1. tcgrate
  2. Games
  3. One Piece Card Game
  4. Sets
  5. Adventure on Kami's Island
  6. Monkey.D.Luffy (EB04-061) (Alternate Art)

One Piece · Adventure on Kami's Island · #EB04-061 · Secret Rare

Monkey.D.Luffy (EB04-061) (Alternate Art)

One Piece card price for Monkey.D.Luffy (EB04-061) (Alternate Art): $31.12 market, from $25.60 at the cheapest listing, Foil printing, updated Oct 19, 2026. Full price history since Mar 30, 2026 below.

Market price · Foil · Oct 19, 2026
$31.12
−3.8% this week · −37.6% in 30 days
Buy on eBay →
1 day−0.2%
7 days−3.8%
30 days−37.6%
90 days−57.8%
1 year—
All time−81.1%

Sellers right now

$25.60lowest listing$150.00highest
Market price$31.12
Mid listing$39.00
30-day avg$37.81

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$31.12

One year

$31.1252-week low$164.9152-week high
In the range0%
All-time low$31.12
All-time high$164.91
First priceMar 30, 2026
Foil · market price
$23.09$74.82$126.56$178.29
$31.12
Mar 30Jun 5Aug 12Oct 19
TCGplayer market price · via tcgcsvtcgrate.com

Price story

Monkey.D.Luffy (EB04-061) (Alternate Art) came out in April 2026; we leave the first weeks out of this story, because early prices are set before real supply exists. Listings currently start at $25.60; over the last 30 days the market price averaged $37.81.

Printings

PrintingMarketLowHigh7d
Foil$31.12$25.60$150.00−3.8%

The card in play

Cost10
Power12000
Attribute
Strike
Color
Yellow
Subtypes
Straw Hat Crew;The Four Emperors;Egghead
Card type
Character
Card text

If you have 1 or less Life cards, give this card in your hand -1 cost.

[On Play] You may trash 1 card from your hand: Your Leader gains +2000 power until the end of your opponent's next End Phase. Then, this Character gains [Blocker] until the end of your opponent's next End Phase.

Other printings of Monkey.D.Luffy

249 more · $0.10 – $13,000.00
All printings

Also in Adventure on Kami's Island

most valuable
Full set