617 lines
237 KiB
XML
617 lines
237 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>2034110001</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>2024-03-25</Data>
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<Numero>20241000000976</Numero>
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<ImportoTotaleDocumento>194.00</ImportoTotaleDocumento>
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<Arrotondamento>0.05</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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<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>2024-02-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-02-29</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>592.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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<AliquotaIVA>10.00</AliquotaIVA>
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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>59.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-02-29</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>592.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-02-29</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>59.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
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</DettaglioLinee>
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<Descrizione>Eolico (art. 44 bis. del 111-06)</Descrizione>
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<Quantita>592.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-02-29</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>7</NumeroLinea>
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<Descrizione>Perdite Eolico (art. 44 bis. del 111-06)</Descrizione>
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<Quantita>59.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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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>592.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-02-29</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>9</NumeroLinea>
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<Descrizione>Perdite INT (art. 73 del. 111-06)</Descrizione>
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<Quantita>59.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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<PrezzoUnitario>0.001391</PrezzoUnitario>
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<PrezzoTotale>0.08</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>592.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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<PrezzoTotale>0.44</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>59.00</Quantita>
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<UnitaMisura>KWH</UnitaMisura>
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<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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<PrezzoUnitario>0.000748</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>12</NumeroLinea>
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||
<Descrizione>Sicur.+reint. sic. (art. 45 del. 111-06)</Descrizione>
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||
<Quantita>592.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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<PrezzoUnitario>0.004151</PrezzoUnitario>
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<PrezzoTotale>2.46</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>59.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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<PrezzoUnitario>0.004151</PrezzoUnitario>
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<PrezzoTotale>0.24</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>592.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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||
<PrezzoUnitario>0.00065</PrezzoUnitario>
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||
<PrezzoTotale>0.38</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>2024-02-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-02-29</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>2024-02-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-02-29</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>592.00</Quantita>
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||
<UnitaMisura>KWH</UnitaMisura>
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||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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||
<PrezzoUnitario>0.0125</PrezzoUnitario>
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||
<PrezzoTotale>7.40</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>592.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
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||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
