# 14º Torneo de PES Categoria A- JALFON CAMPEON

**URL:** https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134
**Category:** Juegos
**Created:** [11 Agosto, 2011 18:15 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134 "2011-08-11T18:15:49Z")
**Posts on this page:** 20
**Page:** 1

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### Author: ![Nico\_El\_Pueblito](https://cdn.turiver.com/user_avatar/www.turiver.com/nico_el_pueblito/32/130500_2.png) [@Nico\_El\_Pueblito](https://www.turiver.com/u/Nico_El_Pueblito)
#### Post date: [11 Agosto, 2011 18:15 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/1 "2011-08-11T18:15:49Z")

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[b]14º TORNEO DE PES

[/b][b]Ronda de ganadores

[/b]El 1º a la Final  
El 2º a la Semifinal  
Reducido : 3º vs ganador de ronda de perdedores ( siempre con desventaja ) y 4º vs 5º , el ganador a la semifinal  
Nadie desciende

[b]Ronda de perdedores

[/b]El 1º vs el ganador del 2º y 3º por un lugar en el reducido  
El ultimo desciende  
El 8º y 9º juegan la promocion

Las Promociones para descender

Se jugaran recien del descanso y una vez que se anoten todos los jugadores viendo como queda todo .

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)  
 ![](http://www.imagengratis.org/images/dibujojl9pj.png)

fixture

[spoiler][b]

![](http://www.imagengratis.org/images/dibujovc7xv.png)

[/b]1º Fecha   
Palu 0-2 Lucas  
Facho 1-2 Jalfon  
Mariano 1-2 Nicomod  
Nico 2-4 Jairo  
Ari 1-2 Blanco  
Andy 1-3 Nahuel  
Marian 0-5 Hacha  
Nacho 1-4 Laser  
Leo 3-2 Tango  
Fran libre  
Shox libre

[b]  
2º Fecha

Fran 0-3 Jalfon[/b]  
Mariano 2-2 Lucas  
Facho 1-3 Jairo  
Ari 2-1 Nicomod  
Nico 5-1 Blanco  
Tango 2-2 Marianzep  
Nahuel libre  
Hacha 4-3 Shox  
Laser 1-2 Andy  
Leo 0-2 Nacho  
Palu libre

[b]3º fecha

[/b]Jairo 4-2 Blanco  
Nico 0-0 Mariano  
Jalfon 3-1 Nicomod  
Facho 2-1 Palu  
Fran 1-2 Lucas  
Ari libre  
Andy libre  
Marian 3-2 shox  
Nacho 3-2 Nahuel  
Leo 2-4 Hacha  
Tango 0-2 Laser

[b]  
4º Fecha

Fran 3-4 Facho[/b]  
Nicomod 3-0 Palu  
Jalfon 4-2 Nico  
Blanco 1-0 Mariano  
Jairo 1-2 Ari  
Libre Lucas  
Tango libre  
Laser 3-2 Leo  
Hacha 0-5 Nacho  
Nahuel 2-2 Marianzep  
Shox 2-2 Andy

[b]5º Fecha

[/b]Lucas 3-4 Nicomod  
[COLOR=Black]Nico 2-3 Fran  
Palu 5-1 Blanco  
Ari 0-5 Jalfon  
Mariano 1-1 Jairo  
[/COLOR]Libre Facho  
Tango 1-3 Hacha  
Laser libre  
Leo 2-4 Nahuel  
Nacho 1-4 Shox  
Marianzep 4-3 Andy[b]

[/b][b]6º fecha

Jalfon 3-2 Jairo[/b]  
Ari 3-2 Palu  
Fran 1-3 Blanco  
Nico 1-3 Lucas  
Facho 3-1 Nicomod  
Mariano libre  
Nahuel 1-1 Tango  
Marianzep libre  
Andy 1-2 Nacho  
Shox 4-1 Leo  
Hacha 0-3 Laser

