netgescon-day0/Miki-Bug-workspace/Importazione/Fatture XML/IT01378570350_hKwiP.xml

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    <DatiTrasmissione>
      <IdTrasmittente>
        <IdPaese>IT</IdPaese>
        <IdCodice>01378570350</IdCodice>
      </IdTrasmittente>
      <ProgressivoInvio>2147050001</ProgressivoInvio>
      <FormatoTrasmissione>FPR12</FormatoTrasmissione>
      <CodiceDestinatario>0000000</CodiceDestinatario>
    </DatiTrasmissione>
    <CedentePrestatore>
      <DatiAnagrafici>
        <IdFiscaleIVA>
          <IdPaese>IT</IdPaese>
          <IdCodice>12420101003</IdCodice>
        </IdFiscaleIVA>
        <CodiceFiscale>12420101003</CodiceFiscale>
        <Anagrafica>
          <Denominazione>ROMA OIL COMPANY S.R.L.</Denominazione>
        </Anagrafica>
        <RegimeFiscale>RF01</RegimeFiscale>
      </DatiAnagrafici>
      <Sede>
        <Indirizzo>VIALE DELLA PRIMAVERA 143</Indirizzo>
        <CAP>00172</CAP>
        <Comune>ROMA</Comune>
        <Provincia>RM</Provincia>
        <Nazione>IT</Nazione>
      </Sede>
      <Contatti>
        <Telefono>06.52207647</Telefono>
      </Contatti>
    </CedentePrestatore>
    <CessionarioCommittente>
      <DatiAnagrafici>
        <CodiceFiscale>97487690584</CodiceFiscale>
        <Anagrafica>
          <Denominazione>SUPER CONDOMINIO VIALE DELLE MILIZIE 3</Denominazione>
        </Anagrafica>
      </DatiAnagrafici>
      <Sede>
        <Indirizzo>VIALE DELLE MILIZIE 3</Indirizzo>
        <CAP>00192</CAP>
        <Comune>ROMA</Comune>
        <Provincia>RM</Provincia>
        <Nazione>IT</Nazione>
      </Sede>
    </CessionarioCommittente>
  </FatturaElettronicaHeader>
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    <DatiGenerali>
      <DatiGeneraliDocumento>
        <TipoDocumento>TD01</TipoDocumento>
        <Divisa>EUR</Divisa>
        <Data>2024-05-25</Data>
        <Numero>20241000001801</Numero>
        <ImportoTotaleDocumento>88.00</ImportoTotaleDocumento>
        <Arrotondamento>0.59</Arrotondamento>
        <Causale>FORNITURA ENERGIA ELETTRICA</Causale>
        <Art73>SI</Art73>
      </DatiGeneraliDocumento>
    </DatiGenerali>
    <DatiBeniServizi>
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        <NumeroLinea>1</NumeroLinea>
        <Descrizione>Aggregazione misure cont. non orari - No Ill. Pubb</Descrizione>
        <Quantita>1.00</Quantita>
        <UnitaMisura>NREE</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
        <DataFinePeriodo>2024-04-30</DataFinePeriodo>
        <PrezzoUnitario>0.007</PrezzoUnitario>
        <PrezzoTotale>0.01</PrezzoTotale>
        <AliquotaIVA>10.00</AliquotaIVA>
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      <DettaglioLinee>
        <NumeroLinea>2</NumeroLinea>
        <Descrizione>Corrispettivo Capacità (art. 14.3 del. 98-11)</Descrizione>
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        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
        <DataFinePeriodo>2024-04-30</DataFinePeriodo>
        <PrezzoUnitario>0.008734</PrezzoUnitario>
        <PrezzoTotale>1.46</PrezzoTotale>
        <AliquotaIVA>10.00</AliquotaIVA>
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      </DettaglioLinee>
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        <UnitaMisura>KWH</UnitaMisura>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
        <NumeroLinea>6</NumeroLinea>
