EDB — 0YV

[0YV] In the exercise [0YS]↺↻ it is important to require that the balls are centered in points of \(K\). Find an example of metric space \((X,d)\) and compact \(K⊆ X\) of finite dimension, but such that, for every \(n∈ℕ\) and every \(𝜌{\gt}0\), there are infinite disjoint balls each containing only one point of \(K\).