“These”
are the “ones”
PSR CAMPANIA 2014/2020
Misura 411 APPLICATIVI E MANUALI [24.06.22] Pubblicazione applicativi e manuali delle tipologie 4.1.1.A e 4.1.1.B
Prossime scadenze/riapertura bandi:
Ripristino Muretti a secco Misura 4.4.2: unico bando APRILE 2022
Finanziamento a fondo perduto (no restituire) del 100%
Primo insediamento Misura 6.1.1
Premio di 50mila euro elevabili a 70.000 unico bando APRILE 2022
Agriturismo Misura 6.4.1 - unico bando SETTEMBRE 2022
Finanziamento a fondo perduto (no restituire) del 75% su lavori arredi ed attrezzature
Aziende agricole Misura 4.1.1 - unico bando APRILE 2022
Finanziamento a fondo perduto (no restituire) del 50% elev. a 70% se zona svantaggiata
Nei 30 giorni precedenti l’apertura dello specifico bando sarà pubblicata, sulle pagine del sito dedicate al PSR Campania 14/22, una pre-informativa.
Sarà possibile presentare le domande di sostegno entro 30 giorni dalla data di apertura del bando. Solo per le tipologie 421 e 611 il tempo di presentazione sarà esteso rispettivamente a 45 e 90 giorni.
PRINCIPALI MISURE anno 2022: "chi", finanzia "cosa"
APERTO APRILE - DICEMBRE Misura 4.1.1 - Contrib. per investimenti per le aziende agricole (>40anni)
NO PIG Misura 6.1.1 + Misura 4.1.2 - Primo insediamento giovani agricoltori
APERTO APRILE Misura 6.1.1 - Premio 1° insediamento giovani agricoltori
NO Misura 4.1.2 - Contributo insediamento giovani agricoltori < 40 anni
chiuso Misura 8.3.1 - Prevenzione incendi (750 mila € al 100% per i comuni/enti)
chiuso Misura 6.2.1 - Premio insedi. attività extragricole (B&B/affittac./casavacanze)
chiuso Misura 6.4.2/761 - Progetto collettivo borghi rurali Comune/privato
APERTO SETTEMBRE Misura 6.4.1 - Agriturismo FINANZ. 75% FONDO PERDUTO
chiuso Misura 4.4.1 - Recinzione fondo
APERTO MARZO Misura 4.4.2 - Ripristino muretti terrazzati FINANZ. 100% FONDO PERDUTO
chiuso Misura 6.4.2 - Attività extragricole (B&B/affittac./casavacanze)
APERTO MAGGIO Misura 4.2.1 - Trasformazione e commercia. prodotti agricoli
PSR MISURA 411 - Bando scaduto
il 3 maggio 2018
1.572 domande di
sostegno presentate
337
istanze dalla provincia di Avellino
622
dal Sannio
177
dalla provincia di Caserta
35
da quella di Napoli
401
dal Salernitano.
DOTAZIONE
FINANZIARIA Con il presente bando sono erogati aiuti per un importo complessivo
di euro 64.000.000
35%
non ammesse = 1000 istanze approvate
euro
64.000.000/1000 = PREVISIONE: 64.000€ ad azienda
ACCELLERATORE
APPROVATO??!
ENTRO
15 GIORNI DAL 3 MAGGIO:. COMPLETARE ISTRUTTORIE
PRINCIPALI MISURE PER GLI ENTI PUBBLICI
Il quadro di riferimento e le Misure PSR per gli ENTI PUBBLICI
NB consultazione solo a video (NO stampa/download) richiedere file
verifica se il comune ha aderito, nel precedente PSR alla Mis. 322
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)
PREVENZIONE INCENDI - FINANZIAMENTI AL 100% PER I COMUNI
Il termine ultimo
per il rilascio della Domanda di Sostegno sul Portale SIAN
ore 16:00 del 10 aprile 2018.
il PSR mette a disposizione con una sola misura sino a 750mila euro finanziati al 100%.
Solo alcuni esempi di cosa può essere finanziato al 100%:
- realizzazione di vasche d’acqua, sia fisse che mobili, per incrementare i punti d’approvvigionamento idrico per autobotti, ma soprattutto per diminuire i tempi di rotazione dei mezzi aerei regionali;
- acquisto di droni;
- “strade o piste forestali”AIB;
• Torrette e punti fissi di avvistamento;
• Impianti di videocontrollo;
• Laghetti e punti di approvvigionamento idrico;
• Impianti della rete radio regionale;
• Elisuperfici e basi elicotteri.
Il bando prevede una erogazione di aiuti per un importo complessivo di euro 45.000.000.
DOTAZIONE FINANZIARIA 45meuro (60 comuni/enti in tutta la Regione Campania)
BANDO: Decreto n. 329 del 22.12.2017 (pdf 1.4 Mb)
il PSR in pillole
AGRITURISMO Misura 6.4.1 - Finanziamento fondo perduto (no restituire) 75% () ebook
CHI: 1) attività già in esercizio 2) nuove attività da realizzare 3) Fattorie sociali 4) fattorie didattiche
PREREQUISITI: imprend. agr. 2135 cc singolo o associato + accatastamento D/10
COSA: lavori edili, arredi ed attrezzature compreso parco giochi, piscina pannelli solari/fotovoltaici
DOVE: in tutte le macroaree della Campania (prima erano escluse le macroaree A)
COSA FINANZIA: [(finanziamento in conto capitale (no restituire)]del 75% con un massimo di 200.000€ in 3 anni)
Video seminario Tecnico Responsabile di Misura dr.ssa Paruolo noi c'eravamo
Attestato di partecipazione seminari - agriturismo attestato
spese
ammissibili (lavori edili, arredi ed attrezzature compreso parco giochi e piscina)
interventi di manutenzione ordinaria e straordinaria
relativi alle opere ed ai lavori edili che riguardano:
• la modifica di porte e pareti interne;
• la realizzazione ed integrazione di servizi igienico-sanitari e tecnologici;
• il rifacimento a fini ambientali (come ad esempio gli interventi per
l'efficientamento
energetico), igienici e di sicurezza nei luoghi di lavoro di impianti, pareti,
infissi,
pavimentazioni interne, coperture;
• l'abbattimento di barriere architettoniche.
Documentazione
criteri di selezione
scheda della Tipologia di intervento
ALLEVAMENTO BASSA CORTE (FINO 250 CAPI)
occorre attr. registro stalla
Preventivi file redatto in base ala ns esperienza ed a quanto richiesto dalle Disposizione Generali del PSR (pena la nullità) file protetto psw
Probabile riapertura: giugno 2018
Il Responsabile di Misura Dr.ssa Grazia Paruolo illustra la misura 6.4.1
![](data:image/jpeg;base64,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)
1° INSEDIAMENTO IN AGRICOLTURA Misura 6.1.1 - Premio 50.000€ + finanz. fondo perduto 70% elevabile al 90% se zona svantaggiata il premio si riduce a 45.000€ se Macroarea A e B
In pratica un giovane < 40 anni (41 non compiuti alla presentazione della domanda), che si iscrive per la prima volta e, parallelamente dice di voler fare un progetto d investimento, riceve un premio in conto capitale di 50.000€ (45.000€ se zona non svantaggiata).
CHI: giovani < 40 anni che non abbiano aperto una CCIAA agricola da più di 18 mesi
PREREQUISITI: imprend. agr. 2135 cc singolo o associato
COSA: premio in conto capitale di 50.000€ (45.000€ se zona non svantaggiata)
SCADENZA: 27 aprile 2018
Il premio viene erogato un due tranches: 60% appena notificata la determina di concessione e 40% alla realizzazione del progetto proposto.
F.A.Q.
Vai alla Pagina delle FAQ (agg. 20.12.16)
Documentazione
criteri di selezione
scheda della Tipologia di intervento
Decreto n. 16 del 19 giugno 2017 (graduatoria 1° BANDO)
applicativo excel redatto da noi per la determinazione del punteggio di merito (psw)
Mis. 6.1.1 + 4.1.2
(psw): file protetto da psw, richiedila: WhatsApp su 3334228002
dettagli sulla misura
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)
AMMODERNAME. AZ. AGRICOLE giovani agricoltori Misura 4.1.2 - Contributo sul progetto di investimento da parte di giovani agricoltori (conto capitale del 70% elevabile al 90% se zone montane/svantag.)
in pratica si finanziano tutti i lavori, le macchine e le attrezzature inerenti un'azienda agricola/zootecnica.
CHI: imprend. agr. 2135 c.c., singolo o associato
PREREQUISITI: giovani < 40 anni che non abbiano aperto una CCIAA agricola da più di 18 mesi SUPERARE LA PRODUZIONE STANDARD per la specifica macroarea (A e B=15.000€ C e D= 12.000€)
COSA: lavori, macchine ed attrezzature inerenti un'azienda agricola compreso solare/fotovoltaico
QUANTO SI PUÒ CHIEDERE: ad oggi 5 x Produzione Standard (sarà modificato)
COSA FINANZIA: finanziamento conto capitale (no restituire) del 70% elevabile al 90% se zone montane/svantag.
SCADENZA: 27 aprile 2018
Testo coordinato del bando con le modifiche introdotte con DRD 50 del 27/09/2016 e 88 del 17/11/2016 (pdf 345 Kb)
F.A.Q.
Vai alla Pagina delle FAQ (agg. 18.10.16)
Documentazione
criteri di selezione
Decreto n. 14 del 19 giugno 2017 (graduatoria 1° BANDO)
dettagli sulla misura
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)
SPESA MASSIMA AMMISSIBILE
in passato era 5 volte la ps in entrata
OGGI la spesa ammissibile è data dalla verifica che la somma dell’ammortamento annuale calcolato applicando le aliquote di cui alla Tabella 3 (Allegato n. 4), relativa ai beni richiesti a finanziamento, SIA INFERIORE alla Produzione Standard Aziendale iniziale (calcolata attraverso l’applicativo Class CE Lite)
Rif.: Decreto n. 244 del 20.10.2017 - integrazione al bando (pdf 136 Kb)
Dati e Tabelle per BPOL clicca
MURETTI TERRAZZATI Misura 4.4.2- Finanziamento 100% anche l'IVA è finanziata (100% se non deducibile o credito imposta)
Finanziamento al 100% dei muri di contenimento dei terrazzati agricoli (ripristino) solo l'IVA è un costo (in realtà dopo si va a credito d'imposta).
Condizioni:
1) richiedente: azienda agricola (ma anche il semplice possessore)
2) progetto minimo: € 75.000
3) prog. max: 300.000 ad azienda (€ 750.000 se ente pubblico)
4) il muro deve contenere un terreno agricolo (no bosco, no strada, no cortile)
CHI: proprietari o semplici possessori
PREREQUISITI: fascicolo aziendale validato prgogetto esecutivo +
deposito sismico
COSA: ripristino muri di contenimento terrazzati
QUANTO SI PUÒ CHIEDERE: max 300.000€ (750.000€ se ente pubblico)
COSA FINANZIA: finanziamento conto capitale (no restituire)
del 100% sui lavori e 100% dell'IVA se non deducibile.
