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$0.15
1956 decks (0.6369%)
Spellvoid
Price History
Savage Swing (Red)
Brute Attack Action - Attack
As an additional cost to play Savage Swing, discard a random card.
Average Card Type Distribution
Average Attack Value:Β
4.52
4.523883633
Average Defense Value: Β
2.58
2.578497489
Card Type
Format
Copies
Cost
Hero
Equipment
Weapon
Action
Attack Action
Attack Reaction
Defense Reaction
Instant
Hero
$----
Rhinar, Reckless Rampage
28% of decks
Percentage of decks that could play both Savage Swing (Red) and Rhinar, Reckless Rampage that play both.
$0.75
Kayo, Armed and Dangerous
22% of decks
Percentage of decks that could play both Savage Swing (Red) and Kayo, Armed and Dangerous that play both.
$0.25
Rhinar
16% of decks
Percentage of decks that could play both Savage Swing (Red) and Rhinar that play both.
$0.25
Kayo, Berserker Runt
14% of decks
Percentage of decks that could play both Savage Swing (Red) and Kayo, Berserker Runt that play both.
$----
Kayo
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Kayo that play both.
Equipment
$0.15
Barkbone Strapping
65% of decks
Percentage of decks that could play both Savage Swing (Red) and Barkbone Strapping that play both.
$61.00
Scowling Flesh Bag
58% of decks
Percentage of decks that could play both Savage Swing (Red) and Scowling Flesh Bag that play both.
$50.95
Scabskin Leathers
52% of decks
Percentage of decks that could play both Savage Swing (Red) and Scabskin Leathers that play both.
$0.25
Beaten Trackers
52% of decks
Percentage of decks that could play both Savage Swing (Red) and Beaten Trackers that play both.
$----
Goliath Gauntlet
49% of decks
Percentage of decks that could play both Savage Swing (Red) and Goliath Gauntlet that play both.
$6.97
Skullhorn
46% of decks
Percentage of decks that could play both Savage Swing (Red) and Skullhorn that play both.
$0.76
Nullrune Gloves
44% of decks
Percentage of decks that could play both Savage Swing (Red) and Nullrune Gloves that play both.
$8.79
Gambler's Gloves
37% of decks
Percentage of decks that could play both Savage Swing (Red) and Gambler's Gloves that play both.
$69.63
Apex Bonebreaker
37% of decks
Percentage of decks that could play both Savage Swing (Red) and Apex Bonebreaker that play both.
$90.00
Fyendal's Spring Tunic
27% of decks
Percentage of decks that could play both Savage Swing (Red) and Fyendal's Spring Tunic that play both.
$0.25
Monstrous Veil
26% of decks
Percentage of decks that could play both Savage Swing (Red) and Monstrous Veil that play both.
$0.23
Knucklehead
23% of decks
Percentage of decks that could play both Savage Swing (Red) and Knucklehead that play both.
$0.37
Nullrune Hood
20% of decks
Percentage of decks that could play both Savage Swing (Red) and Nullrune Hood that play both.
$0.92
Skull Crushers
20% of decks
Percentage of decks that could play both Savage Swing (Red) and Skull Crushers that play both.
$109.31
Crown of Providence
19% of decks
Percentage of decks that could play both Savage Swing (Red) and Crown of Providence that play both.
$0.40
Nullrune Boots
18% of decks
Percentage of decks that could play both Savage Swing (Red) and Nullrune Boots that play both.
$0.50
Bone Vizier
17% of decks
Percentage of decks that could play both Savage Swing (Red) and Bone Vizier that play both.
$0.10
Gauntlet of Might
15% of decks
Percentage of decks that could play both Savage Swing (Red) and Gauntlet of Might that play both.
banned - Blitz
$0.19
Heartened Cross Strap
14% of decks
Percentage of decks that could play both Savage Swing (Red) and Heartened Cross Strap that play both.
$0.26
Nullrune Robe
13% of decks
Percentage of decks that could play both Savage Swing (Red) and Nullrune Robe that play both.
$0.60
Arcane Lantern
9% of decks
Percentage of decks that could play both Savage Swing (Red) and Arcane Lantern that play both.
$0.10
Flat Trackers
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Flat Trackers that play both.
$0.20
Hope Merchant's Hood
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Hope Merchant's Hood that play both.
$----
Ironrot Helm
7% of decks
Percentage of decks that could play both Savage Swing (Red) and Ironrot Helm that play both.