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        <UnitaMisura>KWH</UnitaMisura>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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        <NumeroLinea>7</NumeroLinea>
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        <UnitaMisura>KWH</UnitaMisura>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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        <NumeroLinea>8</NumeroLinea>
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        <Quantita>167.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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        <NumeroLinea>9</NumeroLinea>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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        <NumeroLinea>10</NumeroLinea>
        <Descrizione>MSD (art. 44 del. 111-06)</Descrizione>
        <Quantita>167.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <AliquotaIVA>10.00</AliquotaIVA>
        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
        <NumeroLinea>11</NumeroLinea>
        <Descrizione>Perdite MSD (art. 44 del. 111-06)</Descrizione>
        <Quantita>17.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
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        <Quantita>167.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
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        <AliquotaIVA>10.00</AliquotaIVA>
        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
        <NumeroLinea>13</NumeroLinea>
        <Descrizione>Perdite Sicur.+reint. sic. (art. 45 del. 111-06)</Descrizione>
        <Quantita>17.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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        <Descrizione>Quota Energia - Distribuzione</Descrizione>
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        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
        <DataFinePeriodo>2024-04-30</DataFinePeriodo>
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        <AliquotaIVA>10.00</AliquotaIVA>
        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
        <NumeroLinea>15</NumeroLinea>
        <Descrizione>Quota Potenza - Distribuzione</Descrizione>
        <Quantita>6.00</Quantita>
        <UnitaMisura>KW</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
        <DataFinePeriodo>2024-04-30</DataFinePeriodo>
        <PrezzoUnitario>2.7515</PrezzoUnitario>
        <PrezzoTotale>16.51</PrezzoTotale>
        <AliquotaIVA>10.00</AliquotaIVA>
        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
        <NumeroLinea>16</NumeroLinea>
        <Descrizione>Quota Fissa - Distribuzione</Descrizione>
        <Quantita>1.00</Quantita>
        <UnitaMisura>NREE</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
        <DataFinePeriodo>2024-04-30</DataFinePeriodo>
        <PrezzoUnitario>0.4196</PrezzoUnitario>
        <PrezzoTotale>0.42</PrezzoTotale>
        <AliquotaIVA>10.00</AliquotaIVA>
        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
        <NumeroLinea>17</NumeroLinea>
        <Descrizione>Imposta Erariale</Descrizione>
        <Quantita>167.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <AliquotaIVA>10.00</AliquotaIVA>
        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
        <NumeroLinea>18</NumeroLinea>
