Pay Up
Generic Attack Action - Attack
If defending hero controls a Gold, this gets overpower.
When this hits a hero, gain control of a Gold token they control. If you don't, deal 1 damage to them.
Average Card Type Distribution
Average Attack Value:Β
3.823.824771139
Average Defense Value: Β
2.632.626289769
Hero
Betsy, Skin in the Game
16% of decksPercentage of decks that could play both Pay Up and Betsy, Skin in the Game that play both.
Victor Goldmane, High and Mighty
15% of decksPercentage of decks that could play both Pay Up and Victor Goldmane, High and Mighty that play both.
Olympia, Prized Fighter
15% of decksPercentage of decks that could play both Pay Up and Olympia, Prized Fighter that play both.
Marlynn, Treasure Hunter
11% of decksPercentage of decks that could play both Pay Up and Marlynn, Treasure Hunter that play both.
Scurv, Stowaway
5% of decksPercentage of decks that could play both Pay Up and Scurv, Stowaway that play both.
Equipment
Craterhoof
45% of decksPercentage of decks that could play both Pay Up and Craterhoof that play both.
Nullrune Boots
40% of decksPercentage of decks that could play both Pay Up and Nullrune Boots that play both.
Nullrune Gloves
39% of decksPercentage of decks that could play both Pay Up and Nullrune Gloves that play both.
Quickdodge Flexors
34% of decksPercentage of decks that could play both Pay Up and Quickdodge Flexors that play both.
Fyendal's Spring Tunic
33% of decksPercentage of decks that could play both Pay Up and Fyendal's Spring Tunic that play both.
Gauntlets of Iron Will
29% of decksPercentage of decks that could play both Pay Up and Gauntlets of Iron Will that play both.
Civic Steps
27% of decksPercentage of decks that could play both Pay Up and Civic Steps that play both.
Tectonic Plating
26% of decksPercentage of decks that could play both Pay Up and Tectonic Plating that play both.
Good Time Chapeau
20% of decksPercentage of decks that could play both Pay Up and Good Time Chapeau that play both.
Gold-Baited Hook
20% of decksPercentage of decks that could play both Pay Up and Gold-Baited Hook that play both.
Aurum Aegis
19% of decksPercentage of decks that could play both Pay Up and Aurum Aegis that play both.
Nullrune Hood
17% of decksPercentage of decks that could play both Pay Up and Nullrune Hood that play both.
Crown of Dominion
16% of decksPercentage of decks that could play both Pay Up and Crown of Dominion that play both.
Prized Galea
16% of decksPercentage of decks that could play both Pay Up and Prized Galea that play both.
Grains of Bloodspill
16% of decksPercentage of decks that could play both Pay Up and Grains of Bloodspill that play both.
Crown of Providence
15% of decksPercentage of decks that could play both Pay Up and Crown of Providence that play both.
Arcane Lantern
13% of decksPercentage of decks that could play both Pay Up and Arcane Lantern that play both.
Goliath Gauntlet
12% of decksPercentage of decks that could play both Pay Up and Goliath Gauntlet that play both.
Balance of Justice
12% of decksPercentage of decks that could play both Pay Up and Balance of Justice that play both.
Refraction Bolters
12% of decksPercentage of decks that could play both Pay Up and Refraction Bolters that play both.
Braveforge Bracers
12% of decksPercentage of decks that could play both Pay Up and Braveforge Bracers that play both.
Ironsong Versus
10% of decksPercentage of decks that could play both Pay Up and Ironsong Versus that play both.
Nullrune Robe
10% of decksPercentage of decks that could play both Pay Up and Nullrune Robe that play both.
Base of the Mountain
9% of decksPercentage of decks that could play both Pay Up and Base of the Mountain that play both.
Valiant Dynamo
8% of decksPercentage of decks that could play both Pay Up and Valiant Dynamo that play both.
Steelbraid Buckler
8% of decksPercentage of decks that could play both Pay Up and Steelbraid Buckler that play both.
Golden Glare
8% of decksPercentage of decks that could play both Pay Up and Golden Glare that play both.
