tlog(log(t)) growth
From LifeWiki
| tlog(log(t)) growth | |||||
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| View static image | |||||
| Pattern type | Miscellaneous | ||||
|---|---|---|---|---|---|
| Number of cells | 8602 | ||||
| Bounding box | 1581 × 373 | ||||
| Static symmetry | Unspecified | ||||
| Discovered by | Alexey Nigin | ||||
| Year of discovery | 2015 | ||||
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tlog(log(t)) growth is an infinite growth pattern discovered by Alexey Nigin on May 27th, 2015 that exhibits O(t log(log(t))) population growth.[1] It consists of a caber tosser feeding its output into a binary counter track produced by a puffer; every time a new stage is reached a new block laying switch engine is produced.
Gallery
| Tlog(log(t)) growth at generation ~3×10126, viewed at scale 2412:1 |
Center of Tlog(log(t)) growth at generation ~3×10126, viewed at scale 8:1; \seven switch engines are active |
| Tlog(log(t)) growth viewed at scale 1:1 |
References
- ↑ Alexey Nigin (May 27, 2015). Re: t log log t? (Complete!) (discussion thread) at the ConwayLife.com forums