Editing Langton's ant (section)

==Extension to multiple states==
{{Main|Turmite}}
A further extension of Langton's ants is to consider multiple states of the Turing machine – as if the ant itself has a color that can change. These ants are called [[turmite]]s, a contraction of "Turing machine [[termite]]s". Common behaviours include the production of highways, chaotic growth and spiral growth.<ref>{{Cite web | last = Pegg, Jr. | first = Ed | title = Turmite | publisher = From MathWorld--A Wolfram Web Resource, created by [[Eric W. Weisstein]] | url=http://mathworld.wolfram.com/Turmite.html | access-date = 15 October 2009 }}.</ref>

<gallery caption="Some example turmites:">
File:Turmite-111180121010-12536.svg|Spiral growth.
File:Turmite-120121010011-8342.svg|Semi-chaotic growth.
File:Turmite-121021110111-27731.svg|Production of a highway after a period of chaotic growth.
File:Turmite-121181121020-65932.svg|Chaotic growth with a distinctive texture.
File:Turmite-180121020081-223577.svg|Growth with a distinctive texture inside an expanding frame.
File:Turmite-181181121010-10211.svg|Constructing a [[Fibonacci spiral]].
File:Turmite creating a growing diamond.png|Constructing a growing diamond
</gallery>