$26.50
Arcanite Skullcap
5% of decks
Percentage of decks that could play both Savage Swing (Red) and Arcanite Skullcap that play both.
$0.10
Raw Meat
5% of decks
Percentage of decks that could play both Savage Swing (Red) and Raw Meat that play both.
Weapon
$0.25
Mandible Claw
42% of decks
Percentage of decks that could play both Savage Swing (Red) and Mandible Claw that play both.
$0.25
Romping Club
39% of decks
Percentage of decks that could play both Savage Swing (Red) and Romping Club that play both.
$0.24
Ball Breaker
20% of decks
Percentage of decks that could play both Savage Swing (Red) and Ball Breaker that play both.
$----
Ravenous Meataxe
16% of decks
Percentage of decks that could play both Savage Swing (Red) and Ravenous Meataxe that play both.
$0.25
Rugged Roller
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Rugged Roller that play both.
$0.90
Rok
7% of decks
Percentage of decks that could play both Savage Swing (Red) and Rok that play both.
$0.25
Mini Meataxe
6% of decks
Percentage of decks that could play both Savage Swing (Red) and Mini Meataxe that play both.
Action
$5.05
Bloodrush Bellow
Avg. played: Β
2.49
2.494505495
28% of decks
Percentage of decks that could play both Savage Swing (Red) and Bloodrush Bellow that play both.
$0.25
Barraging Beatdown (Blue)
Avg. played: Β
2.43
2.427528676
28% of decks
Percentage of decks that could play both Savage Swing (Red) and Barraging Beatdown (Blue) that play both.
$0.25
Barraging Beatdown (Red)
Avg. played: Β
2.34
2.341677096
27% of decks
Percentage of decks that could play both Savage Swing (Red) and Barraging Beatdown (Red) that play both.
$0.20
Barraging Beatdown (Yellow)
Avg. played: Β
2.35
2.351145038
22% of decks
Percentage of decks that could play both Savage Swing (Red) and Barraging Beatdown (Yellow) that play both.
$0.99
Sand Sketched Plan
Avg. played: Β
2.43
2.431345354
21% of decks
Percentage of decks that could play both Savage Swing (Red) and Sand Sketched Plan that play both.
$0.15
Primeval Bellow (Blue)
Avg. played: Β
2.00
2.000000000
20% of decks
Percentage of decks that could play both Savage Swing (Red) and Primeval Bellow (Blue) that play both.
$0.10
Bonebreaker Bellow (Red)
Avg. played: Β
2.28
2.278571429
19% of decks
Percentage of decks that could play both Savage Swing (Red) and Bonebreaker Bellow (Red) that play both.
$0.14
Smashback Alehorn
Avg. played: Β
2.36
2.359154930
17% of decks
Percentage of decks that could play both Savage Swing (Red) and Smashback Alehorn that play both.
$0.25
High Roller (Blue)
Avg. played: Β
2.33
2.326086957
16% of decks
Percentage of decks that could play both Savage Swing (Red) and High Roller (Blue) that play both.
$0.14
Bonebreaker Bellow (Blue)
Avg. played: Β
2.27
2.267857143
15% of decks
Percentage of decks that could play both Savage Swing (Red) and Bonebreaker Bellow (Blue) that play both.
$0.13
Primeval Bellow (Red)
Avg. played: Β
2.00
2.000000000
14% of decks
Percentage of decks that could play both Savage Swing (Red) and Primeval Bellow (Red) that play both.
$0.15
Awakening Bellow (Blue)
Avg. played: Β
2.00
2.000000000
13% of decks
Percentage of decks that could play both Savage Swing (Red) and Awakening Bellow (Blue) that play both.
$0.15
Awakening Bellow (Red)
Avg. played: Β
2.00
2.000000000
12% of decks
Percentage of decks that could play both Savage Swing (Red) and Awakening Bellow (Red) that play both.
$8.11
Cast Bones
Avg. played: Β
2.63
2.634408602
11% of decks
Percentage of decks that could play both Savage Swing (Red) and Cast Bones that play both.
$0.12
Bad Beats (Red)
Avg. played: Β
2.00
2.000000000
10% of decks
Percentage of decks that could play both Savage Swing (Red) and Bad Beats (Red) that play both.
$0.15
Bonebreaker Bellow (Yellow)
Avg. played: Β
2.00
2.000000000
10% of decks
Percentage of decks that could play both Savage Swing (Red) and Bonebreaker Bellow (Yellow) that play both.
