52 80 24
|
||||
93 50 76 79 1
|
||||
86 59 30 92 7
|
||||
42 11 55 70 22
|
||||
|
||||
83 3 71 28 95
|
||||
70 23 68 57 1
|
||||
60 6 19 63 32
|
||||
64 55 97 81 49
|
||||
91 80 88 5 35
|
||||
|
||||
23 68 51 62 20
|
||||
70 52 98 34 41
|
||||
12 21 85 43 84
|
||||
69 49 36 28 0
|
||||
76 30 58 91 60
|
||||
|
||||
30 72 6 41 43
|
||||
67 79 46 96 99
|
||||
58 71 39 87 69
|
||||
17 18 11 57 25
|
||||
45 75 16 33 42
|
||||
|
||||
22 75 24 74 90
|
||||
34 70 44 86 23
|
||||
29 59 68 4 48
|
||||
88 45 92 27 49
|
||||
47 77 26 99 82
|
||||
|
||||
42 29 21 74 33
|
||||
64 37 38 50 84
|
||||
46 44 41 1 67
|
||||
53 66 96 68 59
|
||||
6 94 11 31 99
|
||||
|
||||
24 32 71 87 57
|
||||
42 26 55 80 99
|
||||
82 27 16 19 92
|
||||
96 48 62 31 61
|
||||
60 89 95 18 6
|
||||
|
||||
99 33 55 71 29
|
||||
75 37 23 27 98
|
||||
2 78 90 18 35
|
||||
59 10 56 0 6
|
||||
12 19 76 70 96
|
||||
|
||||
33 37 23 61 80
|
||||
6 13 68 51 76
|
||||
92 25 3 95 55
|
||||
99 63 17 52 30
|
||||
11 94 42 5 98
|
||||
|
||||
77 37 25 14 73
|
||||
95 90 10 19 72
|
||||
78 30 44 47 91
|
||||
3 60 32 5 66
|
||||
21 55 87 98 6
|
||||
|
||||
6 60 82 90 98
|
||||
21 70 54 66 27
|
||||
37 64 55 10 14
|
||||
57 25 84 50 20
|
||||
42 59 85 3 73
|
||||
|
||||
74 84 92 10 51
|
||||
57 82 93 90 44
|
||||
41 43 76 48 59
|
||||
79 49 69 16 72
|
||||
37 29 63 15 68
|
||||
|
||||
37 90 97 86 18
|
||||
2 83 30 53 92
|
||||
45 35 78 47 40
|
||||
67 61 17 14 84
|
||||
32 33 81 10 11
|
||||
|
||||
46 48 39 3 50
|
||||
83 29 91 73 67
|
||||
25 43 89 71 36
|
||||
63 62 78 95 18
|
||||
82 34 23 85 11
|
||||
|
||||
19 68 80 50 13
|
||||
1 45 51 27 39
|
||||
98 26 24 46 49
|
||||
14 92 63 88 66
|
||||
15 44 84 47 94
|
||||
|
||||
19 39 93 43 86
|
||||
91 58 3 69 41
|
||||
18 36 95 52 83
|
||||
12 6 22 48 0
|
||||
25 70 40 88 73
|
||||
|
||||
95 11 94 13 14
|
||||
64 87 57 98 49
|
||||
47 88 84 61 2
|
||||
46 21 15 74 59
|
||||
82 73 78 3 51
|
||||
|
||||
18 72 29 7 36
|
||||
96 67 81 78 23
|
||||
43 40 44 47 98
|
||||
41 26 15 90 71
|
||||
42 62 93 70 2
|
||||
|
||||
17 8 59 25 33
|
||||
81 47 55 99 48
|
||||
86 14 71 54 50
|
||||
90 11 23 18 0
|
||||
97 65 82 68 42
|
||||
|
||||
50 54 68 90 83
|
||||
10 28 77 55 61
|
||||
38 60 52 80 44
|
||||
40 81 14 24 87
|
||||
51 82 42 30 8
|
||||
|
||||
54 5 64 22 60
|
||||
70 19 83 11 45
|
||||
46 39 2 56 6
|
||||
61 8 28 20 94
|
||||
0 4 81 34 84
|
||||
|
||||
96 21 48 89 15
|
||||
91 40 9 97 65
|
||||
