617 lines
213 KiB
XML
617 lines
213 KiB
XML
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<FatturaElettronicaHeader>
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<DatiTrasmissione>
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<IdTrasmittente>
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<IdPaese>IT</IdPaese>
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<IdCodice>01378570350</IdCodice>
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</IdTrasmittente>
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<ProgressivoInvio>1980570001</ProgressivoInvio>
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<FormatoTrasmissione>FPR12</FormatoTrasmissione>
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</DatiTrasmissione>
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<CedentePrestatore>
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<DatiAnagrafici>
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<IdFiscaleIVA>
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<IdPaese>IT</IdPaese>
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<IdCodice>12420101003</IdCodice>
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</IdFiscaleIVA>
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<CodiceFiscale>12420101003</CodiceFiscale>
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<Anagrafica>
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<Denominazione>ROMA OIL COMPANY S.R.L.</Denominazione>
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</Anagrafica>
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<RegimeFiscale>RF01</RegimeFiscale>
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</DatiAnagrafici>
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<Sede>
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<Indirizzo>VIALE DELLA PRIMAVERA 143</Indirizzo>
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<CAP>00172</CAP>
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<Comune>ROMA</Comune>
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<Provincia>RM</Provincia>
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<Nazione>IT</Nazione>
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</Sede>
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<Contatti>
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<Telefono>06.52207647</Telefono>
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</Contatti>
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</CedentePrestatore>
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<CessionarioCommittente>
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<DatiAnagrafici>
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<CodiceFiscale>97487690584</CodiceFiscale>
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<Anagrafica>
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<Denominazione>SUPER CONDOMINIO VIALE DELLE MILIZIE 3</Denominazione>
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</Anagrafica>
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</DatiAnagrafici>
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<Sede>
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<Indirizzo>VIALE DELLE MILIZIE 3</Indirizzo>
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<CAP>00192</CAP>
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<Comune>ROMA</Comune>
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<Provincia>RM</Provincia>
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<Nazione>IT</Nazione>
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</Sede>
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</CessionarioCommittente>
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</FatturaElettronicaHeader>
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<FatturaElettronicaBody>
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<DatiGenerali>
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<DatiGeneraliDocumento>
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<TipoDocumento>TD01</TipoDocumento>
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<Divisa>EUR</Divisa>
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<Data>2024-02-25</Data>
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<Numero>20241000000603</Numero>
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<ImportoTotaleDocumento>229.00</ImportoTotaleDocumento>
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<Arrotondamento>0.51</Arrotondamento>
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<Causale>FORNITURA ENERGIA ELETTRICA</Causale>
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<Art73>SI</Art73>
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</DatiGenerali>
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<DatiBeniServizi>
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<Descrizione>Aggregazione misure cont. non orari - No Ill. Pubb</Descrizione>
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<Quantita>1.00</Quantita>
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<UnitaMisura>NREE</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<PrezzoUnitario>0.007</PrezzoUnitario>
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<Descrizione>Corrispettivo Capacità (art. 14.3 del. 98-11)</Descrizione>
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<Quantita>692.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<AliquotaIVA>10.00</AliquotaIVA>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<NumeroLinea>3</NumeroLinea>
