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Con más del 70 % de la superficie cosechada, los resultados que arroja la campaña de trigo en Córdoba son bastante heterogéneos. Según los datos que se desprenden del informe realizado por la Bolsa de Cereales de esa provincia, el rendimiento promedio es de 26,1 quintales por hectárea, producto de lluvias escasas, heladas tardías y granizo que afectaron a la producción. Sin embargo, hay excepciones. En algunos lotes los rindes superaron los 50 quintales.

Fue lo que le pasó a Mariano Bertello, productor de la zona de Villa María, que logró excelentes resultados con el Baguette 680 de Nidera. Mientras en la zona los promedios en general fueron de 32 a 35 quintales por hectárea, él logró un rinde de 50 quintales. “Ese es el promedio, tuvimos picos que fueron de los 60 a los 70 qq/ha”, comenta. Una experiencia similar se repitió en Villa Santa Rosa, en el departamento de Río Primero, al noroeste de la provincia, donde el asesor Gustavo Gómez – asesor de la firma Triwear – logró un promedio cercano a los 50 quintales con la misma variedad.

“Fue la primera vez que sembramos Baguette 680 y la idea es volver a usarlo en la próxima campaña porque sanitariamente anduvo muy bien”, relata Gómez, quien destaca además el buen macollaje, la cantidad de espigas por metro cuadrado y la buena calidad. Bertello coincide y agrega que ni siquiera necesitaron usar fungicidas. “Con otros materiales debimos hacer diversas aplicaciones por casos de roya y mancha amarilla. Pero con el Baguette 680 no se hizo nada. Sanitariamente es impecable y resultó ser un trigo muy económico desde el manejo”, remata.

En su primera experiencia con este material, el productor de Villa María sembró el 10 de junio en un lote arrendado de 90 hectáreas, sobre rastrojo de soja. “Previamente hicimos una fertilización, porque después no llueve más en la zona. Hace tres años que venimos repitiendo este manejo, con aproximadamente 200 litros de fertilizante líquido, que son cerca de 50 kilos de nitrógeno”, explica. También se aplicaron herbicidas residuales para el control de malezas durante el ciclo de cultivo.

En tanto, Gómez optó por adelantar la fecha de siembra al 26 de mayo, lo que muestra la gran versatilidad del Baguette 680, que no tiene requerimiento de frío. Lo hizo sobre un lote de 46 hectáreas, con suelo franco limoso (clase 3), que también venía de soja.  “Fertilizamos a la siembra con una mezcla que tiene nitrógeno, un poquito de fósforo y azufre. Luego refertilizamos en macollaje y regamos con 120 kilos de urea”, completa el asesor.

Después el clima agregó algo de incertidumbre a lo proyectado al inicio de la campaña. Las heladas tardías que sacudieron al territorio cordobés en los primeros días de septiembre llevaron preocupación a un gran número de productores y en muchos casos también ocasionaron pérdidas de rendimiento. “Al principio pensábamos que el cultivo tenía síntomas de alguna enfermedad en hoja bandera, pero luego llegamos a la conclusión de que eran los daños ocasionados por el frío”, recuerda Gómez. “En octubre no sabíamos dónde estábamos parados. Pero finalmente los rendimientos fueron muy buenos, aunque quizás sin estas heladas el trigo podría haber rendido un poquito más”, reflexiona Bertello.

La conclusión general de ambos es que el Baguette 680 posee una gran plasticidad que le permite adaptarse a los distintos ambientes siempre cambiantes de Córdoba. “Nosotros lo habíamos elegido porque veníamos de inviernos muy cálidos y este material no necesita de tanto frío. Sin embargo, el clima finalmente fue todo lo contrario y después estábamos asustados. Pero se comportó perfecto. Hubo lotes que se deprimieron mucho en el rendimiento porque se sembraron más temprano y les pegó feo la helada”, explica Bertello.

En tanto, la escasez de lluvias no representó un problema para Gómez, que cuenta con un equipo de riego en la explotación. Entre esta herramienta y el agua inicial pudieron ofrecer casi 520 milímetros de agua al cultivo, que posteriormente fue expresado en un muy buen rendimiento. En tanto, en Villa María dependieron exclusivamente de las lluvias, que llegaron recién hacia mediados de septiembre. “Después empezó a llover, a llover y a llover. Tuvimos lluvias de 200 y de 140 milímetros, que no ayudaron mucho al rinde porque fueron muy hacia el final del ciclo. Pero había un perfil bastante acomodado de humedad”, comparte el productor.

En una campaña de trigo donde los buenos y malos resultados se sucedieron alrededor de toda la provincia, Bertello subraya la seguridad que brinda una variedad como el Baguette 680 en materia de rendimiento. Y pone como ejemplo otro caso de un campo vecino, donde con la misma variedad lograron rindes de 55 quintales promedio, con picos de hasta 80 quintales. “Lo sembraron un poquito más tarde, alrededor del 15 de junio. Cuentan con un equipo de riego muy grande con 20 torres que alcanzan más o menos 200 hectáreas y lo trataron solamente contra mancha amarilla”, concluye.

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