26 58 10 18 78
|
||||
98 79 29 80 28
|
||||
17 59 43 84 99
|
||||
|
||||
67 73 21 9 31
|
||||
68 37 26 65 84
|
||||
63 24 42 27 40
|
||||
61 25 30 34 35
|
||||
53 23 48 81 29
|
||||
|
||||
24 34 5 67 62
|
||||
89 85 68 37 78
|
||||
42 87 13 49 41
|
||||
74 55 70 86 76
|
||||
73 94 97 63 48
|
||||
|
||||
88 24 6 75 30
|
||||
77 64 16 34 93
|
||||
36 76 0 40 81
|
||||
67 14 89 84 95
|
||||
32 19 18 66 9
|
||||
|
||||
97 71 65 30 69
|
||||
41 21 40 31 33
|
||||
50 55 35 52 53
|
||||
4 51 13 81 72
|
||||
12 83 14 64 18
|
||||
|
||||
97 7 8 74 10
|
||||
3 92 31 25 41
|
||||
20 32 45 72 55
|
||||
1 43 49 98 27
|
||||
99 54 57 13 76
|
||||
|
||||
86 81 67 6 97
|
||||
34 18 96 43 56
|
||||
59 75 17 26 9
|
||||
0 38 60 94 14
|
||||
4 55 64 61 88
|
||||
|
||||
37 15 48 43 66
|
||||
45 54 90 81 47
|
||||
63 64 28 82 93
|
||||
34 52 6 99 61
|
||||
49 12 71 23 46
|
||||
|
||||
90 87 89 97 1
|
||||
48 0 82 60 43
|
||||
55 30 68 25 83
|
||||
78 3 23 16 66
|
||||
98 2 19 63 17
|
||||
|
||||
89 52 49 14 38
|
||||
69 12 50 17 90
|
||||
58 53 26 20 29
|
||||
39 65 43 7 5
|
||||
84 68 94 85 25
|
||||
|
||||
95 25 42 36 47
|
||||
50 54 83 84 37
|
||||
94 70 99 79 18
|
||||
57 8 69 52 31
|
||||
66 20 35 71 38
|
||||
|
||||
81 18 47 68 15
|
||||
3 50 16 83 37
|
||||
34 31 9 57 76
|
||||
74 95 40 63 48
|
||||
13 28 20 43 66
|
||||
|
||||
52 21 62 41 67
|
||||
22 56 36 18 23
|
||||
59 44 27 73 3
|
||||
72 50 19 33 76
|
||||
45 55 70 46 92
|
||||
|
||||
72 96 50 83 68
|
||||
31 78 59 57 93
|
||||
43 58 17 52 35
|
||||
87 34 91 76 0
|
||||
54 75 53 25 62
|
||||
|
||||
21 53 68 5 80
|
||||
47 67 6 81 9
|
||||
64 46 35 26 39
|
||||
50 24 84 45 71
|
||||
66 15 83 3 97
|
||||
|
||||
22 97 31 90 63
|
||||
21 51 38 74 78
|
||||
10 64 92 82 1
|
||||
70 12 75 16 14
|
||||
68 50 35 73 26
|
||||
|
|
@ -0,0 +1,500 @@
|
|||
88,177 -> 566,655
|
||||
346,264 -> 872,264
|
||||
409,631 -> 506,534
|
||||
300,216 -> 300,507
|
||||
80,370 -> 193,483
|
||||
85,283 -> 85,483
|
||||
589,528 -> 968,528
|
||||
936,83 -> 936,909
|
||||
21,41 -> 907,927
|
||||
868,624 -> 868,490
|
||||
954,972 -> 51,69
|
||||
95,223 -> 851,979
|
||||
681,222 -> 681,32
|
||||
596,557 -> 384,557
|
||||
830,945 -> 830,210
|
||||
146,17 -> 582,17
|
||||
923,864 -> 923,854
|
||||
698,289 -> 893,94
|
||||
521,860 -> 521,658
|
||||
602,699 -> 602,626
|
||||
115,537 -> 12,434
|
||||
872,264 -> 239,897
|
||||
820,674 -> 820,752
|
||||
885,292 -> 519,658
|
||||
88,193 -> 88,618
