![Marrok [Galactic Dust Refractor] #22](/api/images/junkpal-products/sports/marrok-galactic-dust-refractor-22-star-wars-2025-topps-hyperspace-sport/cover.webp)
Marrok [Galactic Dust Refractor] #22 2025 Topps Hyperspace Star Wars — Card Value
2025 Topps Hyperspace Star WarsWhat the Marrok [Galactic Dust Refractor] #22 (2025 Topps Hyperspace Star Wars) card is worth — ungraded vs graded.
Marrok [Galactic Dust Refractor] #22 2025 Topps Hyperspace Star Wars value — Ungraded $6. Prices updated July 2026.
Live on eBay right now
Which version do you have?
For the lowest cost, grab the Blue Lazer Refractor for $3. The Standard, Gold Galactic Dust, and Galactic Dust Refractors offer slight variations in finish or rarity, but the premium versions mainly appeal to dedicated collectors seeking specific chase parallels. If you just want the card, buy the cheapest option. If you want the highest tier of chase material, pay more for the Gold Galactic Dust Refractor.
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Item details
- Brand
- Star Wars
- Set
- 2025 Topps Hyperspace Star Wars
- Sport
- Star Wars
- Number
- #22
Marrok [Galactic Dust Refractor] #22 2025 Topps Hyperspace Star Wars value
A raw (ungraded) Marrok [Galactic Dust Refractor] #22 runs around $6, a Grade 9 about null, and a PSA 10 commands null.
What drives the price
Grade, centering, rookie/star status, set scarcity, and print run drive sports-card value. PSA/BGS gem-mint copies and rookies of stars carry the biggest premiums; raw commons sell for little.
Price guide
What this actually trades for — sold values by condition vs. what sellers are asking today
| Condition | Value | Based on |
|---|---|---|
| Ungraded | $6 | eBay sold comps |
Frequently asked questions
- What is the current market value for this ungraded card?
- The ungraded Marrok #22 is currently valued at $6.
- Is the 2025 Topps Hyperspace Star Wars set popular?
- The card belongs to the 2025 Topps Hyperspace Star Wars set, which is part of the Star Wars sports collection.
- Is this card considered rare?
- The card is identified by the number #22 within the set, but its rarity depends on specific set distribution.