Callahan's infinite growth
Ten cells inside a 5x5 box that grow forever - the smallest bounding box known to do so. Paul Callahan found it in 1995 by exhaustive search.
- Category
- misc
- Rule
- B3/S23
- Bounding box
- 5 × 5
- Live cells
- 13
- Discovered by
- Paul Callahan, 1995
- Views
- 3
infinite growth
minimal
Pattern data
x = 5, y = 5, rule = B3/S23
3obo$o$3b2o$b2obo$obobo!Run Length Encoded - the standard interchange format. This will paste straight into Golly or any other Life program.