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        <Quantita>167.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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        <NumeroLinea>19</NumeroLinea>
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        <UnitaMisura>NREE</UnitaMisura>
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        <DataFinePeriodo>2024-04-30</DataFinePeriodo>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
        <NumeroLinea>20</NumeroLinea>
        <Descrizione>Oneri Amministrativi</Descrizione>
        <Quantita>1.00</Quantita>
        <UnitaMisura>NREE</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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      <DettaglioLinee>
        <NumeroLinea>21</NumeroLinea>
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        <Quantita>167.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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        <UnitaMisura>KW</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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        <Quantita>1.00</Quantita>
        <UnitaMisura>NREE</UnitaMisura>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
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        <Descrizione>Quota Energia ASOS</Descrizione>
        <Quantita>167.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
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        <Descrizione>Quota Potenza ASOS</Descrizione>
        <Quantita>6.00</Quantita>
        <UnitaMisura>KW</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <Descrizione>Quota Fissa ASOS</Descrizione>
        <Quantita>1.00</Quantita>
        <UnitaMisura>NREE</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
        <DataFinePeriodo>2024-04-30</DataFinePeriodo>
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      <DettaglioLinee>
        <NumeroLinea>27</NumeroLinea>
        <Descrizione>Quota Energia UC3</Descrizione>
        <Quantita>167.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
        <DataFinePeriodo>2024-04-30</DataFinePeriodo>
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        <AliquotaIVA>10.00</AliquotaIVA>
        <RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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      <DettaglioLinee>
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        <Descrizione>Quota Energia UC6</Descrizione>
        <Quantita>167.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
        <DataFinePeriodo>2024-04-30</DataFinePeriodo>
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        <UnitaMisura>KW</UnitaMisura>
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        <Descrizione>Quota Fissa UC6</Descrizione>
        <Quantita>1.00</Quantita>
        <UnitaMisura>NREE</UnitaMisura>
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      <DettaglioLinee>
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        <Descrizione>Quota Energia - Commercializzazione</Descrizione>
        <Quantita>167.00</Quantita>
        <UnitaMisura>KWH</UnitaMisura>
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        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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      <DettaglioLinee>
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        <Descrizione>Perdite PUN F2</Descrizione>
