Los Toros: buscarán reencontrarse con el éxito

LA ROMANA – Desde la campaña 2010-2011, año en que por última vez levantaron el trofeo de campeón, una pesadilla se ha apoderado de los Toro...

LA ROMANA – Desde la campaña 2010-2011, año en que por última vez levantaron el trofeo de campeón, una pesadilla se ha apoderado de los Toros del Este, franquicia que desde entonces no ha superado la marca de .500 en ninguna de las series regulares.

Detener a como de lugar este registro negativo representa uno de los principales retos que desde la apertura de la próxima contienda del béisbol invernal desde ya se traza su gerente general, Stanley Javier, en busca de que el conjunto de La Romana retorne a la postemporada, hecho que desde su más reciente cetro, registran foja combinada de 136-165 y han alcanzado la postemporada en tres de las pasadas seis estaciones.

Stanley, dueño de un buen  historial como jugador y ejecutivo en la pelota dominicana afirma que iniciar a todo tren en el mes de octubre será determinante para ver cumplir este propósito de unos Toros que en la temporada pasada lo separó apenas un partido de lograr la clasificación (24-26 ), mientras los Leones del Escogido registraron (25-25).

“En octubre no se ganan los campeonatos, pero si tu puedes perder los campeonatos”, expresó el ejecutivo de 53 años a LISTIN DIARIO sobre la trascendencia e importancia de iniciar a todo tren en el torneo invernal.

La experiencia de los romanenses en la jornada pasada fue muy negativa, pues los Toros iniciaron con foja de 3-12 en los primeros 15 partidos bajo las riendas en el renglón de operaciones de Pablo Peguero y esto llevó a la directiva a sustituirlo por Stanley, quien para entonces figuraba como asesor del conjunto.

Al frente del equipo de operaciones, los romanenses registraron foja de 21-14 el resto de la jornada y concluyeron ganando siete de sus últimos 10 encuentros, el equipo más caliente de la Liga, empero el calendario se les culminó y tuvieron que conformarse con quedar un partido detrás de los Leones en las aspiraciones de abrazar el round robin.

Pero, que plantel tendrían los Toros desde las primeras semanas en busca de colocar números muy superiores en la columna izquierda que en la parte derecha.

Plantel
El equipo tendría a varios de sus peloteros claves jugando temprano en la contienda, un grupo de miembros que este año en el béisbol de Estados Unidos han agotado una menor cantidad de turnos a lo acostumbrado. Algunos casos los representan Magneuris Sierra, quien el año pasado actuó en 22 partidos con los Toros, en esta estación inició en Clase A fuerte, pero ha tenido varias paradas con los Cardenales de San Luis, equipo con el que ha sobresalido bateando .365 ( 52-19 ), que unido a los 403 en las Menores suman 455, también por debajo de los 524 registrados en el 2016.

Toros iniciarán con sólida rotación  
Jefry Marte es otro pelotero con tiempo esporádico de juego con los Angelinos, equipo con el que apenas ha agotado 127 turnos, muy inferior a los 258 de la jornada pasada. Este año su cantidad de visitas al pentágono es de solo 312, incluyendo las menores, apariciones muy lejanas a las 420 del 2016. Steven Moya, es otro pelotero que debe integrarse bien temprano, pues en el último año ha perdido su status de buen prospecto a nivel de Liga Mayor. Este año sus registros han descendido a un pobre .210 (372-78), pero con 18 jonrones y 50 remolcadas. Hace un año bateó para .284.

“Ya conversé con Moya y me aseguró que estará temprano aquí, el necesita jugar y será alguien que debe aportar”, expresó Stanley sobre el pelotero de 25 años y quien en 2015-16 fue de los principales jugadores de los romanenses aportando 27 remolcadas con cuatro jonrones.

Alex Hanson es otro que debe iniciar temprano, pues se ha pasado la jornada completa como un jugador utility, primero con  los Piratas y en la actualidad con los Medias Blancas y esto le ha llevado a consumir apenas 189 turnos cuando en el 2016 tuvo 423, actuando principalmente en la menores.

Para arrancar con todo y compuertas,  ganar partidos e ir en busca de la clasificación el conjunto requiere de elevar su ofensiva. El año pasado fue el club de más pobre bateo con apenas .229 ( 1,640-376 ) y no tuvo un integrante que llegara a las 15 remolcadas.