$2.66
Tear Limb from Limb
Avg. played: Β
2.00
2.000000000
9% of decks
Percentage of decks that could play both Savage Swing (Red) and Tear Limb from Limb that play both.
$1.20
Clearing Bellow
Avg. played: Β
2.00
2.000000000
9% of decks
Percentage of decks that could play both Savage Swing (Red) and Clearing Bellow that play both.
$3.21
Berserk
Avg. played: Β
2.58
2.577075099
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Berserk that play both.
$0.11
Lead with Speed (Red)
Avg. played: Β
2.42
2.417721519
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Lead with Speed (Red) that play both.
$0.15
Primeval Bellow (Yellow)
Avg. played: Β
2.00
2.000000000
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Primeval Bellow (Yellow) that play both.
$2.35
Dig Up Dinner
Avg. played: Β
2.60
2.598360656
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Dig Up Dinner that play both.
$0.10
Lead with Power (Red)
Avg. played: Β
2.00
2.000000000
7% of decks
Percentage of decks that could play both Savage Swing (Red) and Lead with Power (Red) that play both.
$0.86
Ready to Roll
Avg. played: Β
2.00
2.000000000
7% of decks
Percentage of decks that could play both Savage Swing (Red) and Ready to Roll that play both.
$0.58
Rolling Thunder
Avg. played: Β
2.00
2.000000000
6% of decks
Percentage of decks that could play both Savage Swing (Red) and Rolling Thunder that play both.
$0.15
Awakening Bellow (Yellow)
Avg. played: Β
2.00
2.000000000
6% of decks
Percentage of decks that could play both Savage Swing (Red) and Awakening Bellow (Yellow) that play both.
Attack Action
$0.17
Wrecker Romp (Blue)
Avg. played: Β
2.37
2.366536094
58% of decks
Percentage of decks that could play both Savage Swing (Red) and Wrecker Romp (Blue) that play both.
$0.15
Savage Swing (Yellow)
Avg. played: Β
2.30
2.299831081
42% of decks
Percentage of decks that could play both Savage Swing (Red) and Savage Swing (Yellow) that play both.
$0.13
Pack Hunt (Red)
Avg. played: Β
2.27
2.273712737
41% of decks
Percentage of decks that could play both Savage Swing (Red) and Pack Hunt (Red) that play both.
$0.10
Wild Ride (Red)
Avg. played: Β
2.29
2.286771508
41% of decks
Percentage of decks that could play both Savage Swing (Red) and Wild Ride (Red) that play both.
$0.11
Smash Instinct (Yellow)
Avg. played: Β
2.26
2.260663507
40% of decks
Percentage of decks that could play both Savage Swing (Red) and Smash Instinct (Yellow) that play both.
$0.12
Wrecker Romp (Yellow)
Avg. played: Β
2.27
2.274834437
34% of decks
Percentage of decks that could play both Savage Swing (Red) and Wrecker Romp (Yellow) that play both.
$0.13
Agile Windup (Yellow)
Avg. played: Β
2.40
2.398601399
32% of decks
Percentage of decks that could play both Savage Swing (Red) and Agile Windup (Yellow) that play both.
$0.11
Bare Fangs (Red)
Avg. played: Β
2.24
2.243523316
31% of decks
Percentage of decks that could play both Savage Swing (Red) and Bare Fangs (Red) that play both.
$0.25
Savage Feast (Red)
Avg. played: Β
2.47
2.465740741
29% of decks
Percentage of decks that could play both Savage Swing (Red) and Savage Feast (Red) that play both.
$1.69
Pulping (Red)
Avg. played: Β
2.38
2.379844961
29% of decks
Percentage of decks that could play both Savage Swing (Red) and Pulping (Red) that play both.
$0.13
Assault and Battery (Red)
Avg. played: Β
2.30
2.297979798
26% of decks
Percentage of decks that could play both Savage Swing (Red) and Assault and Battery (Red) that play both.
$0.14
Wrecker Romp (Red)
Avg. played: Β
2.21
2.207936508
26% of decks
Percentage of decks that could play both Savage Swing (Red) and Wrecker Romp (Red) that play both.
$0.75
Alpha Rampage
Avg. played: Β
2.35
2.348993289
25% of decks
Percentage of decks that could play both Savage Swing (Red) and Alpha Rampage that play both.