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<Descrizione>Perdite Corrispettivo Capacità (art. 14.3 del. 98-11)</Descrizione>
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<Quantita>69.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<AliquotaIVA>10.00</AliquotaIVA>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<DettaglioLinee>
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<NumeroLinea>4</NumeroLinea>
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<Descrizione>DIS (remun. Terna) (art. 46 del. 111-06)</Descrizione>
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<Quantita>692.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<DettaglioLinee>
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<NumeroLinea>5</NumeroLinea>
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<Descrizione>Perdite DIS (remun. Terna) (art. 46 del. 111-06)</Descrizione>
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<Quantita>69.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<NumeroLinea>6</NumeroLinea>
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<Descrizione>Eolico (art. 44 bis. del 111-06)</Descrizione>
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<Quantita>692.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<DettaglioLinee>
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<NumeroLinea>7</NumeroLinea>
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<Descrizione>Perdite Eolico (art. 44 bis. del 111-06)</Descrizione>
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<Quantita>69.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<NumeroLinea>8</NumeroLinea>
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<Descrizione>INT (art. 73 del. 111-06)</Descrizione>
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<Quantita>692.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<DettaglioLinee>
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<NumeroLinea>9</NumeroLinea>
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<Descrizione>Perdite INT (art. 73 del. 111-06)</Descrizione>
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<Quantita>69.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<PrezzoUnitario>0.001391</PrezzoUnitario>
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<AliquotaIVA>10.00</AliquotaIVA>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<DettaglioLinee>
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<NumeroLinea>10</NumeroLinea>
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<Descrizione>MSD (art. 44 del. 111-06)</Descrizione>
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<Quantita>692.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<PrezzoTotale>0.52</PrezzoTotale>
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<AliquotaIVA>10.00</AliquotaIVA>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<DettaglioLinee>
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<NumeroLinea>11</NumeroLinea>
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<Descrizione>Perdite MSD (art. 44 del. 111-06)</Descrizione>
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<Quantita>69.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<PrezzoUnitario>0.000748</PrezzoUnitario>
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<PrezzoTotale>0.05</PrezzoTotale>
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<AliquotaIVA>10.00</AliquotaIVA>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<DettaglioLinee>
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||
<NumeroLinea>12</NumeroLinea>
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||
<Descrizione>Sicur.+reint. sic. (art. 45 del. 111-06)</Descrizione>
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||
<Quantita>692.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<PrezzoUnitario>0.004151</PrezzoUnitario>
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<PrezzoTotale>2.87</PrezzoTotale>
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<AliquotaIVA>10.00</AliquotaIVA>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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||
<DettaglioLinee>
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<NumeroLinea>13</NumeroLinea>
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<Descrizione>Perdite Sicur.+reint. sic. (art. 45 del. 111-06)</Descrizione>
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||
<Quantita>69.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<PrezzoUnitario>0.004151</PrezzoUnitario>
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<PrezzoTotale>0.29</PrezzoTotale>
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<AliquotaIVA>10.00</AliquotaIVA>
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||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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||
</DettaglioLinee>
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||
<DettaglioLinee>
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||
<NumeroLinea>14</NumeroLinea>
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||
<Descrizione>Quota Energia - Distribuzione</Descrizione>
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||
<Quantita>692.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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||
<PrezzoUnitario>0.00065</PrezzoUnitario>
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||
<PrezzoTotale>0.45</PrezzoTotale>
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||
