Multiverse: Difference between revisions
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The ''' | The '''multiverse''' is the near infinite number of different [[planes]]. Nobody really knows how many planes there truly are. [[Urza]] for one believed that there is a finite number of planes, merely more than can ever be counted in the combined lifetime of every being in existence.<ref>''[[Planeswalker (book)|Planeswalker]]''</ref> However another source<ref>''[http://www.wizards.com/default.asp?x=magic/planeswalkers/week1 "You Are a Planeswalker"]'', by [[Brady Dommermuth]], [[magicthegathering.com|MTG.com]]</ref> notes that the multiverse is "boundless".<ref>Technically this is not a contradiction. As an analogy, Earth's surface does not have any bounds, but it is still finite.</ref> | ||
Multiverse is also the name of the [[Wizards of the Coast]] card database that includes [[Magic R&D|R&D]] comments on cards. | Multiverse is also the name of the [[Wizards of the Coast]] card database that includes [[Magic R&D|R&D]] comments on cards. | ||
==See also== | |||
*[[:Category:Planes]], for our list of known planes | |||
[[Category:Storylines]][[Category:Cosmology]][[Category:Locations]] | ==Sources== | ||
*''[http://www.wizards.com/default.asp?x=magic/planeswalkers/week1#footnote1 "Dominia and Its Walkers"]'', by [[Richard Garfield]] | |||
==References== | |||
{{reflist}} | |||
{{story-stub}}[[Category:Storylines]][[Category:Cosmology]][[Category:Locations]] | |||
Revision as of 22:08, 2 July 2008
The multiverse is the near infinite number of different planes. Nobody really knows how many planes there truly are. Urza for one believed that there is a finite number of planes, merely more than can ever be counted in the combined lifetime of every being in existence.[1] However another source[2] notes that the multiverse is "boundless".[3]
Multiverse is also the name of the Wizards of the Coast card database that includes R&D comments on cards.
See also
- Category:Planes, for our list of known planes
Sources
References
- ↑ Planeswalker
- ↑ "You Are a Planeswalker", by Brady Dommermuth, MTG.com
- ↑ Technically this is not a contradiction. As an analogy, Earth's surface does not have any bounds, but it is still finite.
 | This article about the Magic Story is a stub. |