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Tablas de Pronosticos WWE (Resultados Y Torneos Aqui) 2009-2018
AWE
AWF
Ganador 'Rey del Abusheo' 2014
2 puntos
MITB
2 puntos
MITB
x2
Me fue como las weas, hasta aqui numa llego la eterna promesa
2 puntos
MITB
1 punto
pero si les sirve de consuelo hermanitos, no somos Krogan
PGA Int.V.1|Ap. 2015|PGA 2019|Libertadores/inter24
1 punto
pero si les sirve de consuelo hermanitos, no somos Krogan
salvando la plata por el team
4 ptos
Campeón en Parejas AWC 2014-2015
Creo que hice 4 ó 5 puntos,
asi que me siw to top
Me da susto ver la tabla de posiciones, para ver si subí o bajé...
salvando la plata por el team
4 ptos
Evenos qlos nefastos
LA MEJOR TABLA DE TODOS LOS TIEMPOS
232 días sin puntaje perfecto, los últimos
@Chainheat y
@Mortimer666 en HIAC 14
Y a quién suspendió el ex Campeón de la Autoridad? Se mariconeo a alguno de sus amigotes? le devolvió la mano a shvga1987?
Quién será el campeón ahora que AndreX95 se fue a la chucha y que pedigree fue suspendido
Quién es Mr Money in the Bank, sépalo el miércoles o antes, o después.
Reclamos hasta que se posteen las tablas generales.
Felicidades a los que sacaron 1 punto.
Última edición: 2015/06/15
PGA Int.V.1|Ap. 2015|PGA 2019|Libertadores/inter24
Evenos qlos nefastos
ups fueron 2
la wea nefasta wn
Primera vez soy primero en una tabla
🏆PGA'13/PGA'22/Euro'23/CA'24/PGA'24/Clasif'26
Dire que Trod se cago a pedigree, pk era el campeon maximo de la competencia
Campeón peso completo AWC 2014-2015
pediNOPE
solo diré que hay una factura trucha metida en la tabla y que NO estoy involucrado en ella
más información en el noticiero de mañana
Se agradece la tabla
Quién es Mr Money in the Bank, sépalo el miércoles o antes, o después.
El campeón más nefasto de la historia de esta industria
NO JUEGO MAS , ME VOY A LA TABLA DEL KILTRO
TROD CALLAMPERO CULIAO, NEFASTO CULIAO
PD: Todo dentro de un marco de respeto y buena onda.
Esperando la tabla
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
Kiltro