<AliquotaIVA>10.00</AliquotaIVA>
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||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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||
</DettaglioLinee>
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||
<DettaglioLinee>
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||
<NumeroLinea>15</NumeroLinea>
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||
<Descrizione>Quota Potenza - Distribuzione</Descrizione>
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||
<Quantita>6.00</Quantita>
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||
<UnitaMisura>KW</UnitaMisura>
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||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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||
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<PrezzoTotale>16.51</PrezzoTotale>
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||
<AliquotaIVA>10.00</AliquotaIVA>
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||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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||
</DettaglioLinee>
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||
<DettaglioLinee>
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||
<NumeroLinea>16</NumeroLinea>
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||
<Descrizione>Quota Fissa - Distribuzione</Descrizione>
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||
<Quantita>1.00</Quantita>
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||
<UnitaMisura>NREE</UnitaMisura>
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||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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||
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||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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||
</DettaglioLinee>
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||
<DettaglioLinee>
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<NumeroLinea>17</NumeroLinea>
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||
<Descrizione>Imposta Erariale</Descrizione>
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||
<Quantita>692.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<PrezzoUnitario>0.0125</PrezzoUnitario>
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||
<PrezzoTotale>8.65</PrezzoTotale>
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<AliquotaIVA>10.00</AliquotaIVA>
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||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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||
</DettaglioLinee>
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||
<DettaglioLinee>
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||
<NumeroLinea>18</NumeroLinea>
|
||
<Descrizione>Quota Energia - Misura</Descrizione>
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||
<Quantita>692.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
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<PrezzoUnitario>0.00</PrezzoUnitario>
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||
<PrezzoTotale>0.00</PrezzoTotale>
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||
<AliquotaIVA>10.00</AliquotaIVA>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>19</NumeroLinea>
|
||
<Descrizione>Quota Fissa - Misura</Descrizione>
|
||
<Quantita>1.00</Quantita>
|
||
<UnitaMisura>NREE</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>1.7466</PrezzoUnitario>
|
||
<PrezzoTotale>1.75</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
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||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>20</NumeroLinea>
|
||
<Descrizione>Oneri Amministrativi</Descrizione>
|
||
<Quantita>1.00</Quantita>
|
||
<UnitaMisura>NREE</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>4.50</PrezzoUnitario>
|
||
<PrezzoTotale>4.50</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>21</NumeroLinea>
|
||
<Descrizione>Quota Energia ARIM</Descrizione>
|
||
<Quantita>692.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.004773</PrezzoUnitario>
|
||
<PrezzoTotale>3.30</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>22</NumeroLinea>
|
||
<Descrizione>Quota Potenza ARIM</Descrizione>
|
||
<Quantita>6.00</Quantita>
|
||
<UnitaMisura>KW</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>1.0222</PrezzoUnitario>
|
||
<PrezzoTotale>6.13</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>23</NumeroLinea>
|
||
<Descrizione>Quota Fissa ARIM</Descrizione>
|
||
<Quantita>1.00</Quantita>
|
||
<UnitaMisura>NREE</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.7914</PrezzoUnitario>
|
||
<PrezzoTotale>0.79</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>24</NumeroLinea>
|
||
<Descrizione>Quota Energia ASOS</Descrizione>
|
||
<Quantita>692.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.036669</PrezzoUnitario>
|
||
<PrezzoTotale>25.37</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>25</NumeroLinea>
|
||
<Descrizione>Quota Potenza ASOS</Descrizione>
|
||
<Quantita>6.00</Quantita>
|
||
<UnitaMisura>KW</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>1.1061</PrezzoUnitario>
|
||
<PrezzoTotale>6.64</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>26</NumeroLinea>
|
||
<Descrizione>Quota Fissa ASOS</Descrizione>
|
||
<Quantita>1.00</Quantita>
|
||
<UnitaMisura>NREE</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.8565</PrezzoUnitario>
