Split advantage

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({{Split|4|3}}: changing examples (Fortune Teller really?))
 
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Split advantage is when a card benefits a player with a certain opening split more than another with a different split.
 
Split advantage is when a card benefits a player with a certain opening split more than another with a different split.
 
== {{Split|5|2}} ==
 
== {{Split|5|2}} ==
* All {{Cost|5}} [[Curser]]s
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* All {{Cost|5}} [[Curser|Cursers]]
 
** Especially {{Card|Ill-Gotten Gains|IGG}}
 
** Especially {{Card|Ill-Gotten Gains|IGG}}
 
* Powerful {{Cost|5}} cards, such as {{Card|Wharf}}
 
* Powerful {{Cost|5}} cards, such as {{Card|Wharf}}
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* {{Event|Alms}}
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== {{Split|4|3}} ==
 
== {{Split|4|3}} ==
* {{Card|Ambassador}},{{Card|Fortune Teller}},{{Card|Sea Hag}} are very good attacks.
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* {{Card|Ambassador}}, {{Card|Urchin}} are very good attacks.
 
* {{Card|Baron}} can boost up a {{Cost|4}}/{{Cost|3}} player.
 
* {{Card|Baron}} can boost up a {{Cost|4}}/{{Cost|3}} player.
* {{Card|Masquerade}}
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* {{Card|Masquerade}}, {{Card|Steward}} or other trashers.
* {{NewCard|Potion}}
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* {{Card|Potion}}
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== Special Cases ==
 
== Special Cases ==
Sometimes, due to {{Card|Baker}}, {{Card|Nomad Camp}}, and {{Card|Mandarin}}, a player can have a split other than {{Split|5|2}} or {{Split|4|3}}
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Sometimes, a player can have a split other than {{Split|5|2}} or {{Split|4|3}}
See the card pages and more below. Please add more examples here.
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See [[Opening#Unusual_openings|Unusual Openings]] for examples.
=== Baker ===
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* {{Split|4|3}} turns into  {{Split|4|4}} for double {{Card|Treasure Map}}.
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{{Navbox Strategy}}
=== Nomad Camp ===
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[[Category:Strategic concepts]]
{{Split|4|3}} turns into {{Split|4|4}} (2 buys), and is useful to get 2 {{Card|Chapel}}s or {{Card|Fool's Gold}}s
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=== Mandarin ===
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* Allows you to get another {{Cost|5}} cad before the reshuffle.
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{{Stub}}
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Latest revision as of 20:52, 21 July 2022

Split advantage is when a card benefits a player with a certain opening split more than another with a different split.

[edit] $5/$2

[edit] $4/$3

[edit] Special Cases

Sometimes, a player can have a split other than $5/$2 or $4/$3 See Unusual Openings for examples.


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