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$0.34
5537 decks (0.8411%)
Spellvoid
Price History
Take Cover (Red)
Ranger Defense Reaction
Reload (If you have no cards in your arsenal, you may put a card from your hand face down into your arsenal.)
Average Card Type Distribution
Average Attack Value:Β
2.83
2.827029121
Average Defense Value: Β
2.65
2.648190443
Card Type
Format
Copies
Cost
Hero
Equipment
Weapon
Action
Attack Action
Attack Reaction
Defense Reaction
Block
Instant
Resource
Hero
$----
Marlynn, Treasure Hunter
16% of decks
Percentage of decks that could play both Take Cover (Red) and Marlynn, Treasure Hunter that play both.
$----
Azalea
15% of decks
Percentage of decks that could play both Take Cover (Red) and Azalea that play both.
$0.25
Riptide, Lurker of the Deep
13% of decks
Percentage of decks that could play both Take Cover (Red) and Riptide, Lurker of the Deep that play both.
$0.20
Riptide
10% of decks
Percentage of decks that could play both Take Cover (Red) and Riptide that play both.
$----
Azalea, Ace in the Hole
9% of decks
Percentage of decks that could play both Take Cover (Red) and Azalea, Ace in the Hole that play both.
living legend - Classic Constructed
$----
Lexi, Livewire
5% of decks
Percentage of decks that could play both Take Cover (Red) and Lexi, Livewire that play both.
Equipment
$----
Sealace Sarong
77% of decks
Percentage of decks that could play both Take Cover (Red) and Sealace Sarong that play both.
$----
Trench of Sunken Treasure
67% of decks
Percentage of decks that could play both Take Cover (Red) and Trench of Sunken Treasure that play both.
$----
Gold-Baited Hook
67% of decks
Percentage of decks that could play both Take Cover (Red) and Gold-Baited Hook that play both.
$3.43
Perch Grapplers
66% of decks
Percentage of decks that could play both Take Cover (Red) and Perch Grapplers that play both.
$0.25
Bull's Eye Bracers
63% of decks
Percentage of decks that could play both Take Cover (Red) and Bull's Eye Bracers that play both.
$22.00
Enchanted Quiver
52% of decks
Percentage of decks that could play both Take Cover (Red) and Enchanted Quiver that play both.
$----
Quiver of Abyssal Depths
48% of decks
Percentage of decks that could play both Take Cover (Red) and Quiver of Abyssal Depths that play both.
$30.67
Skullbone Crosswrap
44% of decks
Percentage of decks that could play both Take Cover (Red) and Skullbone Crosswrap that play both.
$157.27
Fyendal's Spring Tunic
42% of decks
Percentage of decks that could play both Take Cover (Red) and Fyendal's Spring Tunic that play both.
$0.41
Snapdragon Scalers
39% of decks
Percentage of decks that could play both Take Cover (Red) and Snapdragon Scalers that play both.
$5.70
Sharp Shooters
39% of decks
Percentage of decks that could play both Take Cover (Red) and Sharp Shooters that play both.
$3.27
Longdraw Half-Glove
38% of decks
Percentage of decks that could play both Take Cover (Red) and Longdraw Half-Glove that play both.
$159.56
New Horizon
27% of decks
Percentage of decks that could play both Take Cover (Red) and New Horizon that play both.
$0.25
Crow's Nest
23% of decks
Percentage of decks that could play both Take Cover (Red) and Crow's Nest that play both.
$0.59
Nullrune Boots
23% of decks
Percentage of decks that could play both Take Cover (Red) and Nullrune Boots that play both.
$231.25
Quickdodge Flexors
20% of decks
Percentage of decks that could play both Take Cover (Red) and Quickdodge Flexors that play both.
$5.00
Flight Path
18% of decks
Percentage of decks that could play both Take Cover (Red) and Flight Path that play both.
$125.49
Balance of Justice
17% of decks
Percentage of decks that could play both Take Cover (Red) and Balance of Justice that play both.