[b]7º fecha

[/b][COLOR=Black]Nicomod 1-3 Blanco  
Ari 2-0 Facho  
Lucas 3-1 Jairo  
Mariano 0-3 Fran  
Palu 4-5 Jalfon  
Libre Nico  
Andy 3-1 Hacha  
Leo libre  
Nacho 2-4 Tango  
Marian 0-1 Laser  
Shox 0-1 Nahuel[/COLOR]

[COLOR=Black][COLOR=Red]8º Fecha

[/COLOR][/COLOR] [COLOR=Black]Nico 1-3 Ari  
Jairo 4-4 Nicomod  
Facho 2-1 Mariano  
jalfo 1-5 lucas  
Fran 2-1 palu  
[/COLOR]libres blanco y nacho  
[COLOR=Black]laser 2-3 shox  
leo 2-2 Marianzep  
tango 4-0 andy  
hacha 2-2 nahuel[/COLOR]

Fecha 9 y 10  
[COLOR=Black]  
Palu 0-3 Mariano  
Jairo 3-1 Fran  
[/COLOR]Jairo 3-0 Palu  
Blanco 1-1 Lucas  
[COLOR=Black]Blanco 3-6 Jalfon  
Palu 0-2 Nico[/COLOR]  
[COLOR=Black]Lucas 2-4 Ari  
Blanco 0-0 Facho  
Nicomod 1-2 Nico  
Facho 3-3 Nico  
Fran 2-3 Ari  
Jalfon 2-1 Mariano  
Mariano 0-3 Ari  
Nicomod 4-1 Fran  
Lucas 3-4 Facho  
[COLOR=Black]Nahuel 2-4 Laser  
Shox 3-4 Tango  
Andy 1-2 Leo  
Marian 4-2 Nacho  
[/COLOR][/COLOR]  
Fecha 11

nico 0-4 leo  
tango 1-0 mariano  
nicomod 6-1 marian  
Andy 0-1 Shox  
palu 0-1 fran  
facho 1-1 lucas  
laser 4-3 nahuel  
jalfon 3-1 blanco  
Ari 2-1 Nacho  
jairo 3-0 hacha

[b]Fecha 12

Nacho 2-1 Facho[/b]  
hacha 3-1 blanco  
jairo 3-3 nahuel  
ari 2-1 lucas  
jalfon 3-0 laser  
mariano 2-2 nico  
marian 3-1 leo  
shox 3-0 tango  
fran 2-1 nicomod  
palu 4-2 andy

[b]Fecha 13

Nahuel 3-1 Facho[/b]  
Nacho 1-2 Laser  
Hacha 1-5 Jalfon  
Jairo 2-2 Ari  
Shox 3-3 Nico  
Fran 2-2 Marian  
Blanco 0-3 Lucas  
Palu 3-0 Mariano  
Andy 3-1 Leo  
Nicomod 2-4 Tango

[b]  
Fecha 14

[/b][COLOR=Black]Facho 3-1 Hacha  
Nacho 5-5 Jairo  
Nahuel 4-2 Jalfon  
Lucas 0-2 Laser  
Nico 0-3 Fran  
Shox 3-2 Palu  
Marian 2-1 Andy  
Mariano 2-2 Nicomod  
Leo 1-1 Tango  
 [/COLOR][COLOR=Black]Blanco 0-0 Ari [/COLOR]

[b]Fecha 15

[/b][COLOR=Black]Nico 4-1 Tango  
Nicomod 6-2 Leo  
Andy 0-2 Mariano  
Palu 2-5 Marianzep  
Fran 2-1 Shox  
Facho 2-1 Laser  
Jalfon 5-1 Lucas  
Ari 0-0 Nahuel  
Jairo 2-4 Blanco  
Hacha 0-3 Nacho[/COLOR]

Fecha 16

facho 5-1 blanco  
nahuel 5-3 nacho  
Lucas 2-0 Hacha  
laser 1-0 jairo  
jalfon 1-0 ari  
nico 2-1 marian  
mariano 0-0 shox  
leo 1-2 fran  
Tango 4-3 Palu  
Nicomod 3-3 andy