Kabuto of Imperial Authority
7% of decksPercentage of decks that could play both Pay Up and Kabuto of Imperial Authority that play both.
Buccaneer's Bounty
7% of decksPercentage of decks that could play both Pay Up and Buccaneer's Bounty that play both.
Savage Sash
7% of decksPercentage of decks that could play both Pay Up and Savage Sash that play both.
Snapdragon Scalers
7% of decksPercentage of decks that could play both Pay Up and Snapdragon Scalers that play both.
Scabskin Leathers
6% of decksPercentage of decks that could play both Pay Up and Scabskin Leathers that play both.
Apex Bonebreaker
6% of decksPercentage of decks that could play both Pay Up and Apex Bonebreaker that play both.
Scowling Flesh Bag
6% of decksPercentage of decks that could play both Pay Up and Scowling Flesh Bag that play both.
Crater Fist
6% of decksPercentage of decks that could play both Pay Up and Crater Fist that play both.
Arcanite Skullcap
6% of decksPercentage of decks that could play both Pay Up and Arcanite Skullcap that play both.
Stonewall Gauntlet
6% of decksPercentage of decks that could play both Pay Up and Stonewall Gauntlet that play both.
Stand Ground
6% of decksPercentage of decks that could play both Pay Up and Stand Ground that play both.
Arcanite Fortress
5% of decksPercentage of decks that could play both Pay Up and Arcanite Fortress that play both.
Skullhorn
5% of decksPercentage of decks that could play both Pay Up and Skullhorn that play both.
Cogwerx Tinker Rings
5% of decksPercentage of decks that could play both Pay Up and Cogwerx Tinker Rings that play both.
Light Fingers
5% of decksPercentage of decks that could play both Pay Up and Light Fingers that play both.
Weapon
living legend - Blitz
Miller's Grindstone
18% of decksPercentage of decks that could play both Pay Up and Miller's Grindstone that play both.
Titan's Fist
15% of decksPercentage of decks that could play both Pay Up and Titan's Fist that play both.
Decimator Great Axe
10% of decksPercentage of decks that could play both Pay Up and Decimator Great Axe that play both.
Hot Streak
7% of decksPercentage of decks that could play both Pay Up and Hot Streak that play both.
Talishar, the Lost Prince
7% of decksPercentage of decks that could play both Pay Up and Talishar, the Lost Prince that play both.
Hammerhead, Harpoon Cannon
6% of decksPercentage of decks that could play both Pay Up and Hammerhead, Harpoon Cannon that play both.
Cintari Saber
6% of decksPercentage of decks that could play both Pay Up and Cintari Saber that play both.
Action
Money Where Ya Mouth Is (Red)
Avg. played: Β
2.672.666666667
28% of decksPercentage of decks that could play both Pay Up and Money Where Ya Mouth Is (Red) that play both.
Tip the Barkeep
Avg. played: Β
2.302.296296296
20% of decksPercentage of decks that could play both Pay Up and Tip the Barkeep that play both.
Daily Grind
Avg. played: Β
3.003.000000000
18% of decksPercentage of decks that could play both Pay Up and Daily Grind that play both.
Tear Asunder
Avg. played: Β
2.772.771929825
17% of decksPercentage of decks that could play both Pay Up and Tear Asunder that play both.
Double Down
Avg. played: Β
2.662.663194444
15% of decksPercentage of decks that could play both Pay Up and Double Down that play both.
Visit Goldmane Estate
Avg. played: Β
2.692.688000000
14% of decksPercentage of decks that could play both Pay Up and Visit Goldmane Estate that play both.
Visit the Golden Anvil
Avg. played: Β
2.662.661290323
14% of decksPercentage of decks that could play both Pay Up and Visit the Golden Anvil that play both.
Cash In
Avg. played: Β
2.542.539906103
9% of decksPercentage of decks that could play both Pay Up and Cash In that play both.
Hold 'em (Red)
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Hold 'em (Red) that play both.
Overswing (Blue)
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Overswing (Blue) that play both.
Overswing (Red)
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Overswing (Red) that play both.
Tectonic Instability
Avg. played: Β
2.002.000000000
9% of decksPercentage of decks that could play both Pay Up and Tectonic Instability that play both.