|
||||
371,681 -> 556,681
|
||||
222,894 -> 741,894
|
||||
81,790 -> 277,790
|
||||
973,328 -> 973,42
|
||||
517,548 -> 491,522
|
||||
75,417 -> 260,417
|
||||
920,334 -> 920,416
|
||||
923,110 -> 44,989
|
||||
736,333 -> 714,333
|
||||
697,850 -> 345,850
|
||||
404,746 -> 770,380
|
||||
156,166 -> 156,857
|
||||
579,571 -> 796,788
|
||||
94,929 -> 277,746
|
||||
929,313 -> 929,633
|
||||
337,951 -> 337,651
|
||||
751,841 -> 119,209
|
||||
648,705 -> 775,578
|
||||
496,362 -> 84,362
|
||||
22,19 -> 981,978
|
||||
463,111 -> 877,111
|
||||
857,378 -> 299,936
|
||||
973,527 -> 967,527
|
||||
951,266 -> 96,266
|
||||
902,624 -> 925,647
|
||||
972,380 -> 167,380
|
||||
161,622 -> 161,733
|
||||
673,240 -> 763,330
|
||||
58,767 -> 776,767
|
||||
124,948 -> 721,351
|
||||
834,777 -> 304,247
|
||||
371,78 -> 237,212
|
||||
183,652 -> 183,422
|
||||
632,228 -> 632,445
|
||||
235,629 -> 151,629
|
||||
588,225 -> 588,388
|
||||
454,954 -> 454,513
|
||||
58,550 -> 58,359
|
||||
622,857 -> 95,857
|
||||
45,315 -> 672,942
|
||||
505,574 -> 670,409
|
||||
354,176 -> 276,176
|
||||
43,75 -> 948,980
|
||||
36,210 -> 36,93
|
||||
847,84 -> 268,84
|
||||
834,935 -> 798,971
|
||||
190,709 -> 190,407
|
||||
735,216 -> 478,473
|
||||
227,492 -> 59,492
|
||||
584,77 -> 584,789
|
||||
501,681 -> 299,681
|
||||
275,598 -> 932,598
|
||||
646,338 -> 646,484
|
||||
676,366 -> 543,366
|
||||
746,840 -> 305,399
|
||||
48,284 -> 48,336
|
||||
146,892 -> 299,739
|
||||
338,724 -> 338,969
|
||||
959,245 -> 384,245
|
||||
890,359 -> 554,23
|
||||
636,580 -> 181,580
|
||||
881,770 -> 244,133
|
||||
191,43 -> 950,802
|
||||
317,290 -> 317,671
|
||||
884,452 -> 884,981
|
||||
798,127 -> 798,892
|
||||
160,387 -> 160,173
|
||||
76,925 -> 977,24
|
||||
123,475 -> 593,475
|
||||
122,626 -> 472,976
|
||||
549,683 -> 549,456
|
||||
140,87 -> 475,87
|
||||
815,461 -> 815,156
|
||||
49,866 -> 866,49
|
||||
934,580 -> 880,580
|
||||
622,100 -> 622,402
|
||||
247,125 -> 35,337
|
||||
551,490 -> 551,115
|
||||
139,247 -> 713,247
|
||||
907,923 -> 907,788
|
||||
78,184 -> 111,184
|
||||
593,278 -> 593,385
|
||||
354,925 -> 916,363
|
||||
104,535 -> 104,958
|
||||
15,973 -> 967,21
|
||||
735,653 -> 609,653
|
||||
460,81 -> 80,81
|
||||
797,781 -> 942,781
|
||||
178,847 -> 968,57
|
||||
916,651 -> 916,347
|
||||
695,74 -> 51,718
|
||||
371,239 -> 479,239
|
||||
743,453 -> 377,819
|
||||
725,261 -> 633,169
|
||||
598,724 -> 598,339
|
||||
