Signals and omniperiodicity
Posted: February 13th, 2016, 4:13 am
To start this thread, here is a signal with repeat time 8 in B3/S023:
The main purpose of this thread is to find signals and signal turners in order to prove omniperiodicity of some rules.
Omniperiodicity can also be proven by reflectors, but it seems that the repeat time of reflectors is usually too high to prove omniperiodicity.
What to post in this thread:
•Other ways to prove omniperiodicity.
•Signal turners and reflectors.
•Previously unknown signals.
Code: Select all
x = 20, y = 39, rule = B3/S023
17b2o$16bobo$16bo$15b2o$13bo$12bob3o$12bo4bo$10bobo3bobo$12b5o2bo$11bo
5b3o$10bob5o$10bo5bob2o$8bobobobo2bobo$10b7o$9bo$8bob7o$8bobo3bo2bo$6b
obo3bo3b2o$8b6o$7bo$6bob6o$6bobo3bo$4bobo3bo3bo$6b6o$5bo$4bob6o$4bobo
3bo$2bobo3bo3bo$4b6o$3bo$2bob6o$2bobo3bo$obo3bo3bo$2b6o$bo6bo$2b6o2$4b
2o$4b2o!Omniperiodicity can also be proven by reflectors, but it seems that the repeat time of reflectors is usually too high to prove omniperiodicity.
What to post in this thread:
•Other ways to prove omniperiodicity.
•Signal turners and reflectors.
•Previously unknown signals.