Charge of Eternia


Card name
Full Throttle
Sorcery
SLDSecret Lair Drop#7181rare
Borderless
Together, they charge—not for glory, but for Eternia.
- Promo
- Secret Lair Bonus
- Finishes
- Nonfoil · Foil
- Border
- borderless
- Security stamp
- oval
- Frame
- 2015
- Illustrator
- Benjamin Marra
CommanderLegalModernLegalStandardLegal
Format legality
Constructed
StandardLegal
PioneerLegal
ModernLegal
LegacyLegal
VintageLegal
PauperNot legal
Commander
CommanderLegal
Pauper CommanderNot legal
Duel CommanderLegal
PreDHNot legal
OathbreakerLegal
Tiny LeadersNot legal
Arena
AlchemyLegal
HistoricLegal
TimelessLegal
BrawlLegal
Standard BrawlLegal
Competitive BrawlLegal
GladiatorLegal
Other
PremodernNot legal
Old SchoolNot legal
Penny DreadfulLegal
Future StandardLegal
After this main phase, there are two additional combat phases.
At the beginning of each combat this turn, untap all creatures that attacked this turn.
Plays as:
Extra Combat
Market · per finishtrend updated 6h ago · prices as of Oct 15, 2026
$14.11 low
$7.00 low
Lowest listing
$14.11Buylist
—Buy / Sell Gap
—No price history for this finish in the last 30 days.
Since Oct 2026:H $0.68L $0.68Lowest listing
$7.00Buylist
—Buy / Sell Gap
—Price history
last 30 days · set by the window above · each finish on its own scaleNonfoil$19.750.0%30D
30D flat at$19.75Since Oct 2026:H $19.75L $19.75Foil$0.68—0.03× nonfoil
No price history for this finish in the last 30 days.
Since Oct 2026:H $0.68L $0.68Loading other printings
Rulings
2 · latest Feb 7, 2025
- WotCFeb 7, 2025
If you somehow cast this spell when it’s not a main phase, the second ability still takes effect, but there are no additional combat phases this turn. If you cast it during an opponent’s main phase, there are two additional combat phases, but that opponent gets to attack during those combat phases, not you.
- WotCFeb 7, 2025
There is no main phase between the two additional combat phases. If you cast this during your second main phase, you will go directly to the end step after the two additional combat phases are complete.