Magic 2012
Lord of the Unreal

Core Set · Magic 2012

Lord of the Unreal

62/249rare • illus. Jason Chan

A near-mint Lord of the Unreal #62 from Magic 2012 (Magic: The Gathering) is worth about £0.52.

Market value

£0.52

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Moderately Played Foil - Japanese

£3.86

Lightly Played Foil - Russian

£3.74

Lightly Played Foil

£3.72

Lightly Played Foil - Chinese (S)

£3.72

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About Lord of the Unreal

Lord of the Unreal (card #62) is a rare card from the Magic 2012 set in the Magic: The Gathering Trading Card Game. It is the 62nd of 249 cards in the base set. It carries a rarity of rare, which determines how often it appears in booster packs. The Magic 2012 set belongs to the Core Set series and was released in 2011. Its artwork was illustrated by Jason Chan. Based on live market data, a near-mint copy is currently valued at around £0.52 on The TCG OS. Track its full price history, compare raw and graded values, browse other printings, and find live listings below.

Card details

Set
Magic 2012
Number
#62 of 249
Rarity
rare
Artist
Jason Chan
Year
2011
Game
Magic: The Gathering
Market value
£0.52 (near-mint)

Available now

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Price trend

45 data points

£0.49£0.51£0.52£0.54£0.551 Jun11 Sept

Card details

Type
Creature — Human Wizard
Mana cost
{U}{U}
Mana value
2
Power / Toughness
2 / 2
Colours
U
Rarity
rare
Released
15 Jul 2011

Oracle text

Illusion creatures you control get +1/+1 and have hexproof. (They can't be the targets of spells or abilities your opponents control.)

FAQs about Lord of the Unreal

How much is Lord of the Unreal worth?

Around £0.52 for a near-mint copy, based on live market data.

What set is Lord of the Unreal from?

Lord of the Unreal is card #62 from the Magic 2012 set (released 2011).

How rare is Lord of the Unreal?

Lord of the Unreal is a rare card.

What year was Lord of the Unreal released?

The Magic 2012 set was released in 2011.

Where can I buy Lord of the Unreal?

Browse live listings and prices on this page; check back as vendors add stock.

Other versions

1 printing

Also in Magic 2012

View full set →