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<PrezzoUnitario>0.00</PrezzoUnitario>
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||
<PrezzoTotale>0.00</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
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<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>19</NumeroLinea>
|
||
<Descrizione>Quota Fissa - Misura</Descrizione>
|
||
<Quantita>1.00</Quantita>
|
||
<UnitaMisura>NREE</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</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>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</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>592.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.004773</PrezzoUnitario>
|
||
<PrezzoTotale>2.83</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>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</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>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</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>592.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.036669</PrezzoUnitario>
|
||
<PrezzoTotale>21.71</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>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</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>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</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>592.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.00156</PrezzoUnitario>
|
||
<PrezzoTotale>0.92</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>28</NumeroLinea>
|
||
<Descrizione>Quota Energia UC6</Descrizione>
|
||
<Quantita>592.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.00007</PrezzoUnitario>
|
||
<PrezzoTotale>0.04</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>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</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>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</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>592.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</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>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</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>218.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.14115</PrezzoUnitario>
|
||
<PrezzoTotale>30.77</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>34</NumeroLinea>
|
||
<Descrizione>Perdite PUN F1</Descrizione>
|
||
<Quantita>22.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.14115</PrezzoUnitario>
|
||
<PrezzoTotale>3.11</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>35</NumeroLinea>
|
||
<Descrizione>PUN F2</Descrizione>
|
||
<Quantita>194.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.13992</PrezzoUnitario>
|
||
<PrezzoTotale>27.14</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>36</NumeroLinea>
|
||
<Descrizione>Perdite PUN F2</Descrizione>
|
||
<Quantita>19.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.13992</PrezzoUnitario>
|
||
<PrezzoTotale>2.66</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>37</NumeroLinea>
|
||
<Descrizione>PUN F3</Descrizione>
|
||
<Quantita>180.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.12181</PrezzoUnitario>
|
||
<PrezzoTotale>21.93</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>38</NumeroLinea>
|
||
<Descrizione>Perdite PUN F3</Descrizione>
|
||
<Quantita>18.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.12181</PrezzoUnitario>
|
||
<PrezzoTotale>2.19</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DettaglioLinee>
|
||
<NumeroLinea>39</NumeroLinea>
|
||
<Descrizione>Trasmissione Energia</Descrizione>
|
||
<Quantita>592.00</Quantita>
|
||
<UnitaMisura>KWH</UnitaMisura>
|
||
<DataInizioPeriodo>2024-02-01</DataInizioPeriodo>
|
||
<DataFinePeriodo>2024-02-29</DataFinePeriodo>
|
||
<PrezzoUnitario>0.01057</PrezzoUnitario>
|
||
<PrezzoTotale>6.26</PrezzoTotale>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<RiferimentoAmministrazione>IT002E5130009A</RiferimentoAmministrazione>
|
||
</DettaglioLinee>
|
||
<DatiRiepilogo>
|
||
<AliquotaIVA>10.00</AliquotaIVA>
|
||
<ImponibileImporto>176.32</ImponibileImporto>
|
||
<Imposta>17.63</Imposta>
|
||
</DatiRiepilogo>
|
||
</DatiBeniServizi>
|
||
<DatiPagamento>
|
||
<CondizioniPagamento>TP02</CondizioniPagamento>
|
||
<DettaglioPagamento>
|
||
<ModalitaPagamento>MP01</ModalitaPagamento>
|
||
<DataScadenzaPagamento>2024-04-24</DataScadenzaPagamento>
|
||
<ImportoPagamento>194.00</ImportoPagamento>
|
||
</DettaglioPagamento>
|
||
</DatiPagamento>
|
||
<Allegati>
|
||
<NomeAttachment>20240325_20241000000976.pdf</NomeAttachment>
|
||
<FormatoAttachment>PDF</FormatoAttachment>
|
||