Draw a Crowd
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Draw a Crowd that play both.
Leave a Dent
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Leave a Dent that play both.
Geyser of Seismic Stirrings (Blue)
Avg. played: Β
1.001.000000000
9% of decksPercentage of decks that could play both Pay Up and Geyser of Seismic Stirrings (Blue) that play both.
Promising Terrain
Avg. played: Β
1.001.000000000
9% of decksPercentage of decks that could play both Pay Up and Promising Terrain that play both.
Money Where Ya Mouth Is (Blue)
Avg. played: Β
2.532.534653465
9% of decksPercentage of decks that could play both Pay Up and Money Where Ya Mouth Is (Blue) that play both.
Loan Shark
Avg. played: Β
2.002.000000000
8% of decksPercentage of decks that could play both Pay Up and Loan Shark that play both.
Money Where Ya Mouth Is (Yellow)
Avg. played: Β
2.562.563535912
8% of decksPercentage of decks that could play both Pay Up and Money Where Ya Mouth Is (Yellow) that play both.
Edge Ahead (Red)
Avg. played: Β
3.003.000000000
8% of decksPercentage of decks that could play both Pay Up and Edge Ahead (Red) that play both.
Midas Touch
Avg. played: Β
2.002.000000000
7% of decksPercentage of decks that could play both Pay Up and Midas Touch that play both.
Sea Floor Salvage
Avg. played: Β
2.422.416666667
7% of decksPercentage of decks that could play both Pay Up and Sea Floor Salvage that play both.
Surface Shaking
Avg. played: Β
3.003.000000000
7% of decksPercentage of decks that could play both Pay Up and Surface Shaking that play both.
Portside Exchange
Avg. played: Β
2.462.461538462
7% of decksPercentage of decks that could play both Pay Up and Portside Exchange that play both.
Hit and Run (Blue)
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Hit and Run (Blue) that play both.
Hold 'em (Blue)
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Hold 'em (Blue) that play both.
The Weakest Link
Avg. played: Β
2.542.535211268
6% of decksPercentage of decks that could play both Pay Up and The Weakest Link that play both.
Mutiny on the Nimbus Sovereign
Avg. played: Β
2.002.000000000
6% of decksPercentage of decks that could play both Pay Up and Mutiny on the Nimbus Sovereign that play both.
Warmonger's Diplomacy
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Warmonger's Diplomacy that play both.
Goblet of Bloodrun Wine
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Goblet of Bloodrun Wine that play both.
Unsheathed
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Unsheathed that play both.
Commanding Performance
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Commanding Performance that play both.
Spoils of War
Avg. played: Β
3.003.000000000
5% of decksPercentage of decks that could play both Pay Up and Spoils of War that play both.
Flying High (Blue)
Avg. played: Β
2.002.000000000
5% of decksPercentage of decks that could play both Pay Up and Flying High (Blue) that play both.
Shifting Tides
Avg. played: Β
2.002.000000000
5% of decksPercentage of decks that could play both Pay Up and Shifting Tides that play both.
This Round's on Me
Avg. played: Β
2.002.000000000
5% of decksPercentage of decks that could play both Pay Up and This Round's on Me that play both.
Edge Ahead (Blue)
Avg. played: Β
3.003.000000000
5% of decksPercentage of decks that could play both Pay Up and Edge Ahead (Blue) that play both.
Attack Action
Command and Conquer
Avg. played: Β
2.752.752964427
30% of decksPercentage of decks that could play both Pay Up and Command and Conquer that play both.
Wage Gold (Red)
Avg. played: Β
2.622.618307427
28% of decksPercentage of decks that could play both Pay Up and Wage Gold (Red) that play both.
Drink 'Em Under the Table
Avg. played: Β
2.812.809523810
25% of decksPercentage of decks that could play both Pay Up and Drink 'Em Under the Table that play both.
Macho Grande (Blue)
Avg. played: Β
2.792.787061995
23% of decksPercentage of decks that could play both Pay Up and Macho Grande (Blue) that play both.
Cranial Crush
Avg. played: Β
2.812.807017544
22% of decksPercentage of decks that could play both Pay Up and Cranial Crush that play both.
