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a69be406b1
| Author | SHA1 | Date | |
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| a69be406b1 | |||
| 7495f9e378 | |||
| ccc3fdad4c |
@ -82,7 +82,7 @@ Prize: X=18641, Y=10279
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// Linear Diophantine equations
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/* The simplest linear Diophantine equation takes the form
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a*x + b*x = c
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a*x + b*y = c
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where a, b and c are given integers.
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The solutions are described by the following theorem:
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This Diophantine equation has a solution (where x and y are integers),
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@ -1,8 +1,10 @@
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package aoc2025
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import calcCanonicalPrimesSieveOfEratosthenes
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import println
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import readInput
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import splitInts
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import java.math.BigInteger
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import java.util.*
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/*
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@ -29,7 +31,6 @@ fun main() {
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val toggles =
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stuff.drop(1).dropLast(1)
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.map { it.removeSurrounding("(", ")").splitInts(",").fold(0) { acc, v -> acc + (1 shl v) } }
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.sortedByDescending { it.countOneBits() }
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.toIntArray()
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val joltages = stuff.last().removeSurrounding("{", "}").splitInts(",").toIntArray()
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machines.add(Machine(machSize, target, toggles, joltages))
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@ -41,23 +42,17 @@ fun main() {
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val machines = parse(input)
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var sumButts = 0
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for (m in machines) {
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val pq = LinkedList<Pair<Int, Int>>()
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val killArray = BooleanArray(1 shl m.size)
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pq.add(0 to 0)
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out@ while (pq.isNotEmpty()) {
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val (v, bi) = pq.poll()
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for (t in m.toggles) {
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val nv = v xor t
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if (nv == m.target) {
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sumButts += bi + 1
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break@out
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}
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if (!killArray[nv]) {
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killArray[v] = true
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pq.add(nv to bi + 1)
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}
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// look at which different possible sets of toggles need to be pressed to result in the target number
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// pressing an even time will cancel out the effect, so only look what happens if you press once
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var minPresses = Int.MAX_VALUE
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for (tm in 1 until (1 shl m.toggles.size)) {
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val odds = m.toggles.filterIndexed { i, v -> (1 shl i) and tm != 0 }
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val result = odds.fold(0) { acc, iv -> acc xor iv }
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if (result == m.target) {
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minPresses = minPresses.coerceAtMost(odds.size)
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}
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}
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sumButts += minPresses
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}
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return sumButts
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}
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@ -99,11 +94,69 @@ fun main() {
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fun part2(input: List<String>): Int {
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val machines = parse(input)
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val primes = calcCanonicalPrimesSieveOfEratosthenes(10000)
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var sumButts = 0
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for (m in machines) {
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println()
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val maxJoltage = m.joltage.max()
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val numBits = 32 - maxJoltage.countLeadingZeroBits()
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val bigTarget = m.joltage.foldIndexed(BigInteger.ZERO) { index, acc, i -> acc.plus(BigInteger.valueOf(i.toLong()).shiftLeft(numBits * index)) }
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val bigToggles = ArrayList<Pair<BigInteger, BigInteger>>()
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for (t in m.toggles) {
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var tt = t
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var bigToggle = BigInteger.ZERO
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var shift = 0
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while (tt > 0) {
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if (tt and 1 != 0) {
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bigToggle = bigToggle.plus(BigInteger.ONE.shiftLeft(shift))
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}
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shift += numBits
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tt = tt shr 1
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}
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val maxValue = bigTarget.divide(bigToggle).and(BigInteger.ONE.shiftLeft(numBits).minus(BigInteger.ONE)).toInt() + 1
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println(maxValue)
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if (maxValue > 0) {
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bigToggles.add(bigToggle to BigInteger.valueOf(maxValue.toLong()))
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}
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}
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var presses = BigInteger.ONE
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var leastFingers = Integer.MAX_VALUE
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val maxPresses = bigToggles.fold(BigInteger.ONE) { acc, bt -> acc.multiply(bt.second) }
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while (presses <= maxPresses) {
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var pe = 0
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var pr = presses
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var bt = bigTarget
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var fingers = 0
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while (pe < bigToggles.size && pr > BigInteger.ZERO) {
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val f = pr.mod(bigToggles[pe].second)
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fingers += f.toInt()
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if (fingers > leastFingers) break
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bt = bt.minus(bigToggles[pe].first.multiply(f))
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if (bt <= BigInteger.ZERO) break
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pr = pr.divide(bigToggles[pe].second)
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pe++
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}
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if (bt == BigInteger.ZERO) {
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leastFingers = leastFingers.coerceAtMost(fingers)
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break
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}
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presses = presses.plus(BigInteger.ONE)
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}
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println(leastFingers)
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sumButts += leastFingers
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}
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return sumButts
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}
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fun part2old(input: List<String>): Int {
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val machines = parse(input)
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var sumButts = 0
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for (m in machines) {
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// generate toggles and calculate the global maximum of toggle presses for this toggle
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val toggles = m.toggles.mapIndexed { i, t ->
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Toggle(i,
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Toggle(
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i,
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t,
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max = IntRange(0, m.size).filter { b -> t and (1 shl b) != 0 }.minOf { m.joltage[it] })
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}
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@ -128,19 +181,13 @@ fun main() {
