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Domingo 27/08/2023, 08:50:47
T.O. Independiente vs. Velez
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Independiente vs. Velez







Torneo Copa de Liga Profesional de Futbol 2023
Fecha 2   Zona 1



ARBITRO: Fernando Rapallini.  
VAR:   
ESTADIO:  Libertadores de América -  Ricardo Enrique Bochini
TRANSMITE:  TNT Sports Premium
HORA: 18:45 hs previa.   19:00 hs kick off.   



TABLAS




CORTITAS Y AL PIE
Cuarto DT en lo que va del año que agarra el equipo.  Los números apremian y la dirigencia como si nada.
Ah, si.  Dicen que en 6 meses resolvieron muchas deudas.  Solo que se les olvidó que la gente puso guita de toda manera posible para levantar el club a cambio de nada, que es lo que están generando.



DATOS DEL HISTORIAL EN PRIMERA
Jugaron 175 partidos
Independiente ganó 56 veces y convirtió 230 goles.
Vélez ganó 61 veces y convirtó 240 goles.
Empataron 58 veces.
Vélez lleva una diferencia a favor en el historial de 5 partidos.




DETALLE DE LOS ULTIMOS 10 ENFRENTAMIENTOS
Torneo de Transicion 2014 - Independiente 0-4 Vélez
Campeonato 2015 - Independiente 1-0 Vélez 
Torneo 2016 - Vélez 0-2 Independiente
Campeonato 2016/17 - Independiente 1-1 Vélez
Superliga 2017/2018 - Independiente 1-0 Vélez
Superliga 2018/2019 - Independiente 2-1 Vélez
Superliga 2019/2020 -  Vélez 2-0 Independiente
Liga 2021 - Vélez 3-3 Independiente
Liga 2022 - Independiente 1-1 Vélez
Liga 2023 - Vélez 0-0 Independiente




OTROS PARTIDOS
Copa Superliga 2020 (primer partido sin publico y antes de la cuarETERNA)
Independiente 1-0 Vélez 





MAXIMAS GOLEADAS 
Campeonato 1945: Vélez 8 vs. Independiente 0 
Campeonato 1938: - Independiente 7-1 Velez
Campeonato 1937: Vélez 6 vs. Independiente 4
Campeonato 1938: Independiente 7 vs. Vélez 1
Apertura 2001: Vélez 1 vs. Independiente 4
Torneo AFA 2015: Independiente 0 - Vélez 4





MAXIMOS GOLEADORES
Arsenio Erico es el máximo goleador del historial. Le hizo 19 goles a Vélez (todos al arquero Jaime Rotman).





ALGUNOS JUGADORES QUE VISTIERON LAS 2 CAMISETAS
Esteban Buján, Jairo Castillo, José Antonio Castro, Oscar Doboletta, Eduardo Domínguez, Federico Domínguez, Emiliano Dudar, Osvaldo Escudero, José Oscar Flores, Carlos Fren, Ricardo Gareca, Enzo Gennoni, Alberto Rubén González, Roberto Iglesias, Hugo Lamanna, Omar Larrosa, Bernardo Leyenda, Manuel Magán, Alejandro Mancuso, Antonio Moreyra, Alejandro Nannini, Juan Carlos Navarro, Carlos Navarro Montoya, Norberto Outes, Jorge Carlos Pellegrini, Emilio Reuben, Leonel Ríos |:[, Aldo Rodríguez, Mario Rodríguez, Roberto Rolando, Hugo Saggiorato, Pedro Sallaberry, Jorge Armando Sanabria, Victorio Spinetto, Alberto Tardivo, Pedro Valentini, Victor Zapata, entre otros...






PROBABLES FORMACIONES (S.E.U.O.)

Probable formación del Rojo  

Rodrigo Rey

Mauricio Isla
Javier Báez
Edgar Elizalde
Ayrton Costa

Braian Martínez
Sergio Ortiz
Iván Marcone
Federico Mancuello

Matías Giménez Rojas
Martín Cauteruccio

DT: Carlos Alberto Tevez.






Probable formación del fortín

Leonardo Burián

Joaquín García
Lautaro Giannetti
Valentín Gómez
Elías Gómez

Juan Ignacio Méndez
José Florentín o Yeison Gordillo

Gianluca Prestianni
Walter Bou
Francisco Pizzini

Braian Romero

DT: Sebastián Méndez.
       
