This project does not contain the puzzle or example inputs as per the [copyright notice of Advent of Code](https://adventofcode.com/about). In order to run the compiled application, the puzzle inputs have to be downloaded from the [Advent of Code 2024](https://adventofcode.com/2024/) puzzle pages, and placed as text files into the `AdventOfCode2024\data` directory, e.g. `AdventOfCode2024\data\historian_hysteria.txt`, or `AdventOfCode2024\data\example\historian_hysteria.txt` for the unit tests. The application will output an error message with details if it cannot find an input file.
## Tests
The solution contains a unit test project to help troubleshoot issues and prevent regressions in the solver class framework. These tests cover the solutions for provided examples and full data inputs. I did not find a definitive source for it, but the full data inputs seem to be user-specific, so adding my solutions as tests does not spoil the solutions.
I'm using a `std::multiset` to collect and sort the values for both lists. This allows to use a single iteration of the left list and two iterations of the right list simultaneously to solve both parts. Nice application of iterators.
Here, we have a few conditionals to determine on the fly which of the numbers would make the report safe if dropped. The amount of cases is actually quite manageable.
A simple [finite state machine](AdventOfCode2024/StringStateMachine.h) crawling along the input character by character solves both parts nicely. The algorithm tracks whether `mul` instructions are enabled or not, but ignores this setting for part 1.
For this puzzle I added a class for [points in two-dimensional space](AdventOfCode2024/Point2.h), so I can use these for simplifying directional computations. With that, the algorithm looks for all `X` and `A` for part 1 and 2, respectively, and tries to find the remaining characters, starting from that `X` or `A`.
My implementation uses an ordering matrix (a two-dimensional boolean array) to track which page combinations are ordered, and then queries that matrix for each ordered combination of pages in a single line. The same matrix can then also be used for a custom sort function for part 2.
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