$0.25
Hornet's Sting
15% of decks
Percentage of decks that could play both Take Cover (Red) and Hornet's Sting that play both.
$3.03
Quiver of Rustling Leaves
12% of decks
Percentage of decks that could play both Take Cover (Red) and Quiver of Rustling Leaves that play both.
$123.50
Crown of Providence
10% of decks
Percentage of decks that could play both Take Cover (Red) and Crown of Providence that play both.
$0.16
Toxic Tips
10% of decks
Percentage of decks that could play both Take Cover (Red) and Toxic Tips that play both.
$119.99
Stonewall Gauntlet
8% of decks
Percentage of decks that could play both Take Cover (Red) and Stonewall Gauntlet that play both.
$49.43
Hidden Agenda
8% of decks
Percentage of decks that could play both Take Cover (Red) and Hidden Agenda that play both.
$36.00
Arcanite Skullcap
7% of decks
Percentage of decks that could play both Take Cover (Red) and Arcanite Skullcap that play both.
$1.23
Blossom of Spring
7% of decks
Percentage of decks that could play both Take Cover (Red) and Blossom of Spring that play both.
$----
Glidewell Fins
7% of decks
Percentage of decks that could play both Take Cover (Red) and Glidewell Fins that play both.
$0.19
Mask of Malicious Manifestations
7% of decks
Percentage of decks that could play both Take Cover (Red) and Mask of Malicious Manifestations that play both.
$0.90
Nullrune Gloves
6% of decks
Percentage of decks that could play both Take Cover (Red) and Nullrune Gloves that play both.
$41.95
Vambrace of Determination
6% of decks
Percentage of decks that could play both Take Cover (Red) and Vambrace of Determination that play both.
$0.25
Driftwood Quiver
6% of decks
Percentage of decks that could play both Take Cover (Red) and Driftwood Quiver that play both.
$0.45
Honing Hood
5% of decks
Percentage of decks that could play both Take Cover (Red) and Honing Hood that play both.
Weapon
$----
Hammerhead, Harpoon Cannon
85% of decks
Percentage of decks that could play both Take Cover (Red) and Hammerhead, Harpoon Cannon that play both.
$1.25
Dreadbore
36% of decks
Percentage of decks that could play both Take Cover (Red) and Dreadbore that play both.
$----
Death Dealer
36% of decks
Percentage of decks that could play both Take Cover (Red) and Death Dealer that play both.
$2.73
Sandscour Greatbow
18% of decks
Percentage of decks that could play both Take Cover (Red) and Sandscour Greatbow that play both.
$0.23
Barbed Castaway
13% of decks
Percentage of decks that could play both Take Cover (Red) and Barbed Castaway that play both.
$0.41
Talishar, the Lost Prince
6% of decks
Percentage of decks that could play both Take Cover (Red) and Talishar, the Lost Prince that play both.
living legend - Classic Constructed
$0.99
Voltaire, Strike Twice
6% of decks
Percentage of decks that could play both Take Cover (Red) and Voltaire, Strike Twice that play both.
Action
$----
Big Game Trophy Shot
Avg. played: Β
3.00
3.000000000
69% of decks
Percentage of decks that could play both Take Cover (Red) and Big Game Trophy Shot that play both.
$5.11
Murky Water
Avg. played: Β
2.87
2.868896926
50% of decks
Percentage of decks that could play both Take Cover (Red) and Murky Water that play both.
$69.99
Codex of Frailty
Avg. played: Β
2.75
2.754180602
44% of decks
Percentage of decks that could play both Take Cover (Red) and Codex of Frailty that play both.
$0.50
Portside Exchange
Avg. played: Β
3.00
3.000000000
41% of decks
Percentage of decks that could play both Take Cover (Red) and Portside Exchange that play both.
$3.51
Plan for the Worst
Avg. played: Β
2.76
2.761648746
40% of decks
Percentage of decks that could play both Take Cover (Red) and Plan for the Worst that play both.