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W1fXZwY7xvX9c2OYMmyodyUC9TH71wKdF8zByv2oVBho4eQ+wGUK2Qw2ANcYqzvgNKPBhT0aG4JPHwXGkSZAcp54QTYFlCV1SmE7z/PEi+7oR4W4gOMt9T1F0UGYp/SdJtGjZfCkR8sVy8+ztZzyuslH+9I/vWvUn1eUjfHRgBGLarSM54bmTh5jnu8iOuuwTrBQzImCGSxeJNE0Ky2bWlh0oA5L2a3Q4+xakLB+l42BcTiXOZVdSZ69XjTTHjfKgEakPecoIdC5cyZK9miZPunRcs+kWM6vff3uEre4HsUT283bi9203TB9mgRExjfvpsBld1qr4kCmojdtVRYoiVWqg2BQzChzCiveJi3eFriNyjFpXgaq5mb4am6uWczdtaW4r5r809v4N0Hcl978TVo9rnR75hMijHH1cSIYr8U3nzX6FEGnm88ar80XVqoyQSefT55rTmXpc9Lqc6WXbzknfcxE1edMX33OPcv9ULrb981f+rz5/fF9+9YQ1OzXsj/eHh3/9Oh4yV7fXP4fLr+0D+0neTOj7AplbmRzdHJlYW0KZW5kb2JqCjYzIDAgb2JqCjw8Ci9UeXBlL1hPYmplY3QKL1N1YnR5cGUvRm9ybQovRm9ybVR5cGUgMQovQkJveCBbLTEuMjgzNDY0NiAzODAuMTAyMzYgNTQyLjQxNzMgNDk1Ljc3MTY3XQovTWF0cml4IFsxIDAgMCAxIDAgMF0KL1Jlc291cmNlcyA8PAovUHJvY1NldCA1NiAwIFIKPj4KL0ZpbHRlci9GbGF0ZURlY29kZQovTGVuZ3RoIDQ1OAo+PgpzdHJlYW0KeNrtlDty3TAMRXuugnUKDD4ECK4gdbKFN2OnUIrERbYfyGMJYOIuM6k8aqSj94jLqyNhxzh+PjcGl2FDZxdXEB0i/XuhwycMpDg7NrpgjuVxBlNcyLyPRWAaK/QJ6GY0uLBHY0OYPkeBsaQJkJwr3pBNAWVJnVLZledc8aKZ/dioAKKh9HuMOAEhi/U7TqJHy+RJj5Z7LH8vvd1T3uny0b71p0+N+nlE3xj3HMh9efSMsW+EWI855pxXDOpDuRMsFJtEwQYMd1rRNSstcy0sWtAJS3laocdr24KE9bdsDIxjcplT2ZXkbPaimfbYqIIPjEZyztlDtI7UM1GyR8v0SY+W+0yKZf3a11uXeLs7FzCx7epecDM34a3U+SjJeFMvIrwJXsRVmUDnxWauygIlsUp1EAyawmVOZalu0qpupZdUOSfly0RV3kxf5c19FnmzuNvdv7v8U914oCBzLt0UTlpVrvRWbTpEGuOqpCMYr8Wb0ioDRHDSprSKgc2Flap4rM6vn59rTmWpdNKqdKWXcjknlcxEVelMX5XOfZZXonR3vzrv9Lkp/vVz+9EQ1GzxIum/Pr4e//T1eMleP1z+Hy6/tC/tN6oipyoKZW5kc3RyZWFtCmVuZG9iago2NCAwIG9iago8PAovVHlwZS9YT2JqZWN0Ci9TdWJ0eXBlL0Zvcm0KL0Zvcm1UeXBlIDEKL0JCb3ggWzAgMCAwIDBdCi9NYXRyaXggWzEgMCAwIDEgMCAwXQovUmVzb3VyY2VzIDw8Ci9Qcm9jU2V0IDU2IDAgUgo+PgovRmlsdGVyL0ZsYXRlRGVjb2RlCi9MZW5ndGggMAo+PgpzdHJlYW0KCmVuZHN0cmVhbQplbmRvYmoKNjUgMCBvYmoKPDwKL1R5cGUvWE9iamVjdAovU3VidHlwZS9Gb3JtCi9Gb3JtVHlwZSAxCi9CQm94IFswIDAgMCAwXQovTWF0cml4IFsxIDAgMCAxIDAgMF0KL1Jlc291cmNlcyA8PAovUHJvY1NldCA1NiAwIFIKPj4KL0ZpbHRlci9GbGF0ZURlY29kZQovTGVuZ3RoIDAKPj4Kc3RyZWFtCgplbmRzdHJlYW0KZW5kb2JqCjY2IDAgb2JqCjw8Ci9GaWx0ZXIvRmxhdGVEZWNvZGUKL0xlbmd0aCA0ODYyCj4+CnN0cmVhbQp42tU8a5cUx3WFWM2es5yzCFi+74dlkWaY3q7qqu4qL1qBhLwkBImnkKIFS8ICjAEJjIT1SBzlYWJZVkweTuw4L79+Z+6tW9VVPVXTM2BxcsKc2Z29U49b931v3aZcLeHFV7+/dHepXL1wdenlC0sb317l8PnaUiVUYbQUarWWvFBNVfHVC99dep7tYs+8cOHmEq8KbWC6he1mC+xZhIqyULWHDiykaLQHLCKgKYTwgJ33CBKG7NxPxtyBYWyPXasqqqqFX4PB9ud7s3feuYeQuqibMH1yzDLbC8cY4IYL+F2l4Nj+y70IUdEWCWBhcocB24Po7cUfz+GPBcJLltG6+xAyFqUp1OqYA6E9vjhhEiOpirKly173JVFGFyYijEVOF5WMYDEKghdcdFHgJRBXxzjsh9cBtsIOwibPtjxQVWF4SzI6M+da6LAgDrdjX72wdHZp49zqiQ+WylbWSMhqlDGBKNYSqNFUddGUVVN7GVtjh+A9YOvw8zDbed5+2HkBiXGPDT1gYEetw2sHt93NRvDdEfxjDPARfigAfoBtsH3wu4Q3nYq7Uwk7GnEtV8e6UGVlqsYJK6uYhDdN2w2fgH74p8XiACywAW9cjN777RaLuKey43bB6nWMawNvbUdW9uf+qfsu+t2W3TvgCh8N+5bFYJ89xgqsueGwhDmbsOcIZhy1tHiRbcHwFoPMIpljZNHaBbLzEmocCuUySRPIBABQCF9izwBwF+wK4AGAQGTx1x40DPDtAg58Dn8h8Y45IuAR8Pc+eB0H+MsWm1fcYZZh5oJfcRdwYJmdmEIxu/xRktKBRfVZp0LP0XTCtCRltDhbRF61rwpI5egigGbrQEH8UyHAsG/D90O2PZUonZ3s/ou0jUMKobjXUSuplRXB4+wkcO2gJTyHvzbgJx1a4qZ/kgzSMADYnEVimW3DawgiL6xCWG4PAAdkPerRnyIBCAiorlnoyMEFfFqz260gmsgXQgR50wLWnBJNjDjmAFm0FmDQHkCOTCBSYAg7n4Id/+yJ6b1ozRDIGln+xa4gOtEbWLlZtGK6pyX/MryPwEFOw0s4w4J0c2ZiYIFjUteIDZZuzrxstlYJ/jwCLzzQEMDbtAYxYYo58WZrwF7DX7U1DS3D0FcIWG3bCskW0EJYy+UVWzu7dcyKd02UOgQr0DqoOhKPegI+bkeCpuF10sqObq3eqSBi4WuUwRXGEXWwzhqts9RwAg5uf1xXHHxDabyzh/mH7eEt5gfsIRCJ487o313iztxXpS5q+NesjqWA1Uyt1erV2+AUSvQKZxO/4IKPdloDPk/pqhHetdgXURhf967bWRJnPc9eZ2fYWXaOnWcX2EUY+Aa7xN60sIuOKVzHC73F/py9zXZ22GV2hX0HPr4DwDMIeBf+eA/ABLgKf1+B19sA+S57x1GJcOV1UZoawqVVZSAk4g13HD8Hi79vJ7wLi5yDRS7DJ1j7CnuXIij0nKZuHfc5wPcavK6zG/D6HrnldtAYNtLSCMNzy9/EVXHx7xN6LXWSXW4Cbc7YfW6x2+xWwrLglMeiKQsum1oSy3jMMlg65lgDIZtUWjSrqpbwUfCKtrvDPmAfwvsuu8d+wO6zj+B1n33MHjAbknFjCtPUpg2I7sOoH8L3n8Csj+2IGmKjMhoRVvyIfQq/78DKD9hn7APHFmGFYVwZAdGiMnJ1DCSo60pzR7nP2V+wv2Q/Yn8FPz+H35+zLyiCLAtTcdhIFLVyAvfXsM3fsL9lX7C/g5E/CqRFkeV1A6EcD6jBSnblL7orT6Wv7tBXEH2zQ6tKFqCQ3NDQav6hcoJrmVg/TJYGP3LljdZ9sEVHkoixmgydk3j7tclgWFgzSiYXrMbOC3aGKWSI2a2jO0hCEcE3JgPtA5OA/eFl43YIZNvvVtC/dhTCnn7MBQScnZD7x9ZqXHJnQaVp9XIyJXnDh70ecAk06iEJa3Rm0DOrw8oOjbb6e1DCn6BZsugCt9RUQiZ7X2QPAdWLYOou0ZYSOCYCImj2vnQJURkheB6MC6HDud2gc/QzSUqXnNFN5718R6zQ6P6UXXJpiW6/O5MmSLcznGn4BLVseIUDTUSo5cnF9vrchqvo3Dt3Jum30E2cOknejMzJZUpaFKLuJEqJQCYiy1YsarEShbSKDlNhGox5VJRG2UmlB1iEx2CTS2HHRSgsgoIdcnoZbyInuTi0CUJFMREqxwY7ZqVIFC2jMCJd8dKsg5ZpCD82uhbQsgzsSINmxIA1lNbVyAoPH+XZvDBBo409Lsia6MhRZ8yhZAwGWERXXYW8/vk51jqYjNEJ5GQyyyVCyBU5fdRBG6KNLF232LplAAQ6dUvw7WTKjsOxc5AhDVOq3cvAimg1txwnmqpvyTnIgHHai7ik0xLetF85y0xKVvWTl6kE+bVk1IgMAxaN2nmYjgxsfl660MYUNUwZN0Wp65pL53Ih9k0IPwL0MFjediaoDAQW84nFekLgtTZutcUV3sDw1vxtpUdCBMg68BBNHcxICWdFghGlTQuQulCdTEJME+zOezSjKaqY0IRcDYQj6dCFCJuk/B3b4Ztu0ivwe82pUQnC03SYNQYXD4avSYg/tInNmiMID3YzVcgh5TyOKuA8RCuhKqO9CehwTsX93lVRh71Tg7FNMtIhsa3NXEvAKHT1PJK9SelYcphUNQduemefMdacyGAXpuwxdlu503i9ApNeN316fdgBOxLnFErxoixlwlNMe01K1dSMiDmsyIjoAaO0mr5SahEMwSa0eo38kwjUxsqUM6RAi0jgXRLufimnERGxsJCxacsb21a3bVXB4gF5rODTyW9sHg3LnnamNpKToU3L18i1dlJOGzmPBRYuJQdzNJZYwiwb7WLnT0hC6vZk98kmhpDlHiQ699lXXtc8+GP2M3jfda6Et1T+1GZNH9LCEDoHTn5AVAxC96F16YVRUwGUWoHHrmQToJ8APoCVo62aivlXtFzgGuDsBIxXnS2AJi1WdCQMnhzgIyAAZYGAWhWg9yaJbesRY1mBfOsSiwngviRv2lwY4jPjA8JgsYB5IzLYWkcMtRUgt6sQctLenrI1MeOstAxBnCtKtRO2bNXHWhaIdT5t8VSAm6lV3SLyJUkCGNOwGIXHQC1Vtgued2GjhOlR1A04QYAOn2xIXoHzK6OF8OvXvXLLJmQ+NhCn45s6mvBT4h14Xqn7sDmTwdpF7OMGbGmtIMwcu5oQlS2+ZjdcBBovNPDlF8RQRV+8TiyrtAky4mgglDGTtzkd7M7S7CgXL8uYCWNeQxgm0DyMgQBS0rRnaPkmbLjtbVAkOYZIJAOBTrdlPSeUXZYbVH0Z9K9TY3Fck7IMedqtGciDLYH18D4mQn4xQV4QqiDgJjrQiNCPhN466u1kqOg5kgbWy+hI5+BIZ+2RbhCX4Ui6FoFo/8BuO3dRAi1VC38/I2/vsqs+llKy5O0mIEQZ6M/ZNWKRLFVIbR45GwQ2V4eR1zMjv55BbKMKYzDnjGh9NKGhCwMi6qtETEQCWU9mpWMOJxBXKV500yMT1DrMKE9wIjyFkXXCyIvOuQYePcxYnh9nYBedqYHIvu63Hg+pFOFSjcZETPpHONmbTlBE1ch2zgWiA1icsPb5uEaQ5Z4uC62MFh32Ud7f0RWfP3Y0nbS6Q3tnbSIKHyLe111vQVM7q20nU7dpqgxBIk3TsWM5jVGGJ0jE2AS1tTY+jXN8fwFKlllg7a+1y6do4Q6WIxvwbPt1wkJbZDmaGNZr9rR2Zs97gYxKXkf1ZY9QNWcqIqZgTckhgoVPLS9looojH0tGiP5TQq2tlH4JZLql1/0ycSqBZEQJi52OqKhudc/Q0xRpurAk4lafalcKo+mg2q/TFcA/s8t4YzGL2OCNy7Ksn57eDH1Q1oGdTnagezABwnrKxcJVMAopz0a2hNxn8cABaR3IMk0sr4Ng/ty7s7nEMqLUbnvpeKcHjUDhHjt5IeMdrZN1dlbzUvSGZN/LHu62XeRaJhr7OjP+/KxQSkNAVho5Ixqp2B5475rIlSaIUgIxhexnzr9kCHU7M+4GBB2PHKkw540CrFk8lUgVpfRTcfpZF+JuXn3xrc9pJJCtjBL4MkBkA+d3JD0cUnhvUMdG5TvOgJU6WvQqu5IR3ct4oUrFFs0j7r2T4d7bdEyjo2Dxcobz78xiJYSLIFL1DFZmjL8tlglfmhBYtO7hofH1BK7igcO2wabPJME54wThRlaarz2JIdqLXQdtONWNCqwjC8lCLnpIJXzgA8pOrpAK0eY3Im02xQ6EeZMs4uP6rd1YBnbltzqOreZ18LbwqRLlxOYz47W2gTg2qtn1+iAF9qWKzvXo/+ZUhxLPPWSbieF2FfcZ/MZusuEMOVe6y85Hc1r3WeTBy0xI6Wbnw4eSg6QCXnvx7jXZ4N4hIHHUj2UiE3/oDhEa4H0d+f1rXrVB8WSjQknzGnm1pqhVGZh7nfw8oMeliBKqL8muKlUHLX/L0besgkF6w9ZifuGlRobRv4Bv/hXe/+biAl1G+TsGDL6QBFlZ+OIikblSoo4w/zKD408IG6Uj8t90lcc6Kk09zMDezMAstv2SISoDrDViZhibT26yoe3ULAszctEWnkWcgY+iGgte1ASi9xVZsMwT+9pchLizk/Gz71N4P1Hau0LTlYqSamxk+iX4ZcgLrCMVIMo6YntuziyPqwwE2E0j50gd1tPMOdE0bGw7SZfmXde6D8AHE07sa5PvDnjddVeHm7kVd18bj3IdJh0LcRJvcZORA3erokFk6pBRz1eE2/R9Mx3LIWwfonHFZbwm6onwcPDL/t6qXfhXnTP+O3uF8gQPONGXLVaAShmy9bfASvwa3v/RZgoa7x/DIW5gh5yP/aIabS54+TW7RakIWI9SKNF+8Z+Zwdh4d9vv7dpthIqc661ceNQrlI3ErghVmVVeAxdL6Xtj1xOtT8Nr2wKbkNr2o46cSlfxvVXqUtI1yW9og7diPBL1wl0FD1hDrf8Cq5ViIqjDrtV71BciwFAbJcMaBxJR4bDqcasX/as+6y+61n08EznFjmBh48GQpBQsj3iCE+wC+q1RrNG1h9H1Xde+jtrbPY9doPiReSoQU5gwkTcN20gpSg4Gc90CZJZzN2PBM+aLuaSloEa87GPk/gSyD8hN/f2Dtqmr5ZmjP3gRyfU3Qv+h9XLuCkGU0ZxNHyV2yzOjqAMgLnE5heoQNK2FW1wOp7ikuUZHOlNGD+cos8/Dz1zmvuYQL+OzpAMnFciEEuvjCa2YQ8os5pA7VRwDsE6jU2fmcRCfDdtq9jS0VaSm0T5bkEjD0N+uuqpWN4tMPOqmvcH3T+ZwaYqyigzgvuSYx+CYK/YRkv5jvmb5suVDuAiJycd1/KVd8kxZxKgF3zgELk+KxzeRR4mAHaezHe2P5T/Ts79/hC0CHbFPDmy2WaOB6FhEqHErDxFqmZYGKUGuyqYU2HIOZOaqVqED4Qfsv9gD12YbHgS7bzuxP3OdApjmhM6AB/Dt3baBKcz4iLoS8DIpdBqwD2H9z7BD3EckLQEeUJ8Dx+7sthGBduRaARXERCOD70ho9/whc08Xhj6vr1wnRBnBfubupaMz3CVGhafvkpaI/ybsQoAS2hYEaEiTa1s4l0h+uGALvulmMgov185R1ZZjQthi5dpuO+HORTt8wM5Tu3HggOs/7t4BnU82+5/E+OyKGnTi3gDjRM92ytnyEDU20RUYRp+6c2np2yy6Fmctk5Olsv9ygtWyS1ODwEwxmx3LMddFxs6dXKHr1YRUqYdZ9/dvnYsisIUnMvT7jXPnZSH15ONDtbVcm2S7sKQvo8ao7Vzx58XMreV65v7YOv3kKPhI33rbJhOxYhNeO20bGD6Toh+rEq4yeXjKlkO2odZHHCbyPBORQKdnLyIKPbfVqX/+FrKBLUf2qi8dENmocZv9LlWXzPmeKGpM10mDpd+CwzEp/k8YlGZisTm4t5Ao2bpXWN29+Ry5XINkuoJkTtWTQo2P0znz0PV165mi9EvJJjvkuOuMlPg20k5Cn8Z2T2oOEnVZyxQ6qmQiPdP6EjtJVQTRROqPT0BGj8AIbL3XoUKBz2dWpI2Q6VZ1vYo3Xtht+LSDCZPmHanwZI1NMioTb/sHUw8kxZI0F/o9qTmc22Y709PhbBi8b44w+CkQkf7ngY7KLNPMptMRMFelDB/Q/r2POU1VfhNFgT/2zC8+URfUNLPhr1pmHm8lmyrjw/CzDrwMtmnkbIbqLwzNk0Qecm3roWW0ljNWxONJnWQM+v8dr0h/B2nlVmUsa9u63vXUrpmH2/8W4zFZvjFnpvUHDOH8gwVlH3+25+nrOZxR1mEm0hvYGGbNppWn3BVz380rPrWR4yNNnuWoct1nW2n3VxIc5HyejzRnFT2sl/ei4YGvZEpgady5GbR9VmUlE58O53Au5okqhH9o/+eS7NO1teYQ8mI13D5dq3oexJWVwYW1oKE1Df1fJ7H9dAplbmRzdHJlYW0KZW5kb2JqCjY3IDAgb2JqCjw8Ci9GaWx0ZXIvRmxhdGVEZWNvZGUKL0xlbmd0aCA2OTYKPj4Kc3RyZWFtCnjabVbLbtswELz7K3RMDoEoiiIbwDBQtCjgQx9oeitykCjSEFDLgiwf/PeVtMN413CAZENplzsczpDKv+y/7vtuyvJf48m/hSmLXd+O4Xy6jD5kTTh0/abQWdv5CaP1rz/Wwyafi9+u5ykc9308Zdtt/nt+d57Ga/b0uT014Tn/ObZh7PpD9rRvQz910/U5f7sMw79wnIeZ2u2yNsR5pu/18KM+hixfC19S9otS6pbx5zqETK/jgtD4UxvOQ+3DWPeHsNnO6WqXbb/NP7tN6Nu795qqmijTlYpxl/3dbGOM7W55XJUUKgpqDQYjvQaNh5RpIoVAwVCgycwr1VkaFRQ8PazXUNIsJc1ZUkpJdSX6tQ8C2lrKtP4BMosUKnD0zlIHS3Adyml91vDJrOMFZc37OS2mpvVpqisNx1k6jkWDJSsgLXC1qlFecYANpTjsCgBSd0eZhjqUnygAC40sBQ3Uji/aASchc5QZsHbsGLrT2o0Weys0kcRQcJxJGp6LIc1iOS+JzyBINnyZaeMqsTn+xuDH/t1pSXNaoWusKHFWCu2KNWjhgDtdP3IALCN5SWIXWMB8glve1HMTg/ADBJZwBmFYxa2Gfol5J1zlRHfL1eoKLjf0q4gl09DolUvf4iE6tFzlMEI6Siz3UYAwqS4QeA1eNHdVVfA1JF2LtncqV5xBTA3L6PrWVquCCiJ4afgyo+bdwQtskc6JQojv4WnjuWiToKV9S655cF2JgzMdcsIB2H5wnQwU+ZxgEAABKYnIc4BABrKgJbgxUW649MGEFscvzpfkfvPoSDfiqFTcD8mNmjeCWnFcQK3JXFGYshCG9cJ/SlhG2Hdh8H3+p6AbsVB6vRHnZgAJGpolbb5Z0x26XLLLx8DHDe4v4zhf3usXw3prL/d114ePj4rhNCxV6+9/M3PYZQplbmRzdHJlYW0KZW5kb2JqCjY4IDAgb2JqCjw8Ci9UeXBlL0ZvbnQKL1N1YnR5cGUvQ0lERm9udFR5cGUwCi9CYXNlRm9udC9BbGxBbmROb25lCi9DSURTeXN0ZW1JbmZvIDw8Ci9SZWdpc3RyeSAoQWRvYmUpCi9PcmRlcmluZyAoSWRlbnRpdHkpCi9TdXBwbGVtZW50IDAKPj4KL1cgWzAgWzAgNjY3IDcyMl0gMyA0IDY2NyA1IFs3MjIgMjc4IDcyMiA3NzhdIDkgMTAgNzIyIDExIFs4MzMgMjc4XSAxMyAxNCA2NjcgMTUgWzU1NiA2MTFdIDE3IDIxIDU1NiAyMiAyMyAxMjg5IDI0IFsxMzA1IDgwMyAyNTQgMTc0IDI1MCA2NjMgNjE1IDk1NCA2MTEgNTczIDU4NiA1MjVdIDM2IDM3IDU1NiAzOCBbMjIyXSAzOSA0MCA1NTYgNDEgWzI3OCAyMjIgMzMzIDgzNCA1MDEgMjc4IDU1NiAzMzNdIDQ5IDUwIDU1NiA1MSBbMjc4IDYxMSA1NTYgNTAwXSA1NSA1NyA1NTYgNTggWzQwMCA1MDAgNjExXSA2MSA2MiA1NTYgNjMgWzc3OF0gNjQgNjUgNTU2IDY2IFszMzMgNTU