Javier lo entiende y a los jugadores mencionados afirma que los dos importados ya anunciados, Christian Walker, inicialista que pertenece a los D-Backs y Austin Wynn harán sus buenos aportes, en el caso del último enseñó sus dotes de buen bate, tanto con los Toros como con el Licey en la postemporada. A ellos se unen, Cristian Adames, el capitán del equipo, pero que el año pasado apenas remolcó tres vueltas en casi 100 turnos, Eugenio Velez y Deibinson Romero, un par de veterano que siempre producen en la Liga, Carlos  Franco, quien fue de lo mejor que tuvo el club el año pasado con 13 remolcadas y que este año entre Doble A y Triple A de los Bravos  promedia .254 con 21 jonrones y 77 remolcadas en Triple A de los Bravos. Un joven receptor llamado Raudy Read, recién subido por los Nacionales y quien con el Harristong, Doble A bateó para .265 con 17 vuelacercas y 61 empujadas.

También espera la integración temprano de Ronald Guzmán, quien exhibe average de .298 en Triple A con Texas. Pedro Florimón, paracorto llega al al club para fortalecer la línea central. Jeimer Candelario, el gran prospecto que ahora pertenece a Detroit y también debe estar temprano en el club. El año pasado fue uno de los mejores bates, además están los veteranos  Angelys Nina, Ramón Santiago entre otros. Mientras que Manuel Margot ha informado que jugaría en la parte final, en tanto Eduardo Núñez y José Ramírez han tenido jornadas muy agotadoras en Grandes Ligas y ambos asistirán a la postemporada.

 El pitcheo
Los Toros ya anunciaron las contrataciones de Brian Evans, Paulo Espino y Elih Villanueva, tres abridores que ya forman parte del corazón del equipo y ellos serán de las punta de lanza desde los primeros días de la campaña , junto con Edward Cabrera, Frank Garcés, además del recién llegado Rafael Montero, quien amenaza con lanzar para los Toros y más tarde se integrará el siempre efectivo zurdo Raúl Valdez ( 5-2 y 2.36 de efectividad  el año pasado.

En el relevo es amplio y sobresalen personal como Jumbo Díaz, Jayson Aquino, Luis Santos, quien el año pasado realizó gran desempeño en el relevo, Román Méndez, Simón Castro, Jhan Maríñez, Domingo Germán,  González Germen, Ramón Troncoso, Carlos Estevez, Yoandry Jiminian entre otros.

EL MANAGER PAT MURPHY
Mientras que el equipo será dirigido este año por Pat Murphy, quien en la actualidad es coach de la banca de los Cerveceros de Milwaukee y cuenta con experiencia dirigencial a nivel de Grandes Ligas  con los Padres de San Diego.

Javier lo calificó como un mánager de estilo agresivo y apropiado para la liga invernal dominicana.

“Él siempre ha sido un ganador,” agregó Stanley. “Nos gustó su forma, nos gustó la estrategia que él trae al juego y eso es lo que necesitamos, una gente que le saque el 100% a un equipo tan aguerrido como el de nosotros,” terminó diciendo.

Murphy fue sumamente exitoso como dirigente en el béisbol universitario con los Fighting Irish de la Universidad de Notre Dame, con quienes tuvo récord de 318-116 (.732), para luego pasar a la Universidad Estatal de Arizona donde se convirtió en el manager más joven en llegar a las 500 victorias. Su marca en Arizona fue de 629 ganados y 284 perdidos.

Fue capataz en la sucursal AAA de los Padres de San Diego y en el 2015 sustituyó de manera interina a Bud Black en el equipo grande. En las mayores tuvo récord de 42-54 (.438)

 Los Toros esperan dejar en el pasado cinco años seguidos sin culminar con una foja ganadora y se preparan para que al menos su historia inicial sea muy diferente a la jornada del 2016.

