In questo documento verrà
illustrato come consolidare società
i cui dati contabili sono salvati in uno o più database in Microsoft Dynamics
Nav o in un database esterno.
In Microsoft Dynamics Nav
consolidare significa combinare i
bilanci di due o più società separate in un unico bilancio consolidato.
Ogni singola società è chiamata Business
Unit e l’azienda creata per combinare i bilanci è detta società consolidata.
In Navision si può creare il bilancio consolidato di società che sono:
- Nello
stesso database dell’azienda consolidata
- In
altri database in Navision
- In altri programmi di contabilità
La società consolidata viene creata seguendo le stesse modalità
di una qualsiasi company di Navision.
Il piano dei conti
della società consolidata è
indipendente dal piano dei conti delle business unit e i piani dei conti di
queste ultime possono differire l’uno dall’altro. Generalmente il piano dei
conti della società consolidata non è così dettagliato come quello delle
business unit, in quanto esso serve principalmente per illustrare la situazione
finanziaria a fine esercizio.
Modalità Possibili:
Se all’interno del database il piano dei conti è in comune, è
necessario creare dei conti nuovi
dedicati (detto piano dei conti di consolidamento in coda) in cosa a quelli
presenti à
il problema è che i conti vengono visti insiemi agli altri (opzione non
consigliata)
Oppure un nuovo
database con la sola company di
consolidamento (soluzione ottimale) sia per pulizia che sicurezza del dato.
Per consolidare più
società è necessario per prima cosa inserire le informazioni relative alle
business unit da includere nel consolidamento e definire la percentuale che
verrà utilizzata nell’inserimento dei movimenti contabili delle business unit
nella società consolidata.
Dal menù principale della società consolidata si apre la
finestra relativa alle business unit a cui si accede attraverso il modulo “Contabilità
Generale - > Attività Periodiche - > Consolidamento - > Business Units”
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)
Per ogni business
unit occorre inserire i seguenti dati:
Codice: inserire un codice
(lettere e/o numeri – massimo 10 caratteri) identificativo della business unit.
Il codice verrà poi utilizzato nei report e in altri documenti della società
consolidata.
Nome: è possibile inserire il
nome di una unità di business (massimo 30 caratteri)
Nome Società: inserire il nome
della società (business unit) utilizzando, per comodità, l’AssistButton che permette di selezionare le varie società da
consolidare. E’ possibile selezionare solo le società presenti nel database in
cui si sta lavorando.
Cod. Valuta: se i movimenti
finanziari della business unit sono in valuta straniera, inserire il codice
della valuta stessa utilizzando, per comodità, l’AssistButton
Tabella tasso di cambio: il
contenuto di questo campo indica la tabella Tassi di Cambio Valute che verrà
utilizzata automaticamente durante l'importazione dei dati di consolidamento. Il
valore “Locale” indica che verrà utilizzata la tabella Tassi di Cambio Valute
della società corrente (locale). Il valore “Business Unit” indica che verrà
utilizzata la tabella Tassi di Cambio Valute della società della business unit.
Consolidare: inserire un segno
di spunta per includere la società nel consolidamento
Consolidamento %: Inserire la
percentuale di consolidamento, indicante la porzione di ogni conto della
società che verrà inclusa nel consolidamento (il valore di default 100)
Data Inizio: inserire la data di
apertura dell’anno fiscale della società solo se l’anno fiscale della business
unit differisce da quello della società consolidata
Data Fine: inserire la data di
chiusura dell’anno fiscale della società solo se l’anno fiscale della business
unit differisce da quello della società consolidata
Sorgente Dati: il contenuto di
questo campo indica se i dati verranno recuperati dalla business unit nella
valuta locale (VL) della business unit o nella valuta contabile aggiuntiva
(VA).
Formato File: in questo campo
viene indicato il formato file utilizzato dalla business unit per l'invio dei
dati.
![](data:image/png;base64,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)
Conto Utili di Conversione e Conto perdite di conversione: gli
utili e le perdite di conversione derivanti dal consolidamento verranno
registrati in questi rispettivi conti.
Conto Utili tasso di cambio comp.
e Conto perdite tasso di cambio comp.:
in questi campi sono disponibili i numeri dei conti C/G in cui vengono
registrati automaticamente eventuali utili o perdite nel tasso di cambio
derivanti dal consolidamento di conti con campo Metodo conversione consol. impostato su
Composito. Se il campo è vuoto, verrà utilizzato il conto specificato
nel campo Conto utili di conv.
Conto Utili di conversione equità
e Conto perdite di conversione equità: in questi campi è possibile inserire il
numero dei conti C/G in cui vengono registrati automaticamente eventuali utili
o perdite nel tasso di cambio derivanti dal consolidamento di conti con campo Metodo conversione consol. impostato su Equità.
Se il campo è vuoto, verrà utilizzato il conto specificato nel campo Conto
utili di conv.
Conto utili tasso di cambio minor
e Conto perdite tasso di cambio minor:
questo campi sono utilizzati se il valore % consolidamento per la business unit è
inferiore a 100. no eventuali utili o perdite nel tasso di cambio derivanti dal
consolidamento di conti da una business unit con quota di minoranza
utilizzeranno questi conti. L'importo registrato nel conto è il seguente: importo
totale di rettifica x (100% - quota della società %) x -1. Se il campo è vuoto,
verrà utilizzato il conto specificato nel campo Conto utili di conv.
Se le società che sono business
unit sono in un database di Navision (o nello stesso database della società
consolidata) è necessario inserire delle informazioni
di base nelle stesse.