519,432 -> 455,496
|
||||
368,510 -> 10,868
|
||||
179,810 -> 909,80
|
||||
521,58 -> 521,438
|
||||
453,728 -> 453,149
|
||||
54,980 -> 961,73
|
||||
307,592 -> 307,116
|
||||
837,367 -> 837,101
|
||||
796,309 -> 796,125
|
||||
281,732 -> 743,732
|
||||
367,905 -> 367,653
|
||||
151,253 -> 100,253
|
||||
486,380 -> 486,653
|
||||
483,335 -> 401,253
|
||||
915,971 -> 218,274
|
||||
844,126 -> 901,183
|
||||
661,136 -> 875,136
|
||||
953,636 -> 953,355
|
||||
216,895 -> 830,895
|
||||
781,153 -> 214,720
|
||||
591,534 -> 923,866
|
||||
36,504 -> 558,504
|
||||
239,822 -> 57,822
|
||||
363,451 -> 363,482
|
||||
39,422 -> 332,422
|
||||
103,797 -> 103,663
|
||||
525,243 -> 525,177
|
||||
330,916 -> 528,916
|
||||
594,136 -> 343,387
|
||||
817,457 -> 817,306
|
||||
573,788 -> 525,788
|
||||
796,162 -> 574,162
|
||||
911,260 -> 143,260
|
||||
271,741 -> 18,741
|
||||
304,833 -> 980,157
|
||||
166,261 -> 848,943
|
||||
958,941 -> 41,24
|
||||
551,834 -> 551,213
|
||||
531,203 -> 356,28
|
||||
655,676 -> 481,676
|
||||
622,86 -> 10,698
|
||||
160,858 -> 823,858
|
||||
145,86 -> 857,798
|
||||
37,315 -> 359,315
|
||||
316,578 -> 316,220
|
||||
405,410 -> 405,501
|
||||
649,715 -> 903,461
|
||||
965,772 -> 965,578
|
||||
722,111 -> 330,111
|
||||
204,426 -> 204,674
|
||||
234,591 -> 234,80
|
||||
151,684 -> 453,382
|
||||
523,492 -> 523,599
|
||||
694,569 -> 637,626
|
||||
961,80 -> 85,956
|
||||
278,986 -> 163,986
|
||||
771,766 -> 23,18
|
||||
278,834 -> 278,81
|
||||
605,151 -> 605,312
|
||||
594,593 -> 16,593
|
||||
307,512 -> 307,306
|
||||
69,106 -> 69,270
|
||||
899,517 -> 899,90
|
||||
960,988 -> 11,39
|
||||
304,398 -> 293,398
|
||||
204,412 -> 572,780
|
||||
142,400 -> 142,16
|
||||
686,353 -> 556,223
|
||||
554,886 -> 946,886
|
||||
591,451 -> 591,283
|
||||
485,119 -> 416,119
|
||||
320,319 -> 797,319
|
||||
647,534 -> 152,39
|
||||
898,78 -> 35,78
|
||||
168,436 -> 710,436
|
||||
966,959 -> 23,16
|
||||
913,650 -> 879,650
|
||||
397,252 -> 459,314
|
||||
298,821 -> 454,821
|
||||
399,846 -> 443,846
|
||||
57,121 -> 683,747
|
||||
727,694 -> 85,52
|
||||
475,492 -> 475,710
|
||||
33,818 -> 550,301
|
||||
980,76 -> 81,975
|
||||
928,921 -> 928,476
|
||||
731,719 -> 731,494
|
||||
614,334 -> 976,334
|
||||
716,932 -> 100,316
|
||||
525,984 -> 909,600
|
||||
967,663 -> 967,460
|
||||
740,459 -> 740,954
|
||||
454,757 -> 305,906
|
||||
259,594 -> 344,509
|
||||
77,885 -> 233,885
|
||||
