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  • swlabr@awful.systems
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    11 days ago

    Day 12:

    P1

    Ok. I have been traumatised by computational geometry before, so I was initially spiralling. Luckily, there wasn’t too much comp geo stuff to recall.

    My solution was a lot simpler than I initially thought: no need for union-find, accounting for regions inside regions, etc. Just check every square for a given region, and if it touches a square in the same region that you’ve seen before, subtract the common edge. This is linear in the area of the problem, so it’s fast enough.

    P2

    It took a moment to figure out that I could modify the above perimeter counting to mark the squares containing the perimeter and walk along it afterwards, counting each edge. This is also linear in area.