Dopo aver definito il piano dei conti della società
consolidata, occorre specificare i conti per il consolidamento. Per ogni conto
di CO.GE. in ogni business unit, si deve specificare il conto di CO.GE. della
società consolidata in cui trasferire il saldo in seguito al consolidamento. Si
possono inserire numeri di conto solo per i conti di tipo Analitico.
Dopo aver selezionato una delle business unit entrare in Contabilità
Generale à Piano dei Conti e per ogni conto di CO.GE. (di tipo Analitico) compilare i seguenti campi
(tali campi non sono visualizzati nel layout standard della finestra del Piano dei Conti, ma sono inseribili utilizzando la funzione Mostra Colonne in alternativa passare
alla visualizzazione tipo scheda):
![](data:image/png;base64,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Conto consol dare:
inserire il conto di CO.GE. della società consolidata nel quale trasferire un
saldo di debito
Conto consol avere: inserire il
conto di CO.GE. della società consolidata nel quale trasferire un saldo di
credito
Metodo conversione consol.: in
questo campo è indicato il metodo di conversione del consolidamento che verrà
utilizzato per il conto. La metodologia di conversione identifica il tasso di
conversione della valuta da applicare al conto. Sono disponibili le opzioni
seguenti:
Tasso
Medio (Manuale), ovvero il tasso medio per il periodo da consolidare.
La media viene calcolata come media matematica o come valore approssimativo e
viene specificata per ogni business unit.
Tasso
Chiusura, ovvero il tasso prevalente nel mercato del cambio estero alla
data per cui lo stato patrimoniale o il conto economico viene preparato. Il
tasso viene specificato per ogni business unit.
Tasso
Storico, ovvero il tasso di cambio per la valuta estera prevalente nel
momento in cui è stata effettuata la transazione.
Tasso
Composito, ovvero gli importi del periodo corrente vengono
convertiti sulla base del tasso medio e aggiunti al saldo precedentemente
registrato nella società consolidata. Questo metodo viene solitamente
utilizzato per conti utili non distribuiti, poiché includono importi relativi a
periodi diversi e sono quindi costituiti da importi convertiti con diversi
tassi di cambio.
Tasso
Equo, analogo al Tasso Composito. Le differenze vengono registrate in
conti C/G diversi.
Se si vuole impostare statistiche sui dati di consolidamento
attraverso l’analisi dimensioni, è possibile definire dei codici di
consolidamento nelle Dimensioni e nei Valori di Dimensioni.
Da Gestione Contabile
- > Setup – > Dimensioni -> Dimensioni, portare a video (mostra
colonna) il campo “Cod. Consolidamento. Stessa cosa dicasi per i valore di
dimensioni.
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)
Immettere il codice
valore dimensioni nella società consolidata che corrisponde a quello nella
business unit. E’ possibile dare lo stesso codice di consolidamento a
diversi valori dimensioni affinché i relativi movimenti vengano sommati al
momento del consolidamento.
Assicurarsi di aver
selezionato la società consolidata e quindi:
Aprire la finestra Business Units da Contabilità Generale/Attività
Periodiche/Consolidamento
Selezionare la funzione Importa Database da Funzioni e si aprirà la finestra Importa
Consolidamento da DB, dove:
Con il tab Business
Unit si propone la finestra dove definire un filtro nel campo Codice per selezionare le business unit
da consolidare
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)
Con il tab Opzioni si propone la finestra dove definire il periodo di consolidamento.
Per copiare i movimenti per data, per reparto o per progetto inserire un segno
di spunta nei relativi campi. Infine occorre definire un numero di documento
che viene assegnato a tutte i movimenti nella società consolidata.
MODUS OPERANDI:
Il programma copia i dati dalle business unit alla società consolidata nei
conti specificati precedentemente nel piano dei conti delle business unit. Se
in una delle business unit il totale
delle entrate è zero, nulla viene registrato nella società consolidata.
Se si sceglie di importare i conti per data allora il periodo di
consolidamento non può essere più lungo di 500
giorni.
È possibile importare i dati più volte definendo per esempio periodi diversi di consolidamento.
L’eventuale importazione dello stesso periodo più volte non crea distorsioni
nel risultato.
Per
registrare movimenti da anni fiscali chiusi è necessario fare due
importazioni per ogni anno. La prima imposta il periodo di consolidamento
dalla data iniziale a quella finale dell’anno fiscale (es. 010199..311299) in
modo che vengano inclusi anche i movimenti del conto economico. Nella seconda
importazione il periodo di consolidamento viene definito includendo le date di
chiusura (es. C311299). In questo modo si importano i movimenti di chiusura.
Dopo
avere eseguito il consolidamento di tutte le società, è necessario creare i movimenti di eliminazione per rimuovere le
transazioni registrate in più di una società, oppure rimuovere i movimenti relativi a transazioni Intercompany.
Per elaborare le eliminazioni di consolidamento
Calcolare manualmente le
eliminazioni.
Immettere gli importi in una
registrazioni COGE.
Effettuare la registrazione.
Prima di registrare le eliminazioni, è possibile
verificarne l'effetto nel bilancio di
verifica della società consolidata utilizzando il report “Eliminaz.
consolidamenti C/G”. Il
report visualizza un bilancio di verifica provvisorio. Vengono mostrate le
conseguenze dell'eliminazione dei movimenti mettendo a confronto i movimenti nella
società consolidata con le eliminazioni immesse nelle registrazioni COGE.
Il calcolo delle eliminazioni è un processo manuale che richiede molto
tempo, che può essere semplificato impostando categorie di
registrazione intercompany, clienti e fornitori intercompany e conti
intercompany specifici.