25-cell quadratic growth
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| 25-cell quadratic growth | |||||
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| Pattern type | Breeder | ||||
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| Number of cells | 25 | ||||
| Bounding box | 21372 × 172 | ||||
| Direction | Diagonal | ||||
| Period | 194688 | ||||
| Speed | c/12 | ||||
| Discovered by | Michael Simkin | ||||
| Year of discovery | 2014 | ||||
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25-cell quadratic growth is a 25-cell quadratic growth pattern that was found by Michael Simkin on October 21, 2014.[1] It had been a record holder as the smallest quadratic growth pattern for 2 days until discovery of 24-cell quadratic growth. It superseded 26-cell quadratic growth, which had held the record for 8 years.
References
- ↑ Michael Simkin (October 21, 2014). "25 cells quadratic growth (new record)". Retrieved on October 21, 2014.