[b]Fecha 17

[/b][COLOR=Black]Palu 1-4 Nico  
Andy 2-4 Fran  
Nicomod 2-1 Shox  
Tango 2-1 Marian  
Leo 0-4 Mariano  
Facho 2-3 Ari  
Jairo 2-4 Jalfon  
Hacha 1-5 Laser  
 Nacho 2-3 Lucas  
Blanco 0-2 Nahuel[/COLOR]

Fecha 18  
[COLOR=Black]  
[/COLOR]jairo 5-4 facho  
ari 2-0 hacha  
lucas 2-5 nahuel  
jalfon 3-3 nacho  
nico 0-3 nicomod  
tango 3-2 andy  
leo 0-4 palu  
Laser 2-0 Blanco  
Marian 1-1 Shox  
[b]mariano 0-2 fran

[/b]Fecha 19

Nico 4-3 Andy  
 Palu 3-3 Nicomod  
Fran 1-1 Tango  
Shox 4-4 Leo  
Marian 1-1 Mariano  
 Ari 4-4 Laser  
 Jairo 1-4 Lucas  
 Jalfon 3-0 Facho  
Nahuel 3-0 Hacha  
Nacho vs Blanco

[/spoiler]

---

<div class="post-metadata">

### Author: ![Nico\_El\_Pueblito](https://cdn.turiver.com/user_avatar/www.turiver.com/nico_el_pueblito/32/130500_2.png) [@Nico\_El\_Pueblito](https://www.turiver.com/u/Nico_El_Pueblito)
#### Post date: [11 Agosto, 2011 18:15 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/2 "2011-08-11T18:15:49Z")

</div>

[b]14º TORNEO DE PES

[/b][b]Ronda de ganadores

[/b]El 1º a la Final  
El 2º a la Semifinal  
Reducido : 3º vs ganador de ronda de perdedores ( siempre con desventaja ) y 4º vs 5º , el ganador a la semifinal  
Nadie desciende

[b]Ronda de perdedores

[/b]El 1º vs el ganador del 2º y 3º por un lugar en el reducido  
El ultimo desciende  
El 8º y 9º juegan la promocion

Las Promociones para descender

Se jugaran recien del descanso y una vez que se anoten todos los jugadores viendo como queda todo .

![](http://www.turiver.com/foros/data:image/png;base64,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)  
 ![](http://www.imagengratis.org/images/dibujojl9pj.png)

fixture

[spoiler][b]

![](http://www.imagengratis.org/images/dibujovc7xv.png)

[/b]1º Fecha   
Palu 0-2 Lucas  
Facho 1-2 Jalfon  
Mariano 1-2 Nicomod  
Nico 2-4 Jairo  
Ari 1-2 Blanco  
Andy 1-3 Nahuel  
Marian 0-5 Hacha  
Nacho 1-4 Laser  
Leo 3-2 Tango  
Fran libre  
Shox libre

[b]  
2º Fecha

Fran 0-3 Jalfon[/b]  
Mariano 2-2 Lucas  
Facho 1-3 Jairo  
Ari 2-1 Nicomod  
Nico 5-1 Blanco  
Tango 2-2 Marianzep  
Nahuel libre  
Hacha 4-3 Shox  
Laser 1-2 Andy  
Leo 0-2 Nacho  
Palu libre

[b]3º fecha

[/b]Jairo 4-2 Blanco  
Nico 0-0 Mariano  
Jalfon 3-1 Nicomod  
Facho 2-1 Palu  
Fran 1-2 Lucas  
Ari libre  
Andy libre  
Marian 3-2 shox  
Nacho 3-2 Nahuel  
Leo 2-4 Hacha  
Tango 0-2 Laser