2IDMzMyA3MjIgNTAwXSA3MSA3MiAyNzggNzMgWzQ5NyAyNzcgMjc4IDEwMTUgNTAwIDY2NyA4MzIgNjY3XSA4MSA4MyA3MjIgODQgWzYxMSA3NzggNjExIDI3OCA3MjJdIDg5IDkwIDYxMSA5MSBbMzg5IDYxMSAyNzggMzMzIDYxMV0gOTYgOTcgNTU2IDk4IFs2MTEgMjc4IDU1NiA2MTFdIDEwMiAxMDUgNTU2IDEwNiBbNzIyIDUwMF0gMTA4IDEwOSA1NTYgMTEwIFs2MzAgNjA2IDQ5NSAyMjYgNDg4IDg3NCAyNjcgNDczIDY3NiA2NTkgNTMyIDU2MyA1MjkgNDc4XSAxMjQgMTI1IDUwNyAxMjYgWzQzMF0gMTI3IDEzMiA1MDcgMTMzIFsyNThdIDEzNCAxMzUgNzIyIDEzNiAxMzggNjY3IDEzOSBbNjExIDQyMyA2MzddIDE0MiAxNDMgNTU2IDE0NCBbMjc4IDU1NiAzMzNdIDE0NyAxNDggNTU2IDE0OSBbMjc4IDY2NyA3MjIgNjY4IDg4OSA1MDAgOTQ0IDU4NCAyNzggNTU2IDY1MyA1OTEgMzMzIDU1NiAxOTEgNTU2IDg4OSAzNTUgNTU3XSAxNjggMTY5IDc3OCAxNzAgWzMzMyA1NTYgOTQyIDYxMSAzMzMgNjExXSAxNzYgMTc3IDU1NiAxNzggWzYxMSAzODkgMjM4IDIyMiA1NTYgMjc4IDY2NyA1NTYgNzc4IDYxMSAzMzNdIDE4OSAxOTAgNTU2IDE5MSBbNTAwIDU1NiA4MzQgNTU2IDIyMiA1NTYgMjc4IDMzMyA1NTYgNzIyIDIyMiA2NjZdIDIwMyAyMDQgNjY3IDIwNSBbMjc4XSAyMDYgMjA3IDU1NiAyMDggWzcyMiAyNzggMzg5IDYxMSA3MjJdIDIxMyAyMTQgNTU2IDIxNSBbNjExIDI3OCA2MTEgMjc4IDMzMyA1NTYgNjY3IDYxMSAzMzMgNjExIDI3OCAzMzMgMzM0IDc0NyA3NzddIDIzMCAyNTggNjAyXQovRm9udERlc2NyaXB0b3IgNjkgMCBSCj4+CmVuZG9iago2OSAwIG9iago8PAovVHlwZS9Gb250RGVzY3JpcHRvcgovRm9udE5hbWUvQWxsQW5kTm9uZQovRm9udEJCb3ggWy03NiAtMjI0IDEyOTkgNzM3XQovRmxhZ3MgNgovQ2FwSGVpZ2h0IDAKL0FzY2VudCAwCi9EZXNjZW50IDAKL1N0ZW1WIDUwCi9JdGFsaWNBbmdsZSAwCi9Gb250RmlsZTMgNzAgMCBSCj4+CmVuZG9iago3MCAwIG9iago8PAovU3VidHlwZS9DSURGb250VHlwZTBDCi9GaWx0ZXIvRmxhdGVEZWNvZGUKL0xlbmd0aCAyNTQ5Ngo+PgpzdHJlYW0KeNqcvAd4G9eVNmzHmsFx4jjFi03iIiWxE2+qa5zETuy4xlXNsppVKDaxgiCJRmAwaINBuaiDNqgEQBAEwU5RVC+W5BJJrrGd2GsnziZOdpNs4t0vmwEX9P999w4o28mzz/f/z//oETAEZu7ce+4573nfc+/g4otWfeyiiy+++BN39/TcrWpd26dqI39eW7uqdjW6bLWUuOzLd9U1V1NXLGmpNz/1u8/88rKvXHPRRY4bLrvuoo9dfDF9+d2tfc1tD7W2qTSdmqGLLpLbuuSiiy+66KKLL7n4EvznRZdcVLt4x8XnL/7LxyIfi19y4yXPXvLHVcZVR1adX1Wn7qA2UjZ6Hf0HxVWKv4ATFi/92KU3ffyFT7x12bWXffWT/OX1T3/jM+krNl7x3j9Ulbcqzyhf+8fs57KfO/C5n37+qs8vfv7dL3z2Cw98YcsXolcqr7z2yvuvfPOq3VdTV/uu/tM1navXr+5Z/V9rdn7xc1+6/EtvffnaL7NfPnPtJ65lrn3z2veuu+26bddNffXxr6Lrd1+fuP7UPzX907987XNfu+1rp7/21tf+/PWnvv7bb6i/ceSb13/zoW/Ofuuqb1/8bf6GrTd03/CHG/tu+vhNt9106ub7bz55yyW3/OetR7/Tetvtt9Vuq3/3V9+/5vvpO574wY9+yN7ZdNdzd3/xbunenffN33/rA3c8eMtDX3mk5dG9j/1pLVr3hXX3rP/H9ZH1i+t/uaF/42uPex8/9fjPN6FNuSe+8sQvNis3r9/s3DyzZccW/5b3tn5261e27ty2Yft12x/Y/uvtyzs+tVO5896dul3f2vX07k/vvne3dfcfm37Y9Oye9ubdzb9uuatlW4ur9WOtd7Sq2j7Wdqr9kfbi3rs6bus41anq+lbXq12/7w53Sz0/6Jnq/Wbv+t5y79uqi1Xf6Lu8r9D3ct9v1d9WL/bf128auHQgO/DSwJ8HFYO9mmbN77U7tNO6u3RbdPP6Vfr79Ixe1L9rWGXIG14x/GHoNePjprtNb5jeZzYxevNnzTrze+wadgO7ie1h/9Vyt2WvJWB92LrLarUWrD9Bly/dIL2x1KN8Eu12tJqg1dg7qOsBXY+tE7UD6oqoMmrIqEvaqSEomw8x5xl43rRoyXEwbs2bRSOIRsGANIC0nJ41gNmgY9RWUFu7+XYEzWiv0J2ErtRglimCqWgbd83AzQ7K96TYVGqDUvu0atEABwxP2c8jOI4ORhdysJCbGM1PQmEqPoPmAM3ZpvTjYKj0jOzJgUrckr4zA3dmnswMZcCQsefRKKCKWBrNQzm/P34GwSm0YBnTQEWT7gztgt8KlHe/ZU47CdrJnlJzBloyO6KbEVy+1P7mUpNy+WYF+lF0XXY35HaPd+3XwKLmlOUFBC+hU+JiGfaXK1OZ/ZBejJxBr0DtZsU36eWbFOgmZq2qG1Q920z3I2hBnZG+NPSl9UVLBawV5yF0Fmo34VOJYaWly5SLaNyTckGJG2ZSOkjpIv2oF1Az292vgQHNbutaBPXHaCmqkB6h69VfKt9vUvyelg4qpEfp99DL+fn9ML8/dxw9B2iam2TGgakYipoMDKZ74x1hGAjt9T+JWyiS+5Ex4ctrVfqXiuVHaMmtqK0hh2toSa2o3U4Ok/i89tp1S59RnkTz1hEtlHSJPtQJSOPUsnpgDUPMoB0G7J2uJtzqblqyKSQdXX/tzZV+vaKQPkaPoIw37oGUK+lM2SFpT5uyGshoil1jTfD7+tco6eN0/dPSFmpgrn9CXQI2YUgMJODF6PHC5DRMTqcX0XFA87YZ/SQYJtTFLhG6xO3hR/ANX6Yvl6qkh5/HLvko2mDerILNqpY9fY+DapP5YfQjQD8WHymth9K62Z1HeuBIz1nTzxG8js4OH1+A4wszzw7/HL45QrHrBne190B7zy4GT3cTao63F6G90DdlPAhDh+wniTkPC4dSByB1cHR6dhRmy4fEUwiOoH2W6iBUNSNtmS3wrwXK8Hzn8e0zsH12XfY+4je52lVLVyoPo0XL3CDMDVY6c00w3BTbijYAukFz385tsHPb+gF86v1oQ2nnUdhxTPMi+hWgv478/MghOHroTBH719urvoq+3/nIg/DIg93fRvVPAHo0ub78OJQfX9h9sgtOdj1rwmedRU+nTlbgqcr+A5UzUDmTOo9eBfSK+VzfGeg73XJg8wRsrq5LPyS7888aU/9buvaMonbZ8jPUH+mlJsWN9PIziuXLas9QXyfzLr2O/fEMWuBLNphmK+pSM5RaEhuIVZ9w7mTbgG0z9mo1YDLpLGo7qO3trh14Ur5F17A7fp2ue2TvlOL0IpoPTkZgMlJJjKShmC4UhsswXE5Pi/tB3B8+gk4BOmc/YzgKhmN9C21VUJU6ss1RUAlNgU24RYR789rrH3T5rwqpZfmv1Du01Fb7A7X8B/wZ7nz9s3T97mWeMm5l2+z9wBWtM6bDUP9hLUjVv0z85F8bDfyenCzHWxB/II2/30T9iZYmlprwoOtPLGcoppVtsbaCbdYyz+yH+tpahrpODs/Xl/5RmWjNbCuuhdfr26m6m35DaqcyB8VD0cOw7TVlvYzbeg9/2EtJT9G/qOO3i+j6Qdwyvn/t5Ksr4fY4Dqz6X+ily0gvatJP8MffVdSupTUDA339XbB8yfJu6lZF7SyJv5304nGq9tWak8J/REkrUm6pRbkR7TC1dUFb9+BO63r4tYkSFpOTxTwUC2PxaQRTaMxa0EFBF+9HXRg8mN5eA/QaOm0YZF2IR04f2O+kSsJwIINgAU2yo2oo94tdqAVQk7lDpYI+VYd5D4IOpIoPFGCwYJyxHYNbLFR43cj2hXZYaD9pOEuA7+nCoUU4uFg8iWEMHbbMaaqgqXZhD4fJ1MhwpgSZUmQMVQFN2seNFTBW+otdGejK7I20Yj/Eoynj8FhA04ZyK5Rbkz9E9Y8Dql9q/oG6FdStnYZmkhU6c+p5UM+b30AS/la6NPXW+AEoTU1k9iHwvarcgvvc2Qcd6v4W4xYwbrH/GN2GG7ly5OuH18H89qcGXkJwAi0mp8dgamx0X+YEZI5HX0S/xMHBn7EugHW/ecZQwUljsKhKgSrVdaFvL2JLMz393e1d0N7V1LddA7cpyrFqajoPU8Njw/lhWD6j+DW91KLYKM/MOB7LHJpgyioo94otaBugrWxrfx/0q7rMjZEk1RVQj5ln0UFAx5MLlQmoTEyl5xHYXlU+jDZrm3ZD0y7dBnQPoPuHNy40wULTMd0zCGbQZHQ8A9XMSDEzBohDTuQC1O7aa+8Ae4etj9UBqyNxCDpW41Qj6Eb9UX0W9FlzhZuH73KUsLHQNN0D0z2HTKcRnESHkvNjMF+pLAw/BcOnYq+i3wL6te0F/SHQH1ZNt5agtbRH3NkwxAQ2xAPoiaGWDmju0GxxPgjv2il0UJweLUGpNCUuItiHJiylQSgNiirUgYmAea+6HfraN2+98xHY1ty2V90D6h5DD9sFnMGl8+mgpmqEQSwtplNpSKUmx08ehLMnD+0vV6FcHa7Ey5AYC4+hCqAz