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v.min = minT
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}
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// iterate over the possible odd sets
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var minPushes = Int.MAX_VALUE
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val jolts = m.joltage.copyOf()
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val pressCount = IntArray(m.toggles.size)
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// press all buttons regarding their minimal count (if any)
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for (t in toggles) {
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if (pressCount[t.idx] + t.min > t.max || !applyJoltage(
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jolts,
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t,
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times = t.min
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)
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) throw IllegalStateException()
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if (pressCount[t.idx] + t.min > t.max || !applyJoltage(jolts, t, times = t.min)) throw IllegalStateException()
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pressCount[t.idx] += t.min
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}
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// this is the starting point for the exhaustive search
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@ -157,7 +204,7 @@ fun main() {
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}
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for (t in toggles) {
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if (tc[t.idx] + 2 <= t.max) {
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val maxTimes = findMaxButtonPresses(j, t)
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val maxTimes = 1//findMaxButtonPresses(j, t)
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if (maxTimes > 0) {
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val nj = j.copyOf()
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if (applyJoltage(nj, t, maxTimes)) {
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@ -184,7 +231,7 @@ fun main() {
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val testInputPart2Result = part2(testInput)
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println("Part 2 Test: $testInputPart2Result")
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check(testInputPart1Result == 7)
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//check(testInputPart2Result == 33)
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check(testInputPart2Result == 33)
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val input = readInput("aoc2025/Day10")
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part1(input).println()
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111
src/aoc2025/Day11.kt
Normal file
111
src/aoc2025/Day11.kt
Normal file
@ -0,0 +1,111 @@
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package aoc2025
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import println
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import readInput
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/*
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--- Day 11: Reactor ---
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https://adventofcode.com/2025/day/11
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*/
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fun main() {
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val inlineTestInput = """
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aaa: you hhh
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you: bbb ccc
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bbb: ddd eee
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ccc: ddd eee fff
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ddd: ggg
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eee: out
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fff: out
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ggg: out
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hhh: ccc fff iii
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iii: out
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"""
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val inlineTestInput2 = """
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svr: aaa bbb
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aaa: fft
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fft: ccc
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bbb: tty
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tty: ccc
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ccc: ddd eee
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ddd: hub
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hub: fff
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eee: dac
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dac: fff
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fff: ggg hhh
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ggg: out
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hhh: out
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"""
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data class Node(val name: String, val children: Set<Node>)
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fun rec(children: HashMap<String, MutableSet<String>>, p: String, visited: MutableSet<String>): Int {
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if (p == "out") return 1
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visited.add(p)
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val res = children[p]!!.sumOf { rec(children, it, visited) }
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visited.remove(p)
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return res
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}
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fun parseInput(input: List<String>): HashMap<String, MutableSet<String>> {
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val children = HashMap<String, MutableSet<String>>()
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for (i in input) {
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val (n, chs) = i.split(": ")
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val ch = chs.split(" ")
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children.getOrPut(n) { HashSet() }.addAll(ch)
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}
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return children
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}
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fun part1(input: List<String>): Int {
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val children = parseInput(input)
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return rec(children, "you", HashSet())
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}
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fun rec2(
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children: HashMap<String, MutableSet<String>>,
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p: String,
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stop: String,
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visited: MutableSet<String> = HashSet(),
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memo: HashMap<String, Long> = HashMap()
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): Long {
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if (p == stop) return 1L
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val memoVal = memo[p]
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if (memoVal != null) return memoVal
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visited.add(p)
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val res = children[p]?.sumOf { rec2(children, it, stop, visited, memo) } ?: 0L
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visited.remove(p)
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memo[p] = res
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return res
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}
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fun part2(input: List<String>): Long {
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val children = parseInput(input)
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val srvToDac = rec2(children, "svr", "dac")
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val dacToFft = rec2(children, "dac", "fft")
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val fftToOut = rec2(children, "fft", "out")
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val srvToFft = rec2(children, "svr", "fft")
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val fftToDac = rec2(children, "fft", "dac")
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val dacToOut = rec2(children, "dac", "out")
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return srvToDac * dacToFft * fftToOut + srvToFft * fftToDac * dacToOut
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}
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// test if implementation meets criteria from the description, like:
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val testInput = inlineTestInput.trim().reader().readLines()
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val testInput2 = inlineTestInput2.trim().reader().readLines()
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//val testInput = readInput("aoc2025/Day11_test")
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val testInputPart1Result = part1(testInput)
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println("Part 1 Test: $testInputPart1Result")
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val testInputPart2Result = part2(testInput2)
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println("Part 2 Test: $testInputPart2Result")
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check(testInputPart1Result == 5)
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check(testInputPart2Result == 2L)
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val input = readInput("aoc2025/Day11")
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part1(input).println()
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part2(input).println()
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}
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