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This is a list of fictional countries from published works of fiction (books, films, television series, games, etc.). Fictional works describe all the countries in the following list as located somewhere on the surface of the Earth as opposed to underground, inside the planet, on another world, or during a different "age" of the planet with a different physical geography.
Symbol of Chaos: Michael Moorcock, Aleister Crowley and chaos magic: A symbol originating from The Eternal Champion, later adopted by occultists and role-playing games. Tetractys (Tetrad) Greek school of Pythagoreanism: The tetractys is an equidistant and equiangular arrangement of ten points inside a triangle, akin to the fourth triangle number.
A magical country in which 14 Baum children's novels are set. The Wonderful Wizard of Oz: 1900: N P F T Pellucidar: Edgar Rice Burroughs: Another world 500 miles underneath the Earth's surface. At the Earth's Core: 1914: N C F T Pern: Anne McCaffrey: A planet settled by humans using spaceships. Setting for the science fantasy Dragonriders of ...
He and his squad, who include Lieutenant Titus, drop to a planet, dragging a stone sarcophagus. They battle Chaos cultists, and eventually reach the relic, a statue. There the sarcophagus opens, revealing a psyker, who provides the team with a psychic force field. A powerful Chaos sorcerer flanks the marines and kills the psyker.
In them, the Symbol of Chaos comprises eight arrows in a radial pattern. The symbol has been adopted in role-playing games such as Warhammer and Dungeons & Dragons , as well as modern occult traditions, where it represents chaos magic , and also as a part of punk rock subculture and branches of modern anarchism .
Yudonia: a country mentioned in the episode "We're Married" from Drake & Josh sitcom. Very similar to countries like Russia, Ukraine, Belarus, Latvia, Estonia and Lithuania. Zagorias Federation: Mediterranean country, featured in Time Crisis 3 video game, which invades Astigos, a small island, a territory of the neighbouring nation of Lukano
In mathematics, a chaotic map is a map (an evolution function) that exhibits some sort of chaotic behavior. Maps may be parameterized by a discrete-time or a continuous-time parameter. Discrete maps usually take the form of iterated functions. Chaotic maps often occur in the study of dynamical systems.