Infinite Broom
The infinite broom is the subset of the Euclidean plane that consists of all closed line segments joining the origin to the point (1, 1 / n) as n varies over all positive integers, together with the interval (1/2, 1] on the x-axis.
The infinite broom is the subset of the Euclidean plane that consists of all closed line segments joining the origin to the point (1, 1 / n) as n varies over all positive integers, together with the interval (1/2, 1] on the x-axis.