In this four-body gravitational choreography, four equal masses move in a coordinated pattern that outlines a hexagon. Each body follows a curved path that weaves around the others, and together their motion produces a six-fold symmetric figure when viewed from the appropriate angle. The configuration is a periodic solution to the four-body problem: after one full cycle every mass returns to its starting position and velocity, and the dance repeats indefinitely in the idealized simulation. Hexagonal choreographies belong to the growing catalog of geometric n-body solutions found through numerical exploration. They demonstrate that even with only four bodies, gravity can sculpt surprisingly regular, flower-like patterns from pure mutual attraction.