
Crystal Shard #76 — Pokémon Crystal Guardians Card Value
Pokémon Crystal GuardiansWhat the Crystal Shard #76 card from Pokémon Crystal Guardians is worth — ungraded and graded (PSA 10).
Crystal Shard #76 value — Ungraded $2 · Grade 9 $25 · PSA 10 $203. Prices updated July 2026.
Real sold prices per grade — the PSA 10 premium on this card is 101.5× raw.
Monthly CIB value, based on sold comps.
See the actual sold listings on eBay ↗Live on eBay right now
Which version do you have?
To simply own a Crystal Shard #76, purchase the Standard version for $2. The Reverse Holo version, priced at $3, offers a slight premium, usually indicating a different printing or minor aesthetic difference, though scarcity is not the primary driver here. If your goal is just collection completion, buy Standard. If you prefer a slightly more visually distinct piece and have the extra dollar, choose Reverse Holo.
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Item details
- Brand
- Pokémon
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- Pokémon Crystal Guardians
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- Pokémon
Crystal Shard #76 (Pokémon Crystal Guardians) card value
An ungraded Crystal Shard #76 from Pokémon Crystal Guardians averages around $2. A Grade 9 copy runs about $25, and a PSA 10 gem-mint commands $203.
What drives the price
Centering, corners, edges, and surface decide a card's grade — and the grade decides the price. The jump from raw to PSA 10 can be 5–20×, so condition is everything. Holos, first editions, and shadowless prints carry the biggest premiums.
Price guide
Sold values by grade vs. what sellers ask today
| Condition | Value | Based on |
|---|---|---|
| Ungraded | $2 | eBay sold comps |
| Grade 9 | $25 | eBay sold comps |
| PSA 10 | $203 | eBay sold comps |
Frequently asked questions
- What is the starting price for Crystal Shard #76?
- The ungraded version of Crystal Shard #76 is currently listed around $2.
- How much is a PSA 10 copy worth?
- A graded PSA 10 copy of Crystal Shard #76 is valued at $203.
- Which condition offers the best return on investment?
- For maximum value, a PSA 10 grade fetches the highest price, while ungraded offers the lowest entry point.