Con l'imminente scadenza degli adempimenti dichiarativi, individuiamo i dati necessari da inserire in dichiarazione inerenti le agevolazioni ottenute per mezzo della legge 17 dicembre 2012, n. 221, a favore delle micro e piccole imprese localizzate nelle Zone Franche Urbane delle regioni ricadenti nell’obiettivo Convergenza. L'operazione in parola comporta alcune difficoltà interpretative, in considerazione della disciplina in deroga a talune fattispecie (es. plusvalenze etc..) cui è necessario ripristinare un coordinamento logico all'interno dei diversi quadri dell'Unico .
In questo lavoro partiremo dalle istruzioni messe a disposizione dal MISE (Circolare del 30 settembre 2013, n.320124) e dall'Agenzia delle Entrate ( Circolare n. 39 del 24 dicembre 2013, Provvedimento n. 2014/62309 oltre i Comunicati Stampa) per individuare le informazioni necessarie alla compilazione del quadro RS righi da 180 a 184 anticipando che la sezione dedicata, ha valore integrativo delle informazioni da inserire negli altri quadri, sostituendosi in alcuni casi a questi ultimi.
Rammentiamo che la tipologia di agevolazione riconosciuta consiste, per quanto qui interessa , in una esenzione dall'imposta sul reddito su una base imponibile massima di:
a) 200.000,00 euro, ovvero,
b) 100.000,00 euro, nel caso di imprese attive nel settore del trasporto su strada,
calcolata in modo da sterilizzare i componenti straordinari di reddito, ed eventualmente maggiorata di euro 5.000 per ogni nuovo dipendente assunto a tempo indeterminato e residente all'interno del sistema locale di lavoro in cui ricade la ZFU.
1) Le modalità per usufruire delle agevolazioni a favore delle imprese localizzate nelle Zone Franche urbane
Le modalità tecniche per usufruire in concreto delle esenzioni fiscali sono state definite attraverso la possibilità di ridurre i versamenti degli acconti ed eventualmente del saldo IRES da effettuarsi, ai sensi dell’articolo 17 del decreto legislativo 9 luglio 1997, n. 241, con il modello di pagamento F24 da presentare esclusivamente attraverso i servizi telematici (pena lo scarto della delega) messi a disposizione dall’Agenzia delle entrate. Per consentire ciò, sono stati istituiti degli appositi codici tributo. Ad esempio per l'Aquila con risoluzione n. 56/E del 14 agosto 2013 è stato istituito il codice tributo “6845” da utilizzare nella sezione “Erario” in corrispondenza delle somme indicate nella colonna “importi a credito compensati”.
Il campo “anno di riferimento” deve essere compilato indicando l’anno d’imposta cui si riferisce l’agevolazione, nel formato “AAAA”.
Le prime informazioni da inserire nel quadro RS rigo 180 col. 1 attengono al codice identificativo della ZFU ed al numero progressivo -col.2- che identifica il periodo d’imposta di fruizione dell’agevolazione, decorrente da quello di accoglimento dell’istanza .
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)
Si ricorda infatti che è consentito beneficiare dell’agevolazione ai fini delle imposte sui redditi solo se dall’esercizio dell’attività svolta nella zona agevolata consegue un risultato positivo, determinato secondo le regole del decreto attuativo convertito in legge. Il soggetto beneficiario può inoltre scegliere, nell’ambito di ogni periodo agevolato, se avvalersi o meno dell’esenzione dalle imposte sui redditi. Nel caso in cui non si avvalga di tale esenzione, le risorse prenotate con l’apposita istanza potranno essere impiegate per fruire dell’agevolazione con riferimento all’IRAP e/o ai contribuiti sulle retribuzioni da lavoro dipendente e/o all’IMU (solo per le zone agevolate diverse dalla ZFU del comune di L’Aquila), ovvero impiegate nei periodi d’imposta successivi.
In col. 3 del rigo RS 180 vanno indicati il numero dei dipendenti assunti rilevanti ai fini della maggiorazione di 5000 euro.
Nella colonna 4, l’ammontare complessivo del reddito prodotto nella zona agevolata rielaborato secondo le indicazioni espresse nella legge e specificate nei documenti di prassi succitati, ovvero:
– non rilevano le plusvalenze e le minusvalenze realizzate ai sensi degli art. 86 e 101 del TUIR;
– non rilevano le sopravvenienze attive e passive di cui agli artt. 88 e 101 del medesimo testo unico;
– non rilevano i componenti positivi e negativi riferiti a esercizi precedenti a quello di accoglimento della istanza, la cui tassazione o deduzione è stata rinviata in conformità alle disposizioni del TUIR.
Si precisa che ai fini della determinazione del reddito prodotto nella zona agevolata, è previsto l’obbligo di tenere un’apposita contabilità separata e che, le spese e gli altri componenti negativi relativi a beni e servizi adibiti promiscuamente all’esercizio dell’attività nella ZFU e al di fuori di essa concorrono alla formazione del reddito prodotto nella zona agevolata per la parte del loro importo che corrisponde al rapporto tra l’ammontare dei ricavi e altri proventi che concorrono a formare il reddito prodotto dall’impresa nella ZFU e l’ammontare di tutti gli altri ricavi e altri proventi;
In colonna 5 sostanzialmente, si deve indicare l'ammontare del reddito esente che il MISE ha riconosciuto al beneficiario con la pubblicazione del provvedimento . Sebbene infatti, la base assoggettabile ad esenzione sia calcolata con i massimali precedentemente individuati, bisogna considerare che il Ministero ripartisce le somme agli aventi diritto che hanno fatto richiesta, fino a completo stanziamento dei fondi, in misura proporzionale.