+sMtc9Ay90TuAdyhq6lL/6P2hHIQDbqdbugx6zckOyA6sF93AMHVq7T0gs+3f81rigWvr3n11XUXTS44WNuk1CA98noB/zegQfixAml8+APweYdRkVw5QxfRMPL5AP/HH8GLCjTizSEfePF5GnxGfQNp6wv7cVvNXm/zmrsVe3zehdVXr+LwlSMBIQCZyPhhlIVj7eOP4lubMGocqH1jSamMo6w77oaqjYq5Mo4oBwd6qBiXYMM2mH2MCtvCxoAF/DbKb/EbkBV2KJDVM+SxgaOP8ticRt4GTpbibVbG4YCdOymHw2S18tBtpqy8wWlxg4e2uA0eK4Ie2oqG/NYA9AqUNWCK2MLwxCylFwfHzRWw5yg+5sx54mA/TLnKKBksQfw05Y+FM+EYFGapcCyRjEagmKeikXQsHoL9OaoYTwXGEJyh7/m9sgepnF0MbNFSrFPP2uywu4Wy2s1DDux2XZTDYte5WGA2Uy7WrUFmYuK++Ob4IOT2UCFW1MUskNZTUTZrSjjgtW1UwpG3iy44YqGS7qI7heA0PYtmhWoSDucpMZwT4zF4800qFhdzggjJKhUWhbw/AcIUFRD9BZSCcQVKefCl4I1S7pSz4BRBe4JyipZhWwx2HadscWOKFWBPmbIIuqg5CO1xig1oAgyC7+GUIEgfX+pWsozLtcbr9nhWu91e7xqP1+tdTV7IkWc1PvCs8eLD1V6PZ+Uzl9tiXsMoLEEmuNrnw596/R7fap+fXOPz+lb7feQan9ePvyVHAW9gtT9Arvbjo4B8XsgbXp2nwyGff43P7yOfkqOA3786EPD51vh9PtJO44i00ziP3CUQWBPw4fOCgURyTVAhulIu3Es//tQTIL0k1+Cb4zGQa7w+MgZy5Pa5V3vcfv+aoCVgXm2nd9cHlMsczoc1jmQi6Z7/XNIqGWRZCRILYuD9WxRmH4tW+7wJL56fWTqJRF8jQhLY/EuYEKe8CTlE8OkI2nEzgcuXviG9vaRWdqIertsMO7WUueEtnb3YW5ghzgKqXRTH2vXYW8xbiLdo8b3uUaCh1L1hExS2UmFWNMRscO4RKmbLmUUnJDlK5PKc6IYDVkrE3pIkLplCpUAmAJUQlQmMCMkwjCWoieRcCQmAAk6RE8EZoyxFZtiFwIs4nuOAcxqtrBNYjjJzOs7sht0OyuRmPWYEZsT6jX4YClCMXxthw/DoFKVOevz6MbAnKUfCOuxOgm2CcuH7oyScV+AAGgklITFHhZKJQiwB6TwVS2Qy8QiIESoeyUfFIMzGqGSwGMD9XaDHUci7jwXBTaX5gjVmh7g9wYUQhFAsJiQgU6GERDiB/IAEQ1qTALNAsWFdlA1ARwz7rTaAe/ktnGrq0hu1e5UJrF3iDog7KYGP28IOiNiosCPCBu0QZqiozo+hAJoVyO5lPRzwDOXheIvLCU4r5XLarZwT+gapIaPKrsKpiXYg1scFwBagOL8l7AyCNUxxQVvUKYChSBny7D40AzkFivqTfgFCJcofCSVCAhQmqJAQi0aCODlR2Vg8kMXZlt74rrIfmd2DVtg+SNl4kxUDl9FEOewWs9MBHjfltNsZDGtuJ4Y1p9FjAaeacmPQQxawK1BvUBcdhPRuKmSNGSMOmNxLRRxJS9QJoyYqxqe5mBsrJCruzngS5HajKBUoxWA2TSWCqXhUgJkpKiIkkqEYpEepcFRI++MQGacCMX8WJWBGgUrcuKUMlhLFx61ZRwz4MOWIM0l7GHZXKbtgEjCG9kcoW2DIb0HwGH35f6+Vnq9lcHwMuhgebG6K4XUWqx2MZop38R43At4Tiq9JWeOm1Tvofi/qX7O8XtHvQ6OrD9Oj+G2NNKpA0/5wbgQSKSoaz4piCKJBKiNkg5iGjaAil2MgwmFYFA1BFgIOKsgGNTgy6gXFgM9bWr1Il3y+0hoJKTCfTifL4A9QydGoMJ2GKA4BIRNMIziMFvoyO8nVoZWrM42r99MlP7n6HPZbV8mVBm+QcqWsBXscdCOUPTYkmkMwJFDmkCaI/ayNlofqAiNPMS6dxWaF7h7KarPbPTiYvBiEUNARxzDLpPHFBpENgTlMsSFtkCFpCBNb6U+1e5QimreIDohhAuL6n5w0YEUG4qQOD+txgIuh3NhJeQ6G1JSLs9k4F3ToKMY+xOuIk9pxiHJ+sAWxk1pDXIg4qTNoXXHSIeKk0zCMndQn+iMQbjhpUIBwlAoK0ZgQhvIIlU2NxUsIjtPN7+KMxns7GWCdMkbh6WQtlJN3ufF0ujyhxJqYImuPGle30wNez8Ca96/90JT+kTVSryLhj/lXI58XrfF7RDtOayUjnr9hG05rCRcGqoJLDvwqivinkiCGqGQ4n0hEQYxTiWg6G0lAaoSKJGLDARGiE1RQDKyktUmPaJkCe5HiU5Y8maISZcfJzBIBc5SyRvRRFkdokGKDWpLMCP98WfovyaEMo5g35IWohxK8ARfiQKdATq8dOcE1QHl5j8PtApeTcrucTpcLGIZy8Q4e0yizkzI5OI/FA4yHcno5TDHBSXimDxy0y+fwO/1gDVHWkCPkiII7QDliXNIrgqDwhn1Rfwh8IUooxhPDUchFqJA/Fgj7YFqgwr6YDyPcy/Td0oKyF/V4cPA8oKUGHL1G3CfkDliDVoj3UUFHiA8jCKCgLxiAcICKhdNCPAAzCQpDSiCOKTCdQFlXnIe8HUNA0iY4IOwQTH4rBBhK6HBz2ENu9VFWpMd4BxoXxXr1GO9A46AsLpPNzsGgnrJzNsZlJWzKZXURqqVXIEtwKGiDZA8VtMWZqANEKxXlUva4CzI85mtZN4aYo3QJxfzjcRKwYjAbj0YhKlCxSCgUIJ3mzGssyIaTszfmxV39KS29rUDjroK9BC4MIpWhEV0SLPgojClZAHqilDnY71cTdv0L6dlaVmlBBveFvhrtDtxXA4W90OshfhiMrvEpxhAaXH0nvexSvIHZJoGTlAJVImOpHKSzlBBNxmNBKMcpMZQM4FRdQmXHMAN+D+GZZswzRQ0VsoUIvtafUfx8pYkjCjTmjdqL4BihcHim7RF48hClz/XEsFLchZ2qcKLmI5zA6yVBjzyYLzcYDgpZw2aQ7lpeSyV6EW/pAi9P6Te2dmGdY0JMiIkCF+ICXuJFHpdzELg+ym12s8hDJt0zZYMsT6X4tCdN5Op0rJyBUIASI5l0NAGRRHw4nARpsPY6Tq3BJApA0BpgVj9JDyK3x6GB+mX1f6GcQy47iVPkjjrTUP+k9BvKPuLxDSDYJMuxidou5UE0YxzrhKw23hVsgvp+OnAwNTNWhnJ5KonV409X3Ys2DO56EnY9qf0xuhXQdwsPH9wBB3Y8q/kZgmfR0dR8BYuk0YXkSbgxQbHtQ2qNETRGtb2blInaU6pxUFVNi+4zUPscjeJIQCFAv9I+v/sw7D78+MgDDf2UrO1U7kNTxnIXlLuSW9B9gB5hn5QlUZcJi8021JXum4S+SfNR9AKgl8Rjo1gDTUwSYShdKSWU9biCyeuzAyIMin1CD7l3m7VDA53a/m7jHjA22XegrYA2x3bkmiHXPNozrYFpzZx1AcE5dGR08jg8pHib1D1uwQRt4FyjEPHrlQ9wB9O4g/NoylTphrHu5JPoEUAPmRsd7DQ1lGtaXQV1lT1GOng2eZiItIZy5V5V7kIt1k7cG01/99AeGNpj34m2A7o399j8Vpjferr/FUzW0JHiPBa9CrTR08YbgVMxGmxKranH0UwM0BvRpcGYsOXcZbgtQSGF9/Hsnjk1zPUdM/+E6PcDsekczAyPltOTkJmKnEFvQW2T4nb6EUXLsa2ltbKha1+WRGW3ArXyKpsBLP0GvZqBfqaX6ySljP6IMQVDaTvRdigVFCMiRMRENCVAKjwangnBueiR+ISI+1hfJRXxoFqdnRboZPuNQxoY0rAqRzv8ykJFZ1Ol4RTkUlVhP4IDaNJW1EOGiQwQ3etGDhxhnZbNtvsc0MH3u4w4qDmd3cCCgWWMFh1YdU4NGgDUlNpbVUO174D5DImAiXA1DuPx6vDkGAQGQrqoAX5HW4e5vKsA7rznBB6udCnO+94yVjv8iG2YTQOb1ot9MeiL7w3txuOXqu/W0srrFX+m/6y4nl7+7qoLh3jKn8dTfj2e8T/jCa9vW7Wcxse1tOwOv5KitbJSjwxOowWMVsOgvh3eVPyAls+RRhRoNjQdq0J4OJ5O4XQVz4ZzCPKo4MxboPoW1ZPrjfaSmuLr0incTgfqdWCjqxmtzjQAr37QTkGBDodmoiWIltK5vAh5sSDgJDyJirakAVJ6QYVaof4uOfUpBTqZmB8pwcjIeGKW3CvDp+yAEZkNmTBrCBBL1/+ZnFpToGfMB/rGQF1pwXEFD6EnepvXgq1iLAykYSDdE2kjjuFJYMNIW5fT1K9oaUstTd1E16H+MmVus3Y51GCbsU5bJqF+iXSO+hapFP7mz9hYx2ivitfYTWA3sRaDA0baqIo4nBGLIBaFCpoF2bQ4eH5We0VZf11R19KSVnqdSktfVtb/ebmVul0hnaPrd5F+3qX4I/2W4ut0rVVxLzF5VTqtvEUhlehfK+ol0sjhpS3K7yqk/6R3bd3zWOuPoPXunjt1d4DuB9YfezfCu3Tolfjz2Wdh5J2pXxz8Zzj41qFzB4/Ci4rlFrkHFRy+i2jWVOmCSldqOwnfHzPbVF2g6tprxK6xG+1NqyZBNckcQ88DeiF1tDIJlcmZ9AEEr656BD1h2NUKm3eq70PfBHRL4cGDO+Hgjqc1ryI4iPbH5/Mwl69UhudheC52gsT/25pzuw7DrsPri/fJfvfbP3/gdpj3vX2hziq9oZB+Q6o8v6GlQUXt86SgqZc7vFDbQyplpgYgbkcPAXrAvKWvC9RdnRcAUT1B8EYGxBeSxyvTUJmezGB3iLyk7EIqbpCFQVanN/RjM9xBv99MzBxWpAw5pshC0VJ2VkhRai4+W4SZYnkitx9yi7HD6CSgo/ZDxv1gXOif6CpCZ7E1