28000024

Pommes💘

#PYQV9PGP8
39
22/420
II
3461/3500
Colt
Last updated 11 months, 3 weeks ago
Highest Trophies
3,469
Trophies
3,461
3 VS 3 Victories
466
Solo Victories
52
Duo Victories
45
Highest Robo Rumble Lvl Passed
Insane
Highest Boss Fight Lvl Passed
Insane
Most Challenge Wins
0

Brawlers (26/64)

  • 20
    Colt
    500
    Colt
    • Colt
    • Colt
    • Slick boots
    • Magnum special
    Power9
    Highest511
  • 17
    Edgar
    382
    Edgar
    Power6
    Highest382
  • 15
    El primo
    317
    El primo
    • El primo
    • El primo
    • El fuego
    • Meteor rush
    Power7
    Highest317
  • 14
    Shelly
    274
    Shelly
    Power7
    Highest274
  • 14
    Barley
    267
    Barley
    • Barley
    • Barley
    • Medical use
    • Extra noxious
    Power7
    Highest267
  • 12
    Jacky
    200
    Jacky
    Power6
    Highest200
  • 11
    Rosa
    169
    Rosa
    • Rosa
    • Plant life
    • Thorny gloves
    Power7
    Highest169
  • 11
    Bull
    169
    Bull
    Power6
    Highest171
  • 10
    Darryl
    156
    Darryl
    Power5
    Highest156
  • 9
    Dynamike
    127
    Dynamike
    • Dynamike
    • Dynamike
    • Dyna-jump
    • Demolition
    Power8
    Highest127
  • 9
    Jessie
    123
    Jessie
    • Jessie
    • Jessie
    • Energize
    • Shocky
    Power7
    Highest123
  • 8
    Frank
    102
    Frank
    Power5
    Highest104
  • 7
    Spike
    95
    Spike
    Power1
    Highest98
  • 7
    Gale
    87
    Gale
    Power5
    Highest87
  • 6
    Bea
    70
    Bea
    Power4
    Highest70
  • 6
    Nita
    70
    Nita
    Power7
    Highest71
  • 6
    Poco
    67
    Poco
    Power5
    Highest67
  • 6
    Carl
    64
    Carl
    Power6
    Highest64
  • 6
    Brock
    64
    Brock
    Power6
    Highest64
  • 5
    Nani
    54
    Nani
    Power4
    Highest58
  • 5
    Rico
    40
    Rico
    Power7
    Highest40
  • 4
    Lou
    32
    Lou
    Power6
    Highest32
  • 4
    Penny
    32
    Penny
    Power6
    Highest32
  • 1
    Gene
    0
    Gene
    Power1
    Highest0
  • 1
    Piper
    0
    Piper
    Power5
    Highest0
  • 1
    Bo
    0
    Bo
    Power2
    Highest0