[b]  
4º Fecha

Fran 3-4 Facho[/b]  
Nicomod 3-0 Palu  
Jalfon 4-2 Nico  
Blanco 1-0 Mariano  
Jairo 1-2 Ari  
Libre Lucas  
Tango libre  
Laser 3-2 Leo  
Hacha 0-5 Nacho  
Nahuel 2-2 Marianzep  
Shox 2-2 Andy

[b]5º Fecha

[/b]Lucas 3-4 Nicomod  
[COLOR=Black]Nico 2-3 Fran  
Palu 5-1 Blanco  
Ari 0-5 Jalfon  
Mariano 1-1 Jairo  
[/COLOR]Libre Facho  
Tango 1-3 Hacha  
Laser libre  
Leo 2-4 Nahuel  
Nacho 1-4 Shox  
Marianzep 4-3 Andy[b]

[/b][b]6º fecha

Jalfon 3-2 Jairo[/b]  
Ari 3-2 Palu  
Fran 1-3 Blanco  
Nico 1-3 Lucas  
Facho 3-1 Nicomod  
Mariano libre  
Nahuel 1-1 Tango  
Marianzep libre  
Andy 1-2 Nacho  
Shox 4-1 Leo  
Hacha 0-3 Laser

[b]7º fecha

[/b][COLOR=Black]Nicomod 1-3 Blanco  
Ari 2-0 Facho  
Lucas 3-1 Jairo  
Mariano 0-3 Fran  
Palu 4-5 Jalfon  
Libre Nico  
Andy 3-1 Hacha  
Leo libre  
Nacho 2-4 Tango  
Marian 0-1 Laser  
Shox 0-1 Nahuel[/COLOR]

[COLOR=Black][COLOR=Red]8º Fecha

[/COLOR][/COLOR] [COLOR=Black]Nico 1-3 Ari  
Jairo 4-4 Nicomod  
Facho 2-1 Mariano  
jalfo 1-5 lucas  
Fran 2-1 palu  
[/COLOR]libres blanco y nacho  
[COLOR=Black]laser 2-3 shox  
leo 2-2 Marianzep  
tango 4-0 andy  
hacha 2-2 nahuel[/COLOR]

Fecha 9 y 10  
[COLOR=Black]  
Palu 0-3 Mariano  
Jairo 3-1 Fran  
[/COLOR]Jairo 3-0 Palu  
Blanco 1-1 Lucas  
[COLOR=Black]Blanco 3-6 Jalfon  
Palu 0-2 Nico[/COLOR]  
[COLOR=Black]Lucas 2-4 Ari  
Blanco 0-0 Facho  
Nicomod 1-2 Nico  
Facho 3-3 Nico  
Fran 2-3 Ari  
Jalfon 2-1 Mariano  
Mariano 0-3 Ari  
Nicomod 4-1 Fran  
Lucas 3-4 Facho  
[COLOR=Black]Nahuel 2-4 Laser  
Shox 3-4 Tango  
Andy 1-2 Leo  
Marian 4-2 Nacho  
[/COLOR][/COLOR]  
Fecha 11

nico 0-4 leo  
tango 1-0 mariano  
nicomod 6-1 marian  
Andy 0-1 Shox  
palu 0-1 fran  
facho 1-1 lucas  
laser 4-3 nahuel  
jalfon 3-1 blanco  
Ari 2-1 Nacho  
jairo 3-0 hacha

[b]Fecha 12

Nacho 2-1 Facho[/b]  
hacha 3-1 blanco  
jairo 3-3 nahuel  
ari 2-1 lucas  
jalfon 3-0 laser  
mariano 2-2 nico  
marian 3-1 leo  
shox 3-0 tango  
fran 2-1 nicomod  
palu 4-2 andy

[b]Fecha 13

Nahuel 3-1 Facho[/b]  
Nacho 1-2 Laser  
Hacha 1-5 Jalfon  
Jairo 2-2 Ari  
Shox 3-3 Nico  
Fran 2-2 Marian  
Blanco 0-3 Lucas  
Palu 3-0 Mariano  
Andy 3-1 Leo  
Nicomod 2-4 Tango

