Shanks OP01-120
Secret Rare (SEC) · r1
Shanks OP01-120 (Secret Rare (SEC)) has an estimated market value of $8.51 as of September 7, 2026.
- 7 days
- +8.0%
- 30 days
- +1.7%
- 90 days
- +5.6%
- 1 year
- +274.9%
OP01-120 price history
| All-time high | $33.32 | November 18, 2023 |
|---|---|---|
| All-time low | $1.30 | November 29, 2024 |
| Tracked since | 1074 data points | June 11, 2023 |
Shanks OP01-120 card details
| Card number | OP01-120 |
|---|---|
| Set | One Piece Card the Best |
| Printing | Secret Rare (SEC) · r1 |
| Rarity | Secret Rare |
| Type | Character |
| Colour | Red |
| Cost | 9 |
| Power | 10000 |
| Counter | 0 |
| Attribute | Slash |
| Traits | The Four Emperors / Red-Haired Pirates |
| Released | November 8, 2024 |
Card text
[Rush] (This card can attack on the turn in which it is played.) [When Attacking] Your opponent cannot activate a [Blocker] Character that has 2000 or less power during this battle.
Every printing of OP01-120
The same card number is reprinted with different art and finishes. Values differ sharply between them, so check which printing you actually own.
Frequently asked
How much is Shanks OP01-120 worth?
Shanks OP01-120 (Secret Rare (SEC) · r1) has an estimated market value of $8.51 as of September 7, 2026. That figure is an average of recent public marketplace listings and sales, not a fixed price — condition, grading and the specific printing all change what a copy actually sells for.
How many printings of OP01-120 are there?
OP01-120 exists in 7 printings: Secret Rare (SEC), the base printing, Manga Rare, Parallel · Manga Rare · Alternate Art, Secret Rare (SEC), Parallel, Alternate Art. Printings vary enormously in value, so identifying the exact version you own matters more than the card number.
Where can I check what my One Piece cards are worth?
Beli TCG publishes daily market prices for every English One Piece Card Game card on this site, and the free Beli iPhone app scans your cards with the camera to identify the exact printing and track your whole collection's value over time.
