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Day 12: Garden Groups

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[-] Quant@programming.dev 2 points 5 days ago

Uiua

I spent a while thinking about how to best do a flood fill in Uiua when I saw that ⊜ (partition) works beautifully with multidimensional markers: "Groups are formed from markers that are adjacent along any axis.", meaning I just had to convert all letters into numbers and I'd get all indices belonging to a field into an array.
For part 2, I cheated a bit by coming here and reading that you only need to count the edges. To my surprise, the second part is actually a bit faster than part 1. Takes less than 0.2 seconds each though :D

Run with example input here

$ RRRRIICCFF
$ RRRRIICCCF
$ VVRRRCCFFF
$ VVRCCCJFFF
$ VVVVCJJCFE
$ VVIVCCJJEE
$ VVIIICJJEE
$ MIIIIIJJEE
$ MIIISIJEEE
$ MMMISSJEEE
.
N     ← +[0_Β―1 0_1 Β―1_0 1_0]
Areas ← βŠœβ–‘:⇑△.+1βœβ™­βŠ›
Peri  ← -/+≑(/+∊NΒ€)⟜€⟜(Γ—4⧻)
Sides ← (
  βŠ™(-Β€)β†―:β–½βŠ™0Γ—Β°βŠŸ.+2⌡⊸-+1βŠƒβŠ£βŠ’βŠΈβœβ‰β‰‘β†
  ⧻⊚⊸∊1_3⧈(/+/+)2_2.⍜⊑=β‚€+1:
  +βŠ™(Γ—2/+/+⧈(∊[[1_0 0_1][0_1 1_0]])2_2β—Œ)
)
Cost! ← /+≑◇(Γ—^0⟜⧻)

PartOne ← (
  # &rs ∞ &fo "input-12.txt"
  βŠœβˆ˜β‰ @\n.
  Cost!Peri Areas
)

PartTwo ← (
  # &rs ∞ &fo "input-12.txt"
  βŠœβˆ˜β‰ @\n.
  Cost!Sides Areas
)

&p "Day 12:"
&pf "Part 1: "
&p PartOne
&pf "Part 2: "
&p PartTwo
this post was submitted on 12 Dec 2024
17 points (94.7% liked)

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