1. tcgrate
  2. Games
  3. Yu-Gi-Oh!
  4. Sets
  5. Duel Terminal 2
  6. Card Trooper

Yu-Gi-Oh! · Duel Terminal 2 · #DT02-EN057 · Duel Terminal Super Parallel Rare

Card Trooper

Yu-Gi-Oh! card price for Card Trooper: $50.53 market, from $40.99 at the cheapest listing, Limited printing, updated Oct 18, 2026. Full price history since Feb 8, 2024 below.

Market price · Limited · Oct 18, 2026
$50.53
+3.3% this week · +6.0% in 30 days
Buy on eBay →
1 day0.0%
7 days+3.3%
30 days+6.0%
90 days+37.1%
1 year+19.5%
All time+123.8%

Sellers right now

$40.99lowest listing$351.74highest
Market price$50.53
Mid listing$46.50
30-day avg$49.00

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

TCGplayer$50.53

One year

$32.0752-week low$50.5352-week high
In the range100%
All-time low$22.58
All-time high$50.53
First priceFeb 8, 2024
Limited · market price
$20.90$31.71$42.52$53.33
$50.53
Feb 2024Dec 2024Nov 2025Oct 2026
TCGplayer market price · via tcgcsvtcgrate.com

Price story

Our price record for Card Trooper begins in February 2024 at $22.58; the market price today is $50.53, up 124% since then. In the last year the price changed +19.5% and ranged from $32.07 to $50.53, and it now trades near the top of that range. This is the highest market price in our records for this card. The cheapest listing right now is $40.99, and the 30-day average market price is $49.00.

Printings

PrintingMarketLowHigh7d
Limited$50.53$40.99$351.74+3.3%

The card in play

ATK400
DEF400
Card type
Effect Monster
Attribute
EARTH
Monster type
Machine
Card text

Once per turn: You can choose a number from 1 to 3, then send that many cards from the top of your Deck to the GY; this card gains 500 ATK for each card sent to the GY this way, until the end of this turn. If this card you control is destroyed and sent to your GY: Draw 1 card.

Other printings of Card Trooper

28 more · $0.17 – $129.28
All printings

Also in Duel Terminal 2

most valuable
Full set