617 lines
269 KiB
XML
617 lines
269 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>2095420001</ProgressivoInvio>
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<FormatoTrasmissione>FPR12</FormatoTrasmissione>
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<CodiceDestinatario>0000000</CodiceDestinatario>
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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>2024-04-26</Data>
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<Numero>20241000001419</Numero>
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<ImportoTotaleDocumento>230.00</ImportoTotaleDocumento>
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<Arrotondamento>-0.43</Arrotondamento>
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<Causale>FORNITURA ENERGIA ELETTRICA</Causale>
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<Art73>SI</Art73>
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</DatiGeneraliDocumento>
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</DatiGenerali>
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<DatiBeniServizi>
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<DettaglioLinee>
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<NumeroLinea>1</NumeroLinea>
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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>2024-03-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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<PrezzoUnitario>0.007</PrezzoUnitario>
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<PrezzoTotale>0.01</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>2</NumeroLinea>
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<Descrizione>Corrispettivo Capacità (art. 14.3 del. 98-11)</Descrizione>
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<Quantita>730.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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<PrezzoUnitario>0.010282</PrezzoUnitario>
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<PrezzoTotale>7.51</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>3</NumeroLinea>
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<Descrizione>Perdite Corrispettivo Capacità (art. 14.3 del. 98-11)</Descrizione>
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<Quantita>73.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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<PrezzoUnitario>0.010282</PrezzoUnitario>
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<PrezzoTotale>0.75</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>4</NumeroLinea>
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<Descrizione>DIS (remun. Terna) (art. 46 del. 111-06)</Descrizione>
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<Quantita>730.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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<PrezzoUnitario>0.000558</PrezzoUnitario>
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<PrezzoTotale>0.41</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>5</NumeroLinea>
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<Descrizione>Perdite DIS (remun. Terna) (art. 46 del. 111-06)</Descrizione>
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<Quantita>73.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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<PrezzoUnitario>0.000558</PrezzoUnitario>
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<PrezzoTotale>0.04</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>6</NumeroLinea>
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<Descrizione>Eolico (art. 44 bis. del 111-06)</Descrizione>
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<Quantita>730.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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<PrezzoUnitario>0.000132</PrezzoUnitario>
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<PrezzoTotale>0.10</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>7</NumeroLinea>
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<Descrizione>Perdite Eolico (art. 44 bis. del 111-06)</Descrizione>
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<Quantita>73.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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<PrezzoUnitario>0.000132</PrezzoUnitario>
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<PrezzoTotale>0.01</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>8</NumeroLinea>
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<Descrizione>INT (art. 73 del. 111-06)</Descrizione>
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<Quantita>730.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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<PrezzoUnitario>0.001391</PrezzoUnitario>
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<PrezzoTotale>1.02</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>9</NumeroLinea>
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<Descrizione>Perdite INT (art. 73 del. 111-06)</Descrizione>
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<Quantita>73.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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<PrezzoUnitario>0.001391</PrezzoUnitario>
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<PrezzoTotale>0.10</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>10</NumeroLinea>
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<Descrizione>MSD (art. 44 del. 111-06)</Descrizione>
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<Quantita>730.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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||
<PrezzoUnitario>0.000748</PrezzoUnitario>
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<PrezzoTotale>0.55</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>73.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-03-31</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>730.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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||
<PrezzoUnitario>0.004151</PrezzoUnitario>
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||
<PrezzoTotale>3.03</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>73.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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||
<PrezzoUnitario>0.004151</PrezzoUnitario>
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||
<PrezzoTotale>0.30</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>730.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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||
<PrezzoUnitario>0.00065</PrezzoUnitario>
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||
<PrezzoTotale>0.47</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>2024-03-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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||
<PrezzoUnitario>2.7515</PrezzoUnitario>
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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>2024-03-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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||
<PrezzoUnitario>0.4196</PrezzoUnitario>
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||
<PrezzoTotale>0.42</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>17</NumeroLinea>
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||
<Descrizione>Imposta Erariale</Descrizione>
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||
<Quantita>730.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
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||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
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||
<PrezzoUnitario>0.0125</PrezzoUnitario>
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||
<PrezzoTotale>9.13</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>730.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.00</PrezzoUnitario>
|
||
<PrezzoTotale>0.00</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>19</NumeroLinea>
|
||
<Descrizione>Quota Fissa - Misura</Descrizione>
|
||
<Quantita>1.00</Quantita>
|
||
<UnitaMisura>NREE</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>1.7466</PrezzoUnitario>
|
||
<PrezzoTotale>1.75</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>20</NumeroLinea>
|
||
<Descrizione>Oneri Amministrativi</Descrizione>
|
||
<Quantita>1.00</Quantita>
|
||
<UnitaMisura>NREE</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</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>730.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.004773</PrezzoUnitario>
|
||
<PrezzoTotale>3.48</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>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</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>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</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>730.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.036669</PrezzoUnitario>
|
||
<PrezzoTotale>26.77</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>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</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>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</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>730.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.00156</PrezzoUnitario>
|
||
<PrezzoTotale>1.14</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>28</NumeroLinea>
|
||
<Descrizione>Quota Energia UC6</Descrizione>
|
||
<Quantita>730.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</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>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</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>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</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>730.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</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>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</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>281.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.13993</PrezzoUnitario>
|
||
<PrezzoTotale>39.32</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>34</NumeroLinea>
|
||
<Descrizione>Perdite PUN F1</Descrizione>
|
||
<Quantita>28.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.13993</PrezzoUnitario>
|
||
<PrezzoTotale>3.92</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>35</NumeroLinea>
|
||
<Descrizione>PUN F2</Descrizione>
|
||
<Quantita>236.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.13962</PrezzoUnitario>
|
||
<PrezzoTotale>32.95</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>36</NumeroLinea>
|
||
<Descrizione>Perdite PUN F2</Descrizione>
|
||
<Quantita>24.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.13962</PrezzoUnitario>
|
||
<PrezzoTotale>3.35</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>37</NumeroLinea>
|
||
<Descrizione>PUN F3</Descrizione>
|
||
<Quantita>213.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.12632</PrezzoUnitario>
|
||
<PrezzoTotale>26.91</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>38</NumeroLinea>
|
||
<Descrizione>Perdite PUN F3</Descrizione>
|
||
<Quantita>21.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.12632</PrezzoUnitario>
|
||
<PrezzoTotale>2.65</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>39</NumeroLinea>
|
||
<Descrizione>Trasmissione Energia</Descrizione>
|
||
<Quantita>730.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-03-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-03-31</DataFinePeriodo>
|
||
<PrezzoUnitario>0.01057</PrezzoUnitario>
|
||
<PrezzoTotale>7.72</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DatiRiepilogo>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<ImponibileImporto>209.48</ImponibileImporto>
|
||
<Imposta>20.95</Imposta>
|
||
</DatiRiepilogo>
|
||
</DatiBeniServizi>
|
||
<DatiPagamento>
|
||
<CondizioniPagamento>TP02</CondizioniPagamento>
|
||
<DettaglioPagamento>
|
||
<ModalitaPagamento>MP01</ModalitaPagamento>
|
||
<DataScadenzaPagamento>2024-05-26</DataScadenzaPagamento>
|
||
<ImportoPagamento>230.00</ImportoPagamento>
|
||
</DettaglioPagamento>
|
||
</DatiPagamento>
|
||
<Allegati>
|
||
<NomeAttachment>20240426_20241000001419.pdf</NomeAttachment>
|
||
<FormatoAttachment>PDF</FormatoAttachment>
|
||
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