El resultado del sorteo, A FALTA DE LA REVISIÓN MORFOLÓGICA (que se hará hoy/mañana y los resultados de UARSA), es el siguiente:
![](data:image/png;base64,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)
Albacete, 13 de julio de 2022
Estimado ganadero, Socio de AGRAMA:
Aunque pudiera resultar prematuro, he considerado oportuno adelantarle información de la Feria Agrícola y Ganadera (FERAGA) de San Clemente, a celebrar del 6 al 9 de octubre, donde está previsto contar con Exposición y Concursos de ganado ovino manchego, como el XX Morfológico, el IV de Mejora en Inseminación Artificial, el III de Mejor Progreso Genético y el II de Precocidad al primer parto, etc., así como la Subasta de Sementales, planificada conforme al siguiente calendario aproximado:
También quisiera aprovechar la ocasión para informarle de:
- Algunos de los acuerdos que se adoptaron en Asamblea General, el pasado 21 de junio:
- Aplicación de las nuevas condiciones genéticas de los machos de Subasta y EVS, tras finalizar FERCAM 2022 (que ya se informó en la circular de 28 de diciembre de 2021, y están a su disposición en el blog del OviNET)
- Que las ganaderías deberán ingresar en el CERSYRA (EVS), la mitad de los machos aptos por oferta (50%), como mínimo, excepcionando aquellas con alto potencial de ingreso (12-15/año)
- Se suprime la entrega de una copia de los Certificados Genealógicos a los Criadores (Subastas), al disponer de una expuesta a todo el público asistente
- No se realizarán fotografías, en las ganaderías de origen, a los machos que constituyen la oferta de subasta
- De una posible “Bolsa de Pastores”, que nos ha notificado el IRIAF, a partir de un listado que ha preparado Cruz Roja de Ciudad Real, tras finalizar la I Edición de la Escuela de Pastores en Valdepeñas, a partir de los alumnos que han manifestado interés en su integración laboral. Por ello, si su ganadería es de Ciudad Real (provincia) y estuviera interesado en alguna contratación, quedo a su disposición para intentar coordinarnos con la persona responsable de Cruz Roja.
- De la Oferta adjunta de 11 Sementales que van a causar Baja del EVS por no adaptación a vagina artificial, cuyo periodo de solicitud finaliza el 22 de julio, viernes (incluido), en las condiciones habituales (la salida se organizará, a posteriori, mediante porte común, etc.). Estos sementales serán revisados morfológicamente, previamente a la salida para evitar inconvenientes en destino, informándole puntualmente de lo que acontezca.
Le adjunto (las Cuotas, tasas, etc. se enviarán por correo ordinario):
Fdo.: ROBERTO GALLEGO SORIA
Secretario Ejecutivo
Estimado Socios:
Acabamos de publicar la nueva Valoración Genética correspondiente a la segunda valoración del año 2022.
Los valores de referencia de esta VG son los siguientes:
Categorías de Madres
- Posibles madres de corderos para:
- EVS ( 2% superior): VG >= 63,6 y fiabilidad mínima del 65%
- SUBASTA (8% superior): VG >= 43,2 y fiabilidad mínima del 65%
Categorías de Padres
- Posibles Padres de corderos para ingreso en el centro de Inseminación Artificial (EVS):
- Macho Mejorante Élite (2% sup): VG >= 63,6
- Macho con I.Pedigrí >= 2% Superior: 63,6
- Macho con Índice Genómico (IGL)>= 2% Superior: 63,6
- Posibles Padres de corderos para ofertar en SUBASTAS
- Macho con Valor Genético >= 10% Superior: 39,4
- Macho con Índice de Pedigrí >= 6% Superior: 47,9
- Macho con Índice Genómico (IGL) >= 6% Superior: 47,9
APTITUD MAMARIA
Los animales que cumplan alguna de estas condiciones perderán la condición de PADRES o MADRES de Subasta o EVS en el caso de que lo tuvieran por condición genética de leche
- Machos con VGKMI en el 5% inferior: (menor o igual que -22,2
- Machos con VGKMV en el 5% Inferior: (menor o igual que -50,7)
- Hembras con VGKMI en el 10% inferior: (menor o igual que -16,1)
- Hembras con VGKMV en el 15% Inferior: (menor o igual que -30,6)
- Ausencia de VGKMV o VGKMI
- El animal debe tener al menos una calificación mamaria con conformación global superior a 4
Toda la información actualizada puede consultarse en OviNET. Los informes de inventario de machos y hembras ya están disponibles.
Como siempre, les recomendamos que actualicen los lectores con los nuevos datos