<?xml version="1.0" encoding="UTF-8" standalone="yes"?>
<?xml-stylesheet type="text/xsl" href="fatturapa_v1.2.xsl"?><p:FatturaElettronica xmlns:ds="http://www.w3.org/2000/09/xmldsig#" xmlns:p="http://ivaservizi.agenziaentrate.gov.it/docs/xsd/fatture/v1.2" versione="FPR12">
  <FatturaElettronicaHeader>
    <DatiTrasmissione>
      <IdTrasmittente>
        <IdPaese>IT</IdPaese>
        <IdCodice>10209790152</IdCodice>
      </IdTrasmittente>
      <ProgressivoInvio>S4133900M3</ProgressivoInvio>
      <FormatoTrasmissione>FPR12</FormatoTrasmissione>
      <CodiceDestinatario>KRRH6B9</CodiceDestinatario>
    </DatiTrasmissione>
    <CedentePrestatore>
      <DatiAnagrafici>
        <IdFiscaleIVA>
          <IdPaese>IT</IdPaese>
          <IdCodice>07331000013</IdCodice>
        </IdFiscaleIVA>
        <CodiceFiscale>DLLBBR60R44B982H</CodiceFiscale>
        <Anagrafica>
          <Nome>BARBARA</Nome>
          <Cognome>DALLA VECCHIA</Cognome>
        </Anagrafica>
        <RegimeFiscale>RF01</RegimeFiscale>
      </DatiAnagrafici>
      <Sede>
        <Indirizzo>VIA TORRE PELLICE</Indirizzo>
        <NumeroCivico>17</NumeroCivico>
        <CAP>10156</CAP>
        <Comune>TORINO</Comune>
        <Provincia>TO</Provincia>
        <Nazione>IT</Nazione>
      </Sede>
      <Contatti>
        <Telefono>0112979390</Telefono>
        <Fax>0112741994</Fax>
        <Email>INFO@STUDIODALLAVECCHIA.IT</Email>
      </Contatti>
    </CedentePrestatore>
    <CessionarioCommittente>
      <DatiAnagrafici>
        <IdFiscaleIVA>
          <IdPaese>IT</IdPaese>
          <IdCodice>10846060019</IdCodice>
        </IdFiscaleIVA>
        <Anagrafica>
          <Denominazione>EFFEPIWEB SRL</Denominazione>
        </Anagrafica>
      </DatiAnagrafici>
      <Sede>
        <Indirizzo>VIA TORRE PELLICE</Indirizzo>
        <NumeroCivico>17</NumeroCivico>
        <CAP>10100</CAP>
        <Comune>TORINO</Comune>
        <Provincia>TO</Provincia>
        <Nazione>IT</Nazione>
      </Sede>
    </CessionarioCommittente>
  </FatturaElettronicaHeader>
  <FatturaElettronicaBody>
    <DatiGenerali>
      <DatiGeneraliDocumento>
        <TipoDocumento>TD06</TipoDocumento>
        <Divisa>EUR</Divisa>
        <Data>2020-01-02</Data>
        <Numero>00005</Numero>
        <DatiRitenuta>
          <TipoRitenuta>RT01</TipoRitenuta>
          <ImportoRitenuta>63.40</ImportoRitenuta>
          <AliquotaRitenuta>20.00</AliquotaRitenuta>
          <CausalePagamento>A</CausalePagamento>
        </DatiRitenuta>
        <DatiCassaPrevidenziale>
          <TipoCassa>TC06</TipoCassa>
          <AlCassa>4.00</AlCassa>
          <ImportoContributoCassa>12.68</ImportoContributoCassa>
          <ImponibileCassa>317.00</ImponibileCassa>
          <AliquotaIVA>22.00</AliquotaIVA>
        </DatiCassaPrevidenziale>
        <ImportoTotaleDocumento>434.21</ImportoTotaleDocumento>
      </DatiGeneraliDocumento>
    </DatiGenerali>
    <DatiBeniServizi>
      <DettaglioLinee>
        <NumeroLinea>1</NumeroLinea>
        <Descrizione>ANTICIPAZIONE ESCL. IVA ART15 DPR633/72             MARCHE DA BOLLO GIORNALE E INVENTARIO</Descrizione>
        <Quantita>1.000</Quantita>
        <PrezzoUnitario>32.00000</PrezzoUnitario>
        <PrezzoTotale>32.00</PrezzoTotale>
        <AliquotaIVA>0.00</AliquotaIVA>
        <Natura>N1</Natura>
      </DettaglioLinee>
      <DettaglioLinee>
        <NumeroLinea>2</NumeroLinea>
        <Descrizione>VOSTRI ADEMPIMENTI CONTABILI E FISCALI              MESE DI                                             DICEMBRE 2019</Descrizione>
        <Quantita>1.000</Quantita>
        <PrezzoUnitario>292.00000</PrezzoUnitario>
        <PrezzoTotale>292.00</PrezzoTotale>
        <AliquotaIVA>22.00</AliquotaIVA>
        <Ritenuta>SI</Ritenuta>
      </DettaglioLinee>
      <DettaglioLinee>
        <NumeroLinea>3</NumeroLinea>
        <Descrizione>ESTEROMETRO TELEMATICO MESE DI NOVEMBRE 2019 N°1    FATTURA</Descrizione>
        <Quantita>1.000</Quantita>
        <PrezzoUnitario>25.00000</PrezzoUnitario>
        <PrezzoTotale>25.00</PrezzoTotale>
        <AliquotaIVA>22.00</AliquotaIVA>
        <Ritenuta>SI</Ritenuta>
      </DettaglioLinee>
      <DettaglioLinee>
        <NumeroLinea>4</NumeroLinea>
        <Descrizione>BIVERBANCA                                          IBAN: IT 70 B 06090 01004 000001072903</Descrizione>
        <PrezzoUnitario>0.00000</PrezzoUnitario>
        <PrezzoTotale>0.00</PrezzoTotale>
        <AliquotaIVA>22.00</AliquotaIVA>
      </DettaglioLinee>
      <DatiRiepilogo>
        <AliquotaIVA>0.00</AliquotaIVA>
        <Natura>N1</Natura>
        <ImponibileImporto>32.00</ImponibileImporto>
        <Imposta>0.00</Imposta>
        <EsigibilitaIVA>I</EsigibilitaIVA>
        <RiferimentoNormativo>ART.15 DPR633/72</RiferimentoNormativo>
      </DatiRiepilogo>
      <DatiRiepilogo>
        <AliquotaIVA>22.00</AliquotaIVA>
        <ImponibileImporto>329.68</ImponibileImporto>
        <Imposta>72.53</Imposta>
        <EsigibilitaIVA>I</EsigibilitaIVA>
      </DatiRiepilogo>
    </DatiBeniServizi>
    <DatiPagamento>
      <CondizioniPagamento>TP02</CondizioniPagamento>
      <DettaglioPagamento>
        <ModalitaPagamento>MP02</ModalitaPagamento>
        <DataRiferimentoTerminiPagamento>2020-01-02</DataRiferimentoTerminiPagamento>
        <ImportoPagamento>370.81</ImportoPagamento>
      </DettaglioPagamento>
    </DatiPagamento>
    <Allegati>
      <NomeAttachment>000000858.pdf</NomeAttachment>
      <FormatoAttachment>PDF</FormatoAttachment>
      <DescrizioneAttachment>PARCELLA IN VERSIONE PDF</DescrizioneAttachment>
      <Attachment>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</Attachment>
    </Allegati>
  </FatturaElettronicaBody>
</p:FatturaElettronica>