ALIQUOTA IVA: 22%
POSSESSORI COMPROPRIETARI : non occorre affitto, basta autodichiarazione
ASSOCIAZIONE DI IMPRESA: è necessaria una contiguità territoriale: le aziende possono anche non essere direttamente confinanti ma in tal caso il versante è l'elemento geomorfologico/paesaggistico da considerare in modo che il progetto presentato dall'associazione agisca entro un'area con flussi idrici ed erosivi senza soluzione di continuità.
SEMINARIO TECNICO MURETTI E RECINZIONI Il Responsabile di misura Amedeo D'Antonio ha spiegato la procedura. VIDEO
Tariffario da utilizzare: Decreto n. 71 del 28/3/2017 visualizza l'articolo 07.015
computo zona non SIC computo zona SIC
SCARICA IL MANUALE PER LA COSTRUZIONE DEI MURI A SECCO clicca CALCOLO PUNTEGGIO XLS
RIPRISTINO MURI Piano di azione psw
VINCOLO
IDROGEOLOGICO
Chiariamo il concetto che il ripristino
NON è soggetto (art. 165
Regolamento
regionale 28 settembre 2017, n. 3) a vincolo idrogeologico in quanto rientra
nelle opere libere...
m. la manutenzione, ordinaria e straordinaria,
delle opere costituenti la sistemazione idraulicoagraria dei terreni (fosse,
fossette, muri a secco, ciglioni, ecc.), che non comporti l’eliminazione di
terrazzamenti, gradoni o ciglioni o modificazioni dell’assetto morfologico dei
terreni e che non alteri le esistenti linee di sgrondo delle acque; nella
costruzione o ricostruzione, parziale o totale, di muri a secco, devono essere
garantite le capacità di drenaggio di detti muri;
Il Responsabile di Misura Amedeo D'Antonio illustra la misura 4.4.2
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)
AMMODERNAME. AZ. AGRICOLE Misura 4.1.1 - Finanziamento in conto capitale del 50% elevabile al 70% se zone montane/svantag.
in pratica si finanziano tutti i lavori, le macchine e le attrezzature inerenti un'azienda agricola/zootecnica.
Bando Misura 411
CHI: imprend. agr. 2135 c.c., singolo o associato
PREREQUISITI: SUPERARE LA PRODUZIONE STANDARD per la specifica macroarea (A e B=15.000€ C e D= 12.000€)
COSA: lavori, macchine ed attrezzature inerenti un'azienda agricola compreso solare/fotovoltaico
QUANTO SI PUÒ CHIEDERE: ad oggi 5 x Produzione Standard (sarà modificato)
COSA FINANZIA: finanziamento conto capitale (no restituire) del 50% elevabile al 70% se zone montane/svantag.
SCADENZA: 29 marzo 2018
criteri di selezione
F.A.Q.
Vai alla Pagina delle FAQ
Decreto n. 15 del 19 giugno 2017 (graduatoria 1 BANDO)
SPESA MASSIMA AMMISSIBILE
in passato era 5 volte la ps in entrata
OGGI la spesa ammissibile è data dalla verifica che la somma dell’ammortamento annuale calcolato applicando le aliquote di cui alla Tabella 3 (Allegato n. 4), relativa ai beni richiesti a finanziamento, SIA INFERIORE alla Produzione Standard Aziendale iniziale (calcolata attraverso l’applicativo Class CE Lite)
Rif.: Decreto n. 244 del 20.10.2017 - integrazione al bando (pdf 136 Kb)
Dati e Tabelle per BPOL clicca
Preventivo tipo macchine ed attrez. ns esperienz Misura 411 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)
ATTIVITÀ EXTRAGRICOLE B&B/Casavacanze/Affittacamere Premio di insediamento fondo perduto 40.000 euro (oppure finanz. 75% se precedente adesione Mis. 322 o adesione Mis. 7.6.1 nuovo PSR solo per comuni < 5000 abitanti)
criteri di selezione
TRASFORMAZ E COMM. PROD. AGRIC. Misura 4.2.1 - Finanziamento in conto capitale del 50% per imprese agro-industriali per lavorazione, trasf. e commerc. prodotti agricoli. (spesa max ammissibile 4 milioni di euro).
criteri di selezione
- avviso di rettifica (BURC n. 26 del 27.03.17)
- rettifica (DRD 115 del 17.05.2017)
- rettifica (DRD n. 5 del 08.06.2017)
F.A.Q.
Vai alla Pagina delle FAQ (agg. 07.06.17)
RECINZIONE AL 100% - PREVENZIONE DANNI DA FAUNA Misura 4.4.1 - Finanziamento in conto capitale del 100% per recinzione fondo. (spesa max ammissibile 150.000 € azienda)
se non deducibile, anche l'IVA è finanziata al 100%
CHI: proprietari o semplici possessori
PREREQUISITI: fascicolo aziendale validato progetto esecutivo
(SCIA/CILA), no bosco
COSA: recinzione intero fondo
QUANTO SI PUÒ CHIEDERE: max 150.000€
COSA FINANZIA: finanziamento conto capitale (no restituire)
del 100% sui lavori e 100% dell'IVA se non deducibile.
Recinzione fondo Piano di azione psw
criteri di selezione
comuni che possono accedere scheda intervento criteri
IMPORTANTE SAPERE CHE Per poter accedere al PSR alla Misura voluta occorre innanzitutto stabilire in quale macroarea ricade la propria azienda (in Campania vi sono 4 macroaree: A, B, C e D):
A. Poli urbani;
B. Aree rurali ad agricoltura intensiva;
C. Aree rurali intermedie;
D. Aree rurali con problemi complessivi di sviluppo
da questo dipende l'entità del finanziamento e lo "scalino" di accesso. Stabilita la macroarea di appartenenza, occorre verificare quale che sia la PRODUZIONE STANDARD. Questo dato è un parametro "statico" ed assurdo ottenibile dalla mera consistenza delle attività aziendali. L'INEA ha redatto delle tabelle nel 2010 (attuali tabelle di riferimento per il PSR), dove per ogni unità di produzione ha abbinato dei numeretti... Ad esempio ha detto che un oliveto "vale" 2100€/anno e che la produzione standard dell'allevamento di vacche da latte è pari ad € 916/capo/anno.
Estrapolando questi dati, se si conducono due ettari e mezzo ettaro di oliveto (2100€ x 2,5 = 5250€) e 4 bovini da latte (916 x 4 = 3664 €), la Produzione standard sarà pari ad euro 8.914.
Nulla conta o deve essere dimostrato o dimostrabile con fatture e/o documentazione contabile (per assurdo due persone che hanno 5 ettari di olivo, uno magari con azienda modello, biologica e all'avanguardia piuttosto ad un'altra che i 5 ettari li ha solo sul titolo di proprietà, magari totalmente abbandonati, avranno per il PSR la stessa Produzione Standard (a questo noi ci siamo opposti e con i prossimi bandi le cose cambieranno, per adesso è così).
Stabilita la macroarea di appartenenza e la produzione standard aziendale, si deve verificare la possibilità di accesso alla rispettiva misura voluta, verificando che il punteggio di merito aziendale sia superiore al valore minimo previsto dalla Regione nel bando.
VERIFICA LA MACROAREA DELLA TUA AZIENDA
CALCOLO PRODUZIONE STANDARD
L’azienda agricola, al momento della presentazione delle domande di premio, dovrà risultare di
dimensione economica, espressa in termini di produzione standard compresa tra
€ 12.000 ed € 200.000 nelle macroaree C e D
€ 15.000 ed € 200.000 nelle macroaree A e B.
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)
Calcolo del Prodotto Standard Aziendale
Tabella ORE LAVORO attività agricole Circolare INPS Regione Campania 2008 clicca ![](data:image/png;base64,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)
Criteri di selezione
Come detto, una volta
stabilita la macroarea di appartenenza del centro aziendale o della prevalenza
della SAT, ed una volta determinata la Produzione Standard della propria
azienda, occorre verificare il punteggio di merito della propria
azienda in riferimento alla specifica misura. Stabilito il
punteggio, questo deve essere almeno superiore a quello minimo normato dai
criteri di selezione.
