Day 5: If You Give a Seed a Fertilizer
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FAQ
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[JavaScript] Well that was by far the hardest out of all of the days, part 1 was relatively fine but part 2 took me awhile of trying different things
Ended up solving it by working backwards by trying different location values and seeing if that can become a valid seed. Takes around 3 secs to compute the answer.
Link to code
Part 1 Code Block
// Part 1 // ====== function part1(input) { const split = input.split("\r\n\r\n"); let pastValues = split[0].match(/\d+/g).map((x) => parseInt(x)); let currentValues = []; for (const section of split.slice(1)) { for (const line of section.split("\r\n")) { const values = line.match(/\d+/g)?.map((x) => parseInt(x)); if (!values) { continue; } const sourceStart = values[1]; const destinationStart = values[0]; const length = values[2]; for (let i = 0; i < pastValues.length; i++) { if ( pastValues[i] >= sourceStart && pastValues[i] < sourceStart + length ) { currentValues.push(destinationStart + pastValues[i] - sourceStart); pastValues.splice(i, 1); i--; } } } for (let i = 0; i < pastValues.length; i++) { currentValues.push(pastValues[i]); } pastValues = [...currentValues]; currentValues = []; } return Math.min(...pastValues); }
Part 2 Code Block
// Part 2 // ====== function part2(input) { const split = input.split("\r\n\r\n"); let seeds = split[0].match(/\d+/g).map((x) => parseInt(x)); seeds = seeds .filter((x, i) => i % 2 == 0) .map((x, i) => [x, seeds[i * 2 + 1]]); const maps = split .slice(1) .map((x) => { const lines = x.split("\r\n"); return lines .map((x) => x.match(/\d+/g)?.map((x) => parseInt(x))) .filter((x) => x); }) .reverse(); for (let i = 0; true; i++) { let curValue = i; for (const map of maps) { for (const line of map) { const sourceStart = line[1]; const destinationStart = line[0]; const length = line[2]; if ( curValue >= destinationStart && curValue < destinationStart + length ) { curValue = sourceStart + curValue - destinationStart; break; } } } for (const [seedRangeStart, seedRangeLength] of seeds) { if ( curValue >= seedRangeStart && curValue < seedRangeStart + seedRangeLength ) { return i; } } } }
Huh, that’s clever.
Turns out I got really lucky and my location value is much lower than most peoples which is why it can be solved relatively quickly
Torn between doing the problem backwards and implementing a more general case – glad to know both approaches work out in the end!