Branching Evolution
Enchantment
MH3Modern Horizons 3#285rare
As Aclazotz's undead forces approached the temple of Ojer Kaslem, they met a roaring wall of vibrant, flourishing life.
- Finishes
- Nonfoil · Foil
- Border
- black
- Security stamp
- oval
- Frame
- 2015
- Pull rate
- ~1 in 83–1165
- Illustrator
- Lucas Graciano
- Found in
- Modern Horizons 3 Play Booster Pack · Modern Horizons 3 Collector Booster Pack
CommanderLegalModernLegalStandardNot legal
Format legality
Constructed
StandardNot legal
PioneerNot legal
ModernLegal
LegacyLegal
VintageLegal
PauperNot legal
Commander
CommanderLegal
Pauper CommanderNot legal
Duel CommanderLegal
PreDHNot legal
OathbreakerLegal
Tiny LeadersLegal
Arena
AlchemyNot legal
HistoricLegal
TimelessLegal
BrawlLegal
Standard BrawlNot legal
Competitive BrawlLegal
GladiatorLegal
Other
PremodernNot legal
Old SchoolNot legal
Penny DreadfulLegal
Future StandardNot legal
If one or more +1/+1 counters would be put on a creature you control, twice that many +1/+1 counters are put on that creature instead.
Plays as:
Counter Doubler
Market · per finishspark updated 16h ago · prices as of 2026-08-30
TCGplayerFinish
Market
Δ 30D · Trend
Low
Buylist
Buy / Sell Gap
Buy
Nonfoil
$8.10
+29.2%
Since Jun 2024:H $8.20L $0.77$5.00
$6.40
-$1.40-28% · buylist > ask
VenuesHide venues
Low: tcgplayer
Buylist: cardkingdom
Foil
$8.12
+0.5%
Since Jun 2024:H $8.37L $1.05$5.08
$6.50
-$1.42-28% · buylist > ask
VenuesHide venues
Low: tcgplayer
Buylist: cardkingdom
Rulings
3 · latest Jun 23, 2020
- WotCJun 23, 2020
If a creature you control would enter the battlefield with a number of +1/+1 counters on it, it enters with twice that many instead.
- WotCJun 23, 2020
If two or more effects attempt to modify how many counters would be put onto a creature you control, you choose the order to apply those effects, no matter who controls the sources of those effects.
- WotCJun 23, 2020
If you control two Branching Evolutions, the number of +1/+1 counters put on a creature is four times the original number. Three Branching Evolutions multiplies the original number by eight, and so on.