[b]  
Fecha 14

[/b][COLOR=Black]Facho 3-1 Hacha  
Nacho 5-5 Jairo  
Nahuel 4-2 Jalfon  
Lucas 0-2 Laser  
Nico 0-3 Fran  
Shox 3-2 Palu  
Marian 2-1 Andy  
Mariano 2-2 Nicomod  
Leo 1-1 Tango  
 [/COLOR][COLOR=Black]Blanco 0-0 Ari [/COLOR]

[b]Fecha 15

[/b][COLOR=Black]Nico 4-1 Tango  
Nicomod 6-2 Leo  
Andy 0-2 Mariano  
Palu 2-5 Marianzep  
Fran 2-1 Shox  
Facho 2-1 Laser  
Jalfon 5-1 Lucas  
Ari 0-0 Nahuel  
Jairo 2-4 Blanco  
Hacha 0-3 Nacho[/COLOR]

Fecha 16

facho 5-1 blanco  
nahuel 5-3 nacho  
Lucas 2-0 Hacha  
laser 1-0 jairo  
jalfon 1-0 ari  
nico 2-1 marian  
mariano 0-0 shox  
leo 1-2 fran  
Tango 4-3 Palu  
Nicomod 3-3 andy

[b]Fecha 17

[/b][COLOR=Black]Palu 1-4 Nico  
Andy 2-4 Fran  
Nicomod 2-1 Shox  
Tango 2-1 Marian  
Leo 0-4 Mariano  
Facho 2-3 Ari  
Jairo 2-4 Jalfon  
Hacha 1-5 Laser  
 Nacho 2-3 Lucas  
Blanco 0-2 Nahuel[/COLOR]

Fecha 18  
[COLOR=Black]  
[/COLOR]jairo 5-4 facho  
ari 2-0 hacha  
lucas 2-5 nahuel  
jalfon 3-3 nacho  
nico 0-3 nicomod  
tango 3-2 andy  
leo 0-4 palu  
Laser 2-0 Blanco  
Marian 1-1 Shox  
[b]mariano 0-2 fran

[/b]Fecha 19

Nico 4-3 Andy  
 Palu 3-3 Nicomod  
Fran 1-1 Tango  
Shox 4-4 Leo  
Marian 1-1 Mariano  
 Ari 4-4 Laser  
 Jairo 1-4 Lucas  
 Jalfon 3-0 Facho  
Nahuel 3-0 Hacha  
Nacho vs Blanco

[/spoiler]

---

<div class="post-metadata">

### Author: ![NahuelV](https://cdn.turiver.com/user_avatar/www.turiver.com/nahuelv/32/912_2.png) [@NahuelV](https://www.turiver.com/u/NahuelV)
#### Post date: [11 Agosto, 2011 18:18 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/3 "2011-08-11T18:18:30Z")

</div>

Perfiles

Facho [[Facho]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Fran [[Fran]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Blanco [[Blanco]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Jairo [[Jairo]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Jalfon [[Jalfon]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Nico [[Pueblo]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Ari [[Ari]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Palu [[Palu]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Lucas Millonario [[Lucas]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Nicomod [[Nicomod]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Mariano A [[Mariano A]](http://www.turiver.com/foros/miembros/leo-23127.html)

Grupo B:

Andy [[Andy]](http://www.turiver.com/foros/miembros/andy-23364.html)  
Tango [[Tango]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Lega [[Lega]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Laser [[Laser]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Nacho [[Nacho]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Leo [[Leo]](http://www.turiver.com/foros/miembros/leo-23127.html)  
Nahuel [[Nahuel]](http://www.turiver.com/foros/miembros/nahuelv-22144.html)  
MarianZep [[MarianZep]](http://www.turiver.com/foros/miembros/marianzep-25582.html)  
Hacha [[Hacha]](http://www.turiver.com/foros/miembros/h_al9000-12270.html)  
Shox [[Shox]](http://www.turiver.com/foros/miembros/shox-35816.html)

PD: Pueblito dictador, vigilante.

