Conan the Barbarian [Lavaud] #17 (2024) — Comic Book Value

Conan The Barbarian

What Conan the Barbarian [Lavaud] #17 (2024) is worth — ungraded and CGC graded (6.0, 8.0).

Conan the Barbarian [Lavaud] #17 (2024) value — Ungraded $4 · Grade 6.0 $7 · Grade 8.0 $11. Prices updated September 2026.

Series · Conan The Barbarian
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Value by grade
$4
Ungraded
+75%
$7
Grade 6.0
2.8×
$11
Grade 8.0

Real sold prices per grade — the Grade 8.0 premium on this card is 2.8× raw.

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Which version do you have?

For the absolute cheapest way to own it, grab any of the $3 or $4 Standard/Continuado versions. The premium versions like the De La Torre ($36) or Kotz ($5) offer specific editions or higher print runs, which collectors value for completeness or prestige. If you just want the card, stick to the $3 Standard. If you are a serious completist chasing specific artists or printings, the higher-priced versions are worth the investment.

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Item details

Series
Conan The Barbarian

Conan the Barbarian [Lavaud] #17 (2024) comic value

An ungraded copy of Conan the Barbarian [Lavaud] #17 (2024) averages around $4. A CGC 6.0 runs about $7, and a CGC 8.0 commands $11.

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

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ConditionValueBased on
Ungraded$4eBay sold comps
Grade 6.0$7eBay sold comps
Grade 8.0$11eBay sold comps

Frequently asked questions

What is the starting resale price for this comic?
The ungraded copy of Conan the Barbarian #17 is currently listed with a resale value starting at $4.
How much more is a Grade 8.0 worth compared to an ungraded copy?
A Grade 8.0 copy sells for $11, which is $7 more than the ungraded starting price of $4.
What is the price point for a Grade 6.0 copy?
A copy of Conan the Barbarian #17 graded at 6.0 has a resale value of $7.

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