Throwing <N> Amount of Darts Find All Possible Combinations to Reach a Target Score

You're given a dartboard divided into sections, each section has a unique score. That means there won't be two sections with the same score.

Throwing a certain amount of valid darts, find how many solutions there are to reach the target score. Your function will be passed three parameters...

• Sections: A list of values for the sections (e.g. [3, 6, 8, 11, 15, 19, 22], the list is already sorted).

• Darts: The amount of darts to throw.

• Target: The target score.

Return an empty list if no solution is found, otherwise a list of non-duplicate strings for each solution (e.g. ["3-11-18", "7-7-18", "7-11-14"]).

Examples

If there are duplicate values, keep only the one sorted from smallest to biggest.

"8-19-8"

"8-8-19" <-- This is the one you would keep.

"19-8-8"

Multiple solutions should be sorted before returning them.

["3-11-18", "7-7-18", "7-11-14"] is ok.

["7-11-14", "7-7-18", "3-11-18"] is not ok.

Notes

• Multiple darts can land in the same section.
• A dart must land in a valid section (it can't miss).