- tcgrate
- Games
- Dragon Ball Super Card Game
- Sets
- Malicious Machinations
- Android 18 // Dependable Sister Android 18
DB Super · Malicious Machinations · #BT8-023 · Common
Android 18 // Dependable Sister Android 18
DB Super card price for Android 18 // Dependable Sister Android 18: $1.10 market, from $1.10 at the cheapest listing, Foil printing, updated Oct 18, 2026. Full price history since Feb 8, 2024 below.
Sellers right now
Market price is what a near-mint copy actually sold for. The cheapest listing is what a seller asks today — on thin markets the two differ a lot.
Where to buy
One year
Price story
We have tracked Android 18 // Dependable Sister Android 18 (Foil) since February 2024, when it sold for $1.78. Today the market price is $1.10, down 38.2%. Across the past year it went +10.0%, with a low of $1.00 and a high of $1.18; today it sits in the middle of that range. The highest price we have recorded is $1.89, 71.8% above today. Listings currently start at $1.10; over the last 30 days the market price averaged $1.14.
Printings
The card in play
- Color
- Blue
- Card type
- Leader
- Era
- Special
- Character
- Android 18
- Special Trait
- Android
[Auto] When you place this card in your Leader Area, choose up to 1 {Android 21's Scheme} from your deck and activate it.
[Activate:Main] [Once per turn] Choose 1 Clone Token in your opponent's Battle Area and remove it from the game : Draw 1 card, choose 1 card in your life and add it to you hand, then choose up to 1 of your opponent's Battle Cards with an energy cost of 1 and return it to its owner's hand.
[Awaken] When your life is at 4 or less : You may draw 2 cards and flip this card over.
Dependable Sister Android 18
[Auto] When this card attacks, draw 1 card.
[Activate:Main] [Once per turn] Choose 1 Clone Token in your opponent's Battle Area and remove it from the game : Choose up to 1 of your opponent's Battle Cards with an energy cost of 1, return it to its owner's hand, then reduce the combo cost of all blue and green cards in your hand and Battle Area by 1 for the duration of the turn.