$17.00
Beast Within
Avg. played: Β
2.51
2.506465517
24% of decks
Percentage of decks that could play both Savage Swing (Red) and Beast Within that play both.
$30.00
Swing Big
Avg. played: Β
2.55
2.547647768
24% of decks
Percentage of decks that could play both Savage Swing (Red) and Swing Big that play both.
$0.15
Smash Instinct (Red)
Avg. played: Β
2.23
2.234265734
22% of decks
Percentage of decks that could play both Savage Swing (Red) and Smash Instinct (Red) that play both.
$1.93
Massacre
Avg. played: Β
2.32
2.321656051
22% of decks
Percentage of decks that could play both Savage Swing (Red) and Massacre that play both.
$0.13
Assault and Battery (Yellow)
Avg. played: Β
2.29
2.288343558
21% of decks
Percentage of decks that could play both Savage Swing (Red) and Assault and Battery (Yellow) that play both.
$0.15
Agile Windup (Blue)
Avg. played: Β
2.42
2.419689119
21% of decks
Percentage of decks that could play both Savage Swing (Red) and Agile Windup (Blue) that play both.
$11.99
Send Packing
Avg. played: Β
2.71
2.709459459
19% of decks
Percentage of decks that could play both Savage Swing (Red) and Send Packing that play both.
$0.14
Assault and Battery (Blue)
Avg. played: Β
2.36
2.359756098
19% of decks
Percentage of decks that could play both Savage Swing (Red) and Assault and Battery (Blue) that play both.
$3.58
Skull Crack
Avg. played: Β
2.50
2.504615385
19% of decks
Percentage of decks that could play both Savage Swing (Red) and Skull Crack that play both.
$0.15
Riled Up (Yellow)
Avg. played: Β
2.23
2.234866828
16% of decks
Percentage of decks that could play both Savage Swing (Red) and Riled Up (Yellow) that play both.
$0.12
Agile Windup (Red)
Avg. played: Β
2.32
2.315384615
16% of decks
Percentage of decks that could play both Savage Swing (Red) and Agile Windup (Red) that play both.
$0.15
Predatory Assault (Red)
Avg. played: Β
2.00
2.000000000
15% of decks
Percentage of decks that could play both Savage Swing (Red) and Predatory Assault (Red) that play both.
$0.14
Mighty Windup (Blue)
Avg. played: Β
2.35
2.354838710
15% of decks
Percentage of decks that could play both Savage Swing (Red) and Mighty Windup (Blue) that play both.
$0.29
Barraging Big Horn (Yellow)
Avg. played: Β
2.41
2.409722222
13% of decks
Percentage of decks that could play both Savage Swing (Red) and Barraging Big Horn (Yellow) that play both.
$0.15
Pound Town (Blue)
Avg. played: Β
2.30
2.300000000
13% of decks
Percentage of decks that could play both Savage Swing (Red) and Pound Town (Blue) that play both.
$0.25
Reincarnate (Yellow)
Avg. played: Β
2.49
2.486419753
12% of decks
Percentage of decks that could play both Savage Swing (Red) and Reincarnate (Yellow) that play both.
$11.87
Runner Runner
Avg. played: Β
3.00
3.000000000
12% of decks
Percentage of decks that could play both Savage Swing (Red) and Runner Runner that play both.
$92.77
Command and Conquer
Avg. played: Β
2.67
2.674698795
12% of decks
Percentage of decks that could play both Savage Swing (Red) and Command and Conquer that play both.
$0.15
Pound Town (Red)
Avg. played: Β
2.00
2.000000000
12% of decks
Percentage of decks that could play both Savage Swing (Red) and Pound Town (Red) that play both.
$0.11
Mighty Windup (Yellow)
Avg. played: Β
2.00
2.000000000
12% of decks
Percentage of decks that could play both Savage Swing (Red) and Mighty Windup (Yellow) that play both.
$0.15
Madcap Muscle (Red)
Avg. played: Β
2.00
2.000000000
12% of decks
Percentage of decks that could play both Savage Swing (Red) and Madcap Muscle (Red) that play both.
$2.23
Savage Beatdown
Avg. played: Β
1.89
1.894613583
12% of decks
Percentage of decks that could play both Savage Swing (Red) and Savage Beatdown that play both.
$0.15
Madcap Charger (Red)
Avg. played: Β
2.38
2.383512545
10% of decks
Percentage of decks that could play both Savage Swing (Red) and Madcap Charger (Red) that play both.