Criteri di selezione delle operazioni (Decreto 4 maggio 2016 n. 15) (pdf 2.5 Mb) allegati ai bandi
criteri 1° insediamento (Mis. 6.1.1+4..1.2)
Mis. 6.1.1
Mis. 4.1.2![](data:image/png;base64,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)
aziende agricole Mis. 4.1.1
agriturismo Mis. 6.4.1![](data:image/png;base64,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)
muretti terrazzati Mis. 4.4.2
att. extralberghiere Mis. 6.4.2![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOoAAADHCAYAAAAXps+mAAAABGdBTUEAANbY1E9YMgAAABl0RVh0U29mdHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAADZeSURBVHja7H15kFxHmWe+qupLUktqtdq6Zfm2fBsfHBrMsWADwTET4CGGDSaY2GAgjJfY5Y+dnWB2Z2cI/hhiNgiIgQA8s4DBGBAG28P4li3JlmzrPqz7VrekbqkP9d1dx3v7flmVpa+yMvO9V13dXUdmR0ZVV716L/PL/OXv+778MtPxPI/VY3IcZ9YeXUNiLLnz1Gu/KzUlrAgqFoxOFQDQmQ4Q22SBWgngdCL+X2mM6YUEo2NBa4FaTSB1FO+dkNfNBMt6hs8dxTWO9H0Y4DoWrBaolQpSR/X6kb9cu6yhKbHCt9H4/57racEnf+e65QdqLFYMICfmKEElPvftey+dzHS//PODXRoQehasZe5k1plUdpBSYOa//9Qjd/73WNz5iv/2uhoS42k34/3433+4958lkHpBqrN1JlmgzhRQdSAtYlIfpP/NB+l3alWWPlj/1gfr/1UA1NOB1QI1ouZjRVBWFVjOMa5dZpm0djtR3Hnk/k9c05arr0oONlkbtSLsUkfBpjx/7L/cto6qu1evWcXWXH21/2W19mGP/3V1dbETJ06LD1e1r5iLej4nqbg6z6+1Vy1QK4pZY4nG2J/QL//0M59g77r2/qqv5MFz+9g/fed7+f/jCV7PF6AJW3BaoFaLyivUXsc3xQpoM5VJ+j3ZZcPJgaqtcGtjG0u7SZloab1dJRXbZIFaIapwAUj5q1c4xeK52T7cN9nDTgzur7qKrmm9mQPVdT0Zhahn3M8ZCay6+VibovgBrAjKwqZMw6gxmVF5Alir1euJcuvLTwcplTPJOpYsUGecPU1sGrsCVC9W2M89TjXVSi1ejiqLIhxcLybXnamnq7L/zOKqCKv6WpVXZtS456oGwxwjeVUM1WJGFaovVXdpVoUc2mSBOqPM6hgY1ZEZVUQBeFUKU1XZ3Syjxllx7K8jAdSC1aq+s2ajOhqwxn1cxuSuXs3Kr5cvv6uzT+Os2Klmgx8so1aU+ivbaPEir2+NVLqoHtl6CkaNEeJ1LJNaRq1E1ZcyS0zFqK5vuHrVyqhetvyyjZqzxVWOJOv5tUCtSPU3xgqmZxSMyh1JVUwunlc00JB51DBgtckCddbU3lA2anZ6xqvi6Zlc+b0ipg3DqBas1kadFRY1sWu2w6oCHoT5Vq1uX5Xf1yuITKKahU5G1l61jDqrqm+B+lus+tYIoxZrw7I2waz6a4FaaaqvSf115B7N3Cq2UXm8g6fboYHWNxagfdhkVd9ZY1Qm22hyrK/LGcmtWlb1cuUvKr3ZRrX2qQVqRTGrak7V0dt41RybFGrQ0r3aZFXfWWFT7f8qG9WrYj+KR/4k+OoikSxILaNWrAosO1UKbFQe8MCDBqoQqNzEdott1OyAZB1HllGr1GaVbFTORFW7cibHnYqADeL1tUxqgVoVdqpskxXZqG4Vq7/ZRW7a8jsBtrtNFqgVAVKTvXqFUat6rj+SM0kHUgtca6NWFqOqYn1rYnpGvXDcrE3YZIFa4exKbDkP25ZkO3o1ItVl2fLbCECr+tYIqxpZqXoV39yffnMzy6QWqNWfsluxVH+0b4gQSAtWC9QqBmreY1q9Xl+r+Fqg1gOlZlm1iudRPc9CdaaTdSbNcHLzkUnVCVZRftcem2gZtT6U3+p2KDELVAvUGtd8q36/JOZZxdcCtQ4YtRZCCLHtoE3WRq1txder3iMtYFtnMhmWTKZtY1qgVmwKG2RunPSvBhs15QMxmUyx5ESKpVJpNjnp5/FJNtkRZ3NXtrEJ/31EuRVtxI2DojzPGrsWqNEBGKXT6ZZ0GZd4Zb29bv4MmkpgyNRkik1MJH0g+q/jSTY+ljT+Juu1DhzIwmQv7Klu9Q7ougPqFI77k8En7w+kOmawaCuW2WZTN+OypA/M8bFJNjYyyUZHJkpQ3RU7PHhFOzAyjTw8xSDmldJu9QTehAWolllNayvlLUcKdscvALC8cNyb+YCB5ESSA3N4aJyNj05KcinByva0h1zJR3pkyHtxtKpwYNKbFO0+GgbEok3rAbAJC9DADbgcTUeUgRlXALX4xHGPOpOmp3+h3wKQI8PjbGRogjt/ynlv5VYsxfJQDVwxBSDpQVIy28pnqnr1Cth6tlGL1LNP/PXta+OJ2Ptzja5QtcCQHt8ClGfX4xtsu64X97I5lsl4Cbx3/Vf/8wTMMFl1nK7pGTh4hgfH2ODAGJvOPqvUCHw5rPuz6z8bizspP6edmJOJIcedjHgP35H/3vVh5Tlc13Cyr8XA459l0u7rz/1k/yFWvLN+3dmrNQ1UDZsWMeinv3bn3/sd6Cv++47S/EsRbMQyO5PgnR0dHmOX+0ZZOp2ZdpnqFo7PX9zyF+V+ViweZ5/5r3dd8ge+Hz/7g73/oCyO1N61yqr1xqhFLJoD6d/N3OAx9R194RAaHRn3mXOEe2pLtzdLgypXLWZuEVsH2sdvJyaB1WN1dIZNPaq+BZ7IHJPOWIrHEnlGjdLFuN05llVtR4bG2XQzv74cWa0gFovPbKNl2+kfNTZt7XfaWrW/FWpv0Rzng391680t8xr2iQuuu+lqdvtda1ncaWAxJ1ZeDCCixwfokmWLWGvrXHZx5AIbS40Es6fr+sAcY/29I77Nlpl1uS6Yt4DdtPomNjI6xi51D+TkVEZBccJ2WdpLsSOHjrGzJ8/lvxofSd3x0k8PHJacS0UKSi2qv/XqTOKA7T412HXN7YvzH57r7Gaf+LMPseaG5ml9eDqTZpPpcfM1PiiHLo+wy/2jV+zBCtgzYXh8mE2kJtjcuS1s7nUt0/ac8clxtnnD1oLP0F71yKb1xKiqiCE+hfDpR+/a6l95t7hw5TVL2Z//xSd91S7GRpLDZS8XADruZ9dTsyPC9S73DXMVt1ITZNM2r43NmzOv7PdevGAx1yL++Owr7ELnRaqQ7H72X/a8j12Zj9WyqmXUGrRR08nMvzY0xX8gvuw61c3efHMXe9+6e9jcxnnswnAXS2VS016odDrNBvtHfBYdrXgBAkh9Q308lys1NzaztWvWcq/y9u17CkDK5eO3E3Ee1R2r1usytzzDPveT/Y9n0u5P6ZdvvraLnTnTxVXOtuZ2/8Lp0zlhd/Zfusw6T/ZUBUinSfthK5es5CA923mO7dl2UJKR+1O0E6vjXQ7rSfWVT8GOk8/jn3rkzt/F4s5/Ej9oam5gf/nVz/m22Bw2lhplA2O9ZWclboP2DbN6T6uWrGZtrW1sbGyMPfXEcwVL6NyMt+Hff7j3cywbjihU3gxRgZmkCtek6hurE5DqVrfkQ9sunBz8H/5rntImJ1LsP36/we8oGTYnMYerwWVJfhcaGRplXad7fJCOsPALTWozt89fzBbOW8gymTTb8PwWeZ3rRM/pob9lxSGIulVLqva3QK0VOxV5xwunu0YHJ/+eXnT+7EX21tbdXCVb0NzGEk5DoesiYp6cSLLznZdYb88gmKLumbSpsYkt7VjCY512btvPLnYX2rx+e/zdtudOnTGB0tqotQtQ2tgFQfWvPH7oN8nx9C/oD7Zt3svOnO7igejzWxbyxTBRMZqB88W3Qy909fLF2HVOojw7MYct71jOAyg6O8+z/buOFDSU3w6/Qnuw4sUOdXmkYz0yqmlxc/z5f33n/6SSmc30B889tZENj4yyhngjW+CDNUoaHx1nF3xmRtCCxeeVvLx9GWtpbGYjIyNs04tvF8gM8vfb4X8RP0Ldn7saq0Nw6r7PO5mO7bj4bX+kz09kYqH1C09vYpl0mjUnmtmcxrmBD4Q3t7e7n0fvZDJ2IzCa2ua3sdZ5rSzl26WbXtrGFxZccQSxMchfcvY5JbarBWqNAFdprx7b2XNuoHv0n+kPun3b8u0te3hPam1s9e3VhFbXxWqW850X2djYhKVOKTc2NrKOtg4+9bV7xzu+vd5f0DCQO+QfYJdaG7VGkxdyRM53qdd/d+yZ0cHJ9fTiXVsPsLNnznPnUmvz/KKbYcql91I/t0ftnl0KYTsOW7LoKh7Le67zAju0+4TsPFoPuRvUXCdi+1qgVjlgVTsGFLHsK48f+u7kWLrAgHr+d5vY8PAoXwUDsIo9kCYnJll31yU2PjLJAyTsX/HfkkVLWJNvl46OjrHNL20vaBjIGfIOYE9T+1mgVh0ao9OZbomoc2Dr+e/5t8tH0CNY/qVn3+Ahf42JJh7APzQwzC5e6Le2qCHNnzefzW2Zw9KpNHt9w05EG9H2GoecNYwZefmuDXioTTXYM4zYrPNQ/4XuU0M/pD/o6eplO7buZ+lkmnnjMTYxZqdcguzS9gWLuDmwd9dh1tc9UNAAkC/kbGqHgHazjFpjwPQ0IzV9dSX3ENv2H6deGuwd/yO96Z63DrGjh0+xjJvhnbAGg2HKZpdykPp/5zp72JG9Jwu+h1whX6lNPEP7eCHa1gK1hlhUzq6i4d1cZhufPPKTseHkTnqTra/sYqMjY6yxIcsYljyLM+QC+UBOWzfsKmgEyBNyFb44pl6+5hoAbJ1JNQrWMNmVOk2+s+zb2PWY63r5+VXYWVs27OYLwef49te8ufMsMkmGPCAXyAdyonYp5Ah5KsCokn9QtqpvnajDrmb0pp0m03N66OK5owOP0xsNXBpk7+w6xqccFrYuYA2JBqvv+glygDwgF8gHcqIJcoQ82ZVVMa5G/jptp65SrE6ByQyqb0aR8x1p18tnXxvoHnuZ3vzovtPs3NmLPG51