The 2026 Magic: The Gathering Star Trek trading card featuring Stable Wormhole as card number 215 in the TRK set.
2026 • Magic: The Gathering • Star Trek
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| Condition | Value | Source | Trend | Price Details |
|---|---|---|---|---|
$9.51 | Guide Estimate | |||
Raw / Ungraded
TCGplayer Market (reference) · Guide Estimate evidence · captured Nov 2, 2026
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Each point is the last stored observation that day for this printing, condition, grader, autograph status and source. Gaps mean no observation; guide estimates and asking prices are not completed sales.Stable Wormhole is a Rare Enchantment card from the 2026 Magic: The Gathering Star Trek set, identified by card number 215 and set code TRK. This Magic: The Gathering trading card game card has a mana cost of {2}{G} and a mana value of 3. Designed by artist Bruce Brenneise, the card features printed flavor text referencing Artificial verteron nodes and the Bajoran wormhole.
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The catalog profile below summarizes the card identity, featured subject, and notable collectible traits.
The core identity of the card within the set.
The subject, team, league, and sport context tied to this card.
Featured
Stable Wormhole
Game
Magic: The Gathering
Rarity, print treatment, and game-specific stats for this card.
Rare
Bruce Brenneise
Card Stock
English
{2}{G}
Enchantment
G
Abilities, attacks, oracle text, and flavor text printed on the card.
Whenever you attack, create a tapped Planet land token named New Planet with "{T}: Add one mana of any color."
Artificial verteron nodes stabilize the Bajoran wormhole, creating a reliable subspace passage to the Gamma Quadrant, shortcutting a journey of several decades.
FAQ
The mana cost for Stable Wormhole is {2}{G}, giving it a total mana value of 3.
Stable Wormhole is classified as an Enchantment card within the Magic: The Gathering trading card game.
Bruce Brenneise is the credited artist for the 2026 Magic: The Gathering Star Trek Stable Wormhole card.
Explore cards with this name across sets and editions. Check each card’s details before choosing a version.