Ammesse all'agevolazione, sono anche le società “trasparenti”. Pertanto se si ricade in questo caso, è necessario inserirne in colonna 7 il codice fiscale, mentre in col. 6 va inserito l'ammontare delle perdite attribuite per trasparenza dalla società di cui a colonna 7.
La società partecipante al consolidato fiscale di cui agli artt. 117 e seguenti del TUIR, beneficiaria dell’agevolazione, determina l’ammontare complessivo del reddito prodotto nella zona agevolata, da trasferire al consolidato, compilando i righi da RS180 a RS183, ad esclusione delle colonne da 8 a 10. Ovviamente, l’agevolazione complessivamente fruita dai soci o dal consolidato, ai fini delle imposte sui redditi, non può essere superiore a quella prenotata tramite l’apposita istanza presentata, rispettivamente, dalla società trasparente o dalle società consolidate;
Nella colonna 8 va indicata l’imposta relativa al reddito prodotto nella zona agevolata indicata nella colonna 1, che costituisce l’ammontare dell’agevolazione spettante, da poter utilizzare a riduzione dei versamenti con i predetti codici tributo ( es. 6845).
Nella colonna 9, va indicato l’importo utilizzato a credito con il codice tributo previsto per la zona agevolata di colonna 1 per il versamento degli acconti relativi all’imposta sui redditi dovuta per il periodo d’imposta cui si riferisce la presente dichiarazione;
A colonna 10, va riportata la differenza, solo se positiva, tra l’importo di colonna 9 e quello di colonna 8. Qualora l’importo utilizzato a credito per il versamento degli acconti (colonna 9) risulti di ammontare superiore all’agevolazione spettante (colonna 8), non si deve tener conto ai fini delle imposte sui redditi del maggior versamento e tale differenza non genera un’eccedenza di imposta suscettibile di essere chiesta a rimborso o riportata a nuovo.
Di conseguenza, gli acconti versati da riportare nel quadro RN (o nei quadri GN o TN) vanno indicati al netto della somma degli importi esposti in questa colonna (col. 10) dei righi da RS180 a RS183 di tutti i moduli compilati.
2) Cosa fare in caso di errori nell'indicazione dei dati o nel versamento
Se sono stati commessi errori nel versamento del codice tributo 6845, per esempio utilizzando questo a scomputo di versamenti relativi a imposte diverse dalle imposte sui redditi e dall’imposta regionale sulle attività produttive o relativi alle citate imposte, ma dovuti in relazione a periodi di imposta precedenti al 2013 – è possibile regolarizzare la propria posizione riversando, senza sanzioni, gli importi a credito utilizzati non correttamente (Agenzia delle Entrate - Circolare 39/2013- par. 3).
Riepilogando i dati precedenti, nel rigo RS184, va indicato:
- nella colonna 1, l’ammontare complessivo del reddito esente prodotto nelle zone agevolate, riportando la somma degli importi indicati nella colonna 5 dei righi da RS180 a RS183 di tutti i moduli compilati;
- nella colonna 2, l’ammontare dell’agevolazione spettante, pari all’imposta calcolata applicando l’aliquota IRES al reddito di colonna 1. La colonna non va compilata dalle società trasparenti (artt. 115 e 116 del TUIR) e dalle società partecipanti al consolidato fiscale di cui agli artt. 117 e seguenti del TUIR.
- nella colonna 3, la differenza, se positiva, tra il reddito prodotto nelle zone agevolate di cui alla colonna 1 e il reddito di colonna 2 del rigo RN6; questa differenza costituisce una perdita da riportare negli esercizi successivi. Tale perdita va indicata nell’apposito prospetto del quadro RS. Qualora il dichiarante sia una società trasparente (artt. 115 e 116 del TUIR) oppure una società partecipante al consolidato fiscale di cui agli artt. 117 e seguenti del TUIR, la perdita di colonna 3 va, rispettivamente, attribuita ai soci o trasferita al consolidato.
3) Zone Franche Urbane: Le istruzioni comuni per la compilazione dei quadri RN, TN e GN
I quadri RN, TN e GN devono essere compilati secondo le seguenti indicazioni:
– la deduzione da indicare nella colonna 1 del rigo RN1 (o GN1 o TN1) è determinata tenendo conto del reddito complessivo al netto di quello esente indicato nel rigo RS184, colonna 1 ovvero il reddito riconosciuto dal MISE con il provvedimento pubblicato.
– le perdite scomputabili non possono ridurre il reddito imponibile al di sotto del maggior importo tra il reddito minimo di colonna 1 del rigo RN6 e il reddito esente di cui alla colonna 1 del rigo RS184 in quanto si è accennato che condizione necessaria per l’ottenimento dell’agevolazione è il conseguimento di un risultato positivo nell’esercizio;
– le detrazioni da riportare nel rigo RN10 non possono eccedere l’imposta lorda afferente al reddito non esente. Pertanto, l’importo da indicare nel rigo RN10 non può essere superiore alla differenza tra l’importo di rigo RN9 e quello di rigo RS184, colonna 2;
“Attenzione” infine, rimarcano le istruzioni allegate al modello UNICO, perché il modello F24 deve essere presentato anche nel caso in cui il quadro RN evidenzi un’imposta a credito oppure una imposta a debito inferiore a quella indicata nella colonna 2 del rigo RS184. In tale ipotesi, infatti, l’utilizzo di un importo pari a quello della colonna 2 a compensazione di un debito IRES (anche se non corrispondente a quello effettivo) determina un’eccedenza di versamento a saldo, da riportare nel quadro RX.