606,680 -> 232,680
|
||||
212,181 -> 82,181
|
||||
70,554 -> 70,635
|
||||
443,831 -> 164,831
|
||||
280,538 -> 280,504
|
||||
297,328 -> 297,348
|
||||
982,855 -> 920,793
|
||||
789,374 -> 747,332
|
||||
12,14 -> 975,977
|
||||
978,523 -> 978,552
|
||||
226,600 -> 798,600
|
||||
335,566 -> 881,20
|
||||
431,93 -> 431,725
|
||||
61,223 -> 61,912
|
||||
967,24 -> 16,975
|
||||
858,695 -> 310,147
|
||||
448,295 -> 866,295
|
||||
436,273 -> 641,273
|
||||
446,20 -> 654,20
|
||||
36,841 -> 36,287
|
||||
814,854 -> 839,829
|
||||
567,952 -> 674,952
|
||||
31,627 -> 31,852
|
||||
410,589 -> 322,677
|
||||
812,686 -> 467,341
|
||||
493,403 -> 787,403
|
||||
694,857 -> 927,857
|
||||
795,986 -> 795,225
|
||||
117,477 -> 117,619
|
||||
808,196 -> 808,587
|
||||
884,541 -> 894,531
|
||||
527,641 -> 527,337
|
||||
144,394 -> 346,394
|
||||
99,348 -> 598,348
|
||||
67,918 -> 944,41
|
||||
219,76 -> 420,76
|
||||
370,847 -> 416,847
|
||||
16,156 -> 743,156
|
||||
896,131 -> 896,402
|
||||
405,561 -> 405,773
|
||||
910,329 -> 24,329
|
||||
293,389 -> 792,888
|
||||
159,805 -> 159,769
|
||||
905,974 -> 905,767
|
||||
187,849 -> 927,109
|
||||
779,315 -> 779,823
|
||||
942,763 -> 299,763
|
||||
33,122 -> 120,122
|
||||
985,951 -> 61,27
|
||||
739,650 -> 332,650
|
||||
558,296 -> 100,754
|
||||
481,301 -> 454,301
|
||||
69,582 -> 69,874
|
||||
40,566 -> 69,566
|
||||
589,619 -> 589,336
|
||||
446,701 -> 76,701
|
||||
949,308 -> 949,339
|
||||
931,65 -> 931,571
|
||||
31,851 -> 31,317
|
||||
70,985 -> 961,94
|
||||
570,467 -> 570,666
|
||||
380,644 -> 380,739
|
||||
763,829 -> 749,829
|
||||
410,545 -> 780,915
|
||||
460,579 -> 460,88
|
||||
331,643 -> 560,872
|
||||
249,492 -> 844,492
|
||||
714,388 -> 714,61
|
||||
441,470 -> 537,470
|
||||
174,796 -> 256,796
|
||||
589,710 -> 369,490
|
||||
791,943 -> 425,943
|
||||
584,578 -> 114,578
|
||||
237,427 -> 851,427
|
||||
874,575 -> 235,575
|
||||
356,108 -> 204,260
|
||||
880,816 -> 754,816
|
||||
646,382 -> 646,156
|
||||
757,454 -> 337,34
|
||||
486,633 -> 694,633
|
||||
718,450 -> 647,450
|
||||
353,583 -> 605,331
|
||||
761,770 -> 563,770
|
||||
178,720 -> 928,720
|
||||
162,733 -> 717,178
|
||||
539,968 -> 207,968
|
||||
161,38 -> 161,403
|
||||
602,922 -> 496,816
|
||||
483,291 -> 483,743
|
||||
252,480 -> 543,480
|
||||
498,493 -> 498,132
|
||||
89,146 -> 562,619
|
||||
236,883 -> 555,564
|
||||
379,865 -> 389,865
|
||||
486,791 -> 688,791
|
||||
672,387 -> 672,660
