Lim-Dûl's Vault

set	min	mtgo
-	1725.24	0.12 tix

Spoilers Random card

Name	Lim-Dûl's Vault
Type	Instant
Description	Look at the top five cards of your library. As many times as you choose, you may pay 1 life, put those cards on the bottom of your library in any order, then look at the top five cards of your library. Then shuffle and put the last cards you looked aSee more
Artist	Wizard of Barge
Set	Secret Lair 30th Anniversary Countdown Kit #1996
Wallpaper	download
Image	download

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Meta types

Tutor

Legality between formats

Table of contents

About Lim-Dûl's Vault

Lim-Dûl's Vault, Instant, designed by Rob Alexander first released in Jun, 1996 in the set Alliances and was printed exactly in 4 different ways. It see play in 2 formats: Commander and Legacy. It's currently being selled by the minimum price of 1725.24. It's a key card in 1 combos.

A deck that benefits from Lim-Dûl's Vault is a combo deck looking to dig deep into its library for specific key cards or answers to win the game. While the card offers powerful library manipulation, its downside of paying life can be risky in aggressive matchups or against burn decks. Other cards like Brainstorm or Ponder may be more efficient in some situations, but Lim-Dûl's Vault can still see play in decks that require precise card selection and manipulation to execute their game plan effectively.

Top 8 decks with Lim-Dûl's Vault

Format

Meta Decks

% total

Average per deck

Legacy

0.2

1.0

Rules

09/16/07

If you have five or fewer cards in your library, you can pay 1 life as many times as you like, but you’ll keep seeing the same cards.

09/16/07

In other words: — Step 1: Look at the top five cards of your library. — Step 2: If you like them, proceed to step 3a. If you don’t like them, proceed to step 3b. — Step 3a: Shuffle the rest of your library, then put those five cards back on top of your library in the order you want. The spell has finished resolving. — Step 3b: Put those five cards on the bottom of your library in the order you want. Pay 1 life. Return to step 1.

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