Quadrant: Difference between revisions

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'''Quandrant''' is [[List of terms (TOS)|a term]] used to describe a solar system.
Please select a specific article for the term '''quandrant''':


Notable quadrants include [[Otarsis Quadrant]] ([[Lost Planet of the Gods, Part I]]) and [[Epsilon Quadrant]] ("[[Lost Planet of the Gods, Part I]]", "[[The Gun on Ice Planet Zero, Part I]]").
* For the term itself as it is in the [[Original Series]]' universe, [[List of terms (TOS)#quadrant|click here]].
* [[Alpha Six quadrant]], a binary system outside the [[Cyrannus]] galaxy and the location of [[Proteus]] ([[The Long Patrol]]).
* [[Epsilon Quadrant]], the location of the [[magnetic void]] that leads to [[Kobol (TOS)|Kobol]] in "[[Lost Planet of the Gods, Part II]]".
* [[Otarsis Quadrant]], area of space encountered in "[[Lost Planet of the Gods]]".
** [[Battle of the Otarsis Quadrant]], the location of a battle between ''[[Galactica (TOS)|Galactica]]''<nowiki>'s</nowiki> pilot trainees and Cylons in "[[Lost Planet of the Gods, Part I]]".
** [[Otarsis Quadrant asteroid]], the location of a Cylon base and the source of an [[Otarsis Quadrant virus|unknown virus]].
* [[Tau Quadrant]], area of space encountered in "Lost Planet of the Gods".
* [[Zeta Quadrant]], location of [[Sectar (planet)|Sectar]] in "[[The Magnificent Warriors]]".


[[Category: A to Z]] [[Category: Terminology]] [[Category: Terminology (TOS)]] [[Category: TOS]]
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Revision as of 06:51, 19 April 2008

Please select a specific article for the term quandrant:

NOTE: This is a disambiguation page — a navigational aid which lists other pages that might otherwise share the same title If an article link referred you here, you might want to go back and fix it to point directly to the intended page.

This is a disambiguation page — a navigational aid which lists other pages that might otherwise share the same title.
If an article link referred you here, you might want to go back and fix it to point directly to the intended page. Also, if you wanted to search for the term "Quadrant", click here.