YetC7JhW11SK+kMOkAfkAvkUDG6+/CBHeSBUZJ3qy+oNuDULVIWLXuc4cjUjuLYTbV5/9Oejlyf30Ztv27iPjY2Os4YGn0nmL+D7fdVrRv0hB8gDcqEJcoP8TIOhRsNR2bBFIK3VfX3rOeBB5bQwjfDpXOb/795w9mduxhul9uqbr+zmx0dgWxHYZvWYUG/UH3Lg8qB2qS8vyE0n0wDQ6trOqr416kxiASA1AVS8T/edH73Yebj/t/QBl/tH2Ds7j2dDDOe2skSivrakQn1Rb9QfcoA8aIK8IDcqxwiADTNdY4FaI+ovMzgrVEBNK3Iql9N7Xu3c1H9h9DV68xMHzvIAfhhoC+bOZzHHqQvLFPWc74MU9Ub9IQeaICfIS5ahIpuA6pq8vbV8SFQ9qr6iMel+OxSkOsDSziXep17/3bFfjgxMvkMfsn3TO3wFTTwR58u56gGpqCcYFXG8qD9NkA/kROWmkKkKoDJYabvVDZvWBVANrMqYfv4uo1J3czmZ61z5V9/u+rmbcQvmV7dt3M/XpGKyv6W5paZljPqhnqjvtlf3S3apOwb5qOSmYdO0Qe11dbZprZ+RWq+xvp5BBdYxKe1k4j3Pvlp38eyhgYIlcYP9o2z/jqy9CgdLIt5Qk1SaiCd4/VDPAztP8HrTBLlAPlReGnnqmDVsdJJl1BpkVU/Bqio7VcWqMivwvPe1zo2950ZeoQ85c+Q8u3A2u80oth2NxZyamoZBfebOze520d3Zy04dPlcg5L5zI69CLgqQJhU2akYCqso+Vaq89XDieN0wagBYPQ2jBjEr7YDJLb8//qRsr+5+45Bvr46zeCxec1M2qA/qhfrtev1QkV36xu+PPyHLKCSTyozq1TNI6071NYBVN7muYtaUiVl3vnzmZ76NNkLt1R2bDvB1rI0NDay5qakmZIl6oD6oF+pnsEt1TJoKYFIvyNPr1dE2GvUa6xvWXnUVrKoDKX9/uWfsUufhgafoQ4Z8u+3gzpN8PWZzUzOLx+NVLTSUH/VAfVCvIbNdmgoJ1gwzT8XUnV1a10ANyapR7NVUGHv17NEL7MKZXn77Oc3NVWuvotwoP+qB+qBeNKHeGrs0VaJdWvdsWreMaogDLrO9OlEQ6Lr3zaNsdGSCxeIx1tzcXJWyQ7lRftQD9Sm0Syf2od5ltktZvYO03lXfabdXd7zg26spd4jaqzs3HmLplMunaxobYa9Wz1QMyotyo/yoB7VLUU/U19qlFqjVZK/yPNg73td5ZOAP9CHDl8fY4V2neahdU0Mj95pWhV3qlxPlRblRftSDJtQT9bV2qQXqbLFqkL2a0mS9vXqsm50/c4l5jg/W5kZ+DkulnxODcqK8KDfKH9EuTYVgU2uXWqBGBmsUezUdxKwqe/Wdt4+z0aFxHsze1NhY0Uovyodyorwodwl2qS7o3tqlFqjTbq+mo9ir2547/f982+7yFXvVY3s2H+HzkIl4nC+0rsSEcqF8KCfKi3KLhPqgXhHt0rS1Sy1QZ9JedaPYq8P9EwNdRwaeKbBXB8fZoZ1neJxsQ0OCe1MriUpRHpQL5UM5UV6aUB/UKwSbppg+2N7apRaoFWivdo28RB9y7sRFduF0L795pbEqyoNyoXwoZ4Fd6tdDsktT1i61QJ1tsJZqrxblLX84/psie3XbSTbqs1XciXHPaiWcE8M90n55UC6Ur8gu9euhq2OJdqkFqQXqlMDKpttedX27b+/rx3ybL8PVzURidqds8HyUA+VBudyZsUuZBakF6mzZq6mw9urIEOzV0/ym8cTs2at4Lp6PcqA8KFcEuzRl7VIL1JqzVy91Dr9AH3L+VC/rPtXHbz9brJp9rsfLgfLQhPJau9QCte7s1a1Pn1hfPL96ko34diHsxIYZ3sUQz8Nz8XyUQ7ZLUV5rl1qg1pq9mi7FXkU/3f/GccTO8pUqCV8VnQmtF8/B8/BcPJ/ixdqlFqi1bK9mwtqrnYf7/1Bor07weUskrP2c7iMdcX+xRhbPxfNpQvmsXWqBWgv2amYq9uq+jV2bZXuVz12e7Ms5l+LTSqe4v8dt5H7+XNkuRfmmaJdmrF06Rd+BPYA3NFgdBXgd8p0rE1VuIHTIe/n//Oew/z78n29e2rqo+S5xg0PbT7MF7XPY3AXZXSFwTES5U5axGZ8vPbjtVMF3PovuKZNdyph5d3vP9sPKYNRa2BuTaT6TWVfnaNLtuJ/Pbz5z4t9SyUwftVf3vH7ctxE9fkJajC+JK1+VcD/cN5PCc04U2qXJzMDbfzz1UwN7mna3NwXYh5FrNfaNaU3xGQJhrSQnwjVyJwyUVTrpui2tjZNtS+bcTQDDJsaSbMmKhdzZI7p8OY6giOccVQe3nWGXLw0XVOLMwf5fdx0ZOOK/nSRZZ59mNM4j3YHEtZamHQOJaeioumudMt67ksDqSOosUzQQ3UPYNJWT9u3BN+YtbFresar1IfGA7jN9rO2qVrbiunYekFAOFTgWz66BPXeij99fsktfRDlKUGvlescUdr3J/q8GH0UYH0bY/h26/vGII0aYESWmsM9U34f9vCLPRNJ8JmRquj4m2atF7zsPDxxdccPC1U0tiaVCwH0XBlnHyjbW2JzgXtqp+F5isRi/x+jQBNu7+bhsl+7dvP7Y4yz85mS6YxIdhW1fSyovi/B9qbgKDVTTjUzAjKkcJoYOG9N8VqnZifidE/E+8QunBg9dfUv7/fFELH9wTX/3EFt2zeKsyloiWAVIse/RrlePsFQynf8uNZnp3/y7Y9/3VfBxg5dX59lVMYRqwKqmtta1pa5Pm0weFgJLJambTggbrGi0fPjhhzva29sfSCQS7/M7xJ/4+Q5WH4dRFb3S7Louf4XaKl6R8bl4j5xOp/OvsdYx1ryicM/cpasXsVvfs4ZLO3vPCDq7kwUq4HTgrdOs+2x/wfcT5+Yyd3gOP5UN3mDxKjJ+K96LuVe8CvDTnH1e4WsNJ9dv031+fsNvt619fX2b169ff0njVAs6hNkrBYyhAYr8ta997X/7jffX/vvFdTmHI4FUvBcgFe9ppiCVwYqcaB9hjR2FgfE333s1W3Fte7aHuG4kNkXC/OzhHWcKvkv2trB077w8EGWQUrDSLIAp3gtg1hFIVanXb7uf/OAHP/hHjX0eBFgvCiB11Exfect/+ctffqC5ufmf/Ea5m9V5kkEqg5UyKwWreKUgFe8bVwyyhvkpwowOu+8jN7HWtjkFzzOzaRY8wwNjbPsrRwp+kxpqYMlzC4oAKt4LJpVBKsApg1QGax33hd0TExN/89hjj20mzsSwp6Z7QTaqE8L1nNfNH3nkkf/Z1NT0b36jLGM2Bap8YTtvwZzmUIIl5k8yJ37ls76LQ2w57NVEbgt7g2sDuwg6fmul0x7btekon/LJ62zJGJs8C5AmtGyqA6qs7tahyhvUD5Y1NDR88Z577klv3759i0YbLcsUisqLJezN2Fe/+tUvNjY2/li+6bve9S720EMPsQULFjD/+7pReWVWpequbI+CLZFTqRRLJpP5V2R/FGaTk5MFrye697F9514teM5VK9rY7euy9mr2WWq7lAPG/27/ltPs4rmBgu/vWPFhdt3SO/gO+P6AW/CKtkPGlix4BYD5ZmcEyBTEKtBGHaCqNaHdBgcH2Ysvvsh27dql+v4rP/rRj37BCk9Ol1lVO9UTNwBVB1K8xj/96U8va29vxzaRBWcJPvroo+yBBx7g52ZW+2FIURnU1Cl1HVUHcll1nt/czoHdP3blrJfR4QnW2Nzoq8BztTMGiDzCK+ZLzx7pKXjW9R33sJuW38eBSbMAqACpAKcMUupYkoFaTyDlQPLlgD5/++23sxtvvJFt27ZN/v7+xYsXP3ns2LFxDdaMKRHBA1ww5bJixYqvUacRRuBvfvObbM6cLG7HxsZ4BlPUmzOJ/i+cPdRGFewqbFDICO8FsyKDSQXDivcr5t3K+od7WP9EV/4ZR3d1svmL5vpgbSmashEAGR4Y59fRtKh5Jb8f2kiwO56DDLAKgFImFWqxzKLCSUVt1XoCKRLkg77f0tLCrrnmGvatb32Lffvb3+baUC4tWb16NTDzDzkMueTVFCThyYzqGOzSApB+/OMfX9bR0QGVN3/Y5ze+8Q3W1tbGOx5UgJGRkWkJIq8msFJGFCBSgVn1O5rp9wublrNLo6dZ2k3mr+/vGWLL1mSjlmT7EPbobskubU7MY3cs/agPyOY8GOkrzSpwyt7eqdrjtZDQ1wFKDHiQIwa7W2+9lW3dupWy6i2+OfjEiRMnxljw3GpBioWwX2k4GAerz6YP+q/zxYX33nsvu+qqq3hnGhgYoKNI3TuVqCqo6uTUgUPnL2XACBA1N7WwqxfeUfCcidEkO7z9LHM8aYT1/8fn+J4m/B730YGTlkO2R2nZKUitlzfXFn7fBwaAhSVLlrC77y6YCGlbtWrVgxLxsTCgjWkAKhs89MZxvzHfS3/wwQ9+MK/u1pOqG9ZelT2istpI2UqAg9qE4r2wH1e23VwEVjiJOo9f4ujMmqUe/192HuF3+L0Y9eVn0OerWFR8Jk/D1KvKq0rAALCA9OEPf1hWkd+X02RVEX2MaaKUEgHeX2XIlN+IBUBdtGgRH0HGx8ctjeY6qcpWpCqwYCOq7gIcsrdY3pRb3PfGJfezsdQQV4NFOraniy1o9+3VRS1suH+c/09Tx9w1/Hd4DmVS8V7F7BSs4pXWyYJUnYAF2Kvt7e2FgEsk3pPDEfX4CnxlqF1K7dRESJW3gFH9hlgte7zQgTCS2IX64e1V2tEBAABTyFKAVGer4jeYWnnz9FNsLDmY/27vlhPs7geu56/0+XMaF/DrZTVXZlSTN1ceiFTxxlNdMFBLrAo5yDMfvjyX5hhVTMeIEZuCVAZr0TI3x6AC0yDkBtUIahtIz6y0o1NGFR1eMJbsTErkdiJUAQK/ub7jXWzfudfynyfHU2zbS4eLrsd1Lc0teVAKFpWnXVTBDmHtUsukxYO0QibzCY7o3KkjAbQArAmDjSqDM06yljlsCme/CoDSEVeAE5+BUYUqrPq9AM01V93OxlMj7NjF7dr2uOGq+/h1VLVVMarKLqU2dJBdalNoXMSZOoSQLgs0MqrJoeQQI1hZIAvY8A0mq8KCsYTaK1RgqgpT4IrrMR1w26p1LOMl2clLe4uec23Hnfx7ypYqYFI7lLKnKBtVdVUalFV5IwFVEJ+rwZqncyap7FPdutG4bYKpOZfoZ8I2ladsdOouvQ5zd2LTs3uve5C1ty5nJy/uYX0jF1j7vGXs2qvu8pn0tgIwiiw7j0wqr50vLXuKE