ST-10

The Three Captains

The Three Captains (ST-10) is a One Piece Card Game set released on March 10, 2023 containing 19 card printings. Its most valuable card is Monkey.D.Luffy at $10.96.

Printings
19
With prices
19
Set value
$35.01
Released
March 10, 2023

Most valuable cards in ST-10

Full ST-10 card list

All 19 printings in The Three Captains, in card-number order. Prices last refreshed September 6, 2026.

Card Rarity Type Price 7-day
Nami
OP01-016 · Alternate Art
Rare Character $5.65 +18.4%
Roronoa Zoro
OP01-025 · Alternate Art
Super Rare Character $1.34 -1.5%
Trafalgar Law
ST10-001
Leader Leader $3.48 -5.7%
Monkey.D.Luffy
ST10-002
Leader Leader $10.96 -10.1%
Eustass"Captain"Kid
ST10-003
Leader Leader $1.88 -3.1%
Sanji
ST10-004
Common Character $0.29 +3.6%
Jinbe
ST10-005
Common Character $0.30 0.0%
Monkey.D.Luffy
ST10-006
Super Rare Character $2.70 -2.2%
Killer
ST10-007
Common Character $0.12 -7.7%
Shachi & Penguin
ST10-008
Common Character $0.16 0.0%
Jean Bart
ST10-009
Common Character $0.18 0.0%
Trafalgar Law
ST10-010
Super Rare Character $4.15 +25.8%
Heat
ST10-011
Common Character $0.22 -4.3%
Bepo
ST10-012
Common Character $0.23 +4.5%
Eustass"Captain"Kid
ST10-013
Super Rare Character $0.77 -1.3%
Wire
ST10-014
Common Character $0.18 0.0%
Gum-Gum Giant Sumo Slap
ST10-015
Common Event $1.96 +2.1%
Gum-Gum Kong Gatling
ST10-016
Common Event $0.23 +4.5%
Punk Vise
ST10-017
Common Event $0.21 0.0%

Frequently asked

How many cards are in ST-10?

The Three Captains (ST-10) contains 19 distinct card printings, counting parallels, alternate arts and other variants separately. 19 of them currently have a tracked market price.

What is the most valuable card in The Three Captains?

Monkey.D.Luffy is the most valuable card in ST-10, with an estimated market value of $10.96.

When was ST-10 released?

The Three Captains (ST-10) was released on March 10, 2023.

How much is a complete ST-10 set worth?

Adding up the current market value of one copy of every tracked printing in ST-10 gives roughly $35.01. That total is dominated by a handful of chase cards, so a set of commons and uncommons is worth a small fraction of it.