Difference between revisions of "User:Prime Raptor21/Wwei23's classification scheme for 1D replicators"
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o13b2o$o2bo12b4o12bo2bo12b4o11bo4bo11b4o12bo2bo12b4o12bo2bo$b2o13bo2bo | o13b2o$o2bo12b4o12bo2bo12b4o11bo4bo11b4o12bo2bo12b4o12bo2bo$b2o13bo2bo | ||
13b2o13bo2bo12bo2bo12bo2bo13b2o13bo2bo13b2o! | 13b2o13bo2bo12bo2bo12bo2bo13b2o13bo2bo13b2o! | ||
}} | |||
==Unknown classification== | |||
AKA the WHAT HAVE I DONE replicator. | |||
{{LV:Viewer|x = 4, y = 3, rule = B2e3eijkq5aey6a8/S1c2aci3a4c5kq6n | |||
b2o$o2bo$b2o! | |||
}} | }} | ||
Revision as of 00:10, 14 October 2018
This does not apply to every 1D replicator.
The replicator itself is A.
The replicator shifted left one cell is A<.
The replicator shifted right one cell is A>.
The replicator shifted up one cell is A^.
The replicator shifted down one cell is Av.
An empty space is 0.
Reactions are described as follows:
A(transformations) or 0+A(transformations) or 0=A(transformations) or 0
If one transforms the inputs in the same way, the output will have the identical transformation applied to it, too.
For example:
A+A+A^
(A)^+(A)^=(A^)^
A^+A^=A^^
Example with a simple Rule 90 replicator
0+0=0
0+A=A
A+0=0
A+A=0
Example with a more complicated replicator
0+0=0
0+A=A
A+0=0
A+A=Av
A+Av=0
Av+A=0
Unknown classification
AKA the WHAT HAVE I DONE replicator.