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)
Denominazione capofila: Azienda Agricola Camilli Danilo
Provvedimento di concessione del sostegno: N. 16.1.1- LN-VT-11/02/2020-204
Titolo dell’idea progettuale: Innovazioni nella difesa, fertilizzazione, prima lavorazione e certificazione di qualita` e tipicita` del cavolfiore bianco e romanesco della Tuscia Viterbese Acronimo: TusciaFarmBroc
Cup: F88H20000160009
Denominazione di tutti i partner beneficiari:
• Az. Agicola F.lli CALEVI ALBERTO E STEFANO S.S. SOCIETA’ AGRICOLA;
• Az. Agricola MARCO CAPOBIANCHI
• Az. Agricola CAMILLI TIZIANA
• Universita` degli Studi della Tuscia
Responsabile scientifico
Prof. Gabriele Chilosi
Email: chilosi@unitus.it
![](data:image/png;base64,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)
Obiettivo generale del progetto e` quello di perseguire la gestione efficiente delle risorse secondo un modello a economia circolare, efficientamento economico e valorizzazione della qualita` del cavolobroccolo e broccolo romanesco nella Tuscia Viterbese attraverso l’introduzione di innovazioni tecnologiche intersettoriali per la difesa, fertilizzazione, lavorazione in post-raccolta, qualita`.
Questo obiettivo si inquadra nella Strategia “Europa 2020”, secondo un modello di economia basata sulla promozione del trasferimento della conoscenza e dell’innovazione dalla ricerca al settore agricolo, in grado di attivare cambiamenti economici, sociali, organizzativi, con ripercussioni concrete sul territorio e sugli operatori rurali.
Importo finanziato: 20.000 EURO