
Swarming Goblins (162) [AFR]
- Rarity: C
- #: 162
- Creature Type or Sub Type: Creature — Goblin
- P: 4
- T: 3
-
Rules Text Contains: When Swarming Goblins enters the battlefield, roll a d20.
1-9 | Create a 1/1 red Goblin creature token.
10-19 | Create two of those tokens.
20 | Create three of those tokens.
Frequently Asked Questions
What game is Swarming Goblins [AFR] from?
Swarming Goblins [AFR] is a card from Magic: The Gathering, part of the Adventures in the Forgotten Realms set.
Which set is Swarming Goblins [AFR] from?
Swarming Goblins [AFR] is from the Adventures in the Forgotten Realms set for Magic: The Gathering.
What is the card number for Swarming Goblins [AFR]?
The card number for Swarming Goblins [AFR] in Adventures in the Forgotten Realms is 162.
What rarity is Swarming Goblins [AFR]?
Swarming Goblins [AFR] is a Common rarity card from the Adventures in the Forgotten Realms expansion in Magic: The Gathering.
Is Swarming Goblins [AFR] currently available in any condition?
Swarming Goblins [AFR] is currently out of stock at Trading Card Planet. Add it to your wishlist to keep track of its availability.
Where can I buy Swarming Goblins [AFR]?
Swarming Goblins [AFR] is currently out of stock at Trading Card Planet — add it to your wishlist and we'll let you know when it's back.

![Swarming Goblins (162) [AFR] — Adventures in the Forgotten Realms — Magic: The Gathering](/api/image-cache?url=https%3A%2F%2Fcdn.shopify.com%2Fs%2Ffiles%2F1%2F0922%2F1213%2F4227%2Ffiles%2F243258.jpg%3Fv%3D1736617260&w=600)


![Grim Bounty (106) [AFR]](/api/image-cache?url=https%3A%2F%2Fcdn.shopify.com%2Fs%2Ffiles%2F1%2F0922%2F1213%2F4227%2Ffiles%2F243589.jpg%3Fv%3D1736617330&w=420&q=72)
![Blink Dog (Showcase) (300) [AFR]](/api/image-cache?url=https%3A%2F%2Fcdn.shopify.com%2Fs%2Ffiles%2F1%2F0922%2F1213%2F4227%2Ffiles%2F243584.jpg%3Fv%3D1736617328&w=420&q=72)
![Rust Monster (Showcase) (321) [AFR]](/api/image-cache?url=https%3A%2F%2Fcdn.shopify.com%2Fs%2Ffiles%2F1%2F0922%2F1213%2F4227%2Ffiles%2F243454.jpg%3Fv%3D1736617322&w=420&q=72)