Difference between revisions of "Mathmech"

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m (GMTails moved page Rocesslayer to Mathmech)
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{{lowercase name}}
 
 
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{{Rename|Mathmech|https://ygorganization.com/rememberinsideeverygirlisamultitondragon/}}
 
 
{{Infobox archseries
 
{{Infobox archseries
 
| image        = PyrocesslayerFinalSigma-OW-2.png
 
| image        = PyrocesslayerFinalSigma-OW-2.png
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"'''rocesslayer'''", known as '''Zanki''' ({{Ruby|斬機|ザンキ}} ''Zanki'') in the OCG, is an [[archetype]] of [[Cyberse]] monsters introduced in ''[[Deck Build Pack: Mystic Fighters]]''. It is comprised of primarily [[Level]] 4 monsters of various [[Attribute]]s that focus on [[Synchro Summon|Synchro]] and [[Xyz Summon]]ing.
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"'''Mathmech'''", known as '''Zanki''' ({{Ruby|斬機|ザンキ}} ''Zanki'') in the OCG, is an [[archetype]] of [[Cyberse]] monsters introduced in ''[[Deck Build Pack: Mystic Fighters]]''. It is comprised of primarily [[Level]] 4 monsters of various [[Attribute]]s that focus on [[Synchro Summon|Synchro]] and [[Xyz Summon]]ing.
  
 
==Etymology==
 
==Etymology==
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"rocesslayer" appears to be themed around Mathematics and processors of various kinds. In Japanese, "Zanki" means "cutting machine", but also sounds like "Sanki", which means "calculator", a non-computer processor. The "rocesslayer" Synchro monsters, the "Pyrocesslayers", are "Enzanki", which can mean both "flame cutting machine" and "arithmetic unit". The "rocesslayer" Xyz monsters, the "Batch Processlayers", are "Kaizanki", which means "mass cutting machine", and is also a play on "Keisanki", likely meant to reference Batch Processing.
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"Mathmech" appears to be themed around Mathematics and processors of various kinds. In Japanese, "Zanki" means "cutting machine", but also sounds like "Sanki", which means "calculator", a non-computer processor. The "Mathmech" Synchro monsters, the "Mathmech Processors", are "Enzanki", which can mean both "flame cutting machine" and "arithmetic unit". The "Mathmech" Xyz monsters, the "Mathmech Editors", are "Kaizanki", which means "mass cutting machine", and is also a play on "Keisanki", likely meant to reference Batch Processing.
  
 
{| class="wikitable sortable"
 
{| class="wikitable sortable"
 
|-
 
|-
−
! rocesslayer monster
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! Mathmech monster
 
! Symbol
 
! Symbol
 
! Origin
 
! Origin
 
|-
 
|-
−
| [[Processlayer Addion|Addion]]
+
| [[Mathmech Addion|Addion]]
 
| ＋
 
| ＋
 
| [[wikipedia:Addition|Addition]]
 
| [[wikipedia:Addition|Addition]]
 
|-
 
|-
−
| [[Processlayer Division|Division]]
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| [[Mathmech Division|Division]]
 
| ÷
 
| ÷
 
| [[wikipedia:Division (mathematics)|Division]]
 
| [[wikipedia:Division (mathematics)|Division]]
 
|-
 
|-
−
| [[Processlayer Multiplier|Multiplier]]
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| [[Mathmech Multiplier|Multiplier]]
 
| ×
 
| ×
 
| [[wikipedia:Multiplication#Notation and terminology|Multiplication]]
 
| [[wikipedia:Multiplication#Notation and terminology|Multiplication]]
 
|-
 
|-
−
| [[Processlayer Nabla|Nabla]]
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| [[Mathmech Nabla|Nabla]]
 
| ∇
 
| ∇
 
| [[wikipedia:Del|Nabla]]
 
| [[wikipedia:Del|Nabla]]
 
|-
 
|-
−
| [[Processlayer Sigma|Sigma]]
+
| [[Mathmech Sigma|Sigma]]
 
| Σ
 
| Σ
 
| [[wikipedia:Sigma#Science and mathematics|Sigma]]
 
| [[wikipedia:Sigma#Science and mathematics|Sigma]]
 
|-
 
|-
−
| [[Processlayer Subtra|Subtra]]
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| [[Mathmech Subtra|Subtra]]
 
| －
 
| －
 
| [[wikipedia:Subtraction|Subtraction]]
 
| [[wikipedia:Subtraction|Subtraction]]
 
|-
 
|-
−
| [[Pyrocesslayer Final Sigma|Final Sigma]]
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| [[Mathmech Processor Final Sigma|Final Sigma]]
 
| ς
 
| ς
 
| [[wiktionary:final sigma|Final sigma]]
 
| [[wiktionary:final sigma|Final sigma]]
 
