Brilliant Plan #36 – Portal Three Kingdoms (Uncommon)

Magic: The Gathering · Portal Three Kingdoms · Uncommon

Brilliant Plan #36 Price

Brilliant Plan (#36, Uncommon) from Portal Three Kingdoms is worth $5.54 in Near Mint condition on TCGplayer as of October 3, 2026. On Cardmarket, Europe's main marketplace, the Normal sells for €1.37.

Near Mint · TCGplayer: $5.54
Near Mint · Cardmarket: €1.37
30-day change: +7.6%
Printings: 1

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Brilliant Plan prices by printing

Near Mint market prices, updated October 4, 2026.

Printing	TCGplayer (USD)	Cardmarket (EUR)
Normal	$5.54	€1.37

TCGplayer market price and Cardmarket price for Near Mint English copies. They are two separate markets, so the euro figure is Cardmarket's own price, not a conversion of the dollar one. Source: TCGplayer, Cardmarket.

Card details

Set: Portal Three Kingdoms
Card number: 36
Rarity: Uncommon
Released: May 3, 1999
Illustrator: Song Shikai
Type line: Sorcery
Rules text: Draw three cards.
Flavor text: At Red Cliffs, Kongming and Zhou Yu each wrote his plan for defeating the Wei on the palm of his hand. They laughed as they both revealed the same word, "Fire."

Brilliant Plan: common questions

How much is Brilliant Plan #36 worth?

Brilliant Plan (#36, Uncommon) from Portal Three Kingdoms is worth $5.54 in Near Mint condition on TCGplayer as of October 3, 2026. On Cardmarket, Europe's main marketplace, the Normal sells for €1.37.

What set is Brilliant Plan from?

Brilliant Plan is card 36 in Portal Three Kingdoms, released May 3, 1999. Its rarity is Uncommon. Illustrated by Song Shikai.

Is Brilliant Plan going up in price?

Over the last 30 days the Near Mint Normal price on TCGplayer moved from $5.15 (September 5, 2026) to $5.54 (October 3, 2026), a change of +7.6%. The 30-day low was $5.15 and the high $5.54.

How do I check what my Brilliant Plan is worth?

Scan it with the TCG Vault app on iPhone: it identifies the card from the camera in seconds and shows its current market price and price history, then keeps it in your collection so you can follow its value.