|
||||
867,131 -> 838,131
|
||||
570,848 -> 850,848
|
||||
526,560 -> 966,560
|
||||
15,11 -> 983,979
|
||||
933,979 -> 888,979
|
||||
241,96 -> 985,840
|
||||
812,816 -> 812,524
|
||||
130,255 -> 130,140
|
||||
248,927 -> 628,927
|
||||
99,841 -> 874,66
|
||||
501,938 -> 77,938
|
||||
647,527 -> 983,527
|
||||
601,25 -> 601,577
|
||||
459,196 -> 662,196
|
||||
205,551 -> 639,117
|
||||
449,215 -> 147,215
|
||||
162,529 -> 624,529
|
||||
297,203 -> 297,11
|
||||
669,636 -> 948,357
|
||||
203,286 -> 53,436
|
||||
602,836 -> 602,850
|
||||
747,802 -> 747,685
|
||||
127,592 -> 448,913
|
||||
443,689 -> 826,689
|
||||
739,198 -> 739,169
|
||||
211,264 -> 211,541
|
||||
866,302 -> 45,302
|
||||
782,787 -> 86,91
|
||||
560,285 -> 560,254
|
||||
828,131 -> 645,131
|
||||
95,953 -> 95,17
|
||||
866,338 -> 866,165
|
||||
699,981 -> 357,981
|
||||
720,721 -> 111,112
|
||||
504,179 -> 77,179
|
||||
505,490 -> 732,717
|
||||
923,930 -> 22,29
|
||||
261,988 -> 518,988
|
||||
619,512 -> 475,512
|
||||
968,301 -> 714,555
|
||||
821,483 -> 821,50
|
||||
566,608 -> 566,119
|
||||
395,355 -> 519,355
|
||||
933,535 -> 618,535
|
||||
344,925 -> 344,596
|
||||
959,107 -> 959,96
|
||||
86,177 -> 686,777
|
||||
912,153 -> 910,155
|
||||
231,12 -> 977,758
|
||||
775,774 -> 775,486
|
||||
209,29 -> 209,338
|
||||
936,228 -> 970,262
|
||||
489,758 -> 309,758
|
||||
680,493 -> 222,493
|
||||
39,477 -> 416,854
|
||||
137,149 -> 838,850
|
||||
879,801 -> 879,710
|
||||
968,797 -> 765,797
|
||||
475,206 -> 679,206
|
||||
905,447 -> 440,912
|
||||
866,42 -> 243,665
|
||||
14,234 -> 437,234
|
||||
944,703 -> 280,39
|
||||
191,987 -> 191,357
|
||||
569,394 -> 898,394
|
||||
730,965 -> 390,965
|
||||
590,544 -> 893,544
|
||||
776,860 -> 711,795
|
||||
912,59 -> 58,913
|
||||
582,791 -> 45,254
|
||||
146,881 -> 915,881
|
||||
65,579 -> 65,26
|
||||
172,809 -> 172,714
|
||||
723,14 -> 308,429
|
||||
161,270 -> 804,270
|
||||
141,371 -> 522,371
|
||||
810,598 -> 869,598
|
||||
616,99 -> 929,412
|
||||
85,771 -> 85,88
|
||||
607,70 -> 272,70
|
||||
579,509 -> 615,473
|
||||
757,45 -> 176,45
|
||||
801,789 -> 801,527
|
||||
64,546 -> 64,963
|
||||
889,219 -> 727,219
|
||||
199,740 -> 199,360
|
||||
468,315 -> 317,164
|
||||
481,213 -> 481,342
|
||||
105,694 -> 105,915
|
||||
165,908 -> 983,90
|
||||
226,524 -> 886,524
|
||||
891,358 -> 891,812
|
||||
94,29 -> 728,663
|
||||
289,789 -> 289,954
|
||||
842,923 -> 204,285
|