Thunder Quake (Blue)
Avg. played: Β
2.802.798136646
20% of decksPercentage of decks that could play both Pay Up and Thunder Quake (Blue) that play both.
Disable (Blue)
Avg. played: Β
3.003.000000000
20% of decksPercentage of decks that could play both Pay Up and Disable (Blue) that play both.
Money or Your Life? (Red)
Avg. played: Β
2.002.000000000
20% of decksPercentage of decks that could play both Pay Up and Money or Your Life? (Red) that play both.
Chokeslam (Blue)
Avg. played: Β
3.003.000000000
19% of decksPercentage of decks that could play both Pay Up and Chokeslam (Blue) that play both.
Spinal Crush
Avg. played: Β
2.792.785234899
19% of decksPercentage of decks that could play both Pay Up and Spinal Crush that play both.
Pec Perfect
Avg. played: Β
3.003.000000000
18% of decksPercentage of decks that could play both Pay Up and Pec Perfect that play both.
Captain of the Guard
Avg. played: Β
2.002.000000000
18% of decksPercentage of decks that could play both Pay Up and Captain of the Guard that play both.
Headbutt
Avg. played: Β
2.002.000000000
18% of decksPercentage of decks that could play both Pay Up and Headbutt that play both.
Thunk (Blue)
Avg. played: Β
3.003.000000000
18% of decksPercentage of decks that could play both Pay Up and Thunk (Blue) that play both.
Debilitate (Blue)
Avg. played: Β
3.003.000000000
16% of decksPercentage of decks that could play both Pay Up and Debilitate (Blue) that play both.
Bet Big
Avg. played: Β
2.752.752767528
16% of decksPercentage of decks that could play both Pay Up and Bet Big that play both.
Enlightened Strike
Avg. played: Β
2.732.728624535
16% of decksPercentage of decks that could play both Pay Up and Enlightened Strike that play both.
Conqueror of the High Seas
Avg. played: Β
2.382.375000000
15% of decksPercentage of decks that could play both Pay Up and Conqueror of the High Seas that play both.
Money or Your Life? (Blue)
Avg. played: Β
2.002.000000000
14% of decksPercentage of decks that could play both Pay Up and Money or Your Life? (Blue) that play both.
Money or Your Life? (Yellow)
Avg. played: Β
2.002.000000000
14% of decksPercentage of decks that could play both Pay Up and Money or Your Life? (Yellow) that play both.
The Golden Son
Avg. played: Β
2.712.707031250
14% of decksPercentage of decks that could play both Pay Up and The Golden Son that play both.
Buckling Blow (Blue)
Avg. played: Β
3.003.000000000
13% of decksPercentage of decks that could play both Pay Up and Buckling Blow (Blue) that play both.
Sea Legs
Avg. played: Β
2.432.428571429
12% of decksPercentage of decks that could play both Pay Up and Sea Legs that play both.
Clash of Vigor (Blue)
Avg. played: Β
3.003.000000000
10% of decksPercentage of decks that could play both Pay Up and Clash of Vigor (Blue) that play both.
Murderous Rabble
Avg. played: Β
2.002.000000000
9% of decksPercentage of decks that could play both Pay Up and Murderous Rabble that play both.
Battalion Barque (Blue)
Avg. played: Β
2.002.000000000
9% of decksPercentage of decks that could play both Pay Up and Battalion Barque (Blue) that play both.
Enact Vengeance
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Enact Vengeance that play both.
Fearless Confrontation
Avg. played: Β
2.502.500000000
9% of decksPercentage of decks that could play both Pay Up and Fearless Confrontation that play both.
Seek Vengeance
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Seek Vengeance that play both.
Seek Vengeance (Red)
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Seek Vengeance (Red) that play both.
Vengeance Never Rests
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Vengeance Never Rests that play both.
Clash of Bravado
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Clash of Bravado that play both.
Aftershock (Red)
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Aftershock (Red) that play both.
Hostile Encroachment
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Hostile Encroachment that play both.
Break Stature
Avg. played: Β
1.001.000000000
9% of decksPercentage of decks that could play both Pay Up and Break Stature that play both.
