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type Direction = Left | Right | |
type Instruction = | |
| SwapPos of int * int | |
| SwapLetter of char * char | |
| Rotate of Direction * int | |
| RotateBasedOn of char | |
| Reverse of int * int | |
| Move of int * int |
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let findAllowedIPs input = | |
let rec loop lo hi input = seq { | |
match input with | |
| [] -> () | |
| (lo', hi')::tl -> | |
if lo' > hi + 1L then | |
yield! { hi+1L .. lo'-1L} | |
yield! loop lo (max hi hi') tl | |
} |
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open System.IO | |
open Checked | |
let input = | |
File.ReadAllLines(__SOURCE_DIRECTORY__ + "/Day20Input.txt") | |
|> Seq.map (fun line -> | |
let [| lo; hi |] = line.Split('-') | |
int64 lo, int64 hi) | |
|> Seq.sortBy fst | |
|> Seq.toList |
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let part2 = | |
let n = log3 input | |
let m = pown 3.0 n | |
let l = input - m | |
if l = 0.0 then m |> int | |
elif l <= m then l |> int | |
else m + (l - m) * 2.0 |> int |
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let input = 3018458.0 | |
let logn n m = log10 m / log10 n |> floor |> int | |
let log2 = logn 2.0 | |
let log3 = logn 3.0 | |
let part1 = | |
let l = input - pown 2.0 (log2 input) |> int | |
2 * l + 1 |
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type Elf = { N: int; mutable Gifts: int } | |
let rec loop (elves: ResizeArray< Elf>)= | |
let this = elves.[0] | |
let opposite = elves.[elves.Count / 2] | |
this.Gifts <- this.Gifts + opposite.Gifts | |
opposite.Gifts <- 0 | |
elves.RemoveAt(elves.Count/2) |
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let input = "^.^^^..^^...^.^..^^^^^.....^...^^^..^^^^.^^.^^^^^^^^.^^.^^^^...^^...^^^^.^.^..^^..^..^.^^.^.^......." | |
let part1 = solve input 40 | |
let part2 = solve input 400000 |
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open System | |
let previousTiles (row : string) = | |
seq { | |
yield [| '.'; row.[0]; row.[1] |] | |
yield! row |> Seq.windowed 3 | |
yield [| row.[row.Length-2]; row.[row.Length-1]; '.' |] | |
} | |
let genRows input = |
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let findPaths input = | |
[| ((0, 0), input) |] | |
|> Seq.unfold (fun paths -> | |
paths | |
|> Array.filter (fun (pos, _) -> pos <> (3, 3)) | |
|> Array.collect (fun (pos, path) -> | |
let hashVals = hash path |> Seq.take 4 | |
hashVals | |
|> Seq.zip [| up; down; left; right |] | |
|> Seq.choose (fun (f, hashVal) -> |
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let inline between low hi x = x >= 0 && x < hi | |
let step direction (dx, dy) (x, y) path = | |
if x + dx |> between 0 width && y + dy |> between 0 height | |
then Some((x+dx, y+dy), path + direction) | |
else None | |
let up = step "U" (0, -1) | |
let down = step "D" (0, 1) | |
let left = step "L" (-1, 0) |