2. Guida all’uso del documento
La procedura propone un testo base (comprensivo di Costanti) e dei prospetti.
Il testo base può essere liberamente modificato in base alle esigenze come un qualsiasi strumento di Office Automation. I dati da completare a cura dell’utente sono evidenziati in giallo. Le opzioni proposte all’utente in base alle casistiche che si possono presentare sono evidenziate in verde e le alternative da escludere si eliminano come una normale porzione di testo.
2.1 Costanti
Le costanti sono rappresentate da delle porzioni di testo che possono richiamare in automatico alcuni dati precedentemente inseriti in GB per la ditta.
In genere, l’intestazione intera dei documenti è composta da costanti.
Al passaggio col mouse sopra una costante, il cursore diventa una freccia all’insù; se vi si clicca sopra, essa diventa a sfondo grigio.
![](/Img_Guide_KCF/image/2013/Bilancio%20Europeo/Analisi%20di%20BIlancio/Scoring%20e%20Valutazione/costanti.png)
Per selezionare una costante, posizionare il cursore, che nel frattempo è diventato freccia, all’interno della stringa di testo: l’identificativo della costante apparirà nella barra Strumenti in basso.
Per eliminare la costante selezionata:
- ELIMINAZIONE RAPIDA: fare click sul pulsante “Elimina” presente nella barra Strumenti in basso.
- ELIMINAZIONE STANDARD: dal pulsante "Gestione Costanti", posizionarsi nel primo Tab “Elimina Costante”.
Da qui è possibile gestire l’eliminazione delle costanti presenti all’interno del documento in maniera analitica.
Nella form che si apre è riportato l’elenco delle costanti presenti nel documento.
Con un click in prossimità della riga che la descrive, la procedura identifica all’interno del documento la costante, vi si posiziona e la seleziona in nero: in questo modo è possibile avere conferma della costante in esame, cosa che risulterà particolarmente utile in presenza di documenti lunghi e articolati.
Una volta identificata la costante da eliminare, apporre check su “Sel” e procedere dal pulsante “Elimina Selezionate”.
Per inserire una costante nel documento, occorre preliminarmente essersi posizionati con il cursore nel punto esatto in cui la si vuole riportare.
Dal pulsante "Gestione Costanti", posizionarsi sul Tab “Inserisci Costante”: selezionare la costante voluta tra quelle proposte nell’elenco e fare click su “Ins”.
2.2 Tabelle
Le tabelle presenti nel documento riportano gli aggregati riclassificati che, opportunamente rielaborati, permettono il calcolo del Z-Score nelle varie situazioni.
I dati sono già richiamati nelle rispettive tabelle tramite i collegamenti predisposti da GBSoftware ai conti del Piano dei Conti Base e pertanto sono già riportati correttamente, tenendo presente l’appartenenza del conto al Piano dei Conti Cee, la suddivisione entro od oltre i 12 mesi etc..
Il corretto funzionamento del documento “Scoring e valutazione”, da cui consegue il calcolo esatto degli indicatori, è subordinato alla corretta compilazione del documento “Riclassificazioni e Indici”.
Per intervenire nelle tabelle è necessario posizionarsi al loro interno: la tabella verrà selezionata, e il suo ID di riferimento apparirà nella barra Strumenti in basso.
Per aprire la tabella selezionata, cliccare su “Apri”. Dalla maschera che si apre sarà possibile intervenire sia per la visualizzazione che per la modifica dei dati proposti dalla procedura.
Per eliminare la tabella selezionata:
- ELIMINAZIONE RAPIDA: fare click sul pulsante “Elimina” presente nella barra Strumenti in basso.
- ELIMINAZIONE STANDARD: dal pulsante "Gestione Tabelle", posizionarsi nel primo Tab “Elimina Tabella”.
Da qui è possibile gestire l’eliminazione delle tabelle presenti all’interno del documento in maniera analitica.
Nella form che si apre è riportato l’elenco delle tabelle presenti nel documento.
Con doppio click su una riga, la procedura identifica all’interno del documento la tabella selezionata e vi si posiziona: in questo modo è possibile avere conferma della tabella in esame, cosa che risulterà particolarmente utile in presenza di documenti lunghi e articolati.
Una volta identificata la tabella da eliminare, apporre check su “Sel” e procedere dal pulsante “Elimina Selezionate”.
La tabella originariamente prevista per il documento ed eliminata, apparirà nel Tab “Inserisci Tabella”.
Per inserire una tabella nel documento, posizionarsi sul Tab "Inserisci Tabella": da questo Tab è possibile reinserire le tabelle che sono state eliminate e che sono previste nel documento base GB.
Per ripristinare una tabella nel documento, occorre preliminarmente essersi posizionati con il cursore nel punto esatto in cui la si vuole inserire.