TIPS… TIPS… TOROS.
Los Toros batearon para apenas .229 (1,640-376), el más bajo promedio en el circuito y el peor desde que las Estrellas solo conectaron para .225 (1,688-379) en el 2013-2014… El equipo encabezó la liga en robadas con 47, empero 15 de estas estuvieron en las piernas de Manuel Margot, quien por razones de estabilidad a nivel de Grandes Ligas se espera limite su tiempo de juego con el club… Elih Villanueva vendrá por quinta campaña seguida… Los romanenses no tuvieron a ningún pelotero con 15 remolcadas. Ese renglón tuvo como principales exponentes a Eugenio Vélez, Carlos Franco y Miguel Olivo con 13 cada uno… Raúl Valdez logró cinco victorias en media temporada de participación y es la cuarta ocasión que consigue esa cantidad de éxitos en su historia en el torneo (2004-05; 2005-06 y 2010-11), todas con el combinado naranja. Ah Valdez ingresará al venidero torneo con 36 victorias… Aunque su promedio de .278 fue muy magnífico en un torneo donde predominó el pitcheo, Cristhian Adames solo empujó tres vueltas en 97 turnos… Los Toros fue el único conjunto que abanicó en menos de 300 ocasiones (.292), unos ocho miembros del conjunto han debutado este año en las Grandes Ligas… Alexis Ogando tuvo siete rescates y 2.77 de efectividad la campaña pasada en su esfuerzo de retornar a los primeros planos… Teoscar Hernández (.162) y Magneuris Sierra (.153) estuvieron por debajo el año pasado, pero si se integran desde temprano serian dos piezas importantes en el posible éxito del club…. Los 73 extrabases que produjeron fueron la menor cantidad entre todos los equipos.


[LigaDom]

COMMENTS

Nombre

africa,6,agricultura,1,aguilas,31,america,39,asia,45,baloncesto,59,beisbol,76,biblia,9,cdt,1,ciencias,722,cine,4,clima,27,debates,3,denuncias,5,deportes,4194,ebola,5,eclipse,5,economia,46004,empleo,66,entretenimiento,2072,escogido,46,estrellas,16,final,3,gigantes,55,gobierno,198,guerra,4,haiti,28,historia,1,honda,87,huelga,1,inmobiliaria,135,Instagram,2,internacional,25,internacionales,476,iphone,150,islam,8,jesus,8,judaismo,31,lapulga,45869,libroverde,12,licey,186,lidom,426,lpm,162,Mario Emilio Guerrero,2,misterio,141,mitsubishi,50,mlb,3,musica,2013,nacional,179,nacionales,4840,nba,23,nissan,60,noticias,19345,obama,50,onu,29,opinion,3,politica,447,Prensa Toros del Este,20,profecia,7,regional,9495,religion,75,reloj,60,RT,61,rusia,42,salud,23,samsung,150,siria,26,social,3170,sociedad,87,terror,48,toros,120,toyota,95,trailer,3,trump,53,turismo,1,uasd,1,usa,3,video,129,viral,90,vivo,13,wbc,10,youtube,4,
ltr
item
RadioNeybaTV.com: Los Toros: buscarán reencontrarse con el éxito
Los Toros: buscarán reencontrarse con el éxito
data:image/jpeg;base64,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
RadioNeybaTV.com
http://www.radioneybatv.com/2017/09/los-toros-buscaran-reencontrarse-con-el.html
http://www.radioneybatv.com/
http://www.radioneybatv.com/
http://www.radioneybatv.com/2017/09/los-toros-buscaran-reencontrarse-con-el.html
true
3996333491344823983
UTF-8
Loaded All Posts Not found any posts VER TODO Readmore Reply Cancel reply Delete Por: Inicio PAGINAS POSTS Ver Todo RECOMENDADO LABEL ARCHIVO BUSCAR TODOS LOS POSTS Not found any post match with your request Volver al Inicio Domingo Lunes Martes Miercoles Jueves Viernes Sábado Dom Lun Mar Mier Jue Vie Sab Enero Febrero Marzo Abril Mayo Junio Julio Agosto Septiembre Octubre Noviembre Diciembre Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec Ahora 1 minuto atrás $$1$$ minutos atrás 1 hour ago $$1$$ hours atrás Yesterday $$1$$ dias atrás $$1$$ semanas atrás mas de 5 semanas atrás Seguidores eguir THIS CONTENT IS PREMIUM Please share to unlock Copy All Code Select All Code All codes were copied to your clipboard Can not copy the codes / texts, please press [CTRL]+[C] (or CMD+C with Mac) to copy