Digimon Card Game Ruling Quiz ← Back to BT25
BT25-095 Paradise Colosseum
BT25-095 Paradise Colosseum
Card Details
Option Red Green Use Cost 3
Iliad/TS

Effect

While you have no face-up security cards, you can ignore this card's color requirements.
[Security] [All Turns] All of your red or green [TS] trait Digimon get +2000 DP. While you have [Marsmon] or [Callismon], they also gain <Rush>.
[Main] Add your bottom security card to the hand and place this card face up as the bottom security card. Then, you may play 1 red or green [TS] trait Digimon card from your hand with the cost reduced by 3.

Security Effect

[Security] You may play 1 level 4 or lower red or green [TS] trait Digimon card from your hand or trash without paying the cost.

Rulings Q&A — 6 entries

Q2 Q6451
Can I also activate this card's [Main] effect when I have 0 cards in my security stack?
Show ruling
Official Ruling
Yes, you can. In such cases, you can't add a card from your security stack to your hand, therefore you only place this card in your security stack.
Source: BT25-095 Paradise Colosseum
Next problem (96/104) →
Q3 Q6452
What happens to cards placed face up in the security stack by effects?
Show ruling
Official Ruling
They become face-up security cards that remain revealed. Other than rules that specify face-up security cards, the rules apply in the same manner as standard security cards.
Source: BT25-095 Paradise Colosseum
Next problem (96/104) →
Q4 Q6453
What happens upon a security check for a security card that is placed face-up?
Show ruling
Official Ruling
The check is performed with the card left revealed. Other than rules for cards left revealed, the rules apply in the same manner as standard checks.
Source: BT25-095 Paradise Colosseum
Next problem (96/104) →
Q6 Q6455
What happens if I shuffle a security stack that includes security cards placed face-up?
Show ruling
Official Ruling
Any face-up cards are placed face down, then you shuffle the cards. After shuffling, those cards are left face-down.
Source: BT25-095 Paradise Colosseum
Next problem (96/104) →
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