/tUqMAq0AaqvtQudYKAakfS8turKkcE/S1VSUX88I0r7mbXL7vT/62b2wwtlnf2yetJTXOl1i6dEdU3QzDlskJPsNGZpFtlHhqoFrAlN1wefDJYZaeSilXF/KsIU5QdTpSpxbUUsKola5RF7cA8LUCNE4CalpZ6YZxJBatlSJ6xhoty70of3U3zqxR0snMpP6omEkqQyrtIqIAqHFcys6rmSSmLymxayyov4pzlhBjrsIvzMXdK5b9w4UKTjRqTsCXjLpIzSXejsgM1zD1M14RxZlRCxzKVk9qrFLACJACmDFLhIQ4CqmrRtwqcqvlSXVkrJQFMopwUWHgPZxu+w6sIbYXsROTQdJLAtddeywLwRQMdYsROZSpnkmOwUWXQxk3OpFIAa/KIlnpPnQ2lm+qoBLVIDoAQ/1N1WD6HRgCbbvUi11HeKkW8UoeRzO70PfVK0zIKMEyHHEXwjGA5/C9WFongd3yGhR/l0sbCtleU+oZQfTMs3CZojm6Zm8qhVFZG1XVU03c6W9i0owDteCrQVgrL0rJSRhVTNTI4BEBl1VfFfLT+ur2OdDLSTcWorokCQrq0TjAcyh8EvrAsZypX2K1rpsqwhufoVqepcOiZVF8ZsLL3t6wjV5ilXkEOK1XsqeiEOmCX0tFmyl4VIJQBTOcyZZCKOVedTIJW89Dr6TPlgU0e5GRA010rxBpXgBIgnAlHlO4ZUZyeugE+SjLYtnJYLmMBy93ChBCqYn+n5PXVxcBSgMrqnAmsOpDS+UnTnj6zBVbd4CSDRQ5yUO12SEErq76yrOQAC3kwEB1MHjDE9WI6SAAQoIQjRazHrDQ/gaq/mBxEYR1nQXUJCHhQmZdKNg3jTGIGip4yo+p265O315QdJarnqVhUZ5/pmGw2vMs6hhJ1EQ4k3fOFXFQL0+UOJ4Amg1oeLPKLznN7OgmGhHoKMIoyhZFDmWy60PcN2tpG9T7IDCnVTApQfWMsws76poAHnT7tTFXQpv1vKTA3bdqUt1mC1F8IcfHixWz16tV8ETu32HMOE8EK1KMqh8NFaYhyq2+mzqVTL1Xll7UF3feUTcQ1+/btYydPnuQgFN5S5KVLl3LvJZ2mUank5bTVy3UPkymFxd2HDh0qGtiwpRA256PahuyBD1teA2sHYcoJA1QTqypvEmUTaJ0Q5Y2pkXfs2MGOHDkS+d5YA/iRj3yEvf/97897OAWTmNZRRgVgOZnVBFbTZ6aOo6qfAKLY3RAq6+joKN+Ma+PGjUW/+dCHPsTWrFlTwMp0moh6hqfJ8RLpvvJgrjOh+vv72auvvlr0e+x3dNdddxXcnzrtyqQhOAEYY2GBWtIZGVEYlXY6uhk13fyrVObq6+tjv/nNbzjIP//5z7PW1taCuUKV7RoVdNMRhB4GmFFsfeFVFTYkVFexj5VuOieorYTs5PdR1NGpgFbHmKZyq3weOnKR6ys7+YJmGSJ6fUNjL8qxi9qbR2kI0x648g59UwXCnj17+D2+9KUv5SNxxOiomkOMMoJPl1NE51wymQ3UoUP3A5YHExlwMvPo1DfRJqYzZsJOZ+i0GJOnVndv08Cg8nFQsOo23qPfyc40nQlSInFFOjc1KNZX542astoiqyaUUYV9VA7G2rt3L3v55Ze5KizvoBCVTWdiB3hdAEjBzvm5KBswJGx43WZyOpCqWNLEqEJWdFpI5bgr1TQImicPE6hCByUVQFX/m4AuZELNpqisGmCjmjBWhMcwzqTA76LOT8kjnmoH+SCgrlu3Lv++s7OTnT17Vnvta6+9xjcFF4wqT/xHtYmmG7CyPIVNCWDCnhSy0anGMnBUgI2iCvKT5YjnXGezqd4HfaYDqc4eN91XBVR6eh7tb7ppJFFfsQhCgFVm1jI4HSPhLKrqW3YvqA60QUC9444ru/DdeeedrLe3lz3zzDPKwGqohLt37+bXiTWcckQOnAuwabu6uvi9qGMK3mQ4GPBKOwwyBgiVwwvbRIrrRT0AtC1bthRde/PNN7NVq1blR2Ghxr7yyiv5EDqRcEzITTfdxDUFEUonngGPJeSCcsGriXKdOXMm782EN/y2227juw/KMtfJmn5PwSlesYczZNDd3c3fi4SAdJR17dq1fL9nKjed+XP58mXuiUW9cD+5bwmnFuSFe+oGSlHeU6dOsdOnT7Oenp7saQPz5/M2gRfb5AClWoRukAgzWIfARUmqb9kYIAow6clmMqOaOhAFMoSFjvHud7+bT+moElgXnYayKjI6xfPPP8/eeustY7mfffZZ9p73vIdv/4jGFg2EBdhPP/100fXDw8Psk5/8ZMFn27dv54OJLI/77ruPfexjH8vbmEjoYC+88ELRfR988EEuJ3RoWYvA1NQtt9zCdu7cyd54442i3wK48O5+5jOfYR0dHUVtoOv0glGp3DC3imfs37/fKDe0BwZItA0FrDyQoq5BHn4MOuKeGKw++tGP8p3+ZIbG/V566SV29OhR5X3Q1jh2wmSjqpyN8rRUUCplNkSXSlkC4QTZUKWyqep/XaKAFhmNp0vnzp0rmLzH9Wj4733ve4EgpQ383e9+l4NIhMhhlL7hhhuKrj18+HD+SAqR0RFFR8BvMUggA8DwVAuvLPKFCxeUZQAbmNS2DRs2KEEqEgYCgELE1gbJWnWGK9juiSeeCAQp9RM8/vjj7Pz580X3gyr/61//OvI0HK7H4Kk6X/a3v/2tFqRCBrqyq0wBU3SXKRtw4ZQLqE6pgCs1qzqECajytWLkF+qmnAS4RIaa9uSTT3KVN0rCaP3YY49xdUqAFSymGhiGhoY4IPAMBBO8/fbbHJh0+RUSPgNDioEEWbAHTTgiAbaT0DZUWsM777wTWAeU69ixY/kBTsjPZLOJDGAB6LhHlIQ6AkAYkGi7wSSBLFUJKvrKlSs5+6sSNArIlcoNMr548eKU2EsewGQPeVRcTJUIy676ToVRVSdyh1Ur6KS76ZhH0cGhwsATDDtOTrDl3vve9/KIHNhMcETJXlWAFcEBn/rUp/I2E47bE9eJQQf2qLCrDhw4EKjW0cACgE5Oy5cvL3AkTSVdunSJawImpxS1UUUCEFQgBahgxwNU+B7Xyf4C/A/Vm+4er2M2mCkIWBHlAivLJ6QJuS1btizPegiSUSX4GjCg4n4YpHSDg07DMNmr0+G7mRagRilYEKuGcXCo9H+do4ImMBlAipEXc6yq9LnPfY6fGSKAgQb+5S9/WXQdzsD8wAc+wIEN8CCiBfek5YKqt2LFCl4mFfBoOnHiBB8gxO/khKAN2KBiY2ddPTFQIQQONhjs5M2bN3MWU7GqUKFNAyMNwsezodKrEs7DFdoMnFbwGUA1lRMY//777+dyw72/8IUv8AERZUUZoOkA0DBj0F4iwRZVJQBO1ANajMqZCJng2BWxiyMGYZgIqoFaVn9Vq5Kmm8AqilF1c3pBI3wQUE1JOEWgLqkSGAbHc9Dzc/A/PscoLI+6AKsAIjqm7GRAx4H3F50Hqjf9Dp2HdkS8B1jBqmA7uS74nEYV6UZzlBV2LK7FMYDXX3+9Vr2Xo5RU9xPaAb5DfVTXXH311bz+1HbG/yizSoWHyip2P8Bzca4ogIj3ADmeCZkBhBhkcD3qoGtf0V5QeVXXAJhiEzjRdigbBogglTWISUucR60eoIaZXw0bPkc9cRiZdfaOAKqugcCeqkOu8DmcF6LTimcDUIJ9YUvNmzevYOEzOhlGbTHVIE/JIBBetmsBfEwryAn3F0AwDWSYEqGAAXOZmDLoftQLqrNLZZCKDgwvrwqoYE25Lrg3BjPIDKAMu4BcrH81LV0TMqH9SieXmdYwq2p6RhU1EtVQR0OBlXQNDGakMcU6hhFAFR0AIzs6DmU/mVnF6AnV9ODBgwXXQI1V2UNgITAFHTTwP06slhkQHR5gEIAxAUswR9DyPdmzabouSMtRTe+YgENNG8gX6rnOyy0SpsFUgyh9tiksUBWcH9nLY1jbXLOq73TcE6qjLgGoNBROlUTkjwhkp06QoM6OV9ipMlDBpgiikJ1CKAdeKVDxTJXtDDYNKrsKWEELpMPeM+g6yEf1HJPcBKjg1NOp5tAuMEBBTmgXeiiwivGDylcOJ9xs4SJWrgKVkoNs0jC/RxJrC0UQviqD7cR7eAkpq4tVJnCUQAUT0UAiy0ATCWovHa2h+opJfZFUv4XTRZRDTiq1FwNAmO1oStFwonQqsc5XTqijSuYmuUFmUHVVIIXNimAGBILAxob9GjRYIuu254SJItuYNPosDHuWkss5MFQEo6p2Xw9yDGEZW9gEQIhoImQEKaDxYSvRsmPUhoOInhKNeT58LicBSjmOFk4SRAaZEpwb6Fiwk2A/0dA7FZuKM1Knkw3CrCdFfQEiWR5R5SYcbzp/Ahw9cIRRP4XKEy73P0wNqVRkyBe2MswN4fE2xYaX0h+nO82qjRpkM5RDOGK6QmwzKfZ9xTzdm2++qWQ0OHXQmdDRVJ0NCWFxNKSMAssEVAwadK4XnUd2KsksJm+GHQQ43Y4EReqUZvM3XafFK2xoVSRXWLmJGG3TM8G0kBPACpAdP3480Ial8ldpJZCxcGyZBkbVHsg6xqwLG1W3Q57q4NxSE0ZXjPJ4xehNn4EgeDh5VFM1ALMpuuW6667jAFOVESwJVtVNAWHUp7+D/aUDKgCNZ1GQBskmLFCjrCelW5dCbpBNqXITiw+Q8B6BDHICyLEgoZS+hPljqNwqx5MJoKa+KctxNrbsqYjtzlWbkJW6E7twLkBFQxC9sAPlQ5CQYQPRVThhkggwN+02D9VWl9A56bWYNoLTRMcO8nPkjbNVoKJlCgJg0HI/+Vwa5HvuuYcza5QEOd97770FbY0gDmg2YRLmh1U2KJxxtO/gntCgghLUa5XNrVoCOZW+WJE2alTVVx6d5P1ro4xciDqBvYfGhC1FGU91P1EGLPvCtXBGwUOrs6sAPnQq2LfyAcRiIBA2lbBT5SkdAA/AVNmsKhsM7KDb0V4HLnHwU76Bc+fVqABId94Puh9tN1yLuGMhN2gmKrlhsITjCHIDgFTtAI0H3+E+qqk1DGICVAi0l1kRjkA4hujgiHLhnghPlBkeZUKbY8DEtJAq4J4OvPS8WNXyyJlSfekqcnFIcTwHYLw25DKMqqZcbv7617/+Nr3Jo48+anTH64BKg+lFpgHWIuidBo/T6BKxoJouS6Kjv6wKqoAqz+uis9AOg2kdqLMq1ZyOtDRwW5630x05obIXVTaQTu2Vn6mKLprK/kOqOuq89Sq5CVtcZ9/pZC/qJRhPVzbdqXO0jOgfIlQQAy6AqtI+xIAkTmFXnSGrOkTLBFQM6ki/+tWvCj7//ve//27/BYHhk7mMET2Vy5i3Sude3dzr7DFqGHWMHoIkGEwEIYiDgSAowRqqowNVHV3ehoR2GLAxnWKRGUd+1QFfNcEetOmz7hxSFVDD7FGrahPVrgym0wdkmek2Q5flprsPlalcfrHYXB6EguRF20IuH8BGwSm3Kz3JTj6Okr7K58XOxLY8FTM9I7OGvPmYULno5l2ChcV39Pf0eMEwzimZ9VSdXnfQkspumcr6WhNQTaZAmEgbk1dd3mtI52xSDUZhBl5TPXQDmXzPoJMR5LN6wpIHbUsZqDpv70xOW866jSo3hsweArCYToHtI6ZUxKG7OjDRk8pUzBoEKlW5dM6uMPdUMXaQGmf6X6e+B8lex+Qm1TfswBDm9AITUCmwVEANIy8TowaVTdbedCewq8BbV4xKM4QB1RahfGK3A3wO9UWovzKoZFZW2ak6R0nQ+TYmoKoaSd5cS8dCUadLdJ+HBaqOMXXXBZ2Op2PTMGcCmQa3qLJS3d904JjJxqW2qnzIcxjNpioYNSo4VUwK1hQ77AGg9Mh6umrFtKhXdZygzhGjYz+dChh2ntcUHhnkTDIxURALBgXVT8Us0d0rLKiCpjhMTqogkIYFqqlsKs+u7DhS+SZmMlppxlVf2hh03yC6t6xwHMnqiQpQckcweX1V5aALg01HRpiiU3RyKFVFVIFS54gpRf6lANbEUmE9y6rB0qROhxlEgnbnD3MCoOpU9jDmUyUwqjddBRK2pwCnrG6JZVrUISQf2Btkt8jsZ1JTdfapSvUNCiELA9RSmCzsXF1Yz28UcIatn0m1DmKgcshJx6hhQC+rwDoTaoZifr1yMWpJw4Q8rSIzpmp5lmBRlVcwKuuZ2C+M88I0zRA0HVJKB4yiWkVZYF8KWIPqE5YBTe1gAr7pxLooWl7YQ55Vc+U6lbucYJw11VcEJdCNooM6hOr8UhoRE9YTaBJskJ1lYgZTY4U5jmI6gRrF617q2aZhjp0w/T4oICMKUKciGxXYTVMy1TQ944UtEI0q0nVAFRhpx1adaRLEqLJDJgzzhT0WIsjJE1UdnQqrRe0M5T6kOYyKHfZgp7CDW6lMFmaaJ4w3eSqDRTmYNRHxx0awCvYsZVMnFZBlIYc5MSzoLBQZhGFBFeYcUl38cjkdOqUw47QaVCHqFxX8YdthqoOlqa/MgGc3Es4S0pee4gfy50U3QcSQiM+N0vmC1KWwYAoDzrCezKl0EBVbTFdDzzZAo9SvFJY2MWqYNi1FPmHBWQbfgReAsSI8RlV9xQ/T9LdilUg5DwOW51unqyNHfU4pp7+V6zTt6bJ/Sq1HOQeLSrlXuUBqaLcJAzFGtlE9E1jT6XRPIpFYIY9gpZzCbbJZytF4YVSj6Wan6bj/bDBqJbB4tdSXnspOUyaT6Q4AaeTpGXqzgve+qru3tbU1D1TsQYNVD6UAdbY6Q711OptmB+TyXshjY2N7dbgyMWwYZ5In58uXLwOonxAXYItMHMdQCZtA2WRTJQEVC+JpGhgY2KvCVBCrxiKwKTJ43POBudWn9PySfuxRI/anjXqKt0021RpAxTQhFqzTLVOBmQMHDrxNsRSWVWMGJKtuwp935MiRHr8QBaf34tQzejq2BatN9cqiYmcJnPgnsenTx48fv5QDKdOQoZJV6VYssdz7OMlQjRtyr40kN99www0rH3roocf90aOV3nDdunXKjaVtsqleErY2xZGbNGUymcHnn3/+iydPnsS+p/D8JknGLEqKXdmCRWTBvEXzqI4C6a5Cn84cO3asZ+3atT9cs2bN39ACoYDYaAobSGHPGHkTMJtsqsWEhSRwHOFYSdWhYJ2dnT/yQdpLAFhkUmq02jyjUmaNsSsbnKk2OaMbneE4rKaHH374r3wG/ZJtKpts0jLsz9avX/9Tlt3ITGxqRjc0kzc1Exub5UkyLgFVlePkNUZeuap88ODBQz5rHly0aNE1iURikW0Wm2zKpomJiRN79uz5zosvvvgCUXFl9TYttFQZnEGM6ihYtYG8NuZem4S9Khj2s5/97Bd9tfchH7ittplsqmM1eNhXf1986qmnfkEYVNilkzkGTRK7NKVg0wKz05EAG1OovwKsCUn9LXAu5cDatGTJko5bbrnlzsWLF69duHDhjS0tLStt09lU62l8fLzr8uXLR3t7ew/5Wubenp6eS+zKvr2y84iqvSqWdUlmOqA6knqbYGoPMLVXVa/UrhW/FfeJEZU6JqnaNtlUKUnl8BFASkuZ2ptJYofKrymm9vSmCTgLPL54n1AUzFEU0JFukskBLC2py9RrTK9vyL1SlqbszTRAtcC1aaaBqQIqk1hOtjFTEliT0msqgDV1wQ/5lAgYSeRRJZMDT0Zh16oArgNpXAFwx4LTpgoErcyoMlCDwJqSmDcjsWaoyKREQAFdAp6MgvlkFpRBmjCANBZC7bWgtWk2GVWl/roasKY0arAOrCpm1cX+Mp3qq2JVqgJnNOCizNtARhsTSE2qr002VYKNyiRGdQOYNaNg2LQBnCo2DVR9qZ3KJFZ1JWaVfyceTpmUOo9UKm9MupcFq02Vxq6y6iurwK4ExLQmy0xKMcN09ikFqqdQYQUwYwo1mKrCOvVAADMjsahK5Y3ZfmFTBSfXoALrHEyZEKquK91T59Ay2qgOU3t+dfq7zKpyFBOdjpGBau1Tm6rFTvUkkGUksOpAm1GwsBxLz8LaqDoVmLKra/CMyY4jYcuGAamdmrGpEoHqhQSryiPsGl69MCpvEFA9BfXHFGAVhRbqcVwqcEwBVCbZpXZqxqZKB61Ka2QGoKpsWFndVTFqqOkZzwAULwRYKaBlWzTD9EH/zDqTbKoCZ5KKVVVzrK5GNfYMr4FlCFI3VYCSWVH1GlNcp5qKsQC1qdoAq5qykVnWDQAnY+qpGS8sUMOCVeWxVUUaxRQA1zmQLFBtqhabVQVWFXBVwNRFIxk3OEuUUFCqJseIWivbs2EAahnVpmpUgcMC1vQ+1DahQeAwMa0KbCbbU3e9BadNteBcYgEs6RmuNxFhaHUzCMQmwAaB0pliGWyyaSbU3LDMGga8YQCq/TwICGFAZAKiE8EWtsC0qRqA6wUwrQnIUQaDkoARBdBBaq0zxbLYZFMlsGzQ515Ipg7zfWRwOFO41ilzWWyyabbVYdX3XhnvXVZwWIDZZFMZQTmbILNgtsmCcArp/wswAEe4p1qGBws5AAAAAElFTkSuQmCC)
Files per verificare il raggiungimento del Punteggio Minimo: simulazione punteggi di merito
TARIFFARI DA UTILIZZARE Per il calcolo delle opere edili agronomiche vanno principalmente utilizzati i tariffari vigenti:
TARIFFARIO Regione Campania LL.PP. 2016
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)
TARIFFARIO Miglioramento Fondiario Regione Campania 2010 vigente
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)
COSTO MANODOPERA
OPERAIO SPECIALIZZATO €/h
29,01 x 8 = 232,08 €/giorno
OPERAIO qualificato €/h
26,82 x 8 = 214,56 €/giorno
OPERAIO comune €/h
24,05 x 8 = 192,40 €/giorno
Tabella costo manodopera Regione Campania [agg. luglio 2016]
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)
CODICI ATECO ATTIVITÀ
FAQ SUL PSR
Frequently Asked Questions, meglio conosciute con la sigla FAQ, sono letteralmente le "domande poste frequentemente": sfatiamo dei tabù sul PSR:
1. Agricoltore in attività:
La disciplina dell’agricoltore in attività è stabilita dall’art.
9 del Reg. (UE) n. 1307/2013, dagli artt. 10 e ss. del Reg. (UE) n. 639/2014,
dall’art. 3 del D.M. 18 novembre 2014 n. 6513, dall’art. 1 del D.M. 26 febbraio
2015 n. 1420 e dall’art. 1, comma 1 del D.M. 20 marzo 2015 n. 1922, e recepita da AgEA con circolare
ACIU.2016.121 del 01 marzo 2016 e ss.mm.ii. In particolare, sono agricoltori in
attività le persone fisiche o giuridiche che: 1) ai sensi dell’art. 3, comma 2, del D.M. n.
6513 del 18 novembre 2014, al momento della presentazione della domanda,
dimostrano uno dei seguenti requisiti: a) iscrizione all’INPS come coltivatori
diretti, imprenditori agricoli professionali, coloni o mezzadri; b) possesso
della partita IVA attiva in campo agricolo e, dal 2016, con dichiarazione annuale
IVA relativa all’anno precedente la presentazione della domanda (per le aziende
con superfici agricole ubicate, in misura maggiore al cinquanta per cento, in zone
montane e/o svantaggiate ai sensi del Reg. (CE) n. 1257/1999 è sufficiente il possesso
della partita IVA in campo agricolo). 2) ai sensi dell’art. 3, comma 3, del D.M. n.
