A Convincing Argument: Difference between revisions
No edit summary |
No edit summary |
||
| (8 intermediate revisions by 2 users not shown) | |||
| Line 1: | Line 1: | ||
{{CardStatsBasic | {{CardStatsBasic | ||
|CardType=Quick Action | |CardType=Decisive Quick Action | ||
|CookieCost=1 | |CookieCost=1 | ||
|Rarity=Uncommon | |Rarity=Uncommon | ||
|Artist=Kircai | |Artist=Kircai | ||
|ImageUrl=Set3-031. | |ImageUrl=Set3-031.png | ||
}} | |FirstSet=Roll For Regression | ||
}}{{Note|text=This card has been [[upgrade]]d. It is now a [[Decisive Quick Action]].[[Category:Upgraded cards]]}}''A Convincing Argument'' is a [[Action|Decisive Quick Action]] (formerly [[Quick Action]]) card. It was introduced in [[Roll For Regression]][[Category:Roll For Regression]]. | |||
''A Convincing Argument'' is a [[ | |||
== Card Text == | == Card Text == | ||
End the current [[Fight]] immediately. | |||
End the current Fight immediately. | |||
If it is not your turn, your opponent(s) earn cookies equal to the Cost of any Characters they control that were in the Fight. | If it is not your turn, your opponent(s) earn [[cookies]] equal to the [[Cost]] of any [[Characters]] they control that were in the Fight. | ||
== Flavor Text == | == Flavor Text == | ||
| Line 26: | Line 23: | ||
* [[Roll For Regression]] (31/130) | * [[Roll For Regression]] (31/130) | ||
[[Category:Fight enders]] | |||
Latest revision as of 08:14, 16 October 2026
 | |
|---|---|
| Card Type | Decisive Quick Action 
|
| Cookie Cost | 1
|
| Rarity | Uncommon |
| Artist | Kircai |
| Tournament Status | Legal |
This card has been upgraded. It is now a Decisive Quick Action.
A Convincing Argument is a Decisive Quick Action (formerly Quick Action) card. It was introduced in Roll For Regression.
Card Text
End the current Fight immediately.
If it is not your turn, your opponent(s) earn cookies equal to the Cost of any Characters they control that were in the Fight.
Flavor Text
"You've still got a little age to give, how about 1 gold a year?"
Appearances
This card appears in the following sets:
- Roll For Regression (31/130)