update solution
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@ -7,9 +7,8 @@ val numberPattern = raw"((?:(?<!\d)-)?\d+)".r
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extension (i: Int) def ceilDiv(j: Int): Int = (i+j-1) / j
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def blueprintQuality(line: String, tMax: Int=24): Int =
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def blueprintQuality(line: String, tMax: Int=24): (Int, Int, Int) =
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val nums = numberPattern.findAllIn(line).map(_.toInt).toArray
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// println(nums.mkString(", "))
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// Kill me
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val bp = nums(0)
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val cost_orebot_ore = nums(1)
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@ -19,73 +18,66 @@ def blueprintQuality(line: String, tMax: Int=24): Int =
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val cost_geodebot_ore = nums(5)
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val cost_geodebot_obs = nums(6)
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def simStep(t: Int, numRobots: Array[Int], numRes: Array[Int]): Int =
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if t >= tMax then return numRes(3)
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var mostGeodes = 0
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val maxPossibleInXMinutes = (0 to 32).toArray
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for i <- 1 to 32 do
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maxPossibleInXMinutes(i) = maxPossibleInXMinutes(i-1) + i
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def simStep(t: Int, numRobots: Array[Int], numRes: Array[Int], totalGeodes: Int=0, maxGeodes: Int=0): Int =
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var mostGeodes = totalGeodes max maxGeodes
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if t >= tMax then return mostGeodes
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if (totalGeodes + maxPossibleInXMinutes(tMax-t)) <= mostGeodes then return mostGeodes
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var (dt, tn) = (0, 0)
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// // Try to make an Ore robot
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// dt = 1 max (((cost_orebot_ore - numRes(0)) ceilDiv numRobots(0)) + 1) // Must always spend at least 1 minute to build
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// tn = t + dt
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// if tn <= tMax then
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// val nextRobots = Vector(numRobots(0)+1, numRobots(1), numRobots(2), numRobots(3))
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// val nextRes = Vector(numRes(0)+numRobots(0)*dt-cost_orebot_ore, numRes(1)+numRobots(1)*dt, numRes(2)+numRobots(2)*dt, numRes(3)+numRobots(3)*dt)
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// mostGeodes = mostGeodes max simStep(tn, nextRobots, nextRes)
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// Try to make an Ore robot
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dt = 1 max (((cost_orebot_ore - numRes(0)) ceilDiv numRobots(0)) + 1) // Must always spend at least 1 minute to build
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tn = t + dt
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if tn <= tMax then
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if tn < (tMax-1) then // any ore past that point is worthless
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val nextRobots = numRobots.toArray
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nextRobots(0) += 1
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val nextRes = (numRes zip numRobots).map((b,f) => b + f*dt).toArray
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nextRes(0) -= cost_orebot_ore
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mostGeodes = mostGeodes max simStep(tn, nextRobots, nextRes)
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mostGeodes = mostGeodes max simStep(tn, nextRobots, nextRes, totalGeodes, mostGeodes)
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// Try to make a Clay robot
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dt = 1 max (((cost_claybot_ore - numRes(0)) ceilDiv numRobots(0)) + 1) // Must always spend at least 1 minute to build
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tn = t + dt
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if tn <= tMax then
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if tn < (tMax-2) then // any clay past that point is worthless, needs to turn to obs
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val nextRobots = numRobots.toArray
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nextRobots(1) += 1
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val nextRes = (numRes zip numRobots).map((b,f) => b + f*dt).toArray
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nextRes(0) -= cost_claybot_ore
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mostGeodes = mostGeodes max simStep(tn, nextRobots, nextRes)
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mostGeodes = mostGeodes max simStep(tn, nextRobots, nextRes, totalGeodes, mostGeodes)
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// Try to make an Obs robot
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if numRobots(1) > 0 then
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dt = 1 max (((cost_obsbot_ore - numRes(0)) ceilDiv numRobots(0)) + 1) // Must always spend at least 1 minute to build
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dt = dt max (((cost_obsbot_clay - numRes(1)) ceilDiv numRobots(1)) + 1) // Must always spend at least 1 minute to build
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tn = t + dt
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if tn <= tMax then
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if tn < (tMax-1) then // any obsidian past that point is worthless
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val nextRobots = numRobots.toArray
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nextRobots(2) += 1
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val nextRes = (numRes zip numRobots).map((b,f) => b + f*dt).toArray
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nextRes(0) -= cost_obsbot_ore
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nextRes(1) -= cost_obsbot_clay
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mostGeodes = mostGeodes max simStep(tn, nextRobots, nextRes)
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mostGeodes = mostGeodes max simStep(tn, nextRobots, nextRes, totalGeodes, mostGeodes)
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// Try to make a Geode robot
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if numRobots(2) > 0 then
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dt = 1 max (((cost_geodebot_ore - numRes(0)) ceilDiv numRobots(0)) + 1) // Must always spend at least 1 minute to build
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dt = dt max (((cost_geodebot_obs - numRes(2)) ceilDiv numRobots(2)) + 1) // Must always spend at least 1 minute to build
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tn = t + dt
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if tn <= tMax then
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val nextRobots = numRobots.toArray
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nextRobots(3) += 1
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if tn < tMax then
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val nextRes = (numRes zip numRobots).map((b,f) => b + f*dt).toArray
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nextRes(0) -= cost_geodebot_ore
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nextRes(2) -= cost_geodebot_obs
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mostGeodes = mostGeodes max simStep(tn, nextRobots, nextRes)
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// Make nothing
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if mostGeodes == 0 then
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dt = tMax - t
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mostGeodes = numRes(3) + dt*numRobots(3)
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return mostGeodes
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mostGeodes = mostGeodes max simStep(tn, numRobots, nextRes, totalGeodes + (tMax-tn), mostGeodes)
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return totalGeodes max mostGeodes
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val mostGeodes = simStep(0, Vector(1,0,0,0).toArray, Vector(0,0,0,0).toArray)
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val mostGeodes = simStep(0, Vector(1,0,0).toArray, Vector(0,0,0).toArray)
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val quality = mostGeodes * bp
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println(s"Blueprint $bp: most geodes $mostGeodes = quality score $quality")
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return quality
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return (bp, mostGeodes, quality)
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@main def main() =
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val part1 = inputLines.par.map(blueprintQuality(_)).sum
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val part1 = inputLines.map(blueprintQuality(_)(2)).sum
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println(s"Part 1: total quality score: $part1")
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val part2 = inputLines.take(3).par.map(blueprintQuality(_, 32)).sum
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println(s"Part 2: total quality score for 32min 3 blueprints: $part2") // lmao you'll have to convert to the actual part2 answer yourself
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// blueprintQuality(sampleLines(1))
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val part2 = inputLines.take(3).map(blueprintQuality(_, 32)(1)).product
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println(s"Part 2: $part2")
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