| Teeth |
x = 472, y = 127, rule = B3/S23
466b3o$467bo2bo$471bo$468bobo22$438bo$438b2o$438bo2bo2$439bobo$440bo5$
241b2o$240bo$240bo$236b4o8$252b2o$253bo$253b2o$253bo2$250b3o45$3b3o$bo
2bo$o$bobo$264b3o$265bo2bo$269bo$266bobo14$239b2o$241bo$241bo$242b4o$
33bo$32b2o$30bo2bo2$30bobo$31bo!
#C [[ THUMBSIZE 2 THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]]
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| View static image |
| Pattern type |
Miscellaneous |
| Number of cells |
65 |
| Bounding box |
472 × 127 |
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| Static symmetry |
C1 |
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| Discovered by |
Nick Gotts |
| Year of discovery |
2000 |
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Teeth is a 65-cell quadratic growth pattern that was found by Nick Gotts in March 2000.[1] This (and a related 65-cell pattern that Gotts found at about the same time) beat the record previously held by mosquito 5 for smallest population pattern known to have superlinear growth. It has since been superseded by several patterns including catacryst, metacatacryst, and 26-cell quadratic growth.
Gallery
Generation 50000 of teeth
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See also
References
External links
