Difference between revisions of "Card Trivia:Topologic Trisbaena"
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* This card is the cover card of ''[[Flames of Destruction]]''. | * This card is the cover card of ''[[Flames of Destruction]]''. | ||
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+ | * This card's name might be a portmanteau of [[wikipedia:Torus|torus]] and [[wikipedia:Amphisabaena|amphisabaena]]. | ||
+ | ** In topology, a ring torus is homeomorphic to the product of two circles, while in mytholgy,an amphisabaena is an ant-eating serpent with two heads. | ||
+ | ** Also in topology and knot theory, a branch of mathematics, the trefoil knot is the simplest example of a nontrivial knot. This is referenced by the shape of this monster's pelvic area in the Yu-Gi-Oh! Vrains animé. | ||
* Just as "[[Reloader Dragon]]" has the same number and position of [[Link Arrow]]s as "[[Proxy Dragon]]", this card mirrors "[[Decode Talker]]" as being a [[DARK]] [[Link 3 Monster Cards|Link-3]] [[Link Monster]] that requires 2+ [[Effect Monster]]s to [[Link Summon]]. | * Just as "[[Reloader Dragon]]" has the same number and position of [[Link Arrow]]s as "[[Proxy Dragon]]", this card mirrors "[[Decode Talker]]" as being a [[DARK]] [[Link 3 Monster Cards|Link-3]] [[Link Monster]] that requires 2+ [[Effect Monster]]s to [[Link Summon]]. |
Revision as of 14:09, 19 December 2017
- This card is the cover card of Flames of Destruction.
- This card's name might be a portmanteau of torus and amphisabaena.
- In topology, a ring torus is homeomorphic to the product of two circles, while in mytholgy,an amphisabaena is an ant-eating serpent with two heads.
- Also in topology and knot theory, a branch of mathematics, the trefoil knot is the simplest example of a nontrivial knot. This is referenced by the shape of this monster's pelvic area in the Yu-Gi-Oh! Vrains animé.
- Just as "Reloader Dragon" has the same number and position of Link Arrows as "Proxy Dragon", this card mirrors "Decode Talker" as being a DARK Link-3 Link Monster that requires 2+ Effect Monsters to Link Summon.