tlog(log(t)) growth

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tlog(log(t)) growth
x = 1581, y = 373, rule = B3/S23 556b5o$450b6o13bo2bo23b3o56bo4bo$449bo5bo17bo21b5o60bo10b2o$455bo13bo 3bo21b3ob2o54bo3bo8b3ob2o$449bo4bo15b4o24b2o57bo10b5o$451b2o116b3o$ 554b3o$391b2o9bo151bobo$286b2o15b2o83b3ob2o6bo3bo36bo111bo2bo11b5o$ 282b4ob2o13b4o22b5o55b5o12bo35b3o109b3o5b2o9bo$282b6o14b2ob2o20bo4bo 56b3o8bo4bo36bo117bo11bo$283b4o17b2o26bo68b5o32b4o111b3o5b4o6bo$327bo 3bo106b3o112bo2bo12bo$329bo224bobo$374bo116b2o61b3o$338b2o30b2obobobo 25b2o84bo4bo74b2o$338b2o30b2o3b4o19bob3ob2o89bo61bo7b4ob2o992bo$379bob 3ob3ob3ob3o2b7o84bo5bo59bo3bo5b6o887b2o102bo3bo$338b2o30b2o3b4o20b5o 86b6o64bo5b4o886bo4bo105bo$338b2o30b2obobobo177bo4bo901bo99bo4bo8b3o$ 374bo24b2o46bobo106b5o895bo5bo14b4o24b2o56b5o7b5o$397bo4bo45b2o946bo 60b6o13bo3bo21b3ob2o67b3ob2o$323b4o76bo44bo841b2o102bo3bo81bo21b5o71b 2o$322b6o69bo5bo77b6o554bo246bo4bo105bo76bo2bo23b3o$322b4ob2o60b3o6b6o 76bo5bo448b2o102bo3bo250bo99bo4bo8b3o165bo$326b2o60b5o93bo446bo4bo105b 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Pattern type Miscellaneous
Number of cells 8602
Bounding box 1581 × 373
Static symmetry Unspecified
Discovered by Alexey Nigin
Year of discovery 2015

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

References

  1. Alexey Nigin (May 27, 2015). Re: t log log t? (Complete!) (discussion thread) at the ConwayLife.com forums