CEDH · DECK
Kinnan, Bonder Prodigy
@Eric Khoi Huynh · #5-8 · Monthly May: Tundra - Bay Area cEDH @ CardArt (Sunnyvale, CA) · 2026-05-09
Kinnan, Bonder Prodigy
DECK $
$4,134
MYTHIC
18
RARE
57
UNCOMMON
16
COMMON
9
COMMAND1 CARD
Creature
1 cardsNAMECOSTPRICE
×1
$14.25
MAIN99 CARDS
CURVE
COLOR
TYPES
Creature31
Druid5
Elf4
Bird3
Human3
Shapeshifter3
Spirit3
Wizard3
Citizen2
Eldrazi2
Elemental2
Faerie2
Horror2
Phyrexian2
Avatar1
Bard1
Dinosaur1
Drone1
Elk1
Glimmer1
Halfling1
Illusion1
Incarnation1
Kraken1
Merfolk1
Rebel1
Rogue1
Serpent1
Siege1
Sphinx1
Outlaws1
Party4
Land26
Nonbasic24
Basic2
Forest3
Island3
Town1
Artifact17
Phyrexian2
Horror1
Shapeshifter1
Instant17
Trap1
Enchantment8
Aura3
Elemental1
Elk1
Glimmer1
Sorcery6
Avatar1
Battle1
Dinosaur1
Siege1
Planeswalker1
Tezzeret1
Legends13
Historic27
LAND PROBABILITY
26 LANDS · 99 CARDS
OPENING HAND
MISS A LAND DROP
Assumes one card drawn per turn, one land played per turn, no additional draw or recursion, no discard, and only counting cards in Main. Select a different number of lands in opening hand to see the adjusted missed land drop distribution.
TURN 10.0%
TURN 20.0%
TURN 30.0%
TURN 430.9%
TURN 563.3%
TURN 683.7%
TURN 793.7%
SAMPLE HAND0 CARDS
COMBOS17 COMBOS
Infinite colorless manaInfinite storm count
ADDITIONAL REQUIREMENTS
Permanent that can be cast using {C}
Infinite colorless manaInfinite storm count
ADDITIONAL REQUIREMENTS
Permanent that can be cast using {C}{C}
Infinite non-blue mana of colors among permanents you controlInfinite mana of colors among permanents you control
Infinite non-blue mana of colors among permanents you controlInfinite mana of colors among permanents you control
Infinite mana of colors among permanents you controlInfinite non-blue mana of colors among permanents you controlPut most creature cards from your library onto the battlefield
Infinite LTBInfinite ETBInfinite storm count
ADDITIONAL REQUIREMENTS
Permanent with Affinity and a Generic Mana Cost
Infinite LTBInfinite ETBInfinite storm count
ADDITIONAL REQUIREMENTS
Permanent castable for {0} that does not die on entering