In architectural modelling, we often project these lines onto a common plane to find the shortest connector—practically, I use a CAD tool that does this in seconds. But real life? In our village, the old well and the coconut tree stand skew, yet the crow flies the shortest path between them daily, unaffected by our complex calculations. So perhaps the true shortest distance is not in the maths, but in the living line drawn by need. Doesn't the world solve these problems long before we model them?
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