Difference between revisions of "Card Trivia:Mathmech Superfactorial"
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* "[[Mathmech Division]]", "[[Mathmech Multiplication|Multiplication]]", and "[[Mathmech Nabla|Nabla]]" appear in this card's artwork. | * "[[Mathmech Division]]", "[[Mathmech Multiplication|Multiplication]]", and "[[Mathmech Nabla|Nabla]]" appear in this card's artwork. | ||
** This card's artwork shows the creation of "[[Primathmech Laplacian]]", whose appearance is a combination of the three aforementioned monsters. | ** This card's artwork shows the creation of "[[Primathmech Laplacian]]", whose appearance is a combination of the three aforementioned monsters. | ||
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| + | * In [[wikipedia:Mathematics|mathematics]], a [[wikipedia:Factorial#Superfactorial|superfactorial]] is the [[wikipedia:Product (mathematics)|product]] of the first n [[wikipedia:Factorial|factorials]]. | ||
| + | ** This is a reference to this card's effect, allowing the player to [[Special Summon]] up to 3 "[[Mathmech]]" monsters and then combine them into a "Mathmech" [[Synchro Monster|Synchro]] or [[Xyz Monster]]. | ||
Revision as of 13:46, 23 November 2019
- "Mathmech Division", "Multiplication", and "Nabla" appear in this card's artwork.
- This card's artwork shows the creation of "Primathmech Laplacian", whose appearance is a combination of the three aforementioned monsters.
- In mathematics, a superfactorial is the product of the first n factorials.
- This is a reference to this card's effect, allowing the player to Special Summon up to 3 "Mathmech" monsters and then combine them into a "Mathmech" Synchro or Xyz Monster.
