Tahri404
25 views23 days ago
Commander
Size: 46Salt sum: 26.99
Choose your preferred layout. You can mix and match options using the View as & Group by drop-downs above.
Commander
Wilhelt, the Rotcleaver
Whenever another Zombie you control dies, if it didn't have decayed, create a 2/2 black Zombie creature token with decayed. (It can't block. When it attacks, sacrifice it at end of combat.)
At the beginning of your end step, you may sacrifice a Zombie. If you do, draw a card.
At the beginning of your end step, you may sacrifice a Zombie. If you do, draw a card.
Legendary Creature - Warrior Zombie
Commander
(CTRL to add secondary)
Recursion
Gisa, Glorious Resurrector
If a creature an opponent controls would die, exile it instead.
At the beginning of your upkeep, put all creature cards exiled with Gisa onto the battlefield under your control. They gain decayed. (A creature with decayed can't block. When it attacks, sacrifice it at end of combat.)
At the beginning of your upkeep, put all creature cards exiled with Gisa onto the battlefield under your control. They gain decayed. (A creature with decayed can't block. When it attacks, sacrifice it at end of combat.)
Legendary Creature - Human Wizard
Recursion
(CTRL to add secondary)
Tokens
Gisa, the Hellraiser
Ward—, Pay 2 life.
Skeletons and Zombies you control get +1/+1 and have menace.
Whenever you commit a crime, create two tapped 2/2 blue and black Zombie Rogue creature tokens. This ability triggers only once each turn. (Targeting opponents, anything they control, and/or cards in their graveyards is a crime.)
Skeletons and Zombies you control get +1/+1 and have menace.
Whenever you commit a crime, create two tapped 2/2 blue and black Zombie Rogue creature tokens. This ability triggers only once each turn. (Targeting opponents, anything they control, and/or cards in their graveyards is a crime.)
Legendary Creature - Human Warlock
Tokens
(CTRL to add secondary)
Deck Info
Deck stats
CategoriesQtyOdds
Click charts to focus on cards
Deck extras (0)
Description
This deck has no description