Da “Inserisci Tabella”, effettuare doppio click sulla riga relativa per scaricare la tabella nella posizione prescelta.
Per visualizzare tutte le tabelle predisposte da GBSoftware per i vari documenti, apporre il check su “Visualizza tutte le tabelle per tutti i documenti”, in alto nella form: si apre l’elenco di tutte le tabelle (suddivise per documento di appartenenza) presenti nei soli documenti previsti nella propria chiave di licenza, e ovviamente, limitatamente a quelli che sono stati rilasciati da GBsoftware al momento dell’utilizzo della gestione.
2.3 Copiare il documento su altre ditte
E’ possibile copiare il testo su cui si sta lavorando e riportarlo nella gestione di altre ditte tramite il pulsante
presente nella barra Strumenti in basso.
Per le operazioni che è possibile effettuare all’interno di ciascun documento, si consulti anche il punto 2. Elementi comuni ai documenti del modulo “Bilancio” della guida on-line del Menù di gestione del Bilancio Europeo.
2.4 La stampa del documento
Mediante il pulsante
presente sulla barra degli strumenti in basso, il documento può essere stampato sia in formato PDF che in formato DOC.
torna su
3. Calcolo del Z-Score
3.1 Z-Score - Versione originale
Questa versione originaria del modello è valida per le Società Industriali Quotate di grandi dimensioni.
3.1.1 Le variabili
X1
La procedura riporta in automatico, direttamente all’interno del prospetto, le grandezze del Bilancio Riclassificato utili al calcolo dell’indice.
X2
La procedura riporta in automatico il Capitale Investito.
L’utente deve inserire da input nei campi bianchi la quota di Utili non distribuiti, che nel modello si fanno coincidere con l’ammontare di Riserve di Utili al 31/12 dell’anno di riferimento.
![](data:image/png;base64,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)
X3
La procedura riporta in automatico, direttamente all’interno del prospetto, le grandezze del Bilancio Riclassificato utili al calcolo dell’indice.
X4
La procedura riporta in automatico le Passività totali.
![](data:image/png;base64,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)
L’aggregato “Valore di Mercato” per le Imprese Quotate può o meno coincidere con il Patrimonio Netto dell’azienda.
Questo perché in fase di quotazione non si tiene conto solo del Capitale Proprio dell’azienda, ma si apprezza il futuro esprimendo un giudizio sempre più legato alla conoscenza della gestione, dell'efficacia con cui è condotta e dei miglioramenti realizzabili nonché degli orientamenti di lungo periodo in termini di crescita e di capacità di controllarla.
Da un'analisi della frequenza di applicazione e dell'importanza data ai singoli criteri nella realtà italiana, risulta che il metodo più comunemente impiegato nella valutazione delle aziende in fase di quotazione è il metodo finanziario nella versione dell'Unlevered Discounted Cash Flow (DCF): questo metodo porta ad esprimere il valore dell'azienda come differenza tra il valore dell'investimento globale netto e il valore attuale dei debiti finanziari.
E’ chiaro che il semplice riporto automatico della posta Patrimonio Netto nella casella relativa al Valore di Mercato avrebbe potuto falsare la determinazione della variabile X4.
Per questo motivo nel dettaglio (che si apre con doppio click in qualsiasi punto della tabella), è presente un prospetto per la determinazione del Valore di Mercato dell’azienda: l’utente può inserire da input nella casella gialla il maggiore o minore valore per rettificare il totale del Patrimonio Netto riportato in automatico dalla procedura nella casella celeste.
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)
X5
La procedura riporta in automatico, direttamente all’interno del prospetto, le grandezze del Bilancio Riclassificato utili al calcolo dell’indice.
3.1.2 La formula
Nella formula vengono riportati in automatico gli indici (X1, X2, X3, X4, X5) direttamente dai prospetti in cui sono stati calcolati. Il valore del Z-Score emerge come sommatoria dei prodotti tra queste variabili e i pesi ad esse associati.
![](/Img_Guide_KCF/image/2013/Bilancio%20Europeo/Analisi%20di%20BIlancio/Scoring%20e%20Valutazione/Riporto%20tabella.png)
3.1.3 La valutazione
Il prospetto fornisce in automatico una valutazione dell’Impresa a partire dal valore dello Z-Score ottenuto, e in particolare:
confronta il valore con il range di riferimento
evidenzia la Probabilità di Default generalmente associata all’intervallo in cui esso risulta compreso
![](/Img_Guide_KCF/image/2013/Bilancio%20Europeo/Analisi%20di%20BIlancio/Scoring%20e%20Valutazione/Confronto%20con%20il%20range.png)
torna su