24 coaches online • Server time: 04:14
* * * Did you know? The most aggressive player is Taku the Second with 6628 blocks.
Log in
Recent Forum Topics goto Post RNG speculationsgoto Post Vamps win another ma...goto Post Inscription JBL Sais...
Pouf! Paf! Pif!
Retired [L] Chaos Renegade

New Team Page Beta
Player Ma St Ag Pa Av Skills Inj G Cp Td It Cs Mvp SPP Cost  
1
Amy Beardhead
Renegade Minotaur
5 5 4+ - 9+
Frenzy, Horns, Loner, Mighty Blow, Thick Skull, Unchannelled Fury
   0 0 0 0 0 0 0/ 150k
(150+0)k
  
2
Griffin Sureye
Renegade Rat Ogre
6 5 4+ - 9+
Animal Savagery, Frenzy, Loner, Mighty Blow, Prehensile Tail
   0 0 0 0 0 0 0/ 150k
(150+0)k
  
3
Wesley Choknech
Renegade Troll
4 5 5+ 5+ 10+
Always Hungry, Loner, Mighty Blow, Projectile Vomit, Really Stupid, Regeneration, Throw Team-mate
   0 0 0 0 0 0 0/ 115k
(115+0)k
  
4
Ayla Spinetoe
Renegade Dark Elf
6 3 2+ 3+ 9+
Animosity
   0 0 0 0 0 0 0/ 75k
(75+0)k
  
5
Emiliano Halgir
Renegade Orc
5 3 3+ 5+ 10+
Animosity
   0 0 0 0 0 0 0/ 50k
(50+0)k
  
6
Jonathan of Madness
Renegade Goblin
6 2 3+ 4+ 8+
Animosity, Dodge, Right Stuff, Stunty
   0 0 0 0 0 0 0/ 40k
(40+0)k
  
7
Nina Growler
Renegade Human Thrower
6 3 3+ 3+ 9+
Animosity, Pass, Safe Pair of Hands
   0 0 0 0 0 0 0/ 75k
(75+0)k
  
8
Amelia Snakebeard
Renegade Skaven
7 3 3+ 4+ 8+
Animosity
   0 0 0 0 0 0 0/ 50k
(50+0)k
  
12
Tanner The Reaver
Renegade Human Lineman
6 3 3+ 4+ 9+   0 0 0 0 0 0 0/ 50k
(50+0)k
  
13
Adrian of Madness
Renegade Human Lineman
6 3 3+ 4+ 9+   0 0 0 0 0 0 0/ 50k
(50+0)k
  
14
Tucker Swiftfoot
Renegade Human Lineman
6 3 3+ 4+ 9+   0 0 0 0 0 0 0/ 50k
(50+0)k
  
15
Kate Slavemaster
Renegade Human Lineman
6 3 3+ 4+ 9+   0 0 0 0 0 0 0/ 50k
(50+0)k
  
16
Melody Bonecruncher
Renegade Human Lineman
6 3 3+ 4+ 9+   0 0 0 0 0 0 0/ 50k
(50+0)k
  
13 players Favoured of Tzeentch
Coach: Bucks Re-Rolls (140k): 0  
Race: Chaos Renegade Dedicated Fans: 0  
Current Team Value: 955k Assistant Coaches: 0  
Treasury: 245k Cheerleaders: 0  
Team Value: 955k Apothecary: No  

Games Played:0 (0/0/0) |TD Diff:0 (0 - 0) |Cas Diff:0 (0/0/0 - 0/0/0)