In New Math City (NMC), streets follow a square grid, addresses correspond to integer coordinates, and all distances are measured in terms of vertical and horizontal units.

Aria, who lives at $(-1,2),$ and Bea, who lives at $(3,-2),$ want to find a spot to meet up. Neither of them likes to walk, so the meeting point should be equally close to both houses — and as close as possible. Keep reading to find out where Aria and Bea could meet, or jump straight to today's challenge.