vov4iBtbsYyDvtnWpoN2XV+3YQ8Y9ti3o02Abi08tLgDFnee0WAkO42OZOYnYX5y5HD0GfhOgnLuZro1OtDoVNZOgswdMlROsMfRSxjLk8fGCFTOpA8iqKCSPW+E/FCyP9IB74iU7aRm394x6KjsTG5sINhHFjJu27nlLv2X4HHa/BB1lpZrfhwgnFx9LGwjH75GCx3R3vgAnKhf/qe10vWYpjQWxd5TdHbvMK0lEy+vZGypdp1gXwdpkU4+T9VfpFEIYekMKIz/CSC9RYv441/RgXJ8LFuBbGW4UEjD7Ki8xHEcHTTNd8Hwb6nm0a1iA2elK7C7PrC8ivqFhRLzmUxRhKJYCmOLH0Kz5rIKxlRJufy5mdlD1r66O0xNCPYi3NciDBSZSe4g3MBR4XXFJ+Vi8lND5xG8ic5WDj4Nc4dzp9F5QC/qTjctQtPi5sJjCHagXUxTL8xJT1DSHPEoSXajs3jG7kWb+to2wmsfIA0Wdy8kD5aLmOpPEPgoojyfsULWmjALRhCGAmq0F+ovklN/qkALnjF3GviSvcBmgc3qU/1x6I+rwj1koNdJ25e+qyyinCNtgrQpoicrlxqHwWQCk8ng0CDQIH3ElAZT2pEjWaUYGU6nIZ0ejhQxXzqpbEc9rFoN6n62myyPtond5X4oY7fG/ZpFE2KZMBFxAoMJmmUn1KPQX+4W2xruaMODU6N+t4bDGcRgN9tgiDVjfAarHosh3JGB8KCoA1GXM5UsULIcMJ83wWHLuA3LrYw1akJ6QFqbwWACvbHX0UKSeE9UmwNNjh3lp+FWMxXbVGye7oPpvhPmF8g6wIwwkYTJ5MhwZhQyo1G59DrOlczDYB42pAbiMBBvEh/LQFO8P2IPABO2RjhM86KuOIoDykbTGREyYkXYRxLaqAOr2RwT1wXV8KsExU/aykwemGFtuicOPYmOcDMZplSUVz8kK/3+ZWRl5jJyiGHinDy/+zCDmycw0Y1hQtyGHiS0ZBuGib6uLmMbcYu2Yt9BMJYdB9FPCC05OjYJY5OTmTkE9QEpTmDobfq8YnrrkYHnEDyHTo4cOAoHjhReRL/BFudnrJNgmzSPGYowVNRkVSKoxN4wpnYb0ZOa9h0gRRv86BxOH/XXFKjd3xcwQqg/qiUr2UPDzKgVypYxZ1VeA67sewbuVLzZyKt1rOF28Z12Ddg0JoOGBQ07wPUjUCOtMCSCUbRknUVwpz1VdAikfeQ+S7naDTj670OPMptUsEnVvEu1DlRrmYfRA4DuSz1a2QiVjQd2n+mFM73nmFcIKToePZqDo7kjY4dnQcoq6qdpbMt2un6lQj/UayTr86YWwq92oN2xPXnYk++e0C6CdtH6FDoH6ET0SPYAxEdTI7k85PKjWUx+quKcsCivNzgrLIyzRVOarEIn++Lt8M4IZTkyND84DoPjXcXmDOzJ7IhsaSBCZekqpbzspIWCNq5G3YB6rGqdDnS6PmsHoV99cW0edAXrGJrEbhUfLRSgkB+LTyLw1I/h9DVtHuuDMXWyA+0BtMfcSeJG3WluIjYjrg4acShnLYKl6Bwh4LUgTsvhM53ELNdXo5SPoW1D7R3QvtewG20B1BFVZQYgO1A2zLKw29qpHewBTY+lFe0A9Ghhy2IzLO45o3sZwSvoTH5xARb3F06Qdd4D1jnNBGgmOotNSZgWyzl5FStaId0+YTjQNgttM9uyjzaGPV37HGb2kwTzRlViK6G9W9lmdS+oe7sZrKEG0ICgSYEmNZRny8CO4aw0DuhQcnasAuWKrEFE6R3lj9A69a5NsPXR/utRfQ2g+qeKNx96Ag4/8awaJ+FFNBebysNUvlzJzUFuPrafLB9hgGxehObFbYX1CLpQt6OHgR5T/6CuG3yvRE6l5yE9X6iU81BIkTU4mEbj7MgAJJn4AE4+/yJQ3Cntgb0TsLe6M02SDyaCLHa/tbfv+r7qezBwH3s3+iFOfZnbJr8Pk99fuPfoWjhLf126cbt0I5JuAvSc8FzyOYgfTR8ePghiZfTI/IvwKImW5y/ICwLFC6GJWBGixXSukSQI6ZtGZVtODzl9tBvthvpb5NS3FOi4c56U5Mr6YVUK+lJdhLs9irYONj8JUrxBVZ/DHdz349Htogpyu9I74tshuU5Yi9Zii920vX7j1+s34j4eeW7hp1Nvw+TbmXfQvwB6g31t4BVQ/WLX22vfIh1cavcTNngTZoP/Rv+ldi01fAv1i/o56re0dBumhrfRN9VPUqrrqf4/UT+UnsJU8fv1M5TxIfteLw+90irqe9IJ6gY8TneaNLNtOUu57W7Ow4Olw6512oGz2uwWDqycya0nRWVjwIA1oSJ2O5Xncq4MgjE0IgwTBpwtpCqQyGfm82dA2lorURg2LqmfxrTU0mprBesCu888B/WLpJMNWir9cGm98pbNVP0fFA/TP1acp+snFGhzsJOkNWOCzdogYyvxEwhyqBAohcDyc8rkYb12BCyy+bkgVuR8yC2AW/BkcARJZPHyRWxY6SEFab0VG7fe+r6BeoXGxwbqPjxI5zAZ5H31AFXfWC9Qf6WlNdJ2qtRG/bV+K/6rvl4qUNJ9UoD6Iv2d+uWUxcgaGB3YUxayg+f70qeo+kW45+NjS61Kiapfg5t+SLqGqn+cfqm+U/lRFVKVjPj2rZjY6cygMzNDGDmdRnc/pvqbFD/Eo32DXt5CTt+CieaLiq/SRxSoGs7H4xDHiqSMIIMynqwbxJ9TvWE1lghw+X+jmhcT4yoqWwoDUBiMd6JdgLqcXZYusHYxfQYdDOkMRp0V9FYDPyTjTEJXAl3JOkUCbCxUjU9BbDJZyRQhU8xmcnHIxodDeZy7pRHltehmzT074J4djz/YcjN03We6C/0A43TywfJaKGyfaFpsh8X2E+rnDPCc4QX7TwnBeSF2Kg+n80fGFqZh38zYdGYKbqFVzU0dG1SwUXWv+TYEd6B7kg+X4aHytsWOp6HjjPEl9M+AfpZ5Zfp5mH7h6PGzM3B2+uXszxC8gJ4zn+qDU6r97WM7YGxHcit6AtAO6y7tbtA19Xa090OfXmMzIrAjR4ATgAu7BRQFFAqNxg7Cy9Jb1K208S7KUNUW+lMwkFJjDQbtqI1t7YfW/q5W9RZQb2G3ECzdE23LdECmo6AuG6FsrDgw1SujUWE0BXL2KIFfHzAHHSCwMVuSgySXdRcIsp6bfOY8vPDq5C/R7wE9b3qu5zS0n9969OFJeGTynsztMtPZh13sPpK2cGbwzfqJ/n5r+VPUvYrabvpnirqT7kTtnhY3PPUcJU1Lb1NPK5bvkPdjnFu6THkczbrzHOS5jCU+BPGhsA4NYmrk1FmMwBqHLIMcDPG97j2YENxAS70K6Vq6WH9KeRBNu0YcUHLkzKIekgZBg9SY2vE6uxHsRouZsQNjH+K0LmA9Oi8mg/UHaAkppNvperKmlLe1jNKH0HywGoFqZDSRT0E+nSHxnKwIVTSF05NlRt4M0ZlvEmEyU8pnypApRyqNzRBVwzgYqv2FLrLdrUkgm1wKeEyvvtLATulK2lfDw/3iMn5ZQ0tfwn/4yPGV8k4XFV2/YpnBOFDDL73EFhf2lizQ0icVy9fS0maF9N/kuI5fb1HUlPLnZXlXzy9rv1M+g6a9cS8UXTmbyIDIhMmSONLxQzYG7GazzegEo3O3+wEEX6SlhxUSRdfj0iflrn2Flk4oKvQkKrlTPKT4lC3JQNJc6ph9HP5X/UZKupu+Vfoi1XFKPa8v4IQ/MNyThbPRw4XqNFSnsQzCEmzRNqubBN1kX7FDhA5xU/hObIAz8l6zzy71Kq9Ht3c99hCsfainsd2pTlVvee5heO7hN7p+j+Dn6Fzu2Bwcm595Ov8m1L+4SFk269v6BkE90IXTO2xBe3Jd89A1ZzpHNjW8k/nJ5BxMzi3mTiLAbNJa1kFZl+mNtoN07RRlOjN4oKsKm07cN3qLvDVK+mvtkPJP9SxV30r/UcpSd0l3KOvV95so6Vv0s9J3KWkf/ZM6fruRri8sNVF1eRNPAdu//kmF1EEv/46YqIZf98o2Py8Tu6tq/6F8Fh3RzzTDTEt2LfoeoO8ZHmvfA+3NO3QbZMKZb9sP7fsNz6G3AP0i+5PZBZhdODL8DNYR0qeV69FW+y4DdJl7tPLuHG2XaS9ot1nXkp0idUX15rMPw9mH3+n6LwR/Qe9Mnj0PZ89Xf4skIPtlun/76PPw6PnbJr8sU+6fL21Xvr9dUfPJ/lGna79S1L9CIPjFFef7iuxkX5Gd5anavylfRAvepBdG3Fm7yELCHB5CWhwsnMFsBrPZYB9wg9nb4X0cwTdp6fuKX9BT9Vnl82jRneNgmEtZYwzEmZAB6XBgcjqWAQzvNp0LzO4uL6aP9StpaZNCupSup2rXyx1w07/zPe0bCcB8cCI+moNybngkVYVUNVIlLOxvQquaHMlnxyA7FpW/q3JjTAmY0lBOmwJtaiDWF4K+0B4/Zjj1eTJTr34wSJz/pJOyDfDrnQrpz/J8WeWlq+dqtykxYTKX1DCiTrSQ4uoWS8ugGgbUveYOWcsmB8swULbsI5sTTyT2lcowUh5PzpD5WqXcinZamzXQrOnu1jaBpsm6m+SedfGtxWYoNE92L2phUXfIeph489nR4yfg+PHSefQmZisD57Ydh23HHxn9AZmsL0jnsAzUIj1vtILRqtdoO7DUrV9BtK50DS3dqkC/Dj4tjEGkHM+JcRDjmVAOwTAqcEUG9kufoFSZnqgsZqUahZt6AG1Q7doAP/tIGxYFejq4T8iDkBczORFyYl4YISQizYt2EO0xS9gIYWNgL3qcLCaSS15XoH3uKp8HvmDPsRlgM4akrA/7Qr1yReinJB6ukM+9QlG/ZqXmiP/E6R7/Schm99Ljyvo1t1PXKR6l6xcrztJ1vQJt93UHTBDUCENRFqJsyppzwLC94CqRYo6sTy3/RQ3ah1ysnNb8zhAmNa6QVwCP4C2hRZDaFf9GSxcrvkVLjyrwoF8m