El resultado del sorteo celebrado hoy es el siguiente:
Corrección:
![](data:image/png;base64,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)
Albacete, 18 de marzo de 2022
Estimado ganadero, Socio de AGRAMA:
La Junta Directiva de AGRAMA celebrada ayer 17/03/2022, aprobó:
- De conformidad con los Estatutos de la Asociación, la convocatoria de elecciones, tanto para el cargo de Presidente de AGRAMA como para vocal de Junta Directiva por las demarcaciones territoriales de Albacete, Ciudad Real, Cuenca, Toledo y Resto de España.
Para ello, se ha previsto el Plan Electoral que se adjunta a modo de Borrador, sobre el que podrá presentar alegaciones y/o sugerencias ante la Comisión Electoral, en el plazo previsto:
- Alegaciones e Impugnaciones al Borrador del Plan Electoral: Hasta 31 de marzo (incluido)
- Publicación del Plan Electoral definitivo: 1 de abril de 2022
- Recepción de candidaturas: Desde el 1 al 17 de abril de 2022 (el documento normalizado, será remitido el próximo 1 de abril)
- Proclamación de Candidatos por demarcación territorial: 21 de abril de 2022. Al mismo tiempo, se les remitirá a los candidatos, el censo electoral (Socios por demarcación)
- Selección de Candidatos por demarcación territorial:
- Voto anticipado: dirigido directamente a AGRAMA (desde el 21/04/2022 al 30/04/2022, y siempre 5 días antes, como mínimo, de la convocatoria para el voto presencial) ó
- Voto presencial/in situ: 9-13 de mayo de 2022 en lugares y fechas por determinar
- Que se inicien los trámites necesarios para mantener la convocatoria y organización, únicamente, de la Subasta de Sementales (Nacional) para el día 19 de mayo (un día antes del previsto en el calendario oficial), en la “Nave de Ovino” de las instalaciones del Recinto Ferial (Albacete), una vez que la Institución Ferial organizadora de EXPOVICAMAN, nos ha comunicado la suspensión del mencionado Certamen. A este respecto, también se está analizando alguna otra alternativa por si se pudieran llevar a cabo, si no todas, parte de las actividades suspendidas (Exposición, Concursos, etc.), en algún otro evento que pudiera resultar de interés.
- La máxima colaboración posible con FERCAM (60 Edición. Manzanares, Ciudad Real): 29 junio-3 julio, en el que está previsto celebrar un Concurso Morfológico, Exposición, etc. y la Subasta Nacional de Sementales (1 de julio). A este respecto, permítame que le pida, en nombre de la Asociación, su inestimable participación para intentar responder, de la misma forma que lo hace el Ayuntamiento de Manzanares con AGRAMA.
- Memoria del Programa de Cría 2021, que ha quedado a su disposición en el buzón privado de OviNET ®
Para finalizar le adjunto:
- Oferta de 11 Sementales que van a causar Baja del EVS, cuyo periodo de solicitud finaliza el 27 de marzo, domingo (incluido)
- Los videos de los 11 animales pueden verse en los siguientes enlaces :
Como ya se ha hecho en otras ocasiones, a través del blog de Ovinet ® podrá tener acceso a videos de los animales objeto de la oferta
- Boletín nº 323 y 324 de la Lonja de Albacete de febrero y marzo de 2022, respectivamente
- Borrador del Plan Electoral
- Y si corresponde, otros documentos
Atentamente,
Fdo.: ROBERTO GALLEGO SORIA
Secretario Ejecutivo