28000428

Mlaglass

#8YUQPPVQ2
8000006
3canta gourmand
35
124/380
II
3549/3600
Jessie
Last updated 1 year, 2 months ago
Highest Trophies
3,549
Trophies
3,549
3 VS 3 Victories
183
Solo Victories
118
Duo Victories
67
Highest Robo Rumble Lvl Passed
Insane
Highest Boss Fight Lvl Passed
Insane
Most Challenge Wins
0

Brawlers (29/64)

  • 22
    Piper
    624
    Piper
    • Piper
    • Piper
    • Ambush
    • Snappy sniping
    Power10
    Highest633
  • 19
    Surge
    463
    Surge
    • Surge
    • To the max!
    • Serve ice cold
    Power9
    Highest472
  • 17
    Edgar
    412
    Edgar
    Power10
    Highest413
  • 15
    Shelly
    331
    Shelly
    • Shelly
    • Shelly
    • Shell shock
    • Band-aid
    Power8
    Highest331
  • 12
    Dynamike
    207
    Dynamike
    • Dynamike
    • Dynamike
    • Dyna-jump
    • Demolition
    Power10
    Highest219
  • 12
    8-bit
    202
    8-bit
    Power9
    Highest202
  • 11
    Penny
    158
    Penny
    Power7
    Highest161
  • 10
    Mortis
    156
    Mortis
    • Mortis
    • Mortis
    • Creepy harvest
    • Coiled snake
    Power8
    Highest156
  • 10
    Colt
    155
    Colt
    • Colt
    • Colt
    • Slick boots
    • Magnum special
    Power7
    Highest156
  • 9
    Belle
    137
    Belle
    Power5
    Highest139
  • 8
    Barley
    113
    Barley
    Power8
    Highest113
  • 6
    Rosa
    75
    Rosa
    Power5
    Highest75
  • 6
    Frank
    71
    Frank
    Power8
    Highest71
  • 6
    Poco
    61
    Poco
    Power1
    Highest61
  • 4
    Max
    39
    Max
    Power1
    Highest39
  • 4
    Darryl
    31
    Darryl
    Power3
    Highest31
  • 4
    Tick
    30
    Tick
    Power4
    Highest30
  • 2
    Nita
    16
    Nita
    Power2
    Highest16
  • 2
    Emz
    13
    Emz
    Power1
    Highest13
  • 1
    Bea
    8
    Bea
    Power5
    Highest8
  • 1
    Jessie
    8
    Jessie
    Power4
    Highest8
  • 1
    Jacky
    4
    Jacky
    Power6
    Highest4
  • 1
    Gus
    0
    Gus
    Power1
    Highest0
  • 1
    Bo
    0
    Bo
    Power1
    Highest0
  • 1
    El primo
    0
    El primo
    Power2
    Highest0
  • 1
    Rico
    0
    Rico
    Power1
    Highest0
  • 1
    Brock
    0
    Brock
    Power4
    Highest0
  • 1
    Bull
    0
    Bull
    Power1
    Highest0