|-
 
|-
−
| [[Pyrocesslayer Magma|Magma]]
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| [[Mathmech Processor Magma|Magma]]
 
| ''M''
 
| ''M''
 
| [[wikipedia:Magma (algebra)|Magma]]
 
| [[wikipedia:Magma (algebra)|Magma]]
 
|-
 
|-
−
| [[Batch Processlayer d'Alembertian|Batch d'Alembertian]]
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| [[Mathmech Editor d'Alembertian|Batch d'Alembertian]]
 
| ☐
 
| ☐
 
| [[wikipedia:Batch processing|Batch]] / [[wikipedia:d'Alembert operator|d'Alembert operator]]
 
| [[wikipedia:Batch processing|Batch]] / [[wikipedia:d'Alembert operator|d'Alembert operator]]
 
|-
 
|-
−
| [[Batch Processlayer Laplacian|Batch Laplacian]]
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| [[Mathmech Editor Laplacian|Batch Laplacian]]
 
| ∇²
 
| ∇²
 
| [[wikipedia:Batch processing|Batch]] / [[wikipedia:Laplace operator|Laplace]]
 
| [[wikipedia:Batch processing|Batch]] / [[wikipedia:Laplace operator|Laplace]]
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{| class="wikitable sortable"
 
{| class="wikitable sortable"
 
|-
 
|-
−
! rocesslayer Spell/Trap
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! Mathmech Spell/Trap
 
! Origin
 
! Origin
 
|-
 
|-
−
| [[Processlayer Divider Nayuta|Divider Nayuta]]
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| [[Mathmech Divider Nayuta|Divider Nayuta]]
 
| [[wikipedia:Equals sign#Isomorphism|Isomorphism]] / [[wiktionary:%E9%82%A3%E7%94%B1%E4%BB%96#Japanese|Nayuta]]
 
| [[wikipedia:Equals sign#Isomorphism|Isomorphism]] / [[wiktionary:%E9%82%A3%E7%94%B1%E4%BB%96#Japanese|Nayuta]]
 
|-
 
|-
−
| [[Processlayer Formula|Formula]]
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| [[Mathmech Formula|Formula]]
 
| [[wikipedia:Formula#In computing|Formula]]
 
| [[wikipedia:Formula#In computing|Formula]]
 
|-
 
|-
−
| [[Processlayer Induction|Induction]]
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| [[Mathmech Induction|Induction]]
 
| [[wikipedia:Mathematical induction|Induction]]
 
| [[wikipedia:Mathematical induction|Induction]]
 
|-
 
|-
−
| [[Processlayer Superfactorial|Superfactorial]]
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| [[Mathmech Superfactorial|Superfactorial]]
 
| [[wikipedia:Factorial#Superfactorial|Superfactorial]]
 
| [[wikipedia:Factorial#Superfactorial|Superfactorial]]
 
|}
 
|}
  
 
==Playing style==
 
==Playing style==
−
The "rocesslayer" theme focuses on the use of Level 4 Cyberse monsters with a range of attributes (FIRE, EARTH, LIGHT, and DARK) with the goal of swarming the field with materials in order to Synchro Summon and Xyz Summon. The main play enablers are the duo of Level 4 Tuner monsters, the LIGHT Attribute "[[Processlayer Sigma]]" and DARK Attribute "[[Processlayer Nabla]]", as well as the FIRE Attribute "[[Processlayer Addion]]" and "[[Processlayer Subtra]]", and the EARTH Attribute "[[Processlayer Multiplier]]" and "[[Processlayer Division]]". Every "rocesslayer" Main Deck Monster includes an effect to Special Summon itself or other monsters, excluding Multiplier, who instead can double the level of a Level 4 Cyberse monster to Level 8 for the turn. These effects can range from summoning from hand, Deck, and GY and even multiple locations, as seen with the effect of "Division" to tribute a Cyberse monster, in order to Special Summon 2 Level 4 Cyberse Monsters: 1 from the hand and 1 from the GY.
+
The "Mathmech" theme focuses on the use of Level 4 Cyberse monsters with a range of attributes (FIRE, EARTH, LIGHT, and DARK) with the goal of swarming the field with materials in order to Synchro Summon and Xyz Summon. The main play enablers are the duo of Level 4 Tuner monsters, the LIGHT Attribute "[[Mathmech Sigma]]" and DARK Attribute "[[Mathmech Nabla]]", as well as the FIRE Attribute "[[Mathmech Addion]]" and "[[Mathmech Subtra]]", and the EARTH Attribute "[[Mathmech Multiplier]]" and "[[Mathmech Division]]". Every "Mathmech" Main Deck Monster includes an effect to Special Summon itself or other monsters, excluding Multiplier, who instead can double the level of a Level 4 Cyberse monster to Level 8 for the turn. These effects can range from summoning from hand, Deck, and GY and even multiple locations, as seen with the effect of "Division" to tribute a Cyberse monster, in order to Special Summon 2 Level 4 Cyberse Monsters: 1 from the hand and 1 from the GY.
  