$3.00
Seek and Destroy
Avg. played: Β
2.72
2.717364277
32% of decks
Percentage of decks that could play both Take Cover (Red) and Seek and Destroy that play both.
$28.21
Premeditate
Avg. played: Β
2.75
2.750722961
32% of decks
Percentage of decks that could play both Take Cover (Red) and Premeditate that play both.
$----
Gold the Tip
Avg. played: Β
2.83
2.828282828
31% of decks
Percentage of decks that could play both Take Cover (Red) and Gold the Tip that play both.
$4.15
Line It Up
Avg. played: Β
2.84
2.844488189
30% of decks
Percentage of decks that could play both Take Cover (Red) and Line It Up that play both.
$0.95
Nock the Deathwhistle
Avg. played: Β
2.70
2.703276419
28% of decks
Percentage of decks that could play both Take Cover (Red) and Nock the Deathwhistle that play both.
$0.16
Read the Glide Path (Red)
Avg. played: Β
2.68
2.681863231
25% of decks
Percentage of decks that could play both Take Cover (Red) and Read the Glide Path (Red) that play both.
$0.37
Take Aim (Red)
Avg. played: Β
2.65
2.653772684
25% of decks
Percentage of decks that could play both Take Cover (Red) and Take Aim (Red) that play both.
$0.35
Lace with Bloodrot
Avg. played: Β
2.63
2.633039092
24% of decks
Percentage of decks that could play both Take Cover (Red) and Lace with Bloodrot that play both.
$----
Call in the Big Guns (Red)
Avg. played: Β
3.00
3.000000000
21% of decks
Percentage of decks that could play both Take Cover (Red) and Call in the Big Guns (Red) that play both.
$5.00
Dead Eye
Avg. played: Β
2.72
2.716562717
20% of decks
Percentage of decks that could play both Take Cover (Red) and Dead Eye that play both.
$----
Sea Floor Salvage
Avg. played: Β
2.77
2.772727273
20% of decks
Percentage of decks that could play both Take Cover (Red) and Sea Floor Salvage that play both.
$0.39
Release the Tension (Red)
Avg. played: Β
2.70
2.703159442
18% of decks
Percentage of decks that could play both Take Cover (Red) and Release the Tension (Red) that play both.
$----
Tip the Barkeep
Avg. played: Β
3.00
3.000000000
16% of decks
Percentage of decks that could play both Take Cover (Red) and Tip the Barkeep that play both.
$13.96
Three of a Kind
Avg. played: Β
3.00
3.000000000
11% of decks
Percentage of decks that could play both Take Cover (Red) and Three of a Kind that play both.
$0.31
Lace with Inertia
Avg. played: Β
2.61
2.608146067
11% of decks
Percentage of decks that could play both Take Cover (Red) and Lace with Inertia that play both.
$64.33
The Weakest Link
Avg. played: Β
3.00
3.000000000
10% of decks
Percentage of decks that could play both Take Cover (Red) and The Weakest Link that play both.
$0.26
Lace with Frailty
Avg. played: Β
2.57
2.572763685
10% of decks
Percentage of decks that could play both Take Cover (Red) and Lace with Frailty that play both.
$0.15
Read the Glide Path (Yellow)
Avg. played: Β
2.64
2.643296433
10% of decks
Percentage of decks that could play both Take Cover (Red) and Read the Glide Path (Yellow) that play both.
$0.15
Point the Tip (Red)
Avg. played: Β
3.00
3.000000000
8% of decks
Percentage of decks that could play both Take Cover (Red) and Point the Tip (Red) that play both.
$----
Drop the Anchor
Avg. played: Β
3.00
3.000000000
7% of decks
Percentage of decks that could play both Take Cover (Red) and Drop the Anchor that play both.
$18.63
Codex of Bloodrot
Avg. played: Β
2.47
2.470588235
6% of decks
Percentage of decks that could play both Take Cover (Red) and Codex of Bloodrot that play both.