---

<div class="post-metadata">

### Author: ![MarianZep](https://cdn.turiver.com/user_avatar/www.turiver.com/marianzep/32/1144_2.png) [@MarianZep](https://www.turiver.com/u/MarianZep)
#### Post date: [11 Agosto, 2011 18:18 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/4 "2011-08-11T18:18:40Z")

</div>

Ya arrancó?? Mamma mía!!

---

<div class="post-metadata">

### Author: ![lega](https://cdn.turiver.com/user_avatar/www.turiver.com/lega/32/1327_2.png) [@lega](https://www.turiver.com/u/lega)
#### Post date: [11 Agosto, 2011 18:18 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/5 "2011-08-11T18:18:44Z")

</div>

Bhox avisá.

---

<div class="post-metadata">

### Author: ![Rodrigo\_CS](https://cdn.turiver.com/user_avatar/www.turiver.com/rodrigo_cs/32/2078_2.png) [@Rodrigo\_CS](https://www.turiver.com/u/Rodrigo_CS)
#### Post date: [11 Agosto, 2011 18:21 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/6 "2011-08-11T18:21:25Z")

</div>

Beo cuando estés, buscame

PD: te recuerdo que Bale no puede jugar, está suspendido por… eh… no lo pongas y fue

Saludos

---

<div class="post-metadata">

### Author: ![aricarp](https://cdn.turiver.com/user_avatar/www.turiver.com/aricarp/32/787_2.png) [@aricarp](https://www.turiver.com/u/aricarp)
#### Post date: [11 Agosto, 2011 18:25 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/7 "2011-08-11T18:25:33Z")

</div>

Estoy con 39 de fiebre, claramente no voy a jugar hoy blanquito.

nnv

---

<div class="post-metadata">

### Author: ![fachoLM](https://cdn.turiver.com/user_avatar/www.turiver.com/facholm/32/958_2.png) [@fachoLM](https://www.turiver.com/u/fachoLM)
#### Post date: [11 Agosto, 2011 18:26 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/8 "2011-08-11T18:26:18Z")

</div>

Jajaja sos una rata Nico, termino de comer y lo juego con Jalfo así no te atrasamos la fecha, lacra.

---

<div class="post-metadata">

### Author: ![Andy](https://cdn.turiver.com/user_avatar/www.turiver.com/andy/32/1009_2.png) [@Andy](https://www.turiver.com/u/Andy)
#### Post date: [11 Agosto, 2011 18:26 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/9 "2011-08-11T18:26:22Z")

</div>

Dale Nahue cuando estes avisa.

---

<div class="post-metadata">

### Author: ![fachoLM](https://cdn.turiver.com/user_avatar/www.turiver.com/facholm/32/958_2.png) [@fachoLM](https://www.turiver.com/u/fachoLM)
#### Post date: [11 Agosto, 2011 18:29 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/10 "2011-08-11T18:29:02Z")

</div>

> [@arimantelman](#):
>
> Estoy con 39 de fiebre, claramente no voy a jugar hoy blanquito.
> 
> nn

COBARDE

* * *

BALTELBAN CAGÓN

![](http://sp0.fotolog.com/photo/32/16/7/lauriux_k/1250226162087_f.jpg)

---

<div class="post-metadata">

### Author: ![Morens](https://cdn.turiver.com/user_avatar/www.turiver.com/morens/32/696_2.png) [@Morens](https://www.turiver.com/u/Morens)
#### Post date: [11 Agosto, 2011 18:36 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/11 "2011-08-11T18:36:19Z")

</div>

porque la B no arranco?