6513 del 18 novembre 2014, hanno percepito, nell’anno precedente alla
presentazione della Domanda, pagamenti diretti per l’ammontare massimo di
seguito riportato: a) euro cinquemila, per le aziende le cui superfici agricole
sono ubicate, in misura maggiore al cinquanta per cento, nelle zone
svantaggiate e/o di montagna ai sensi del Reg. (CE) n. 1257/1999 e ai sensi
dell’art. 32 del Reg. (UE) n. 1305/2013; b) euro milleduecentocinquanta, negli
altri casi. 3) rientrano nel campo di
applicazione delle deroghe, così come definite dall’OP AgEA, nell’ambito della
circolare ACIU.2016.121 del 01 marzo 2016 (art. 2.3).
NB. nel caso di primo insediamento il
beneficiario si impegna a rispondere alla condizione di “ Agricoltore in attività
”, come definito dall’art. 9 del Regolamento (UE) 1307/2013, entro 18 mesi dalla data di insediamento.
2. Macroarea, soglia di
accesso e premi di insediamento:
Nell’ambito del PSR 2014-2020 (Allegato 1: “Classificazione
delle aree rurali della Campania per la programmazione 2014-2020”), il territorio
regionale è stato classificato in 4 Macroaree:
A. Poli urbani;
B. Aree rurali ad
agricoltura intensiva;
C. Aree rurali intermedie;
D. Aree rurali con problemi
complessivi di sviluppo.
Per le macroaree A e B: Prod. Standard accesso € 15.000 Premio
insed. 45.000 euro
Per le macroaree C e D: Prod. Standard accesso € 12.000 Premio
insed. 50.000 euro
3. Il tecnico può presentare
direttamente l’istanza o questa deve essere per forza presentata da un CAA?:
Nella prima stesura delle bozze dei bandi, si consentiva ai soli
CAA la possibilità di inoltrare le istanza sul portale SIAN. Attualmente e così
come recita il capitolo 9 “Modalità di Presentazione delle domande”
Al paragrafo 9.1 si
chiarisce che il tecnico è abilitato alla presentazione:
[…] presentazione per il tramite di un libero professionista,
munito di opportuna delega […]
4. Spese sostenute prima
della presentazione della domanda:
Sono rendicontabili TUTTE le sostenute da un beneficiario e pagate dall’organismo
pagatore tra il 1 gennaio 2014 e il 31 dicembre 2023 (art. 65, paragrafo 2, del
Reg. (UE) n. 1303/13). Per cui anche se si sono fatte delle spese prima di
presentare l’istanza, queste possono essere ammesse a finanziamento.
Oops,
rettifico: questo era nelle disposizioni generali… Peccato che poi nei bandi
abbiano scritto:
[...]
Sulla
documentazione trasmessa verranno svolte verifiche per accertare che le spese:
- risultino sostenute esclusivamente dal
beneficiario nell’arco
temporale compreso fra
la data di presentazione
della domanda di sostegno e la data di
presentazione della
domanda di pagamento per SAL [...]
5. Acquisto di immobili:
le misure NON prevedono la possibilità di finanziare l’acquisto
di immobili (solo per gli Enti Pubblici).
6. Acquisto di macchine ed
attrezzature usate:
l’acquisto di materiale e attrezzature usate NON è ammissibile a
finanziamento come anche l’esecuzione di investimenti di mera sostituzione –
si definiscono “investimenti di mera sostituzione” quegli investimenti
finalizzati alla mera sostituzione di macchinari o fabbricati esistenti, o
parti degli stessi, con edifici o macchinari nuovi e aggiornati, senza
aumentare la capacità di produzione di oltre il 25% o senza modificare
sostanzialmente la natura della produzione o della tecnologia utilizzata. Non
rientra tra gli investimenti di mera sostituzione la demolizione completa dei fabbricati di
un’impresa che abbiano almeno 30 anni di vita, e la loro sostituzione con
fabbricati moderni, né il recupero completo dei fabbricati aziendali. Il
recupero è considerato completo se il suo costo ammonta almeno al 50% del valore del nuovo fabbricato.
7. Le Spese tecniche sono
finanziate?
Le spese tecniche rientrano nei normali costi ammissibili a
finanziamento e sono così determinate e finanziate:
• 10% per un importo fino
a 500.000,00 euro;
• 05% sulla parte
eccedente i 500.000,00 euro e fino ad 1.000.000,00;
• 2,5% sulla parte
eccedente 1.000.000,00 euro.
8. L’IVA è finanziata? Posso
inserire l’IVA fra i costi?
Rientrano nei normali costi ammissibili a finanziamento e sono finanziati
i soli importi imponibili (l’IVA, ove previsto, può solo configurarsi
come credito d’imposta.
9. 1° INSEDIAMENTO: cosa si
intende per “non aver compiuto 40 anni?”:
Si intende che abbiano un’ età non superiore ai 40 anni (41
anni non ancora compiuti) al
momento della presentazione della domanda, che possiedono adeguate qualifiche e
competenze professionali e che si sono
insediati in una azienda agricola in qualità
di capo dell’azienda (articolo 2 lettera n) del Reg. UE 1305/2013) ed hanno ricevuto il premio di cui alla
tipologia di intervento 6.1.1.
10. Il possesso delle adeguate
qualifiche e competenze professionali deve essere posseduto al momento della
presentazione della domanda?
No, questo requisito deve essere dimostrato entro 36 mesi dal collaudo
dell’istanza.
In realtà nel bando della Mis. 4.1.2 per mero errore materiale (chiamiamolo così), veniva preclusa questa possibilità nel senso che bisognava avere PRIMA la capacità professionale, a seguito di quesiti e contestazioni, la Regione Campania ha recepito la manchevolezza e, OGGI il requisito può essere conseguito dopo l'insediamento:
Decreto n. 50 del 27.09.2016 (pdf 26 Kb)
11. PRIMO INSEDIAMENTO: di imprese
e società è possibile?”:
Si possono beneficiare degli aiuti del primo insediamento sia le
imprese che le società agricole purchè rispettino le seguenti condizioni:
L’impresa Agricola deve:
1. risultare iscritta ai
registri della CCIAA, sezione speciale aziende agricole al codice
ATECO 01;
2. in caso di ditta
individuale, esercitare l’attività agricola di cui all’art. 2135 del c.c., come
riportato nell’iscrizione alla CCIAA, quale attività primaria;
3. in caso di impresa
costituita in forma societaria, esercitare l’attività agricola di cui all’art.
2135 del c.c., come riportato nell’iscrizione alla CCIAA, con riferimento all’oggetto
sociale, in forma esclusiva;
4. in caso di società,
avere un contratto societario di durata almeno pari a quella del periodo di
impegno alla conduzione aziendale.
Il richiedente deve garantire la
conduzione della azienda per almeno cinque (5) anni decorrenti
dalla data di adozione del provvedimento di concessione dell’aiuto.
Se il giovane agricoltore si insedia in qualità di contitolare
in società di persone o di capitali, il premio viene corrisposto a condizione
che la responsabilità per la gestione ordinaria e per quella straordinaria,
quale risultante dal patto societario/statuto/atto costitutivo, sia in capo al
socio giovane agricoltore in modo tale per cui le decisioni del giovane
agricoltore non possano essere inficiate
dagli ulteriori soci. Tali condizioni sopraesposte dovranno essere mantenute
per l'intero periodo di vincolo alla conduzione aziendale. Le società devono
possedere le seguenti caratteristiche:
- essere costituite in
maggioranza numerica da giovani di età non superiore a quaranta (40) anni
(quarantuno anni non compiuti). Per le società di persone e società cooperative
il 75% dei soci deve essere costituito da giovani; per le società di capitali
il giovane deve dimostrare di avere la maggioranza delle quote sociali;
- il rappresentante legale deve essere un giovane di età non superiore a
quaranta (40) anni (quarantuno anni non compiuti) in possesso di tutti i
requisiti previsti dal presente bando;
- ogni singolo associato
non deve aver beneficiato del premio di insediamento ai sensi della misura 4.15
del POR Campania 2000-2006 ovvero delle Misure 112 e cluster 112-121 del PSR
Campania 2007-2013.
12. Non è possibile frazionare un'azienda esistente:
non risulta
ammissibile a finanziamento la costituzione della nuova azienda agricola
derivante da un frazionamento di una azienda preesistente in ambito familiare.
Al fine di limitare la frammentazione fondiaria, la costituzione della nuova
impresa non deve derivare dalla suddivisione, successiva al 1.1.2016, di
un’azienda preesistente in ambito familiare, di proprietà di soggetti parenti
fino al 2° grado. Da tali vincoli sono escluse le suddivisioni aziendali dovute
a successione “mortis causa”
13. Nessun passaggio di titolarità fra moglie e marito
non risulta
ammissibile a finanziamento il passaggio di titolarità dell’azienda, anche per
quota, tra coniugi, per atto “tra vivi”, nonché la creazione di una nuova
azienda costituita con l’acquisizione di terreni del coniuge;
14. NECESSITÀ DEL DEPOSITO SISMICO PER I MURETTI
NOSTRA INTERPRETAZIONE: Per il ripristino dei muri di contenimento (Mis. 4.4.2 ex 216) affinchè il titolo abilitativo sia esecutivo, se la SCIA per un eventuale ripristino viene ritenuta tale dal Comune (non necessitante di deposito sismico), sebbene si operi in territori sismici, non sarà necessario dover depositare la richiesta alla commissione sismica del comune (genio civile se il comune non ne è provvisto). Basta solo idonea dichiarazione del Direttore dei lavori.
Ciò in quanto con la precedente programmazione, misura 216, vi era stato un preciso analogo e CHIARO quesito dell’Assessorato al Genio Civile che alla esatta domanda: «occorre o non occorre il deposito sismico per il ripristino muri» questi aveva risposto con la Circolare 506423/2012:
in pratica la circolare dice che se progettista è in grado di certificare che il muro
1. è lontano da fabbricati;
2. posto non in prossimità di sentieri pubblici;
3. con un carico antropico non elevato (dato dal solo passaggio sporadico di chi coltiva);
In tal caso il deposito NON occorre.
Decreto
dirigenziale n. 65 del 3 agosto 2010 - Lavori minori di cui all'art. 12, comma 3 del regolamento
regionale n. 4/2010. Definizione delle tipologie, della modulistica e delle attività istruttorie, di
competenza dei Settori provinciali del Genio Civile
La circolare che ha utilizzato la Regione per la scorsa programmazione clicca
Tutta la documentazione (Reg. Regione Campania 4/2010 ed allegati): clicca
DIVERTENTE RISPOSTA DELLA REGIONE DIETRO NOSTRO QUESITO: il deposito sismico occorre a prescindere e costa, 100 euro (50 euro se i muri sono alti meno di 2 m) => eh beh! clicca
15. Spesa massima ammissibile:
qual è l’importo massimo di un progetto che si può presentare con un bando?
