About the game
Event Horizon is a science game about black holes and general relativity. You fly a small ship from a mothership down toward a black hole, collect crystals on orbits and bring them back.
Orbits use the Paczyński–Wiita potential, which exactly reproduces two key results of general relativity: the innermost stable orbit at 3 Schwarzschild radii and the marginally bound orbit at 2 rs. Clocks near the hole run slower by √(1 − rs/r), light from distant stars bends (gravitational lensing), and the hole’s shadow is 2.6 times wider than its horizon.
All of this is gameplay: deeper crystals are worth more, but below 3 rs a ship without thrust falls in. One mission asks you to make the crew age more than you — just like in films about trips to black holes. Play free in the browser on desktop and mobile.
Tips
- ›Watch the dotted line: it is your future orbit. If it ends with “falling!”, fire the engine outward right away.
- ›Space or the Orbit button matches circular-orbit speed — the easiest way to reach a crystal.
- ›To go lower, burn against your motion; to climb, burn along it.
- ›Don’t burn all your fuel down deep: climbing out costs more than diving in.
- ›During a disk flare climb above 4 rs, and when a star is torn apart, go for the golden crystals.
FAQ
- What is an event horizon?
- The boundary of a black hole from which not even light can escape. Its radius is the Schwarzschild radius rs = 2GM/c² — about 3 km for the Sun.
- Why does time run slower near a black hole?
- Gravitational time dilation from general relativity: clocks in strong gravity run slower by a factor of √(1 − rs/r). At 2 rs that is about 1.4 times slower.
- Why are there no stable orbits below 3 rs?
- In general relativity gravity near the hole is stronger than Newton’s. From 3 rs inward any small error in speed sends a body down, which is why the disk of matter around a hole starts there.
- Why do stars around the hole appear twice?
- Gravitational lensing: the hole bends light, so rays from one star reach us from both sides. A star exactly behind the hole becomes an Einstein ring.