this post was submitted on 02 Dec 2024
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[–] [email protected] 3 points 1 week ago* (last edited 1 week ago) (1 children)

My graph search solves 7-1 and passes the example cases for 7-2, but gives too low a result for the complete puzzle input, and there's no way I'm manually going through every case to find the false negative. On to day 8 I guess.

7-2 Check case by simple graph search that mostly works

// F#
let isLegit ((total: int64), (calibration : int64 array)) = 

    let rec search (index : int) (acc: int64) =
        let currentValue = calibration.[index]
        
        [Add; Times; Concat] // operators - remove 'Concat' to solve for 7-1
        |> List.exists (fun op -> // List.exists returns true the first time the lambda returns true, so search stops at first true
                match op with // update accumulator
                | Add -> acc + currentValue
                | Times -> acc * currentValue
                | Concat -> int64 (sprintf "%d%d" acc currentValue)
                |> function // stop search on current accumulator value (state) exceeding total, or being just right
                | state when state > total -> false
                | state when state = total && index < (calibration.Length-1) -> false // this was the problem
                | state when state = total && index = (calibration.Length-1) -> true
                | state -> // stop if index exceeds input length, or continue search
                    if index+1 = calibration.Length
                    then false
                    else search (index+1) state
        )
     
    // start search from second element using the first as current sum
    search 1 calibration.[0]

EDIT: total && index < (calibration.Length-1) -> false -- i.e. stop if you reach the total before using all numbers, well, also stops you from checking the next operator, So, removing it worked.

Rubber ducking innocent people on the internets works, who knew.

[–] [email protected] 4 points 1 week ago

this looks like the same issue I had!