Domingo 27/08/2023, 08:52:32
37503 Posts - 38877 Puntos

       
Domingo 27/08/2023, 08:53:03
3205 Posts - 331 Puntos
De dónde salió esa formacion ? X lo último q se sabía.

Isla Ostachuk Aguilar Costa Pérez

Ortiz Marcone Mancuello

Canelo Gimenez
Domingo 27/08/2023, 08:54:46
37503 Posts - 38877 Puntos
Escrito por Alias

De dónde salió esa formacion ? X lo último q se sabía.

Isla Ostachuk Aguilar Costa Pérez

Ortiz Marcone Mancuello

Canelo Gimenez



https://www.tycsports.com/liga-profesional-de-futbol/argentina-copa-de-la-liga-profesional-2023-independiente-vs-velez-fecha-2-id531595.html



Hace 9 horas.


Por eso pongo probable. Si fuera adivino seria millonario.
       
Domingo 27/08/2023, 09:16:26
1599 Posts - 357 Puntos
Mira que raro … Pensé que jugaba Canelo
Domingo 27/08/2023, 09:48:58
24530 Posts - 11852 Puntos
Dios nos ayude
Domingo 27/08/2023, 09:56:52
60715 Posts - 20172 Puntos
Hoy es la prueba de fuego.
Nos dirige Fernando Rapallini
VAR. Leandro Rey Hilfer .
si estos dos no nos bombean , quiere decir que cambiaron los vientos, desde la AFA.
Por otra parte escuchaba una audicion partidaria de Velez que me hizo reir.
Insinuaban que tenian que estar con la guardia alta porque nos iban a beneficiar, los mas perjudicados, resulta que ahora somos beneficiados.
O como esos boludos que dicen que Grondona nos regalo titulos cuando lo que ganamos en el 83/84 fue por tener el mejor equipo de la historia y no necesitabamos ayuda de Grondona, Alfonsin o el Papa Pablo II

posible formacion, Tevez quiere probar linea de 5, veremos que sale.


………………………………..REY
ISLA…..BAEZ…….AGUILAR……COSTA……PEREZ

ORTIZ…………….MARCONE…………….MANCUELLO

………….CANELO……GIMENEZ

si se da este equipo, esta tratando de hacer un equipo corto, entre mediocampo y defensa,
darle mas juego al mediocampo para ayudar a los de arriba .
Domingo 27/08/2023, 10:53:17
7873 Posts - 2402 Puntos
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
Domingo 27/08/2023, 11:31:53
13107 Posts - 4834 Puntos
Resuelva el siguiente problema:

11 chasco Gimenez se enfrentan a 11 Elizaldes.

Cuál es el resultado del partido??
TIN ,TAN Y TON....LAS ANCLAS DE DOMINICO
Domingo 27/08/2023, 11:45:43
21174 Posts - 2795 Puntos
Por lo que he visto de Vélez, es peligroso en ataque pero da ventajas defensivas, aunque hoy tal vez ponga a Yeison Gordillo que es un nuevo refuerzo y le ordene tácticamente el retroceso defensivo.
Creo que hay que atacarlos, jamás cederles la tenencia y mucho ojo con el mano a mano de Prestianni que es rápido habilidoso y vivo para generar faltas y amarillas.
Si los de arriba nuestros están bien, atentos, la defensa de.elloa suele fallar.
"LA MEJOR FORMA DE CERRAR UN PARTIDO ES HACIENDO OTRO GOL"
Domingo 27/08/2023, 11:51:49
3628 Posts - 1013 Puntos
Todo bien,pero le venís pifiando a la formación seguido. En todos lados dicen q juega con línea de 3/5. Lo cual veo un problema. Para jugar así tenés que tener carrileros rápidos , lo mismo los interiores. Con los tándem Isla - Ortiz por un lado, y Pérez - Mancuello no tenes la dinámica ni el ritmo que pretende tener Tévez. Tampoco hay mucho material para elegir convengamos. Pero así lo veo imposible llegar al arco rival. En todo caso q juegue con costa de 3 y espere a la otra fecha para jugar con Barcia de 4, Por lo menos. Si no no tiene sentido jugar así
Domingo 27/08/2023, 12:15:52
24530 Posts - 11852 Puntos
Tevez lá concha de la mujer de Ham

Porque borrasteee a todos los peneejos
Pedazo de hijo de puta..bostero de mierda
Domingo 27/08/2023, 12:30:42
4676 Posts - 572 Puntos
Cual seria el motivo para que juegue tucán Gimenez??