28000039

Adi și Andrei

#9VQQ8RP0P
Not in club

Not in club

36
54/390
II
3596/3600
Griff
Last updated 1 year, 2 months ago
Highest Trophies
3,596
Trophies
3,596
3 VS 3 Victories
282
Solo Victories
69
Duo Victories
108
Highest Robo Rumble Lvl Passed
Insane
Highest Boss Fight Lvl Passed
Insane
Most Challenge Wins
0

Brawlers (30/64)

  • 17
    Nita
    400
    Nita
    Power6
    Highest418
  • 14
    El primo
    292
    El primo
    Power6
    Highest296
  • 14
    Shelly
    274
    Shelly
    • Shelly
    • Shelly
    • Shell shock
    • Band-aid
    Power8
    Highest274
  • 12
    Colette
    218
    Colette
    • Colette
    • Push it
    • Mass tax
    Power8
    Highest218
  • 12
    Colt
    209
    Colt
    • Colt
    • Colt
    • Slick boots
    • Magnum special
    Power8
    Highest209
  • 12
    Rosa
    199
    Rosa
    Power6
    Highest199
  • 12
    Poco
    198
    Poco
    Power6
    Highest198
  • 12
    Barley
    192
    Barley
    Power6
    Highest194
  • 12
    Bull
    192
    Bull
    Power6
    Highest192
  • 12
    Carl
    183
    Carl
    Power6
    Highest183
  • 11
    Penny
    177
    Penny
    Power6
    Highest177
  • 11
    Jessie
    171
    Jessie
    Power6
    Highest171
  • 10
    Darryl
    154
    Darryl
    Power6
    Highest154
  • 9
    Dynamike
    137
    Dynamike
    Power6
    Highest139
  • 9
    Jacky
    131
    Jacky
    Power6
    Highest131
  • 8
    Brock
    117
    Brock
    • Brock
    • Brock
    • Incendiary
    • Rocket no. 4
    Power7
    Highest119
  • 8
    Ash
    113
    Ash
    Power6
    Highest113
  • 7
    Bibi
    84
    Bibi
    Power6
    Highest84
  • 7
    Gene
    81
    Gene
    Power6
    Highest85
  • 5
    Griff
    50
    Griff
    Power4
    Highest50
  • 2
    Rico
    16
    Rico
    Power6
    Highest16
  • 1
    Bo
    8
    Bo
    Power6
    Highest8
  • 1
    Gus
    0
    Gus
    Power4
    Highest0
  • 1
    Eve
    0
    Eve
    Power5
    Highest0
  • 1
    Buzz
    0
    Buzz
    Power5
    Highest0
  • 1
    Surge
    0
    Surge
    Power1
    Highest0
  • 1
    Sprout
    0
    Sprout
    Power3
    Highest0
  • 1
    Frank
    0
    Frank
    Power7
    Highest0
  • 1
    Piper
    0
    Piper
    Power3
    Highest0
  • 1
    Mortis
    0
    Mortis
    Power1
    Highest0