Branching Evolution 

Enchantment
Oracle text (EN)
Enchantment
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.
Printing details
- Set
- PIP · 468
- Rarity
- Rare
- Language
- EN
- Artist
- Tomas Duchek
- Released
- 2024-03-08
- Prices
- €9.78 · $11.42
Price history
The trend shows with at least 7 days of history.
- Cardmarket, trend
- CardTrader, Near Mint minimum (EN)
The history starts on October 28, 2026 and grows every day.
Show the data
| Date | Cardmarket, trend | CardTrader, Near Mint minimum (EN) |
|---|---|---|
| November 2, 2026 | €9.78 | €9.27 |
| October 31, 2026 | €9.78 | €9.37 |
| October 30, 2026 | €9.78 | €9.38 |
| October 28, 2026 | €9.45 | €9.38 |
Prices
| Source | Non-foil | Foil |
|---|---|---|
| Cardmarket | low €6.00 trend €9.78 30-day avg €7.53 | low €8.74 trend €10.84 30-day avg €7.24 |
| CardTrader (EN) | NM from €9.27 with Zero from €9.27 | NM from €12.21 with Zero from €13.88 |
| CardTrader (any language) | NM from €9.27 | NM from €11.21 |
Cardmarket updated Nov 2, 2026 · CardTrader updated Nov 2, 2026
Buy and look up
Legality
- standard Not legal
- pioneer Not legal
- modern Legal
- legacy Legal
- vintage Legal
- commander Legal
- pauper Not legal
- alchemy Not legal
- brawl Legal
- competitivebrawl Legal
- duel Legal
- future Not legal
- gladiator Legal
- historic Legal
- oathbreaker Legal
- oldschool Not legal
- paupercommander Not legal
- penny Legal
- predh Not legal
- premodern Not legal
- standardbrawl Not legal
- timeless Legal
- tlr Legal
Rulings
-
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.
-
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.
-
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.