|
||
<PrezzoTotale>0.86</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>27</NumeroLinea>
|
||
<Descrizione>Quota Energia UC3</Descrizione>
|
||
<Quantita>692.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.00156</PrezzoUnitario>
|
||
<PrezzoTotale>1.08</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>28</NumeroLinea>
|
||
<Descrizione>Quota Energia UC6</Descrizione>
|
||
<Quantita>692.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.00007</PrezzoUnitario>
|
||
<PrezzoTotale>0.05</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>29</NumeroLinea>
|
||
<Descrizione>Quota Potenza UC6</Descrizione>
|
||
<Quantita>6.00</Quantita>
|
||
<UnitaMisura>KW</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.00</PrezzoUnitario>
|
||
<PrezzoTotale>0.00</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>30</NumeroLinea>
|
||
<Descrizione>Quota Fissa UC6</Descrizione>
|
||
<Quantita>1.00</Quantita>
|
||
<UnitaMisura>NREE</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.1402</PrezzoUnitario>
|
||
<PrezzoTotale>0.14</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>31</NumeroLinea>
|
||
<Descrizione>Quota Energia - Commercializzazione</Descrizione>
|
||
<Quantita>692.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.00</PrezzoUnitario>
|
||
<PrezzoTotale>0.00</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>32</NumeroLinea>
|
||
<Descrizione>Quota Fissa - Commercializzazione</Descrizione>
|
||
<Quantita>1.00</Quantita>
|
||
<UnitaMisura>NREE</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.00</PrezzoUnitario>
|
||
<PrezzoTotale>0.00</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>33</NumeroLinea>
|
||
<Descrizione>PUN F1</Descrizione>
|
||
<Quantita>236.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.15465</PrezzoUnitario>
|
||
<PrezzoTotale>36.50</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>34</NumeroLinea>
|
||
<Descrizione>Perdite PUN F1</Descrizione>
|
||
<Quantita>24.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.15465</PrezzoUnitario>
|
||
<PrezzoTotale>3.71</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>35</NumeroLinea>
|
||
<Descrizione>PUN F2</Descrizione>
|
||
<Quantita>176.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.15007</PrezzoUnitario>
|
||
<PrezzoTotale>26.41</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>36</NumeroLinea>
|
||
<Descrizione>Perdite PUN F2</Descrizione>
|
||
<Quantita>18.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.15007</PrezzoUnitario>
|
||
<PrezzoTotale>2.70</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>37</NumeroLinea>
|
||
<Descrizione>PUN F3</Descrizione>
|
||
<Quantita>280.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.13406</PrezzoUnitario>
|
||
<PrezzoTotale>37.54</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>38</NumeroLinea>
|
||
<Descrizione>Perdite PUN F3</Descrizione>
|
||
<Quantita>28.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.13406</PrezzoUnitario>
|
||
<PrezzoTotale>3.75</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>39</NumeroLinea>
|
||
<Descrizione>Trasmissione Energia</Descrizione>
|
||
<Quantita>692.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-01-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-01-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.01057</PrezzoUnitario>
|
||
<PrezzoTotale>7.31</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DatiRiepilogo>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<ImponibileImporto>207.72</ImponibileImporto>
|
||
<Imposta>20.77</Imposta>
|
||
</DatiRiepilogo>
|
||
</DatiBeniServizi>
|
||
<DatiPagamento>
|
||
<CondizioniPagamento>TP02</CondizioniPagamento>
|
||
<DettaglioPagamento>
|
||
<ModalitaPagamento>MP01</ModalitaPagamento>
|
||
<DataScadenzaPagamento>2024-03-26</DataScadenzaPagamento>
|
||
<ImportoPagamento>229.00</ImportoPagamento>
|
||
</DettaglioPagamento>
|
||
</DatiPagamento>
|
||
<Allegati>
|
||
<NomeAttachment>20240225_20241000000603.pdf</NomeAttachment>
|
||
<FormatoAttachment>PDF</FormatoAttachment>
|
||
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wPIPJ+nniNqgk9EPU2ITg9KO5xa91LSKEbnzlrgfYcBKyt/zMNxXgcNN4W96hqQx4GNL6x553I+0
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||
5jwA7/w9EwjR5J1pW1+oO6oUfktMgI8k8IlwzMUEg6n/CvofvU4hEtKmbjiLm6wYGvHGELzFBePm
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||
/ptfk14AaWcIiBn+wsEV7ivzMxhpip0CmwvOCKQBCfxAQOxg0I3MGVVNqrrLB/+peYQXkcdgmqEY
|
||
zACdvntyCkt5w01rb6/jSukKrqS8jPPpX9p5VepTgzE=</ds:X509Certificate></ds:X509Data></ds:KeyInfo><ds:Object><xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Target="#Signer-T-1709041276197">
|
||
<xades:SignedProperties Id="SignedProperties-Signer-T-1709041276197">
|
||
<xades:SignedSignatureProperties>
|
||
<xades:SigningTime>2024-02-27T14:41:16+01:00</xades:SigningTime>
|
||
<xades:SigningCertificate>
|
||
<xades:Cert>
|
||
<xades:CertDigest>
|
||
<ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
|
||
<ds:DigestValue>GGDJh2iH242eHsbOsbNjC1Y+LSpOe+J9NaTFsRBcFMg=</ds:DigestValue>
|
||
</xades:CertDigest>
|
||
<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-1709041276197">
|
||
<xades:MimeType>text/xml</xades:MimeType>
|
||
</xades:DataObjectFormat>
|
||
|
||
<xades:DataObjectFormat ObjectReference="#r-keyinfo-Signer-T-1709041276197">
|
||
<xades:MimeType>text/xml</xades:MimeType>
|
||
</xades:DataObjectFormat>
|
||
</xades:SignedDataObjectProperties>
|
||
</xades:SignedProperties>
|
||
</xades:QualifyingProperties></ds:Object></ds:Signature></p:FatturaElettronica> |