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        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <Descrizione>Perdite PUN F3</Descrizione>
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        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
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        <NumeroLinea>39</NumeroLinea>
        <Descrizione>Trasmissione Energia</Descrizione>
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        <UnitaMisura>KWH</UnitaMisura>
        <DataInizioPeriodo>2024-04-01</DataInizioPeriodo>
        <DataFinePeriodo>2024-04-30</DataFinePeriodo>
        <PrezzoUnitario>0.01057</PrezzoUnitario>
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        <AliquotaIVA>10.00</AliquotaIVA>
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        <ImponibileImporto>79.46</ImponibileImporto>
        <Imposta>7.95</Imposta>
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    <DatiPagamento>
      <CondizioniPagamento>TP02</CondizioniPagamento>
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        <ModalitaPagamento>MP01</ModalitaPagamento>
        <DataScadenzaPagamento>2024-06-24</DataScadenzaPagamento>
        <ImportoPagamento>88.00</ImportoPagamento>
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    <Allegati>
      <NomeAttachment>20240525_20241000001801.pdf</NomeAttachment>
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+RV1n/sFXv8A6Jkr5roAKKKKAPf/AIW/8iJpn/b1/wClE9dXXKfC3/kRNM/7ev8A0onrq6ACiiigAooooAKKKKAPP/ih4F/tu1OuaNb79Ugx56R8NcQqCPu4O+RcDbyCVyOSFFeK19VV4p8UPAv9iXR1zRrfZpc+PPSPlbeZiR93A2RtkbeSA2RwCooA4CiiigDd8HeKr3wnq8d5C7G0ldEvYANwkiB5wpZRvUElDkYPHQkH6F0/ULLVbKHUNPmW4trhN8cidCOh64IIIwQeQeDzXy7Xf/C/x1/Yl0ND1m42aXPnyHk5W3mYg/eyNkbZO7ggNg8AsaAPa6KKKACiiigAooooAKKKKACiiigDJ8Wf8irrP/YKvf8A0TJXzXX0p4s/5FXWf+wVe/8AomSvmugAooooA9/+Fv8AyImmf9vX/pRPXV1ynwt/5ETTP+3r/wBKJ66ugAooooAKKKKACiiigAqvqGn2Wq2U2n6hCtxbXCbJI36EdR0wQQRkEcg8jmrFFAHzl4x8K3vhPV5LOZGNpK7vZTk7hJEDxlgqjeoIDjAweehBOFX0f4s8J6b4t002V6PLmj3Na3SgGSFz3HTKnA3Lnn2IBHzxqGn3ulXs2n6hC1vc277JI36g9R0yCCDkEcEcjigCvRRRQB7V8L/HX9t2o0PWbjfqkGfIeThriFQD97J3yLg7uASuDyQxr0Cvlq0up7G6hvbVvLntpUmifAba8ZDKcEEHBHcV9C+CfFkHi3RkvcxpexfJe28ZJ8t8kK2G52sBuXr3GSQaAOgooooAKKKKACiiigAooooAyfFn/Iq6z/2Cr3/0TJXzXX0p4s/5FXWf+wVe/wDomSvmugAooooA9/8Ahb/yImmf9vX/AKUT11dcp8Lf+RE0z/t6/wDSieuroAKKKKACiiigAooooAKKKKACuE+KHgn/AISCwOtaekkmqWMQQRR/P58IYsU2kj5l3My7eTyuCSMd3RQB8q0V6L8V/BP9mXTeJdMSRrW8ld74ffWGZyCHzksFdmPUYDcZ+ZQPOqACtjwr4mvfCerpqtmqygoYp4X4EkTFWZM4JU5UEEdCOcjIOPRQB9RafqFlqtlDqGnzLcW1wm+OROhHQ9cEEEYIPIPB5qxXh/wv8bf8I/fjRdQeOPS76UuZZPk8iYqFD7gD8rbVVt3A4bIAOfcKACiiigAooooAKKKKAMnxZ/yKus/9gq9/9EyV8119KeLP+RV1n/sFXv8A6Jkr5roAKKKKAPf/AIW/8iJpn/b1/wClE9dXXKfC3/kRNM/7ev8A0onrq6ACiiigAooooAKKKKACiiigAooooAhu7WC+tZrK6XzILmJ4ZUyV3JICrDIIIyD2NfPfjbwnP4S1l7LEj2Uvz2VxIAPMTALLleNyk7W6djgAivoqsfxV4ZsvFmkPpV4zREOJYJk5McqhlV8ZAYYYgg9QeMHBAB820VY1DT73Sr2bT9Qha3ubd9kkb9Qeo6ZBBByCOCORxVegAr1/4SeNPtsCeE9Q/wBfaxM1nMz5MkanJhIZs7lB+ULxsHQbefIKdDNLbypPA7RSxOrxyISrqynKsCMEEEZBFAH1RRXOeBvF8Xi/SPtbIsN5buIruFWBAbAIkUZLBG5xnuCMnGT0dABRRRQAUUUUAZPiz/kVdZ/7BV7/AOiZK+a6+lPFn/Iq6z/2Cr3/ANEyV810AFFFFAHv/wALf+RE0z/t6/8ASieurrlPhb/yImmf9vX/AKUT11dABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHCfFDwT/AMJBYHWtPSSTVLGIIIo/n8+EMWKbSR8y7mZdvJ5XBJGPEK+qq8a+K/gn+zLpvEumJI1reSu98PvrDM5BD5yWCuzHqMBuM/MoAB51RRRQBq+GPEN14X1mDV7VfM8vcksJZkWWNxhkJH5jIIDAHBxX0VpWp2us6bbapZNuguolkTlSy56o20sAynIYZ4IIr5grr/hz42/4RXUmt9QeQ6Vd8SovzLFJ8oW4C4