$76.81
Warmonger's Diplomacy
Avg. played: Β
3.00
3.000000000
6% of decks
Percentage of decks that could play both Take Cover (Red) and Warmonger's Diplomacy that play both.
$----
Shifting Tides
Avg. played: Β
3.00
3.000000000
5% of decks
Percentage of decks that could play both Take Cover (Red) and Shifting Tides that play both.
$0.15
Scout the Periphery (Red)
Avg. played: Β
2.49
2.493087558
5% of decks
Percentage of decks that could play both Take Cover (Red) and Scout the Periphery (Red) that play both.
Attack Action
$----
Blue Fin Harpoon
Avg. played: Β
3.00
3.000000000
82% of decks
Percentage of decks that could play both Take Cover (Red) and Blue Fin Harpoon that play both.
$----
Red Fin Harpoon
Avg. played: Β
3.00
3.000000000
82% of decks
Percentage of decks that could play both Take Cover (Red) and Red Fin Harpoon that play both.
$----
Yellow Fin Harpoon
Avg. played: Β
3.00
3.000000000
80% of decks
Percentage of decks that could play both Take Cover (Red) and Yellow Fin Harpoon that play both.
$----
King Kraken Harpoon
Avg. played: Β
3.00
3.000000000
79% of decks
Percentage of decks that could play both Take Cover (Red) and King Kraken Harpoon that play both.
$----
King Shark Harpoon
Avg. played: Β
3.00
3.000000000
79% of decks
Percentage of decks that could play both Take Cover (Red) and King Shark Harpoon that play both.
$----
Conqueror of the High Seas
Avg. played: Β
2.86
2.858974359
51% of decks
Percentage of decks that could play both Take Cover (Red) and Conqueror of the High Seas that play both.
$11.00
Remorseless
Avg. played: Β
2.75
2.753895913
46% of decks
Percentage of decks that could play both Take Cover (Red) and Remorseless that play both.
$8.98
Intoxicating Shot
Avg. played: Β
2.80
2.800309598
40% of decks
Percentage of decks that could play both Take Cover (Red) and Intoxicating Shot that play both.
$4.24
Endless Arrow
Avg. played: Β
2.69
2.690920595
39% of decks
Percentage of decks that could play both Take Cover (Red) and Endless Arrow that play both.
$0.71
Bolt'n' Shot (Red)
Avg. played: Β
2.66
2.658993752
37% of decks
Percentage of decks that could play both Take Cover (Red) and Bolt'n' Shot (Red) that play both.
$----
Golden Tipple (Red)
Avg. played: Β
3.00
3.000000000
34% of decks
Percentage of decks that could play both Take Cover (Red) and Golden Tipple (Red) that play both.
$36.99
Enlightened Strike
Avg. played: Β
2.79
2.793457031
29% of decks
Percentage of decks that could play both Take Cover (Red) and Enlightened Strike that play both.
$13.00
Battering Bolt
Avg. played: Β
2.78
2.778869779
29% of decks
Percentage of decks that could play both Take Cover (Red) and Battering Bolt that play both.
$2.49
Red in the Ledger
Avg. played: Β
2.71
2.708276177
28% of decks
Percentage of decks that could play both Take Cover (Red) and Red in the Ledger that play both.
$0.49
Drill Shot (Red)
Avg. played: Β
2.64
2.642788921
26% of decks
Percentage of decks that could play both Take Cover (Red) and Drill Shot (Red) that play both.
$0.50
Golden Tipple (Blue)
Avg. played: Β
3.00
3.000000000
25% of decks
Percentage of decks that could play both Take Cover (Red) and Golden Tipple (Blue) that play both.
$0.20
Infecting Shot (Red)
Avg. played: Β
2.62
2.618412698
24% of decks
Percentage of decks that could play both Take Cover (Red) and Infecting Shot (Red) that play both.
$0.82
Murderous Rabble
Avg. played: Β
3.00
3.000000000
23% of decks
Percentage of decks that could play both Take Cover (Red) and Murderous Rabble that play both.