Primed to Fight
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Primed to Fight that play both.
Wage Gold (Blue)
Avg. played: Β
2.472.470873786
9% of decksPercentage of decks that could play both Pay Up and Wage Gold (Blue) that play both.
Zealous Belting (Red)
Avg. played: Β
3.003.000000000
8% of decksPercentage of decks that could play both Pay Up and Zealous Belting (Red) that play both.
Clash of Might (Blue)
Avg. played: Β
3.003.000000000
8% of decksPercentage of decks that could play both Pay Up and Clash of Might (Blue) that play both.
Golden Tipple (Yellow)
Avg. played: Β
2.002.000000000
8% of decksPercentage of decks that could play both Pay Up and Golden Tipple (Yellow) that play both.
Golden Tipple (Blue)
Avg. played: Β
2.432.428571429
8% of decksPercentage of decks that could play both Pay Up and Golden Tipple (Blue) that play both.
Wallop (Blue)
Avg. played: Β
3.003.000000000
8% of decksPercentage of decks that could play both Pay Up and Wallop (Blue) that play both.
Chokeslam (Red)
Avg. played: Β
3.003.000000000
8% of decksPercentage of decks that could play both Pay Up and Chokeslam (Red) that play both.
Golden Tipple (Red)
Avg. played: Β
2.002.000000000
7% of decksPercentage of decks that could play both Pay Up and Golden Tipple (Red) that play both.
Wage Vigor (Red)
Avg. played: Β
3.003.000000000
7% of decksPercentage of decks that could play both Pay Up and Wage Vigor (Red) that play both.
Rouse the Ancients
Avg. played: Β
3.003.000000000
7% of decksPercentage of decks that could play both Pay Up and Rouse the Ancients that play both.
Wage Gold (Yellow)
Avg. played: Β
2.482.484662577
7% of decksPercentage of decks that could play both Pay Up and Wage Gold (Yellow) that play both.
Performance Bonus (Red)
Avg. played: Β
2.442.443708609
7% of decksPercentage of decks that could play both Pay Up and Performance Bonus (Red) that play both.
Concuss (Blue)
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Concuss (Blue) that play both.
Saltwater Swell (Blue)
Avg. played: Β
2.002.000000000
6% of decksPercentage of decks that could play both Pay Up and Saltwater Swell (Blue) that play both.
Strike Gold (Red)
Avg. played: Β
2.002.000000000
6% of decksPercentage of decks that could play both Pay Up and Strike Gold (Red) that play both.
HMS Marlin
Avg. played: Β
2.002.000000000
6% of decksPercentage of decks that could play both Pay Up and HMS Marlin that play both.
King Kraken Harpoon
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and King Kraken Harpoon that play both.
King Shark Harpoon
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and King Shark Harpoon that play both.
Concuss (Red)
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Concuss (Red) that play both.
Thump (Blue)
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Thump (Blue) that play both.
Boulder Drop
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Boulder Drop that play both.
Ripple Away
Avg. played: Β
2.002.000000000
5% of decksPercentage of decks that could play both Pay Up and Ripple Away that play both.
Wrecker Romp (Blue)
Avg. played: Β
3.003.000000000
5% of decksPercentage of decks that could play both Pay Up and Wrecker Romp (Blue) that play both.
Rally the Coast Guard (Blue)
Avg. played: Β
2.502.500000000
5% of decksPercentage of decks that could play both Pay Up and Rally the Coast Guard (Blue) that play both.
Swiftwater Sloop (Blue)
Avg. played: Β
2.002.000000000
5% of decksPercentage of decks that could play both Pay Up and Swiftwater Sloop (Blue) that play both.
Swiftwater Sloop (Red)
Avg. played: Β
2.002.000000000
5% of decksPercentage of decks that could play both Pay Up and Swiftwater Sloop (Red) that play both.
Blue Fin Harpoon
Avg. played: Β
3.003.000000000
5% of decksPercentage of decks that could play both Pay Up and Blue Fin Harpoon that play both.
Red Fin Harpoon
Avg. played: Β
3.003.000000000
5% of decksPercentage of decks that could play both Pay Up and Red Fin Harpoon that play both.
