Marvel Team-Up #4 (1997) — Comic Book Value
Marvel Team UpWhat Marvel Team-Up #4 (1997) is worth — ungraded and CGC graded (6.0, 8.0).
Marvel Team-Up #4 (1997) value — Ungraded ₩5,708 · $4 · Grade 6.0 ₩12,843 · $9 · Grade 8.0 ₩21,406 · $15. Prices updated 2026년 7월.
Converted from USD at the ECB reference rate — sold comps are US-market sales.
Real sold prices per grade — the Grade 8.0 premium on this card is 3.8× raw.Chart values in USD
Live on eBay right now
Which version do you have?
For the cheapest way to own Marvel Team-Up #4, grab the Standard: $3 version. The higher-priced Nauck: $4 and Standard: $5 versions offer slight variations in condition or packaging, though scarcity is not the primary driver here. If you only want the book, stick to the lowest price. Collectors prioritizing a specific grade or variant should pay the extra for the Nauck: $4, while casual buyers should save with the Standard: $3.
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Item details
- Series
- Marvel Team Up
Marvel Team-Up #4 (1997) comic value
An ungraded copy of Marvel Team-Up #4 (1997) averages around $4. A CGC 6.0 runs about $9, and a CGC 8.0 commands $15.
What drives the price
Grade is everything in comics — spine ticks, page color, and restoration decide the number, and the jump from raw to high grade can be 10×+. Key issues (first appearances, origins, deaths) carry the biggest premiums, and early printings beat reprints.
Price guide
Sold values by grade vs. what sellers ask today
| Condition | Value | Based on |
|---|---|---|
| Ungraded | ₩5,708 · $4 | eBay sold comps |
| Grade 6.0 | ₩12,843 · $9 | eBay sold comps |
| Grade 8.0 | ₩21,406 · $15 | eBay sold comps |
자주 묻는 질문
- What is the price range for Marvel Team-Up #4?
- The price ranges from $4 for ungraded copies up to $14 for a Grade 8.0 copy.
- Is the condition of this comic significantly impacting its value?
- Yes, condition is key; a Grade 6.0 sells for $9, compared to an ungraded copy at $4.
- Where can I find the best deal on this comic?
- Check the marketplace to compare the $4 ungraded option against the graded options for the best value.