netgescon-day0/Miki-Bug-workspace/Importazione/Andrea doria/Fatture XML/IT01533080675_6pyMc.xml

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XML

<?xml version="1.0" encoding="UTF-8"?><p:FatturaElettronica xmlns:p="http://ivaservizi.agenziaentrate.gov.it/docs/xsd/fatture/v1.2" xmlns:ds="http://www.w3.org/2000/09/xmldsig#" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" versione="FPR12">
<FatturaElettronicaHeader>
<DatiTrasmissione>
<IdTrasmittente>
<IdPaese>IT</IdPaese>
<IdCodice>01533080675</IdCodice>
</IdTrasmittente>
<ProgressivoInvio>11389</ProgressivoInvio>
<FormatoTrasmissione>FPR12</FormatoTrasmissione>
<CodiceDestinatario>PAXCCYU</CodiceDestinatario>
<ContattiTrasmittente>
<Telefono>067027840</Telefono>
<Email>paghe@cavstudioassociato.it</Email>
</ContattiTrasmittente>
</DatiTrasmissione>
<CedentePrestatore>
<DatiAnagrafici>
<IdFiscaleIVA>
<IdPaese>IT</IdPaese>
<IdCodice>15044921003</IdCodice>
</IdFiscaleIVA>
<CodiceFiscale>97995090582</CodiceFiscale>
<Anagrafica>
<Denominazione>Studio Ass.to C.A.V. CdL </Denominazione>
</Anagrafica>
<RegimeFiscale>RF01</RegimeFiscale>
</DatiAnagrafici>
<Sede>
<Indirizzo>Via Rodolfo Lanciani, 2 </Indirizzo>
<CAP>00162</CAP>
<Comune>ROMA</Comune>
<Provincia>RM</Provincia>
<Nazione>IT</Nazione>
</Sede>
<Contatti>
<Telefono>067027840</Telefono>
<Email>paghe@cavstudioassociato.it</Email>
</Contatti>
</CedentePrestatore>
<CessionarioCommittente>
<DatiAnagrafici>
<CodiceFiscale>96194920581</CodiceFiscale>
<Anagrafica>
<Denominazione>COND. VIA ANDREA DORIA 36 </Denominazione>
</Anagrafica>
</DatiAnagrafici>
<Sede>
<Indirizzo>VIA ANDREA DORIA, 36 </Indirizzo>
<CAP>00195</CAP>
<Comune>ROMA</Comune>
<Provincia>RM</Provincia>
<Nazione>IT</Nazione>
</Sede>
</CessionarioCommittente>
<TerzoIntermediarioOSoggettoEmittente>
<DatiAnagrafici>
<IdFiscaleIVA>
<IdPaese>IT</IdPaese>
<IdCodice>01533080675</IdCodice>
</IdFiscaleIVA>
<Anagrafica>
<Denominazione>Alias Group S.r.l.</Denominazione>
</Anagrafica>
</DatiAnagrafici>
</TerzoIntermediarioOSoggettoEmittente>
<SoggettoEmittente>TZ</SoggettoEmittente>
</FatturaElettronicaHeader>
<FatturaElettronicaBody>
<DatiGenerali>
<DatiGeneraliDocumento>
<TipoDocumento>TD06</TipoDocumento>
<Divisa>EUR</Divisa>
<Data>2024-04-22</Data>
<Numero>314</Numero>
<DatiRitenuta>
<TipoRitenuta>RT02</TipoRitenuta>
<ImportoRitenuta>21.60</ImportoRitenuta>
<AliquotaRitenuta>20.00</AliquotaRitenuta>
<CausalePagamento>A</CausalePagamento>
</DatiRitenuta>
<DatiCassaPrevidenziale>
<TipoCassa>TC08</TipoCassa>
<AlCassa>4.00</AlCassa>
<ImportoContributoCassa>4.32</ImportoContributoCassa>
<AliquotaIVA>22.00</AliquotaIVA>
</DatiCassaPrevidenziale>
<ImportoTotaleDocumento>137.03</ImportoTotaleDocumento>
<Causale>Riferimento notula 95 del 18/03/2024</Causale>
</DatiGeneraliDocumento>
</DatiGenerali>
<DatiBeniServizi>
<DettaglioLinee>
<NumeroLinea>1</NumeroLinea>
<Descrizione>Elaborazione CU Autonomi </Descrizione>
<Quantita>13.00000000</Quantita>
<PrezzoUnitario>6.00000000</PrezzoUnitario>
<PrezzoTotale>78.00000000</PrezzoTotale>
<AliquotaIVA>22.00</AliquotaIVA>
<Ritenuta>SI</Ritenuta>
</DettaglioLinee>
<DettaglioLinee>
<NumeroLinea>2</NumeroLinea>
<Descrizione>Invio Telematico </Descrizione>
<Quantita>1.00000000</Quantita>
<PrezzoUnitario>30.00000000</PrezzoUnitario>
<PrezzoTotale>30.00000000</PrezzoTotale>
<AliquotaIVA>22.00</AliquotaIVA>
<Ritenuta>SI</Ritenuta>
</DettaglioLinee>
<DatiRiepilogo>
<AliquotaIVA>22.00</AliquotaIVA>
<ImponibileImporto>112.32</ImponibileImporto>
<Imposta>24.71</Imposta>
<EsigibilitaIVA>I</EsigibilitaIVA>
</DatiRiepilogo>
</DatiBeniServizi>
<DatiPagamento>
<CondizioniPagamento>TP02</CondizioniPagamento>
<DettaglioPagamento>
<ModalitaPagamento>MP05</ModalitaPagamento>
<DataRiferimentoTerminiPagamento>2024-04-22</DataRiferimentoTerminiPagamento>
<DataScadenzaPagamento>2024-04-22</DataScadenzaPagamento>
<ImportoPagamento>115.43</ImportoPagamento>
</DettaglioPagamento>
</DatiPagamento>
<Allegati>
<NomeAttachment>GISFAT.ZIP</NomeAttachment>
<AlgoritmoCompressione>ZIP</AlgoritmoCompressione>
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