Megamorph
Structure Deck: Seto Kaiba · #EN027

Megamorph

Megamorph is a Common Spell Card from Structure Deck: Seto Kaiba (EN027) in the Yu-Gi-Oh! TCG. Cactaur's latest catalog snapshot shows a market reference near $0.53 for ungraded copies.

Structure Deck: Seto Kaiba set collectorsPrice-conscious singles buyers
TCGPlayer market $0.53
Cardmarket trend
Rarity Common
App coming soon

Who is this card for?

Megamorph suits collectors and players working on Structure Deck: Seto Kaiba who need the Common slot. Compare listing photos to your target edition and confirm the YGOPRODeck set code before buying online.

What is Megamorph from Structure Deck: Seto Kaiba?

Megamorph is a Spell Card in Structure Deck: Seto Kaiba numbered EN027. Megamorph (EN027) from Structure Deck: Seto Kaiba should be evaluated with set context, stats, archetype, and condition together. This printing is from Structure Deck: Seto Kaiba. Collector number EN027 distinguishes this printing from same-name cards in other sets.

What is Megamorph worth today?

Cactaur tracks a market reference near $0.53 for Megamorph. Low and high spread runs $0.53 to null. This printing is from Structure Deck: Seto Kaiba. Collector number EN027 distinguishes this printing from same-name cards in other sets. Catalogued rarity: Common. The set released in 2002.

SetStructure Deck: Seto Kaiba
NumberEN027
RarityCommon
TCGPlayer USD$0.53
Cardmarket EUR

How collectible is Megamorph?

Megamorph is a Common printing in Structure Deck: Seto Kaiba. Master set builders use set code and passcode to track completion progress. This printing is from Structure Deck: Seto Kaiba. Collector number EN027 distinguishes this printing from same-name cards in other sets.

What are the key details for Megamorph?

Megamorph lists as Spell Card (Equip). Rules text is indexed in the catalog for search and deck research. This printing is from Structure Deck: Seto Kaiba. Collector number EN027 distinguishes this printing from same-name cards in other sets. Catalogued rarity: Common. The set released in 2002.

Cactaur's take

Megamorph (EN027) from Structure Deck: Seto Kaiba should be evaluated with set context, stats, archetype, and condition together.

Pros

  • Megamorph is catalogued as Common Spell Card in Structure Deck: Seto Kaiba, making set code and passcode verification straightforward.
  • Public market data shows a reference near $0.53.

Cons

  • Raw market prices vary by condition and edition — near-mint estimates are not slab grades.

Verdict: Use $0.53 as a benchmark, then adjust for edition, grade, and how quickly you need to buy or sell.

FAQ

What is Megamorph from Structure Deck: Seto Kaiba?

Megamorph is a Common Spell Card from Structure Deck: Seto Kaiba numbered EN027 in the Yu-Gi-Oh! TCG. Cactaur indexes set, rarity, stats, and market references for this printing.

How much is Megamorph worth?

Cactaur's catalog snapshot shows a market reference near $0.53 for ungraded Megamorph. Condition, edition, and recent sold comps can move realized prices above or below that benchmark.

What rarity is Megamorph?

Megamorph is catalogued as Common in Structure Deck: Seto Kaiba. Use the set code on listings to confirm you are buying this exact printing. This printing is from Structure Deck: Seto Kaiba.

How do I verify the correct Megamorph printing?

Match set code sdks, collector number EN027, and edition. YGOPRODeck-backed metadata on this page is the reference Cactaur uses for catalog keys. This printing is from Structure Deck: Seto Kaiba.

Should I buy Megamorph near mint or played?

Near-mint copies command the catalog reference near $0.53. Heavily played copies trade lower unless the card is a chase rare where any clean copy is scarce.

Related cards

Trust & data sources. Cactaur displays catalog and market data from pokemontcg.io embedded TCGPlayer/Cardmarket references. Prices change frequently and are not guarantees.

Cactaur does not authenticate cards or guarantee values. Scan your copy in the iPhone app for condition-aware guidance.

Catalog snapshot: 2026-06-25. Last updated: 2026-06-25.