Property | Value |
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rdfs:label | - Transcendent Pendulum Summon
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rdfs:comment | - A Transcendent Pendulum Summon (超越(トランセンデンス)ペンデュラム召喚(しょうかん) Toransendensu Pendyuramu Shōkan) is a variant of Pendulum Summon where the player Summon a monster whose Level transcends their Pendulum Scales. This type of Summon is used by Reiji Akaba in the Yu-Gi-Oh! ARC-V manga. This kind of Summon is a reflection of Yuya's Overscale Pendulum; 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.
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image name | - Transcedent Pendulum Summon.png
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dcterms:subject | |
japanese translated | - Transcendence Pendulum Summon
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dbkwik:yugi-oh/property/wikiPageUsesTemplate | |
dbkwik:yugioh/property/wikiPageUsesTemplate | |
Romaji | - Toransendensu Pendyuramu Shōkan
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Image caption | - Reiji Akaba performing a Transcendent Pendulum to Pendulum Summon "D/D/D/D Super-Dimensional Sovereign Emperor Zero Paradox".
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Kanji | |
English | - Transcendent Pendulum Summon
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abstract | - A Transcendent Pendulum Summon (超越(トランセンデンス)ペンデュラム召喚(しょうかん) Toransendensu Pendyuramu Shōkan) is a variant of Pendulum Summon where the player Summon a monster whose Level transcends their Pendulum Scales. This type of Summon is used by Reiji Akaba in the Yu-Gi-Oh! ARC-V manga. So far, the only monster shown to be capable of this kind of Summon is "D/D/D/D Super-Dimensional Sovereign Emperor Zero Paradox". According to Reiji, to Summon it, he must have performed a Pendulum Summon of a "D/D/D" monster with Pendulum Scales whose total values exceed the Level of "Zero Paradox" - if those conditions are met, he can Summon "Zero Paradox". This kind of Summon is a reflection of Yuya's Overscale Pendulum; 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.
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