What to watch
- A new glider leaves the gun every 30 generations.
- The two stable blocks act as eater-like boundary objects.
- The central reaction repeats instead of burning out.
Guns
The first known finite pattern with unbounded growth.
The Gosper glider gun changed the status of Life by proving that a finite pattern can emit an infinite stream of moving objects.
The Gosper glider gun is a 36-cell pattern in a 36 x 9 bounding box. Its core repeats every 30 generations while a glider escapes, which is why it is the classic first example of a finite pattern with unbounded growth.
Exact generation snapshots
The gun core repeats every 30 generations while gliders leave. The complete growing pattern does not repeat.
These images are computed on an unbounded B3/S23 plane. Each frame is fitted to its own live-cell bounding box; compare the labels rather than the apparent scale.
Use it to introduce glider streams, guns, and unbounded population growth.
Open the pattern in the lab, reduce the speed, and use single-step mode when a phase change is hard to see. The green preview marks births in the next generation; red outlines mark live cells that will die.
Fast answers
The period is 30. After 30 generations, the gun core returns to the same phase while a glider has moved away.
The standard pattern has 36 live cells in a 36 x 9 bounding box.
It starts from a finite pattern and keeps emitting gliders under the standard B3/S23 rule, so the live-cell history is unbounded rather than settling into final ash.