
box · Salvat 2005
Swarm of Rats
A27/720 • uncommon • illus. Kev Walker
Market value
—
JustTCG
As an eBay Partner, we may be compensated if you make a purchase.
About Swarm of Rats
Swarm of Rats (card #A27) is a uncommon card from the Salvat 2005 set in the Magic: The Gathering Trading Card Game. It carries a rarity of uncommon, which determines how often it appears in booster packs. The Salvat 2005 set belongs to the box series and was released in 2005. Its artwork was illustrated by Kev Walker. Track its full price history, compare raw and graded values, browse other printings, and find live listings below.
Card details
- Set
- Salvat 2005
- Number
- #A27 of 720
- Rarity
- uncommon
- Artist
- Kev Walker
- Year
- 2005
- Game
- Magic: The Gathering
Available now
No shops stock this right now
No approved shop currently lists this card. Stock comes from real shops and changes often, so it is worth checking back. In the meantime you can add the card to your collection, save it to your wishlist, or look at the other printings below.
Free, and browsing needs no account — one is only needed to save cards of your own.
Price trend
Last 90 days · 0 data points
No history yet
The first price observation will be recorded on the next cron run. Trend lines appear here once a few days of data accumulate.
Card details
- Type
- Creature — Rat
- Mana cost
- {1}{B}
- Mana value
- 2
- Power / Toughness
- * / 1
- Colours
- B
- Rarity
- uncommon
- Artist
- Kev Walker
- Released
- 22 Aug 2005
Oracle text
Swarm of Rats's power is equal to the number of Rats you control.
FAQs about Swarm of Rats
What set is Swarm of Rats from?
Swarm of Rats is card #A27 from the Salvat 2005 set (released 2005).
How rare is Swarm of Rats?
Swarm of Rats is a uncommon card.
What year was Swarm of Rats released?
The Salvat 2005 set was released in 2005.
How many printings of Swarm of Rats are there?
Swarm of Rats has 11 printings across sets.
Where can I buy Swarm of Rats?
Browse live listings and prices on this page; check back as vendors add stock.




