---

<div class="post-metadata">

### Author: ![Nico\_El\_Pueblito](https://cdn.turiver.com/user_avatar/www.turiver.com/nico_el_pueblito/32/130500_2.png) [@Nico\_El\_Pueblito](https://www.turiver.com/u/Nico_El_Pueblito)
#### Post date: [11 Agosto, 2011 18:37 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/12 "2011-08-11T18:37:35Z")

</div>

En un rato cuando pueda la manda Andy

---

<div class="post-metadata">

### Author: ![Morens](https://cdn.turiver.com/user_avatar/www.turiver.com/morens/32/696_2.png) [@Morens](https://www.turiver.com/u/Morens)
#### Post date: [11 Agosto, 2011 18:42 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/13 "2011-08-11T18:42:29Z")

</div>

ahh tata!

---

<div class="post-metadata">

### Author: ![Lucas\_Millonarioo](https://cdn.turiver.com/user_avatar/www.turiver.com/lucas_millonarioo/32/821_2.png) [@Lucas\_Millonarioo](https://www.turiver.com/u/Lucas_Millonarioo)
#### Post date: [11 Agosto, 2011 18:42 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/14 "2011-08-11T18:42:29Z")

</div>

Palu mañana lo jugamos, están bajando algo en la otra pc y va a haber lag  
abrazo

---

<div class="post-metadata">

### Author: ![Shox](https://cdn.turiver.com/user_avatar/www.turiver.com/shox/32/2063_2.png) [@Shox](https://www.turiver.com/u/Shox)
#### Post date: [11 Agosto, 2011 18:50 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/15 "2011-08-11T18:50:44Z")

</div>

Lega mañana lo jugamos.

cuento las tarjetas,mejor.

---

<div class="post-metadata">

### Author: ![lega](https://cdn.turiver.com/user_avatar/www.turiver.com/lega/32/1327_2.png) [@lega](https://www.turiver.com/u/lega)
#### Post date: [11 Agosto, 2011 18:56 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/16 "2011-08-11T18:56:12Z")

</div>

A la noche estoy eh. Antes estoy en el laburo.

nnv

---

<div class="post-metadata">

### Author: ![Fran](https://cdn.turiver.com/user_avatar/www.turiver.com/fran/32/1330_2.png) [@Fran](https://www.turiver.com/u/Fran)
#### Post date: [11 Agosto, 2011 18:59 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/17 "2011-08-11T18:59:26Z")

</div>

A la mierda, ya arrancaste Pueblí, bien ahí!  
Buen rival me tocó, lástima que no se conecta nunca.

---

<div class="post-metadata">

### Author: ![Shox](https://cdn.turiver.com/user_avatar/www.turiver.com/shox/32/2063_2.png) [@Shox](https://www.turiver.com/u/Shox)
#### Post date: [11 Agosto, 2011 19:18 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/18 "2011-08-11T19:18:24Z")

</div>

ahi lo jugamos bega

---

<div class="post-metadata">

### Author: ![Pato](https://cdn.turiver.com/user_avatar/www.turiver.com/pato/32/2002_2.png) [@Pato](https://www.turiver.com/u/Pato)
#### Post date: [11 Agosto, 2011 19:26 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/19 "2011-08-11T19:26:47Z")

</div>

Menos mal que ayer te pregunte nico y me dijiste nooo 1 dia es poco de pretemporada, 2 es lo mismo!

---

<div class="post-metadata">

### Author: ![Nico\_El\_Pueblito](https://cdn.turiver.com/user_avatar/www.turiver.com/nico_el_pueblito/32/130500_2.png) [@Nico\_El\_Pueblito](https://www.turiver.com/u/Nico_El_Pueblito)
#### Post date: [11 Agosto, 2011 19:27 UTC](https://www.turiver.com/t/14-torneo-de-pes-categoria-a-jalfon-campeon/93134/20 "2011-08-11T19:27:42Z")

</div>

Pense que iba a haber entusiasmo y solo recibi palos :pale:

Pasa que mañana capaz no me conecto y para no dejarlos colgados hasta sabado a la tarde

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