$77.68
Command and Conquer
Avg. played: Β
3.00
3.000000000
22% of decks
Percentage of decks that could play both Take Cover (Red) and Command and Conquer that play both.
$0.61
Bolt'n' Shot (Yellow)
Avg. played: Β
2.66
2.664277180
20% of decks
Percentage of decks that could play both Take Cover (Red) and Bolt'n' Shot (Yellow) that play both.
$0.25
Ravenous Rabble (Red)
Avg. played: Β
2.65
2.645970149
20% of decks
Percentage of decks that could play both Take Cover (Red) and Ravenous Rabble (Red) that play both.
$0.25
Sleep Dart (Red)
Avg. played: Β
2.60
2.598253275
17% of decks
Percentage of decks that could play both Take Cover (Red) and Sleep Dart (Red) that play both.
$0.64
Bolt'n' Shot (Blue)
Avg. played: Β
2.72
2.722092116
17% of decks
Percentage of decks that could play both Take Cover (Red) and Bolt'n' Shot (Blue) that play both.
$0.20
Infecting Shot (Blue)
Avg. played: Β
2.64
2.642023346
16% of decks
Percentage of decks that could play both Take Cover (Red) and Infecting Shot (Blue) that play both.
$0.15
Fatigue Shot (Red)
Avg. played: Β
2.68
2.675273865
16% of decks
Percentage of decks that could play both Take Cover (Red) and Fatigue Shot (Red) that play both.
$4.64
Stone Rain
Avg. played: Β
2.73
2.731629393
16% of decks
Percentage of decks that could play both Take Cover (Red) and Stone Rain that play both.
$4.15
Heat Seeker
Avg. played: Β
2.73
2.730875576
16% of decks
Percentage of decks that could play both Take Cover (Red) and Heat Seeker that play both.
$----
Barbed Barrage
Avg. played: Β
2.65
2.645161290
15% of decks
Percentage of decks that could play both Take Cover (Red) and Barbed Barrage that play both.
$----
Rusty Harpoon
Avg. played: Β
3.00
3.000000000
15% of decks
Percentage of decks that could play both Take Cover (Red) and Rusty Harpoon that play both.
$3.32
Immobilizing Shot
Avg. played: Β
2.71
2.707584830
14% of decks
Percentage of decks that could play both Take Cover (Red) and Immobilizing Shot that play both.
$4.54
Judge, Jury, Executioner
Avg. played: Β
1.00
1.000000000
14% of decks
Percentage of decks that could play both Take Cover (Red) and Judge, Jury, Executioner that play both.
$----
Golden Tipple (Yellow)
Avg. played: Β
3.00
3.000000000
12% of decks
Percentage of decks that could play both Take Cover (Red) and Golden Tipple (Yellow) that play both.
$0.20
Searing Shot (Red)
Avg. played: Β
2.54
2.542288557
12% of decks
Percentage of decks that could play both Take Cover (Red) and Searing Shot (Red) that play both.
$0.17
Head Shot (Red)
Avg. played: Β
3.00
3.000000000
12% of decks
Percentage of decks that could play both Take Cover (Red) and Head Shot (Red) that play both.
$0.15
Hemorrhage Bore (Red)
Avg. played: Β
3.00
3.000000000
11% of decks
Percentage of decks that could play both Take Cover (Red) and Hemorrhage Bore (Red) that play both.
$0.21
Murkmire Grapnel (Red)
Avg. played: Β
2.54
2.542755344
11% of decks
Percentage of decks that could play both Take Cover (Red) and Murkmire Grapnel (Red) that play both.
$----
Swift Shot
Avg. played: Β
3.00
3.000000000
11% of decks
Percentage of decks that could play both Take Cover (Red) and Swift Shot that play both.
$0.17
Head Shot (Blue)
Avg. played: Β
3.00
3.000000000
10% of decks
Percentage of decks that could play both Take Cover (Red) and Head Shot (Blue) that play both.
