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| image name = Overscale Pendulum.png | | image name = Overscale Pendulum.png | ||
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− | | image caption = [[Yuya Sakaki (manga)|Yuya Sakaki]] performing an Overscale Pendulum to [[Pendulum Summon]] "[[ | + | | image caption = [[Yuya Sakaki (manga)|Yuya Sakaki]] performing an Overscale Pendulum to [[Pendulum Summon]] "[[Odd-Eyes Phantasma Dragon]]". |
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{{Infobox/Archetype/ExtendedName | {{Infobox/Archetype/ExtendedName | ||
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An '''Overscale Pendulum''' (オーバースケールペンデュラム ''Ōbāsukēru Pendyuramu'') is a variant of [[Pendulum Summon]] where a [[Pendulum Monster]] is Pendulum Summoned regardless of the current values of the player's [[Pendulum Scale]]s. This type of Summon is used by [[Yuya Sakaki (manga)|Yuya Sakaki]] in the [[Yu-Gi-Oh! ARC-V (manga)|''Yu-Gi-Oh! ARC-V'' manga]]. | An '''Overscale Pendulum''' (オーバースケールペンデュラム ''Ōbāsukēru Pendyuramu'') is a variant of [[Pendulum Summon]] where a [[Pendulum Monster]] is Pendulum Summoned regardless of the current values of the player's [[Pendulum Scale]]s. This type of Summon is used by [[Yuya Sakaki (manga)|Yuya Sakaki]] in the [[Yu-Gi-Oh! ARC-V (manga)|''Yu-Gi-Oh! ARC-V'' manga]]. | ||
− | So far, the only monster shown to be capable of Overscale Pendulum is "[[ | + | So far, the only monster shown to be capable of Overscale Pendulum is "[[Odd-Eyes Phantasma Dragon]]".<ref name="sc18">{{chapter|Yu-Gi-Oh! ARC-V|18|ref}}</ref> |
This kind of Summon is a reflection of [[Reiji Akaba (manga)|Reiji]]'s [[Transcendent Pendulum Summon]]; while Reiji must use Scales that transcend his monster's Level, Yuya's lets him perform a Pendulum Summon with Scales below his monster's Level, as shown when he Summoned "Odd-Eyes Phantasma Dragon" with Pendulum Scales of 0. | This kind of Summon is a reflection of [[Reiji Akaba (manga)|Reiji]]'s [[Transcendent Pendulum Summon]]; while Reiji must use Scales that transcend his monster's Level, Yuya's lets him perform a Pendulum Summon with Scales below his monster's Level, as shown when he Summoned "Odd-Eyes Phantasma Dragon" with Pendulum Scales of 0. |