||||
213,45 -> 784,45
|
||||
446,529 -> 856,939
|
||||
535,450 -> 941,450
|
||||
22,984 -> 985,21
|
||||
76,247 -> 76,760
|
||||
400,772 -> 955,772
|
||||
437,101 -> 437,105
|
||||
962,892 -> 499,892
|
||||
744,75 -> 171,648
|
||||
943,389 -> 348,389
|
||||
908,943 -> 14,49
|
||||
226,427 -> 226,65
|
||||
902,86 -> 902,655
|
||||
615,541 -> 615,825
|
||||
178,842 -> 829,842
|
||||
13,774 -> 659,128
|
||||
746,174 -> 807,174
|
||||
308,64 -> 248,64
|
||||
452,384 -> 452,403
|
||||
852,516 -> 692,356
|
||||
224,878 -> 224,642
|
||||
134,17 -> 809,692
|
||||
488,872 -> 488,906
|
||||
140,823 -> 883,823
|
||||
602,934 -> 487,934
|
||||
307,31 -> 307,102
|
||||
272,568 -> 414,568
|
||||
593,425 -> 110,425
|
||||
542,184 -> 542,381
|
||||
695,425 -> 691,425
|
||||
962,982 -> 50,70
|
||||
32,252 -> 32,425
|
||||
980,961 -> 35,16
|
||||
689,626 -> 689,458
|
||||
653,440 -> 867,440
|
||||
229,290 -> 229,573
|
||||
957,545 -> 957,343
|
||||
431,481 -> 108,481
|
||||
839,433 -> 126,433
|
||||
47,806 -> 598,255
|
||||
696,447 -> 283,447
|
||||
164,150 -> 164,836
|
||||
394,248 -> 394,100
|
||||
641,790 -> 300,790
|
||||
537,592 -> 537,272
|
||||
861,698 -> 861,307
|
||||
226,965 -> 365,965
|
||||
815,958 -> 815,38
|
||||
732,289 -> 732,808
|
||||
936,527 -> 936,741
|
||||
228,155 -> 484,155
|
||||
125,503 -> 125,262
|
||||
951,882 -> 951,182
|
||||
170,244 -> 170,241
|
||||
413,133 -> 942,662
|
||||
396,179 -> 396,261
|
||||
522,105 -> 522,729
|
||||
958,171 -> 643,171
|
||||
333,823 -> 921,235
|
||||
639,887 -> 656,904
|
||||
411,254 -> 243,254
|
||||
987,771 -> 975,771
|
||||
982,433 -> 982,456
|
||||
537,19 -> 537,784
|
||||
731,370 -> 731,872
|
||||
917,950 -> 32,65
|
||||
369,332 -> 981,944
|
||||
387,448 -> 102,733
|
||||
325,269 -> 833,269
|
||||
256,830 -> 256,428
|
||||
566,227 -> 945,606
|
||||
219,737 -> 916,40
|
||||
404,842 -> 404,155
|
||||
77,281 -> 586,790
|
||||
980,254 -> 980,675
|
||||
312,417 -> 90,417
|
||||
937,584 -> 288,584
|
||||
14,595 -> 609,595
|
||||
788,579 -> 908,699
|
||||
576,625 -> 576,430
|
||||
250,752 -> 366,868
|
||||
949,924 -> 67,42
|
||||
854,418 -> 854,294
|
||||
215,774 -> 287,774
|
||||
651,511 -> 651,523
|
||||
974,16 -> 518,472
|
||||
98,27 -> 679,27
|
||||
727,896 -> 20,896
|
||||
953,557 -> 845,449
|
||||
219,60 -> 755,596
|
||||
34,868 -> 358,868
|
||||
900,908 -> 61,69
|
||||
56,108 -> 391,108
|
||||
661,661 -> 613,661
|
||||
Loading…
Reference in New Issue