$1.62
Barbed Undertow
Avg. played: Β
3.00
3.000000000
10% of decks
Percentage of decks that could play both Take Cover (Red) and Barbed Undertow that play both.
$0.35
Death Touch (Red)
Avg. played: Β
2.57
2.572317263
9% of decks
Percentage of decks that could play both Take Cover (Red) and Death Touch (Red) that play both.
$0.18
Spire Sniping (Blue)
Avg. played: Β
2.57
2.567901235
8% of decks
Percentage of decks that could play both Take Cover (Red) and Spire Sniping (Blue) that play both.
$0.17
Falcon Wing (Red)
Avg. played: Β
2.56
2.561837456
8% of decks
Percentage of decks that could play both Take Cover (Red) and Falcon Wing (Red) that play both.
$0.25
Hamstring Shot (Red)
Avg. played: Β
2.57
2.573154362
8% of decks
Percentage of decks that could play both Take Cover (Red) and Hamstring Shot (Red) that play both.
$----
Battalion Barque (Blue)
Avg. played: Β
3.00
3.000000000
8% of decks
Percentage of decks that could play both Take Cover (Red) and Battalion Barque (Blue) that play both.
$0.15
Sic 'Em Shot (Red)
Avg. played: Β
3.00
3.000000000
8% of decks
Percentage of decks that could play both Take Cover (Red) and Sic 'Em Shot (Red) that play both.
$0.25
Drill Shot (Blue)
Avg. played: Β
3.00
3.000000000
7% of decks
Percentage of decks that could play both Take Cover (Red) and Drill Shot (Blue) that play both.
$0.17
Sedation Shot (Red)
Avg. played: Β
3.00
3.000000000
6% of decks
Percentage of decks that could play both Take Cover (Red) and Sedation Shot (Red) that play both.
$----
Dry Powder Shot
Avg. played: Β
3.00
3.000000000
6% of decks
Percentage of decks that could play both Take Cover (Red) and Dry Powder Shot that play both.
$0.15
Widowmaker (Red)
Avg. played: Β
2.52
2.523809524
6% of decks
Percentage of decks that could play both Take Cover (Red) and Widowmaker (Red) that play both.
$0.16
Virulent Touch (Red)
Avg. played: Β
1.00
1.000000000
5% of decks
Percentage of decks that could play both Take Cover (Red) and Virulent Touch (Red) that play both.
Attack Reaction
$0.25
Razor Reflex (Red)
Avg. played: Β
3.00
3.000000000
5% of decks
Percentage of decks that could play both Take Cover (Red) and Razor Reflex (Red) that play both.
Defense Reaction
$3.27
Collapsing Trap
Avg. played: Β
1.00
1.000000000
54% of decks
Percentage of decks that could play both Take Cover (Red) and Collapsing Trap that play both.
$4.78
Buzzsaw Trap
Avg. played: Β
1.00
1.000000000
54% of decks
Percentage of decks that could play both Take Cover (Red) and Buzzsaw Trap that play both.
$2.00
Spike Pit Trap
Avg. played: Β
1.00
1.000000000
51% of decks
Percentage of decks that could play both Take Cover (Red) and Spike Pit Trap that play both.
$0.45
Tarpit Trap
Avg. played: Β
2.74
2.744893525
42% of decks
Percentage of decks that could play both Take Cover (Red) and Tarpit Trap that play both.
$0.34
Frailty Trap
Avg. played: Β
2.74
2.736656596
36% of decks
Percentage of decks that could play both Take Cover (Red) and Frailty Trap that play both.
$0.25
Boulder Trap
Avg. played: Β
2.66
2.656694458
33% of decks
Percentage of decks that could play both Take Cover (Red) and Boulder Trap that play both.
$0.20
Inertia Trap
Avg. played: Β
2.69
2.694491766
30% of decks
Percentage of decks that could play both Take Cover (Red) and Inertia Trap that play both.
$2.83
Sink Below (Red)
Avg. played: Β
2.71
2.711971197
29% of decks
Percentage of decks that could play both Take Cover (Red) and Sink Below (Red) that play both.
