From 4ea1bb5567da5ad15849ee4bee5fd3a1e4152ba9 Mon Sep 17 00:00:00 2001 From: TheCK <karsten_knuth@gmx.net> Date: Sun, 15 Dec 2024 19:36:06 +0100 Subject: [PATCH] aoc 2017 day 12 --- adventofcode/README.md | 10 ++- .../org/ck/adventofcode/year2017/Day12.java | 87 +++++++++++++++++++ .../ck/adventofcode/year2017/Day12Test.java | 19 ++++ .../adventofcode/year2017/day12/01.result.txt | 1 + .../org/ck/adventofcode/year2017/day12/01.txt | 1 + .../year2017/day12/01a.result.txt | 1 + .../ck/adventofcode/year2017/day12/01a.txt | 7 ++ .../adventofcode/year2017/day12/02.result.txt | 1 + .../org/ck/adventofcode/year2017/day12/02.txt | 1 + .../year2017/day12/02a.result.txt | 1 + .../ck/adventofcode/year2017/day12/02a.txt | 7 ++ 11 files changed, 135 insertions(+), 1 deletion(-) create mode 100644 adventofcode/src/main/java/org/ck/adventofcode/year2017/Day12.java create mode 100644 adventofcode/src/test/java/org/ck/adventofcode/year2017/Day12Test.java create mode 100644 adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01.result.txt create mode 100644 adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01.txt create mode 100644 adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01a.result.txt create mode 100644 adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01a.txt create mode 100644 adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02.result.txt create mode 100644 adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02.txt create mode 100644 adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02a.result.txt create mode 100644 adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02a.txt diff --git a/adventofcode/README.md b/adventofcode/README.md index d8e308af..713c6993 100644 --- a/adventofcode/README.md +++ b/adventofcode/README.md @@ -406,7 +406,7 @@ [20162402tests]: src/test/java/org/ck/adventofcode/year2016/Day24Test.java [20162501tests]: src/test/java/org/ck/adventofcode/year2016/Day25Test.java -# 2017 (22/22) +# 2017 (24/24) | # | Name | Solution | Test | |---------:|---------------------------------------------------------------------|:------------------------------------:|:---------------------------------:| @@ -432,6 +432,8 @@ | 20171002 | [Day 10: Knot Hash - Part 2][20171002] | ✅[💾][20171002solution] | ✅[💾][20171002tests] | | 20171101 | [Day 11: Hex Ed][20171101] | ✅[💾][20171101solution] | ✅[💾][20171101tests] | | 20171102 | [Day 11: Hex Ed - Part 2][20171102] | ✅[💾][20171102solution] | ✅[💾][20171102tests] | +| 20171201 | [Day 12: Digital Plumber][20171201] | ✅[💾][20171201solution] | ✅[💾][20171201tests] | +| 20171202 | [Day 12: Digital Plumber - Part 2][20171202] | ✅[💾][20171202solution] | ✅[💾][20171202tests] | [20170101]: https://adventofcode.com/2017/day/1 [20170102]: https://adventofcode.com/2017/day/1#part2 @@ -455,6 +457,8 @@ [20171002]: https://adventofcode.com/2017/day/10#part2 [20171101]: https://adventofcode.com/2017/day/11 [20171102]: https://adventofcode.com/2017/day/11#part2 +[20171201]: https://adventofcode.com/2017/day/12 +[20171202]: https://adventofcode.com/2017/day/12#part2 [20170101solution]: src/main/java/org/ck/adventofcode/year2017/Day01.java [20170102solution]: src/main/java/org/ck/adventofcode/year2017/Day01.java @@ -478,6 +482,8 @@ [20171002solution]: src/main/java/org/ck/adventofcode/year2017/Day10.java [20171101solution]: src/main/java/org/ck/adventofcode/year2017/Day11.java [20171102solution]: src/main/java/org/ck/adventofcode/year2017/Day11.java +[20171201solution]: src/main/java/org/ck/adventofcode/year2017/Day12.java +[20171202solution]: src/main/java/org/ck/adventofcode/year2017/Day12.java [20170101tests]: src/test/java/org/ck/adventofcode/year2017/Day01Test.java [20170102tests]: src/test/java/org/ck/adventofcode/year2017/Day01Test.java @@ -501,6 +507,8 @@ [20171002tests]: src/test/java/org/ck/adventofcode/year2017/Day10Test.java [20171101tests]: src/test/java/org/ck/adventofcode/year2017/Day11Test.java [20171102tests]: src/test/java/org/ck/adventofcode/year2017/Day11Test.java +[20171201tests]: src/test/java/org/ck/adventofcode/year2017/Day12Test.java +[20171202tests]: src/test/java/org/ck/adventofcode/year2017/Day12Test.java # 2019 (29/30) diff --git a/adventofcode/src/main/java/org/ck/adventofcode/year2017/Day12.java b/adventofcode/src/main/java/org/ck/adventofcode/year2017/Day12.java new file mode 100644 index 00000000..db7d0225 --- /dev/null +++ b/adventofcode/src/main/java/org/ck/adventofcode/year2017/Day12.java @@ -0,0 +1,87 @@ +package org.ck.adventofcode.year2017; + +import java.util.