Ad oggi tale parametro è strettamente legato alla Produzione Standard posseduta. La spesa massima
ammissibile è legata a scaglioni di PS
sino a 50.000€ di produzione
standard, la Spesa Massima Ammissibile sarà data da 5 volte la produzione
standard in entrata:
Fino a PS di 12.000€ => Sma = 5 x 12.000 => 60.000 = 60.000 euro (*)
(*) Caso tipico della Penisola Sorrentina
L’importo massimo di spesa ammissibile per azienda, per l’intero
periodo di programmazione, è determinato sulla base degli scaglioni di Prodotto
Standard (PS), di seguito riportati, ai quali corrispondono importi ammissibili
via via decrescenti, calcolati applicando ad ogni scaglione di PS i
corrispondenti coefficienti.
Esempio:
Una azienda con PS di 250.000,00 euro potrà presentare progetti
di investimenti che
prevedano nel loro complesso spese ammissibili per un importo non superiore a euro
750.000,00.
L’importo è cosi determinato:
al 1° scaglione di PS di 50.000,00 € corrispondono 250.000
€ di spesa ammissibile (pari a 50.000 x il coefficiente 5);
al 2° scaglione di PS da 50.000,01 € a 100.000,00 €
corrispondono 200.000,00 € di spesa ammissibile (pari a 50.0000 x il
coefficiente 4);
al 3° scaglione di PS da 100.000,01 € a 150.000,00€
corrispondono 150.000,00 € di spesa ammissibile (pari a 50.000 x il
coefficiente 3).
al 4° scaglione di PS da 150.001,00 a
200.000,00 € corrispondono 100.000,00 € di spesa ammissibile (pari a 50.000 x
il coefficiente 2).
al 5° scaglione di PS superiore a 200.001,00
corrispondono 50.000,00 € di spesa ammissibile (pari a 50.000,00 x il
coefficiente 1)
16. COME VENGONO PAGATI IL PREMIO DI INSEDIAMENTO E L'IMPORTO FINANZIATO
1) il premio di
insediamento di 50.000 euro (o 45.000 se zona non svantaggiata) sarà erogato in
due tranches:
- una
prima tranche, pari al 60% del premio spettante, sarà liquidabile non
appena viene notificata la determina di concessione (dopo due o tre mesi dall’inoltro della domanda e, prima di
iniziare tutto), dietro presentazione di una fidejussione;
- la seconda tranche, pari al 40% del premio spettante, sarà liquidabile
dopo il collaudo (dopo che l’azienda avrà realizzato e pagato tutti gli
investimenti previsti), senza nessuna fidejusiione.
2) il contributo a fondo perduto spettante
Appena si riceve la
notifica della determina di concessione (dopo
due o tre mesi dall’inoltro della domanda e, prima di iniziare tutto), si può richiedere il 50%
dell’importo spettante, dietro presentazione di una fidejussione;
Non appena si realizzano
documenti di spesa (fatture pagate) per almeno il 50% dell’anticipazione
ricevuta si possono richiedere SAL
(Stati di Avanzamento Lavori) SENZA presentazione di fidejussioni;
NB l’importo
dell’anticipazione + i SAL, non pùò superare il 90% del contributo assegnato.
3) ottenimento del SALDO spettante
Iniziato il progetto,
beneficiato o no dell’anticipazione e dei SAL, il saldo ancora dovuto sarà
corrisposto dopo il collaudo (dopo che l’azienda ha realizzato e PAGATO tutti
gli investimenti previsti IVA compreso).
16bis (17 porta male) Quali prodotti o attività o trasformazioni sono ammissibili a finanzimento
Tutti e soli i prodotti presenti nell'allegato 1 del TFUE (Trattato sul funzionamento dell'Unione Europea.)
Allegato 1 TFUE
18. DAL MEDICO SI VA PORTANDO IL MALATO
Almeno finchè non si sono analizzate le condizioni di partenza dell'azienda, e concretizzata l'effettiva possibilità di partecipare al PSR, non si effettuano sopralluoghi, nel senso che se vi interessa, DOVETE portare l'ammalato dal medico: nessun ospedale si è mai spostato, nemmeno per il Presidente MORATTI (noi si tifa inter).
Come raggiungere lo studio 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)
notifica ex REG CEE 852 2004 - scia sanitaria
procedura:
1_Modello_SCIA_Sanitaria_form_notifica
2_Master-list-registrabili-CON-sede-fissa-rev-5
3_ Pagamento diritti Disposizioni-Asl-Informazioni-utenti punto 6
master list: produzione primaria (coltivazioni permanenti e non ad uso alimentare umano, eventualmente altre)
cartella con modulistica
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)
istanze di finanziamento presentate con i finanziamenti scorsi: POP - POR - PSR 2007/2013
(*) con
finanziamenti: istanze approvate e
finanziate
PSR 2014/2020 - 1° BANDO
Mis. 6.1.1 - L'orto in dispensa Vico Equense (*)
Mis. 4.1.2 - L'orto in dispensa Vico Equense (*)
Mis. 4.1.1 - azienda agricola/agriturismo NONNO LUGINO Vico Equense (*)
Mis. 4.1.1 - azienda agricola CORREALE GIANCARLO Massa Lubrense (*)
PSR Mis. 4.20 strade rurali e sentieri
Incarico esterno Comune Vico Equense Via Antignano (*)
Incarico esterno Comune Vico Equense Via Coccurullo
Incarico esterno Comune Vico Equense Via Avigliano-S. Francesco
Incarico esterno Comune Vico Equense Sentiero SMC-Preazzano (*)
Incarico esterno Comune Vico Equense Sentiero Preazzano-Monte
Comune (*)
POP Mis. 4.2.1.a
La Ginestra Vico Equense (*)
PSR Mis. 4.8 aziende agricole
La Ginestra Vico Equense (*)
Gargiulo Maria Rosaria Schiazzano Massa Lubrense (*)
Casa Scola Gragnano (*)
LA CHIANA Vico Equense (*)
LA CHIANA altra Vico Equense (*)
Cuomo Anna Vico Equense (*)
Cuomo Carmela Vico Equense (*)
Don Alfonso Massa Lubrense (*)
Esposito Maria Giuseppa Massa Lubrense (*)
Greco Rosa Massa Lubrense (*)
Il giardino mediterraneo Ischia (*)
la selva Vico Equense (*)
il piccolo paradiso Piano di Sorrento (*)
Pollio Anna Maria Sorrento (*)
Starace Valentino Vico Equense (*)
Galano Salvatore Sorrento (*)
Tesone Giugliano (*)
Galano Osvaldo Sorrento (*)
PSR Mis. 4.13- 311 AGRITURISMO
La Ginestra Vico Equense (*)
il Casolare Baronissi
La Chiana Vico Equense (*)
Barone Meta
La Selva Vico Equense (*)
La Sorgente del Melo Vico Equense (*)
Nonno Luigino Vico Equense (*)
Il Piccolo Paradiso Piano di Sorrento (*)
Buonocore Annunziata Agerola (*)
Casanocillo Piano di Sorrento (*)
La Gabbianella di Maurizio De Rosa Vico Equense
masseria Greco Massa Lubrense
Pollio Sorrento
Iovieno Agerola (*)
Pegaso srl Pozzuoli
L’Angolo di Paradiso Sorrento (*)
Casa Rosa Massa Lubrense
villa Castanito Massa Lubrense
Sireneo d’aequa Vico Equense
Greenland c/mare di stabia
La Fenice Casalnuovo di Napoli
Il Pendolo Pimonte
La Cantina del Fattore Vico Equense (*)
Casino di Paipo Agerola (*)
De Luca Roccarainola (*)
Primo insediamento di giovani in agricoltura MISURA
4.15
(*) con
finanziamenti: istanze approvate e
finanziate
Cuomo Anna Vico Equense (*)
Caso Antonino Vico Equense (*)
Cuomo Concetta Vico Equense (*)
Buonocore Teresa Vico Equense (*)
Celentano Teresa Vico Equense (*)
Di Niola Domenico Caserta (*)
Riccio Luigi Giugliano (*)
Vitello Francesco Torre Annunziata (*)
Prepensionamento MISURA 111
(*) con
finanziamenti: istanze approvate e
finanziate
Buonocore Domenico Vico Equense (*)
Casa vacanze/B&B MISURA 4.14
(*) con
finanziamenti: istanze approvate e
finanziate
Il rifugio Buonocore Fiorentina Vico Equense (*)
Guidone Giovanna Vico Equense (*)
Villa Persico Massa Lubrense (*)
Nonna Rosa Vico Equense (*)
Don Pietro Vico Equense (*)
Val Pat Cannavale Luigi Vico Equense (*)
LA CHIANA Vico Equense (*)
PROGETTAZIONE, ISCRIZIONE ALBO REGIONALE DEGLI OPERATORI AGRITURISTICI, AUTORIZZAZIONE ALL’ESERCIZIO E FINANZIAMENTO DI MOLTE AZIENDE AGRITURISTICHE DELLA COSTIERA SORRENTINA, AMALFITANA ED AVELLINESE:
agriturismo La Ginestra Vico Equense (*)
agriturismo Il Casolare Baronissi AV
agriturismo La Chiana Vico Equense (*)
agriturismo Barone Meta
agriturismo La Selva Vico Equense (*)
agriturismo La Sorgente del Melo Vico Equense (*) ctg. 5 girasoli
agriturismo Crapolla Vico Equense
agriturismo Nonno Luigino Vico Equense (*)
agriturismo Il Piccolo Paradiso Piano di Sorrento (*)
agriturismo Buonocore Annunziata Agerola (*)
agriturismo Casanocillo Piano di Sorrento (*)
agriturismo La Gabbianella di Maurizio De Rosa Vico Equense
agriturismo Masseria Greco Massa Lubrense
agriturismo Pollio Sorrento
agriturismo Iovieno Agerola (*)
agriturismo Pegaso srl Pozzuoli
agriturismo L’Angolo di Paradiso Sorrento (*)
agriturismo Casa Rosa Massa Lubrense
agriturismo Villa Castanito Massa Lubrense
agriturismo Sireneo d’aequa Vico Equense
agriturismo Greenland c/mare di stabia
agriturismo La Fenice Casalnuovo di Napoli
agriturismo Il Pendolo Pimonte
agriturismo Quisisana c/mare di stabia
agriturismo Il Castagno Agerola
agriturismo La Villanella Massa Lubrense
agriturismo Tenuta Montecorbo Massa Lubrense [dimora di Torquato Tasso]
agriturismo La Cantina del Fattore Vico Equense (*) il video dell'inaugurazione CLICCA
agriturismo Il Casino di Paipo Agerola (*)
agriturismo DE LUCA Roccarainola (*)
agriturismo L'ARANCIO IN FIORE Trasaella S. Agnello (Sorrento)
agriturismo TENUTA L'INCANTO Vico Equense
agriturismo IL CASALE DEL GOLFO Vico Equense
agriturismo IL PICCOLO PARADISO SOC. SEMP. AGR. Colli Fontanelle
(*) istanze realizzate con finanziamenti