$0.20
Breakneck Battery (Red)
Avg. played: Β
2.50
2.500000000
10% of decks
Percentage of decks that could play both Savage Swing (Red) and Breakneck Battery (Red) that play both.
$0.19
Clash of Agility (Red)
Avg. played: Β
3.00
3.000000000
10% of decks
Percentage of decks that could play both Savage Swing (Red) and Clash of Agility (Red) that play both.
$0.15
Smash with Big Tree (Yellow)
Avg. played: Β
2.00
2.000000000
9% of decks
Percentage of decks that could play both Savage Swing (Red) and Smash with Big Tree (Yellow) that play both.
$0.15
Smash Instinct (Blue)
Avg. played: Β
2.00
2.000000000
9% of decks
Percentage of decks that could play both Savage Swing (Red) and Smash Instinct (Blue) that play both.
$0.15
Smash with Big Tree (Red)
Avg. played: Β
2.00
2.000000000
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Smash with Big Tree (Red) that play both.
$0.20
Rawhide Rumble (Red)
Avg. played: Β
2.45
2.452380952
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Rawhide Rumble (Red) that play both.
$0.15
Pound Town (Yellow)
Avg. played: Β
2.00
2.000000000
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Pound Town (Yellow) that play both.
$0.19
Pack Call (Yellow)
Avg. played: Β
2.47
2.468401487
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Pack Call (Yellow) that play both.
$18.34
Smashing Performance
Avg. played: Β
2.00
2.000000000
7% of decks
Percentage of decks that could play both Savage Swing (Red) and Smashing Performance that play both.
$0.14
Savage Swing (Blue)
Avg. played: Β
2.00
2.000000000
7% of decks
Percentage of decks that could play both Savage Swing (Red) and Savage Swing (Blue) that play both.
$0.22
Pack Call (Blue)
Avg. played: Β
3.00
3.000000000
7% of decks
Percentage of decks that could play both Savage Swing (Red) and Pack Call (Blue) that play both.
$1.40
Show No Mercy
Avg. played: Β
2.54
2.544117647
7% of decks
Percentage of decks that could play both Savage Swing (Red) and Show No Mercy that play both.
$0.10
Mighty Windup (Red)
Avg. played: Β
2.00
2.000000000
6% of decks
Percentage of decks that could play both Savage Swing (Red) and Mighty Windup (Red) that play both.
$0.15
Riled Up (Red)
Avg. played: Β
2.00
2.000000000
6% of decks
Percentage of decks that could play both Savage Swing (Red) and Riled Up (Red) that play both.
$0.23
Barraging Big Horn (Red)
Avg. played: Β
2.00
2.000000000
5% of decks
Percentage of decks that could play both Savage Swing (Red) and Barraging Big Horn (Red) that play both.
$0.11
Wage Agility (Red)
Avg. played: Β
2.00
2.000000000
5% of decks
Percentage of decks that could play both Savage Swing (Red) and Wage Agility (Red) that play both.
Attack Reaction
$----
Pummel (Blue)
Avg. played: Β
2.00
2.000000000
11% of decks
Percentage of decks that could play both Savage Swing (Red) and Pummel (Blue) that play both.
$0.18
Pummel (Yellow)
Avg. played: Β
2.00
2.000000000
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Pummel (Yellow) that play both.
$0.42
Pummel (Red)
Avg. played: Β
2.00
2.000000000
8% of decks
Percentage of decks that could play both Savage Swing (Red) and Pummel (Red) that play both.
Defense Reaction
$1.96
Reckless Swing
Avg. played: Β
2.12
2.117313150
34% of decks
Percentage of decks that could play both Savage Swing (Red) and Reckless Swing that play both.
$1.50
Sink Below (Red)
Avg. played: Β
2.50
2.495535714
12% of decks
Percentage of decks that could play both Savage Swing (Red) and Sink Below (Red) that play both.
$1.68
Fate Foreseen
Avg. played: Β
2.52
2.517543860
6% of decks
Percentage of decks that could play both Savage Swing (Red) and Fate Foreseen that play both.
Instant
$0.49
Oasis Respite (Red)
Avg. played: Β
2.00
2.000000000
6% of decks
Percentage of decks that could play both Savage Swing (Red) and Oasis Respite (Red) that play both.
$2.38
No Fear
Avg. played: Β
3.00
3.000000000
5% of decks
Percentage of decks that could play both Savage Swing (Red) and No Fear that play both.