Yellow Fin Harpoon
Avg. played: Β
3.003.000000000
5% of decksPercentage of decks that could play both Pay Up and Yellow Fin Harpoon that play both.
Performance Bonus (Blue)
Avg. played: Β
2.002.000000000
5% of decksPercentage of decks that could play both Pay Up and Performance Bonus (Blue) that play both.
Attack Reaction
Pummel (Red)
Avg. played: Β
2.562.564304462
17% of decksPercentage of decks that could play both Pay Up and Pummel (Red) that play both.
Up the Ante
Avg. played: Β
3.003.000000000
14% of decksPercentage of decks that could play both Pay Up and Up the Ante that play both.
Provoke
Avg. played: Β
3.003.000000000
14% of decksPercentage of decks that could play both Pay Up and Provoke that play both.
Glint the Quicksilver
Avg. played: Β
3.003.000000000
14% of decksPercentage of decks that could play both Pay Up and Glint the Quicksilver that play both.
Take the Upper Hand (Red)
Avg. played: Β
3.003.000000000
9% of decksPercentage of decks that could play both Pay Up and Take the Upper Hand (Red) that play both.
Blade Runner (Blue)
Avg. played: Β
3.003.000000000
7% of decksPercentage of decks that could play both Pay Up and Blade Runner (Blue) that play both.
Blade Runner (Red)
Avg. played: Β
3.003.000000000
6% of decksPercentage of decks that could play both Pay Up and Blade Runner (Red) that play both.
Pummel (Blue)
Avg. played: Β
2.002.000000000
6% of decksPercentage of decks that could play both Pay Up and Pummel (Blue) that play both.
Jagged Edge
Avg. played: Β
3.003.000000000
5% of decksPercentage of decks that could play both Pay Up and Jagged Edge that play both.
Overpower (Blue)
Avg. played: Β
3.003.000000000
5% of decksPercentage of decks that could play both Pay Up and Overpower (Blue) that play both.
Blade Flurry
Avg. played: Β
3.003.000000000
5% of decksPercentage of decks that could play both Pay Up and Blade Flurry that play both.
Take the Upper Hand (Blue)
Avg. played: Β
3.003.000000000
5% of decksPercentage of decks that could play both Pay Up and Take the Upper Hand (Blue) that play both.
Defense Reaction
Sink Below (Red)
Avg. played: Β
2.722.717228464
30% of decksPercentage of decks that could play both Pay Up and Sink Below (Red) that play both.
Shelter from the Storm
Avg. played: Β
3.003.000000000
20% of decksPercentage of decks that could play both Pay Up and Shelter from the Storm that play both.
Fate Foreseen
Avg. played: Β
2.682.676767677
16% of decksPercentage of decks that could play both Pay Up and Fate Foreseen that play both.
Block
Test of Strength
Avg. played: Β
2.662.661157025
25% of decksPercentage of decks that could play both Pay Up and Test of Strength that play both.
Trounce
Avg. played: Β
3.003.000000000
13% of decksPercentage of decks that could play both Pay Up and Trounce that play both.
Sunken Treasure
Avg. played: Β
2.482.478260870
12% of decksPercentage of decks that could play both Pay Up and Sunken Treasure that play both.
Instant
Not So Fast
Avg. played: Β
2.002.000000000
18% of decksPercentage of decks that could play both Pay Up and Not So Fast that play both.
Oasis Respite (Red)
Avg. played: Β
2.572.570707071
9% of decksPercentage of decks that could play both Pay Up and Oasis Respite (Red) that play both.
Count Your Blessings (Red)
Avg. played: Β
3.003.000000000
8% of decksPercentage of decks that could play both Pay Up and Count Your Blessings (Red) that play both.
Count Your Blessings (Yellow)
Avg. played: Β
3.003.000000000
8% of decksPercentage of decks that could play both Pay Up and Count Your Blessings (Yellow) that play both.
Throw Caution to the Wind
Avg. played: Β
2.002.000000000
5% of decksPercentage of decks that could play both Pay Up and Throw Caution to the Wind that play both.
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