Klefki
Klefki is a Common Pokémon TCG printing from Perfect Order (#59). Cactaur's latest catalog snapshot shows a TCGPlayer market reference near $0.08 for ungraded copies. The set released in 2026. Compare recent sold listings for the same set, number, and finish before buying.
Market
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Who is this card for?
Klefki suits collectors working on Perfect Order who need the Common slot. This is typically a low-cost slot for master sets; avoid overpaying unless you need a specific finish or near-gem condition.
What is Klefki from Perfect Order?
Klefki is a Pokémon card in Perfect Order numbered 59. Klefki from Perfect Order should be evaluated with set context, finish, and condition together. National Pokédex #707. This printing is from Perfect Order. Collector number 59 distinguishes this printing from same-name cards in other sets.
What is Klefki worth today?
Cactaur tracks a TCGPlayer market reference near $0.08 for Klefki. Low and high spread varies by finish. Per-finish references: Normal: $0.08; Reverse Holofoil: $0.25. This printing is from Perfect Order. Collector number 59 distinguishes this printing from same-name cards in other sets.
| Set | Perfect Order |
|---|---|
| Number | 59 |
| Rarity | Common |
| TCGPlayer USD | $0.08 |
| Cardmarket EUR | — |
| Normal | $0.08 justtcg · 2026-09-30 |
| Reverse Holofoil | $0.25 justtcg · 2026-09-30 |
Gameplay stats
| HP | 70 |
|---|---|
| Types | Metal |
| Memory Lock | Metal 30 Choose 1 of your opponent's Active Pokémon's attacks. During your opponent's next turn, that Pokémon can't use that attack. |
| Weakness | Fire ×2 |
How collectible is Klefki?
Klefki is listed as Common in Perfect Order. Set collectors, type collectors, and art buyers may value this card differently — confirm variant before paying chase premiums. This printing is from Perfect Order. Collector number 59 distinguishes this printing from same-name cards in other sets.
What are the key details for Klefki?
Catalog fields: set Perfect Order, rarity Common, regulation J. Format status: Expanded. Cross-check holo pattern and language when buying online. This printing is from Perfect Order. Collector number 59 distinguishes this printing from same-name cards in other sets. Catalogued rarity: Common. The set released in 2026.
Cactaur's take
Klefki from Perfect Order should be evaluated with set context, finish, and condition together.
Pros
- Klefki is catalogued as Common printing in Perfect Order, making set and number verification straightforward.
- Public market data shows a TCGPlayer reference near $0.08 across finishes (Normal: $0.08; Reverse Holofoil: $0.25).
Cons
- Raw market prices vary by condition, language, and holo variant — NM estimates are not slab grades.
Verdict: Treat this as a low-stakes master-set slot unless you are paying for gem condition or a specific reverse holo finish.
FAQ
How much is Klefki worth?
Cactaur's catalog shows a TCGPlayer market reference near $0.08 for ungraded Klefki from Perfect Order. Actual value depends on condition, language, and finish such as holo or reverse holo.
What set is Klefki from?
Klefki is listed in Perfect Order (Mega Evolution) as card #59. Always match both name and collector number because many Pokémon share names across sets.
How rare is Klefki?
Our catalog lists Klefki as Common in Perfect Order. Rarity guides pull rates but does not alone determine price — chase art, demand, and condition matter.
Is Klefki good for collectors or players?
Klefki includes gameplay stats in Perfect Order. Players should review format legality; collectors often prioritize set symbol, number, and visual variant over raw power. This printing is from Perfect Order.
What is the difference between holo and reverse holo Klefki?
Finish variants of Klefki carry separate market listings. Normal: $0.08; Reverse Holofoil: $0.25 before buying — sellers often mix up reverse holo and non-holo photos.
Related cards
- Spinarak — Perfect Order
- Rowlet — Perfect Order
- Decidueye ex — Perfect Order
- Salazzle ex — Perfect Order
- Mega Starmie ex — Perfect Order
- Mega Clefable ex — Perfect Order