JOAMMFwSOeSoFAHvdFFFABRRRQBk+LP+RV1n/sFXv/AKJkr5rr6U8Wf8irrP8A2Cr3/wBEyV810AFFFFAHv/wt/wCRE0z/ALev/SieurrlPhb/AMiJpn/b1/6UT11dABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUN3awX1rNZXS+ZBcxPDKmSu5JAVYZBBGQexqaigD518beE5/CWsvZYkeyl+eyuJAB5iYBZcrxuUna3TscAEVz9fSXirwzZeLNIfSrxmiIcSwTJyY5VDKr4yAwwxBB6g8YOCPnXUNPvdKvZtP1CFre5t32SRv1B6jpkEEHII4I5HFAFeiiigD1r4SeNvPRPCepvI867jp8rfOvlom425wMjaFJUkkY+XjCg+oV8rwzS28qTwO0UsTq8ciEq6spyrAjBBBGQRX0B4A8YReLNIBk3DULJIo70MAAzMCFmUqqrh9hOABg5GMYJAOoooooAyfFn/Iq6z/2Cr3/0TJXzXX0p4s/5FXWf+wVe/wDomSvmugAooooA9/8Ahb/yImmf9vX/AKUT11dcp8Lf+RE0z/t6/wDSieuroAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuE+KHgn/AISCwOtaekkmqWMQQRR/P58IYsU2kj5l3My7eTyuCSMd3RQB8q0V6L8V/BP9mXTeJdMSRrW8ld74ffWGZyCHzksFdmPUYDcZ+ZQPOqACtLw5r174b1eDVbJmBicCaNW2iaIkGSJsqwwwHXBwcEcgVm0UAfTWha7pviPTY9U0uTzIZOGU4EkbjG6Nxk4YZ/qMggnQrwL4eeNZfCuqLBeSsNIun/0qPaZAjEYWZQCCCCAGxnK9iQuPeoZoriJJ4HWWKVFeORCGRlYZVgRkEEHIIoAzPFn/ACKus/8AYKvf/RMlfNdfS/ieGW48N6tBAjSyy6ZeJHGgLOzNE4VQBkkknAAr59/4RPxV/wBAbUP/AAFuP/jdAGVRWr/wifir/oDah/4C3H/xuj/hE/FX/QG1D/wFuP8A43QB7V8Lf+RE0z/t6/8ASieurrmvhxaXVj4L061vYZLaeP7TvimRopFzPMwyrAEZBBrpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAhu7WC+tZrK6XzILmJ4ZUyV3JICrDIIIyD2NfPfjbwnP4S1l7LEj2Uvz2VxIAPMTALLleNyk7W6djgAivoqsfxV4ZsvFmkPpV4zREOJYJk5McqhlV8ZAYYYgg9QeMHBAB820VsTeDvFkMrwvo98WjdkYpbyyISpwcMisrDjggkHtTP8AhE/FX/QG1D/wFuP/AI3QBlV6b8OPiTa6XZSaP4numS3t0T7DMY5JiqjIaFigdsDgp8vAyM42iuH/AOET8Vf9AbUP/AW4/wDjdH/CJ+Kv+gNqH/gLcf8AxugD6VooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//ZCmVuZHN0cmVhbQplbmRvYmoKNzMgMCBvYmoKPDwKL1R5cGUvWE9iamVjdAovU3VidHlwZS9JbWFnZQovV2lkdGggMzQxCi9IZWlnaHQgMzM1Ci9CaXRzUGVyQ29tcG9uZW50IDgKL0NvbG9yU3BhY2UvRGV2aWNlUkdCCi9GaWx0ZXIvRENURGVjb2RlCi9MZW5ndGggMTA1MTkKPj4Kc3RyZWFtCv/Y/+AAEEpGSUYAAQEAAAEAAQAA/9sAQwAMCAgICAgMCAgMEAsLCwwPDg0NDhQSDg4TExIXFBIUFBobFxQUGx4eJxsUJCcnJyckMjU1NTI7Ozs7Ozs7Ozs7/9sAQwENCgoMCgwODAwOEQ4ODA0RFBQPDxEUEBEYERAUFBMUFRUUExQVFRUVFRUVGhoaGhoaHh4eHh4jIyMjJycnLCws/9sAQwINCgoMCgwODAwOEQ4ODA0RFBQPDxEUEBEYERAUFBMUFRUUExQVFRUVFRUVGhoaGhoaHh4eHh4jIyMjJycnLCws/8AAEQgBTwFVAwAiAAERAQIRAv/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAAABEQIRAD8A9VooooAKKKKACiiigAooooAKKKKACiiigAoopk00VvE887rFFEjPJI5CoqqMsxJwAABkk0APorktY+KXg/SWMS3TahKrqrJZKJgAy7twcskRA4Bw5OT0644nVPjZq9xF5ek2ENizI6vJK7XbgsAFZPliUEcn5gwPHHqAex1DdXdrYwNdXs0dtBHjfLM6xRrkhRlmIAySBXz3feP/ABlqOz7Rq1wnl7tv2craZ3Yzu8gRbunGc47dTXP0AfRl7468H6fEJp9XtXVnCAW7i7fJBPKw+YwHHUjFUv8AhaXgT/oJ/wDkvd//ABivAKKA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						<xades:IssuerSerial><ds:X509IssuerName>CN=ArubaPEC EU Qualified Certificates CA G1,OU=Qualified Trust Service Provider,2.5.4.97=#0c1156415449542d3031383739303230353137,O=ArubaPEC S.p.A.,L=Arezzo,C=IT</ds:X509IssuerName><ds:X509SerialNumber>7111479987954741367</ds:X509SerialNumber></xades:IssuerSerial>
					</xades:Cert>
				</xades:SigningCertificate>
			</xades:SignedSignatureProperties>
		
			<xades:SignedDataObjectProperties>
				<xades:DataObjectFormat ObjectReference="#r-doc-Signer-T-1716804098539">
					<xades:MimeType>text/xml</xades:MimeType>
				</xades:DataObjectFormat>
			
				<xades:DataObjectFormat ObjectReference="#r-keyinfo-Signer-T-1716804098539">
					<xades:MimeType>text/xml</xades:MimeType>
				</xades:DataObjectFormat>
			</xades:SignedDataObjectProperties>
		</xades:SignedProperties>
	</xades:QualifyingProperties></ds:Object></ds:Signature></p:FatturaElettronica>