Five equal masses follow a gravitational choreography that traces a pentagram — a five-pointed star — as they orbit one another under Newtonian gravity. Each body moves along a curved path that brings it alternately close to and far from the center of the configuration, and the combined motion produces the familiar five-fold symmetry of a pentagram. This is a periodic solution: the system returns to its initial state after one complete cycle. Pentagram choreographies are among the more visually dramatic n-body solutions because the overlapping paths create an unmistakable star shape. They belong to the same family of symmetric periodic orbits that mathematicians have catalogued since the 1990s, when numerical searches began revealing the rich structure hidden in the gravitational n-body problem.