*; +import java.util.function.ToIntFunction; +import java.util.stream.Collectors; +import org.ck.adventofcode.util.AOCSolution; +import org.ck.codechallengelib.annotation.Solution; + +@Solution( + id = 20171201, + name = "Day 12: Digital Plumber", + url = "https://adventofcode.com/2017/day/12", + category = "2017") +@Solution( + id = 20171202, + name = "Day 12: Digital Plumber - Part 2", + url = "https://adventofcode.com/2017/day/12#part2", + category = "2017") +public class Day12 extends AOCSolution { + @Override + protected void runPartOne(final Scanner in) { + run(in, Day12::getReachableFromZero); + } + + @Override + protected void runPartTwo(final Scanner in) { + run(in, Day12::getGroupCount); + } + + private void run(final Scanner in, final ToIntFunction<Map<Integer, Set<Integer>>> getResult) { + final Map<Integer, Set<Integer>> programs = new HashMap<>(); + + while (in.hasNextLine()) { + final String[] parts = in.nextLine().split(" <-> "); + + programs.put( + Integer.parseInt(parts[0]), + Arrays.stream(parts[1].split(", ")).map(Integer::parseInt).collect(Collectors.toSet())); + } + + print(getResult.applyAsInt(programs)); + } + + private static int getReachableFromZero(final Map<Integer, Set<Integer>> programs) { + final Set<Integer> reachable = new HashSet<>(); + final Queue<Integer> queue = new LinkedList<>(); + queue.add(0); + + while (!queue.isEmpty()) { + final int current = queue.poll(); + if (reachable.contains(current)) { + continue; + } + + reachable.add(current); + queue.addAll(programs.get(current)); + } + + return reachable.size(); + } + + private static int getGroupCount(Map<Integer, Set<Integer>> programs) { + final Set<Integer> reached = new HashSet<>(); + + int groups = 0; + for (final int program : programs.keySet()) { + if (!reached.contains(program)) { + ++groups; + + final Queue<Integer> queue = new LinkedList<>(); + queue.add(program); + + while (!queue.isEmpty()) { + final int current = queue.poll(); + if (reached.contains(current)) { + continue; + } + + reached.add(current); + queue.addAll(programs.get(current)); + } + } + } + + return groups; + } +} diff --git a/adventofcode/src/test/java/org/ck/adventofcode/year2017/Day12Test.java b/adventofcode/src/test/java/org/ck/adventofcode/year2017/Day12Test.java new file mode 100644 index 00000000..517da83a --- /dev/null +++ b/adventofcode/src/test/java/org/ck/adventofcode/year2017/Day12Test.java @@ -0,0 +1,19 @@ +package org.ck.adventofcode.year2017; + +import org.ck.adventofcode.util.BaseAOCTest; +import org.junit.jupiter.params.ParameterizedTest; +import org.junit.jupiter.params.provider.ValueSource; + +class Day12Test extends BaseAOCTest { + @ParameterizedTest + @ValueSource(strings = {"01a"}) + void testPartOneExamples(final String name) throws Exception { + runTest(new Day12()::partOne, "day12/%s".formatted(name)); + } + + @ParameterizedTest + @ValueSource(strings = {"02a"}) + void testPartTwoExamples(final String name) throws Exception { + runTest(new Day12()::partTwo, "day12/%s".formatted(name)); + } +} diff --git a/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01.result.txt b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01.result.txt new file mode 100644 index 00000000..8306ec15 --- /dev/null +++ b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01.result.txt @@ -0,0 +1 @@ +130 \ No newline at end of file diff --git a/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01.txt b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01.txt new file mode 100644 index 00000000..e3a87f3d --- /dev/null +++ b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01.txt @@ -0,0 +1 @@ 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 \ No newline at end of file diff --git a/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01a.result.txt b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01a.result.txt new file mode 100644 index 00000000..62f94575 --- /dev/null +++ b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01a.result.txt @@ -0,0 +1 @@ +6 \ No newline at end of file diff --git a/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01a.txt b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01a.txt new file mode 100644 index 00000000..9695c172 --- /dev/null +++ b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/01a.txt @@ -0,0 +1,7 @@ +0 <-> 2 +1 <-> 1 +2 <-> 0, 3, 4 +3 <-> 2, 4 +4 <-> 2, 3, 6 +5 <-> 6 +6 <-> 4, 5 \ No newline at end of file diff --git a/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02.result.txt b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02.result.txt new file mode 100644 index 00000000..66321c08 --- /dev/null +++ b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02.result.txt @@ -0,0 +1 @@ +189 \ No newline at end of file diff --git a/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02.txt b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02.txt new file mode 100644 index 00000000..e3a87f3d --- /dev/null +++ b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02.txt @@ -0,0 +1 @@ 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 \ No newline at end of file diff --git a/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02a.result.txt b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02a.result.txt new file mode 100644 index 00000000..d8263ee9 --- /dev/null +++ b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02a.result.txt @@ -0,0 +1 @@ +2 \ No newline at end of file diff --git a/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02a.txt b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02a.txt new file mode 100644 index 00000000..9695c172 --- /dev/null +++ b/adventofcode/src/test/resources/org/ck/adventofcode/year2017/day12/02a.txt @@ -0,0 +1,7 @@ +0 <-> 2 +1 <-> 1 +2 <-> 0, 3, 4 +3 <-> 2, 4 +4 <-> 2, 3, 6 +5 <-> 6 +6 <-> 4, 5 \ No newline at end of file