28000009

Olaf-Scholz

#GPV0C0P2P
34
38/370
II
2568/2600
Colt
Last updated 1 year, 3 months ago
Highest Trophies
2,568
Trophies
2,568
3 VS 3 Victories
442
Solo Victories
3
Duo Victories
0
Highest Robo Rumble Lvl Passed
Insane
Highest Boss Fight Lvl Passed
Insane
Most Challenge Wins
0

Brawlers (26/64)

  • 21
    Jessie
    500
    Jessie
    • Jessie
    • Jessie
    • Energize
    • Shocky
    Power10
    Highest595
  • 19
    Tick
    470
    Tick
    • Tick
    • Tick
    • Well oiled
    • Automa-tick reload
    Power9
    Highest470
  • 15
    Emz
    315
    Emz
    • Emz
    • Bad karma
    • Hype
    Power9
    Highest315
  • 12
    Penny
    216
    Penny
    • Penny
    • Penny
    • Last blast
    • Balls of fire
    Power10
    Highest216
  • 12
    Gale
    190
    Gale
    • Gale
    • Blustery blow
    • Freezing snow
    Power9
    Highest190
  • 10
    Nita
    152
    Nita
    • Nita
    • Nita
    • Bear with me
    • Hyper bear
    Power9
    Highest152
  • 9
    Dynamike
    138
    Dynamike
    • Dynamike
    • Dynamike
    • Dyna-jump
    • Demolition
    Power8
    Highest138
  • 9
    Griff
    128
    Griff
    • Griff
    • Keep the Change
    Power9
    Highest128
  • 8
    Shelly
    114
    Shelly
    Power9
    Highest114
  • 7
    Bo
    80
    Bo
    Power4
    Highest80
  • 6
    Poco
    72
    Poco
    Power6
    Highest72
  • 5
    Rosa
    56
    Rosa
    Power3
    Highest56
  • 5
    El primo
    56
    El primo
    Power3
    Highest56
  • 4
    Brock
    32
    Brock
    Power5
    Highest32
  • 3
    Barley
    20
    Barley
    • Barley
    • Barley
    • Medical use
    • Extra noxious
    Power8
    Highest20
  • 2
    Bea
    16
    Bea
    Power5
    Highest16
  • 2
    Colt
    13
    Colt
    Power4
    Highest13
  • 1
    Buzz
    0
    Buzz
    Power1
    Highest0
  • 1
    Squeak
    0
    Squeak
    Power7
    Highest0
  • 1
    Jacky
    0
    Jacky
    Power4
    Highest0
  • 1
    Carl
    0
    Carl
    Power1
    Highest0
  • 1
    Darryl
    0
    Darryl
    Power1
    Highest0
  • 1
    Tara
    0
    Tara
    Power3
    Highest0
  • 1
    Pam
    0
    Pam
    Power2
    Highest0
  • 1
    Bull
    0
    Bull
    Power3
    Highest0