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The primary monsters to make with these summoned resources include the Level 8 FIRE Cyberse Synchro Tuner Effect monster, "[[Pyrocesslayer Magma]]", the Level 12 FIRE Cyberse Synchro Effect monster "[[Pyrocesslayer Final Sigma]]", as well as the Rank 4 EARTH Cyberse Xyz Effect monster, "[[Batch Processlayer Laplacian]]". From there, the deck focuses on an OTK and beatdown strategy through its Synchro Monsters with added disruption abilities from the Xyz Monster. "Pyrocesslayer Magma" is capable of destroying two cards your opponent controls when it destroys a monster by battle and can search a "rocesslayer" Spell/Trap when it itself is destroyed. "Batch Processlayer Laplacian" gives the deck protection and disruption capabilities. "Pyrocesslayer Final Sigma", however, is the ultimate goal of this deck. While it is the [[Extra Monster Zone]], it becomes unaffected by card effects, except for "rocesslayer" cards, also it deals double battle damage when it battles a monster. Combine this with the ATK doubling effect of "Multiplier" and the effect of "Nabla" that allows for two attacks on monsters, and "Final Sigma" can very easily end the Duel.  
+
The primary monsters to make with these summoned resources include the Level 8 FIRE Cyberse Synchro Tuner Effect monster, "[[Mathmech Processor Magma]]", the Level 12 FIRE Cyberse Synchro Effect monster "[[Mathmech Processor Final Sigma]]", as well as the Rank 4 EARTH Cyberse Xyz Effect monster, "[[Mathmech Editor Laplacian]]". From there, the deck focuses on an OTK and beatdown strategy through its Synchro Monsters with added disruption abilities from the Xyz Monster. "Mathmech Processor Magma" is capable of destroying two cards your opponent controls when it destroys a monster by battle and can search a "Mathmech" Spell/Trap when it itself is destroyed. "Mathmech Editor Laplacian" gives the deck protection and disruption capabilities. "Mathmech Processor Final Sigma", however, is the ultimate goal of this deck. While it is the [[Extra Monster Zone]], it becomes unaffected by card effects, except for "Mathmech" cards, also it deals double battle damage when it battles a monster. Combine this with the ATK doubling effect of "Multiplier" and the effect of "Nabla" that allows for two attacks on monsters, and "Final Sigma" can very easily end the Duel.  
  
−
In addition, the deck's Spells and Traps allow for revival and ATK boosting with "[[Processlayer Formula]]", triggering effects of various "rocesslayer" Main Deck monsters with the Equip Spell "[[Processlayer Divider Nayuta]]", further ATK boosting and card removal with "[[Processlayer Induction]]", and quick Extra Deck Summoning through "[[Processlayer Superfactorial]]".
+
In addition, the deck's Spells and Traps allow for revival and ATK boosting with "[[Mathmech Formula]]", triggering effects of various "Mathmech" Main Deck monsters with the Equip Spell "[[Mathmech Divider Nayuta]]", further ATK boosting and card removal with "[[Mathmech Induction]]", and quick Extra Deck Summoning through "[[Mathmech Superfactorial]]".
  
 
===Recommended cards===
 
===Recommended cards===
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|effect monsters =
 
|effect monsters =
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* [[Processlayer Addion]]
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* [[Mathmech Addion]]
−
* [[Processlayer Division]]
+
* [[Mathmech Division]]
−
* [[Processlayer Multiplier]]
+
* [[Mathmech Multiplier]]
−
* [[Processlayer Subtra]]
+
* [[Mathmech Subtra]]
 
* [[Balancer Lord]]
 
* [[Balancer Lord]]
 
* [[ROM Cloudia]]
 
* [[ROM Cloudia]]
  
 
|tuner monsters =
 
|tuner monsters =
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* [[Processlayer Nabla]]
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* [[Mathmech Nabla]]
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* [[Processlayer Sigma]]
+
* [[Mathmech Sigma]]
  
 
|synchro monsters =
 
|synchro monsters =
−
* [[Pyrocesslayer Final Sigma]]
+
* [[Mathmech Processor Final Sigma]]
−
* [[Pyrocesslayer Magma]]
+
* [[Mathmech Processor Magma]]
  
 
|xyz monsters =
 
|xyz monsters =
−
* [[Batch Processlayer d'Alembertian]]
+
* [[Mathmech Editor d'Alembertian]]
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* [[Batch Processlayer Laplacian]]
+
* [[Mathmech Editor Laplacian]]
  
 
|link monsters =
 
|link monsters =
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|spells =
 
|spells =
−
* [[Processlayer Divider Nayuta]]
+
* [[Mathmech Divider Nayuta]]
−
* [[Processlayer Formula]]
+
* [[Mathmech Formula]]
 
