ANNO 2022
Il Servizio Igiene degli Alimenti e Nutrizione dell’ASUR AV3 nell’anno 2022 ha effettuato 61 campionamenti su matrice vegetale, per la ricerca residui dei FITOSANITARI, in ottemperanza a quanto disposto dal Decreto del Dirigente della P.F. Prevenzione Veterinaria e Sicurezza Alimentare – ARS N° 74 del 22/04/2022 avente per oggetto il Piano Regionale di Campionamento per Alimenti per l’anno 2022.
Il suddetto Piano di campionamento è articolato tenendo conto dell’indicazioni contenute nel Decreto del Ministro della Sanità del 23/12/1992 – Piano Nazionale Residui Prodotti Fitosanitari ed in applicazione del Programma Comunitario coordinato di Controllo di cui al Regolamento UE della Commissione del 28/03/2019 N° 533.
I campionamenti assegnati ed effettuati dall’Area Vasta 3 sono di seguito riportati e divisi per gruppi di matrici e descritti nel diagramma a torta:
- FRUTTA 13
- ORTAGGI 18
- CEREALI IN GRANELLA O FARINE INTEGRALI 22
- VINO 5
- OLIO 3
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)
Tutti i campioni effettuati sono stati inviati al laboratorio di analisi di riferimento individuato presso l’ARPAM Dipartimento Provinciale di MACERATA che effettua le analisi e redige apposito Rapporto di Prova (RdP) che viene successivamente trasmesso al Servizio.
Tutti i 61 Rapporti di Prova relativi ai campioni effettuati sono risultati conformi ai limiti imposti dal Reg. CE 369/2005 e s.m.i. e secondo le prescrizioni della normativa italiana (D.M. 23 dicembre 1992) per quanto riguarda i residui di fitosanitari.
I principi attivi ricercati sono 148 in base ad una analisi del rischio che tiene conto dei composti più comunemente utilizzati in agricoltura.
Si è voluto analizzare e riportate anche con le immagini grafiche che seguiranno, per ogni gruppo di matrice (FRUTTA – ORTAGGI – CEREALI IN GRANELLA O FARINE INTEGRALI – VINO – OLIO), il numero dei campioni risultati senza nessun residuo fitosanitari, con almeno un residuo o con più di un residuo.
FRUTTA:
13 CAMPIONI ASSEGNATI ED EFFETTUATI corrispondenti a13 RdP a disposizione, di cui:
- 3 RdP senza nessun residuo (inferiore al limite di determinazione - ILD) (ARANCE TAROCCO; ARANCE VALENCIA; MELE GALA)
- 5 RdP con 1 residuo (ARANCE RIBERA; MELE GOLDEN; MELE GALA; CLEMENTINE TARDIVE; PESCHE NETTARINE 1)
- 4 RdP con 2 residui (MELE GOLDEN 2; PESCHE NETTARINE; PRUGNE GIALLE 1)
- 1 RdP con 3 residui (BANANE)
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)
ORTAGGI:
18 CAMPIONI ASSEGNATI ED EFFETTUATI corrispondenti a 18 RdP a disposizione, di cui:
- 12 RdP senza nessun residuo (ILD) (RADICCCHIO; FINOCCHIO 2; PATATE 2; VERZA; MELANZANE; BIETOLE; CETRIOLI; POMODORI; CAVOLO CAPPUCCIO; SPINACI)
- 4 RdP con 1 residuo (CAROTE; POMODORI; FAGIOLINI; SPINACI)
- 2 RdP con 2 residui (CICORIA; INSALATA CANASTA)
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)
CEREALI IN GRANELLA O FARINE INTEGRALI:
22 CAMPIONI ASSEGNATI ED EFFETTUATI corrispondenti a 22 RdP a disposizione, di cui:
- 20 RdP senza nessun residuo (ILD) (FARRO PERLATO 4; GRANO TENERO 5; GRANO DURO 3; RISO 4; FARINA INTEGRALE 4)
- 2 RdP con 1 residuo (FARINA INTEGRALE 2)
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)
OLIO “EVO”:
CAMPIONI ASSEGNATI ED EFFETTUATI corrispondenti a 3 RdP al momento a disposizione, tutti senza residui (ILD)
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)
In base ai risultati a disposizione si evince che la matrice con la percentuale più bassa di campioni senza alcun residuo (ILD) è l’olio (0%), seguito dai cereali in granella o farine integrali (9%), dal vino (20%), dagli ortaggi (33%) e frutta (77%).
I principi attivi dei prodotti fitosanitari rilevati, tutti al di sotto del Limite Massimo Residuo (LMR), sono qui sotto elencati con frequenza decrescente e rappresentati nel successivo istogramma:
Azossistrobina presente in 6 prodotti analizzati
Fludioxonil presente in 6 prodotti analizzati
Boscalid presente in 5 prodotti analizzati
Etofenprox presente in 2 prodotto analizzato
Deltametrina presente in 2 prodotto analizzati
Ciprodinil presente in 2 prodotto analizzati
Metalaxil presente in 1 prodotto analizzati
Bifentrina presente in 1 prodotto analizzato
Piriproxifen presente in 1 prodotto analizzato
Bupirimato presente in 1 prodotto analizzato
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)
CONFRONTO ANNI 2020 – 2021 -2022
Rapporto tra RdP disponibili su numero di campioni effettuati Anno 2020 – 2021 - 2022
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)
Rapporto tra RdP con presenza di residui su RdP disponibili per matrice Anno 2020
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)
Rapporto tra RdP con presenza di residui su RdP disponibili per matrice Anno 2021
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)
Rapporto tra RdP con presenza di residui su RdP disponibili per matrice Anno 2022
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)
Rapporto tra RdP con presenza di residui su RdP disponibili per matrice Anno 2020 – 2021 - 2022
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)
Rapporto tra RdP totali con residui su RdP totali disponibili suddivisi per matrice
Anni 2020 + 2021 + 2022
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)
CONCLUSIONI
Considerando i dati relativi a tutti i RdP degli anni 2020 – 2021 – 2022, il 29% (51 su 173 RdP totali disponibili) riporta la presenza di residui fitosanitari. La FRUTTA e a seguire il VINO risultano le matrici alimentari sulle quali percentualmente sono stati rilevati più residui di fitosanitari, mentre l’OLIO è la matrice in cui non sono stati rilevati mai residui di fitosanitari.
Acronomi:
RdP: Rapporto di Prova;
ILD: Inferiore al Limite di Determinazione
AUTORI (operatori Servizio Igiene degli Alimenti e Nutrizione – SIAN- Dipartimento di Prevenzione ASUR Marche Area Vasta N°3, ora AST MACERATA)
Dott. Stefano Colletta (Direttore SIAN); Dott. Alessandro Gregori (Dirigente Medico); Dott. Alessandro Catalini; Dott.ssa Irene Giacchetta, TdP Accattoli Marco; TdP Caporaletti Maurizio; TdP Crucianelli Cinzia; TdP Falconi Antonio; TdP Fammilume Fabio; TdP Garzetta Alessandra; TdP Niccolini Ilaria; TdP Nasuti Nicola; TdP Senofieni Gisella; TdP Storani Luigina.