$0.35
Pitfall Trap
Avg. played: Β
2.67
2.670813397
25% of decks
Percentage of decks that could play both Take Cover (Red) and Pitfall Trap that play both.
$2.01
Fate Foreseen
Avg. played: Β
2.65
2.650131926
22% of decks
Percentage of decks that could play both Take Cover (Red) and Fate Foreseen that play both.
$0.29
Tripwire Trap
Avg. played: Β
2.61
2.606151990
18% of decks
Percentage of decks that could play both Take Cover (Red) and Tripwire Trap that play both.
$0.25
Pendulum Trap
Avg. played: Β
2.36
2.364900087
18% of decks
Percentage of decks that could play both Take Cover (Red) and Pendulum Trap that play both.
$130.00
Shelter from the Storm
Avg. played: Β
2.74
2.738095238
14% of decks
Percentage of decks that could play both Take Cover (Red) and Shelter from the Storm that play both.
$7.48
Chain Reaction
Avg. played: Β
2.65
2.645454545
11% of decks
Percentage of decks that could play both Take Cover (Red) and Chain Reaction that play both.
$0.20
Bloodrot Trap
Avg. played: Β
2.48
2.482404692
9% of decks
Percentage of decks that could play both Take Cover (Red) and Bloodrot Trap that play both.
$0.25
Rockslide Trap
Avg. played: Β
2.56
2.560062402
7% of decks
Percentage of decks that could play both Take Cover (Red) and Rockslide Trap that play both.
$20.50
That All You Got?
Avg. played: Β
3.00
3.000000000
6% of decks
Percentage of decks that could play both Take Cover (Red) and That All You Got? that play both.
Block
$----
Sunken Treasure
Avg. played: Β
3.00
3.000000000
67% of decks
Percentage of decks that could play both Take Cover (Red) and Sunken Treasure that play both.
$----
Return Fire
Avg. played: Β
2.86
2.863905325
56% of decks
Percentage of decks that could play both Take Cover (Red) and Return Fire that play both.
Instant
$8.99
Rain Razors
Avg. played: Β
2.64
2.637941723
19% of decks
Percentage of decks that could play both Take Cover (Red) and Rain Razors that play both.
$0.50
Sigil of Solace (Red)
Avg. played: Β
2.66
2.656771800
13% of decks
Percentage of decks that could play both Take Cover (Red) and Sigil of Solace (Red) that play both.
$5.01
Remembrance
Avg. played: Β
1.57
1.570422535
12% of decks
Percentage of decks that could play both Take Cover (Red) and Remembrance that play both.
$0.15
Memorial Ground (Yellow)
Avg. played: Β
2.38
2.382513661
10% of decks
Percentage of decks that could play both Take Cover (Red) and Memorial Ground (Yellow) that play both.
$0.77
Oasis Respite (Red)
Avg. played: Β
2.52
2.516867470
8% of decks
Percentage of decks that could play both Take Cover (Red) and Oasis Respite (Red) that play both.
$0.99
Feign Death
Avg. played: Β
2.00
2.000000000
6% of decks
Percentage of decks that could play both Take Cover (Red) and Feign Death that play both.
$1.49
Count Your Blessings (Red)
Avg. played: Β
3.00
3.000000000
5% of decks
Percentage of decks that could play both Take Cover (Red) and Count Your Blessings (Red) that play both.
$3.29
Count Your Blessings (Yellow)
Avg. played: Β
3.00
3.000000000
5% of decks
Percentage of decks that could play both Take Cover (Red) and Count Your Blessings (Yellow) that play both.
Resource
$----
Riches of TrΕpal-Dhani
Avg. played: Β
1.00
1.000000000
32% of decks
Percentage of decks that could play both Take Cover (Red) and Riches of TrΕpal-Dhani that play both.
$69.67
Plague Hive
Avg. played: Β
1.00
1.000000000
8% of decks
Percentage of decks that could play both Take Cover (Red) and Plague Hive that play both.