* [[Cynet Backdoor]]
 
* [[Cynet Backdoor]]
 
* [[Cynet Mining]]
 
* [[Cynet Mining]]
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|traps =
 
|traps =
−
* [[Processlayer Induction]]
+
* [[Mathmech Induction]]
−
* [[Processlayer Superfactorial]]
+
* [[Mathmech Superfactorial]]
 
}}
 
}}
  
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{{Archseries navbox|rocesslayer}}
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{{Archseries navbox}}
  
 
[[Category:Archetypes]]
 
[[Category:Archetypes]]

Revision as of 12:18, 7 August 2019

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Mathmech
"Pyrocesslayer Final Sigma"
"Pyrocesslayer Final Sigma"
Japanese
  • 斬（ザン）機（キ）
  • 斬機 (base)
  • ザンキ (ruby)
  • Zanki (romanized)
Sets
TCG
OCG
Lists

"Mathmech", known as Zanki (斬機（ザンキ） Zanki) in the OCG, is an archetype of Cyberse monsters introduced in Deck Build Pack: Mystic Fighters. It is comprised of primarily Level 4 monsters of various Attributes that focus on Synchro and Xyz Summoning.

Etymology

"Mathmech" appears to be themed around Mathematics and processors of various kinds. In Japanese, "Zanki" means "cutting machine", but also sounds like "Sanki", which means "calculator", a non-computer processor. The "Mathmech" Synchro monsters, the "Mathmech Processors", are "Enzanki", which can mean both "flame cutting machine" and "arithmetic unit". The "Mathmech" Xyz monsters, the "Mathmech Editors", are "Kaizanki", which means "mass cutting machine", and is also a play on "Keisanki", likely meant to reference Batch Processing.

Mathmech monster Symbol Origin
Addion ＋ Addition
Division ÷ Division
Multiplier × Multiplication
Nabla ∇ Nabla
Sigma Σ Sigma
Subtra － Subtraction
Final Sigma ς Final sigma
Magma M Magma
Batch d'Alembertian ☐ Batch / d'Alembert operator
Batch Laplacian ∇² Batch / Laplace
Mathmech Spell/Trap Origin
Divider Nayuta Isomorphism / Nayuta
Formula Formula
Induction Induction
Superfactorial Superfactorial

Playing style

The "Mathmech" theme focuses on the use of Level 4 Cyberse monsters with a range of attributes (FIRE, EARTH, LIGHT, and DARK) with the goal of swarming the field with materials in order to Synchro Summon and Xyz Summon. The main play enablers are the duo of Level 4 Tuner monsters, the LIGHT Attribute "Mathmech Sigma" and DARK Attribute "Mathmech Nabla", as well as the FIRE Attribute "Mathmech Addion" and "Mathmech Subtra", and the EARTH Attribute "Mathmech Multiplier" and "Mathmech Division". Every "Mathmech" Main Deck Monster includes an effect to Special Summon itself or other monsters, excluding Multiplier, who instead can double the level of a Level 4 Cyberse monster to Level 8 for the turn. These effects can range from summoning from hand, Deck, and GY and even multiple locations, as seen with the effect of "Division" to tribute a Cyberse monster, in order to Special Summon 2 Level 4 Cyberse Monsters: 1 from the hand and 1 from the GY.

The primary monsters to make with these summoned resources include the Level 8 FIRE Cyberse Synchro Tuner Effect monster, "Mathmech Processor Magma", the Level 12 FIRE Cyberse Synchro Effect monster "Mathmech Processor Final Sigma", as well as the Rank 4 EARTH Cyberse Xyz Effect monster, "Mathmech Editor Laplacian". From there, the deck focuses on an OTK and beatdown strategy through its Synchro Monsters with added disruption abilities from the Xyz Monster. "Mathmech Processor Magma" is capable of destroying two cards your opponent controls when it destroys a monster by battle and can search a "Mathmech" Spell/Trap when it itself is destroyed. "Mathmech Editor Laplacian" gives the deck protection and disruption capabilities. "Mathmech Processor Final Sigma", however, is the ultimate goal of this deck. While it is the Extra Monster Zone, it becomes unaffected by card effects, except for "Mathmech" cards, also it deals double battle damage when it battles a monster. Combine this with the ATK doubling effect of "Multiplier" and the effect of "Nabla" that allows for two attacks on monsters, and "Final Sigma" can very easily end the Duel.

In addition, the deck's Spells and Traps allow for revival and ATK boosting with "Mathmech Formula", triggering effects of various "Mathmech" Main Deck monsters with the Equip Spell "Mathmech Divider Nayuta", further ATK boosting and card removal with "Mathmech Induction", and quick Extra Deck Summoning through "Mathmech Superfactorial".

Recommended cards

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