0u1t3HC4VVRDom9YO8ZAmZlwyNvkJiLVDFTTpUJuDH6okK5Y6V69T4F+5N7BGYAzsCYDi5W3zjmIQIeMITYKbMwu8hng0+6D6FWQHPKIsBj4b8mnVCtQl0fjtgI/ZGWMWPaZNA5MRrRoSGCSYE5yGZQDlIumsyLEI6XIfATmImNCJgzfk6aVD6Ktlo4B6BwcbDdvBenTWipaimfEKCRjuVCJyLIRp2gF0SoYcL4yKwasu62PWGCHvd02wMKARW80a8Cs4dRIBWh3qr2qgqpqvxkD3zgaC5fjUE6UMsUi+Nw+PuCAkDFkDthBupq2lBxFVwH4vIdQH790K4WedS5YCsAWddneJPSmdgkrtZ9q7YdKTGFtOR0M62K9vhao76HRbGw8V4BcoRQfR+D4C/azjYO7tsOu7doH0XcA3ZNZP7UDFte/0PuuvBYgzo3CXHlsLnMM6tcUKa7famCswFiGnDoEPUgd1xVBV7RWvQsg/YH2/0X3xq7jsOv4utE7ZVeWjuBOYLnJFvqh0B9vQZux7rK0atSg6e9ju+QmRELlRq37yObSE/H5/CjkS2URy82Ov2CpuEWzZyfs2al7iKz6PJDeMLEDFtafUr1M9tGeGFs4g1mI9y4K9Xh0LitwJrsFU/ohq5rHsd+HdCE2BnbBmXDnoH5TjkIc4hEPaGe2bbYHZnt/wvyaLMTPhcZjUI2OJLMZyGWSI7FxiFVDh7DIrLUp6v9A36PYc3rz2CMfBAyBpWtk7G340yEcr3eitfL61A6NbMfbig8dfBIOPvnsoMwAT6bnq7Bvonw4+ROoX4XtuNfab2TAyOhIraFjxQgl2wFSHjkV25cfgeFiOTGFYBTluTQLaXNMH1KDdNUIZTql3t9ehvby1uSjDSMfXTFyvh/y6ngTWgdos7VZqwatWs12I2hFPVntDAZbxz50GtDx+HxhFAqjpKAFkkI6QJatmo5sG9lAdNxmTfNOaN6lexDdDOg7+QcXn4TFJ48PPkOqouNCJQWVVKmYr8BdJAw/tEG59p/KDErystfHdNEeiPQEN5ANnt/l19k7gFPbDKwVWKuZN5KVR3OIjeMAteUdE2Cvup4m2zzfCT0bnQahHGsgZDKUxv2jVz2Anhhs3Q471mm+jupX4TS6Ov+Nxc2w+MRp9UsIXkZPjcwfhcPPFv8dSfhb6WrNv+94BlqPPlG6f0X7Y1FjalK1NXfBnq5W7V4L1D+jeLH4zNSxw7CckqeyVVG/pLEWic99GG02NXVBU1f/JsePQLrGTAX2RSuZDGQyxegYsUPRkTZCxhTRoB5AffY+gwrM+rbWxzbAnfdt3dDfBP1Npp38k1DTyrA6SgtiLBHHQCKOlQ/sg8X58WomD6WJbDVRgXglXEUT8ubJ5nlomduUu6/R788tbVHevwyUdImJqk7PZOYRTKBRa04Lw9pYF8lTO2x79RrQawYtKlLC0EYNWTBkLSVXFUermYqsKz25fy8sdDw19AKCX6BzE4fPwtThzAn0DKBXdE83HYA9B7cU1pJdqD2kLFGQLqekBC39g6L+vwmrIDl4+bMKdHtoXbQZhD5RnR+A4YEx3TQD06YTjhcJRhwUplMwnRrLYafNl1LjwjREpoPPYUlfu4ywk+UvkrXEFtcA8Bj4dEa5zNlMHrHojmqyoMkwI84KuHOefSTgPi8Tmpp7muQDWiE94qNwCPjSPhzoDDPY370X6pvrg1ivKmotMinooO1o0NvmgZd/RknbJQP1R8Xy3fJkjtUkZQnlHSkGUqaIjqzmqR1axgQmRkfAvh/pIkwKmJSjgMqARiP5VArS6XxkFJOQ6VWVBnjmdFE12Z3dalfJSlRjw8ZWocG4IQ+GvG2cPM5Sjoxi7ZkulhIYt7y1qzCsbjaSGleHYRfBvJ6IKt0P6f5RYrlmY++AoQsMXbYO1IqV6Oim482w2PmU8Tzx5tP5/QuwfyH/FFlQ2Web1lVBV+0ttqQxgyrJFd9SdJwwqJOGg+3T0Da9OfNgw18K2Hdb0V6um4FuZkBn7IehfrbD3gTSZ7VUoBobIS7cKHmPoByXImpAkPWEyqYxGMFg6nd0IvAg8g+Y+iXUiJAn28TKqGDL6huG6AC016YyaMGgG7T2ERuueJ111DUF9S+YKGHtyHZZU5804AG9iM4UDh2AQwcbW88XLbMDVRiodueao/DS3NRx8uEB476uaWhefKJARrL0cSlVGyP1ZH7ECiXbMJMyQMoQ1wr9IAwE+8hjNu2ubocaHGqLxmQA05DeLD/conJh1H+Qrt1NSi43vKe0Irtb3krosiEGlg8rEBO0CU4QuKg7jqHlG/RpdCS8kIB94lSuMgpjo4Wp1AKkFiJH0dOAjnEHzPNgntORh13Uo13DrSK0ijsEQlFvww72nxh4I8p363mq/mP6N1KeQgo/lgBGxCKbF2xeh9fpBd7jcrvd4HZ7eI8T6luWz1Auq8fm5cDL4dzuhoAr7Il6IdLYuZlEcRT1QdQX9oX8EPIFAv4A+AP+oC8E+6RPUZKd3l+/gvK5/G6/G/zugCfkBUyrvLiJqFdEGQRpJK40EQgGADdAWJdXcEddCXz/2hnKE/aE3EFwB1wBzg9On91n9YHVZ0IG4keOElbrbuT2ejzg9njcXhd4XF5e7jByIBsgzOd8HPhw9/0uID0JeMDvCXgD2KQ308thBXL7Gr0LekIe3LuwVx5gDPcPEijmw72LkAH6IOQP+uUB+gIoALWwAjeAj3x+PwTwF74gkJH7BPAJKEJqIjEUkUfjDXmC4A16Am4/ePz4fgiWN2C6qru8xvwVD+D/bepf/uA2vr+5Tbhxm+iHtwn83W3qelp6QCE9jhvw+wI+8ON+4iH4gv6QL9xoIEYaEEgD2NLeIHhwAx4fuP0euYHHaenbCkn7NwNdaeDDHpCBhnEP5AbkHvg+6MGLGJv/H+lSPEwGWV12O9jtmGebYPnZC6b3EcdomD7SMH28YfqIDwSf0DA9uTH4VkwfV2CZef9ynCLXE7e8MHkCJuykBeyYECeG+XDyfMFAgHhYgFhQeqSGL6aX4/9f+vDB9AewDT+Yftx9bHZPGGsEd8gVBFeIlz004PDZEXyHtiCr1+4Gu4dzcU48t04HbwfezltcZqh/efkTlJeuX1O7jHIl+QQfBT7KCVwYHGF70OoHa4D1MQi+i51kWPrC0qeUFkRCFOw4SnkP8F4XdnbA/o59H5b/9X9w4ggJsZg3gUD8OyfGDvDhKPClOBaw32Az+nkf8H6nz+EDu8/mY0mA9Urhpc8pVUjt6uegn9NaDAwYGJPBqgGrhlcTeFMHtYIBIoaYSTSDaE5aUjZI2zL2DAcZR5pLc5Dmkg7RAaIjZhdsELEGLcgMiPVYeRvwNqfDzoGDs/GsC1iX2YPHPYh0gaEQDIWYMCsAK1jDjhDYQ84Aj+BCtHvx6HnwfhDtdhLtDEYHB/gdAWfQBSFe4KM8xPiEM0lqSmlXzgU597AnT7aIjAfHIlCJlhL5DOQz6bxYggRZbcbJatRV4HLgyNnSrAhs0pwwxsAUM0WNETAKxohJwG9mgY0AG7FFHXHgYq4ESuI48kcDUQhEw4IQBiEcCcUDEAsk/EkEWZTxkMKWS+TjPMT5GB/hIcKHPRiHgo3Q8jcwxBdCcmwKF4IbxzVZVJdDK0D+gZc4PZkyLmgLgS1kCbEBYIPmABMAxs8Qz7l86XvSv9amlVU0yuetkLemGdEAoiE6iIl5SO3vISSh193Hq4FX2wfJU5d6o/ykj1Xt7CZSpz+ki4EuZkqxw8DmHCN8Gfgxt1yFHA+MhcoQGo0WxWEQh7PpfALyidEwZujBvyi3od2ONgbamG7tgAr6VYZOthnYZm4nqXdsCm9PNIPYnO0a6YeSepwso82yi86jZJvBAWEuBXOpicJoBUqV4RlxAcSF8GF0AssM52F2ASz7hiYHRmGg3JtrF6Fd3BN+kgz1+lp16XISIojzAud1ekiIeHA+8FwIkfoxBdIijW8AfANo0KfB/MwpNvbyi86k/MYluSRwjbf6pyQThb+JOaPgjDrDXEjed2gPgMMvB8YDNEvAzAF2zkUeaVg+L4egr5Hlgl4IeuQQFD4EEoGAmZwog77AR/KI9EsFKqERbxG8RS9589GCIaqP6iCqjxmiRpBuqh+lsNPhMADBFnaQxOCMuCJuiHrk1k/RYRT2hf2AWw8EgxAKBkKBMATC2IcEqJ2/EOLYbfwuP7j8Tj/nAwJTVhLiFSlUG1eKSPSKHhA9CVecgzgXswkMRMxBuSpn9DA8Cy4zZ7HbwG6zOsw8sE6jG8vqDbTUrThF17/4JyVmEi6HA4fyR01yIfH/fWoVL2DrR/H9gkl2Kk7SC2g2VMVKNzaazOcgn0sX42WIl0MTaBpHqLvI5YHLW7PmFLApo2iIgSFmEAxBMASMGDwB4yeJg/rXMPd5VorUqsoUijdQESc7D+T5tC3KQNQcGiIlRNbD8lbgrU47mVSHxcnyYOZNniEED9HSg4qn6fo//fvfJ+qX//+PkFPso5Mo4Ym5IO6KOiN2iDgEm8CCYAmbBROcrn/pI7zJTXiTZ6XxOKZMkLnAm4QLzIRkZfyCgoCnG7sfzueuKJ+AzdJnKGcK+3cCuAQXl/dWOCKOMNgFe8geguFwNpKKQSouJmJY9CUj6VAGQplADuUBlVxFGQmtGXMSzCljXBcFfVQTHgjgFLFCxczIhO38PWznUemdpX9UNqEWbi8De5keXX8fDKj0HUwzmPdwTxJtsTm8U2wBsSXXiP+KfpqFaXaeWyRbaob9uQDkAplQKgypUCIcC0E8LGCfBpy7g2SAgQZEBtEKfcEgCTjXx1b4zwr7wPTF45PZhws53Q4eOJxlLE6wcGankQcTr3drZAka1JPhGEUmA+aMtciVwVF2yRtnpoJVoYzVfbwo5iCZyySH45CLFUm5rIhy7gwPaWfSmeAgwcU4AUO5M+wOkU3beAoaUO4nUP4hHfwIzcJQHgLcWTkmMZDzIeBDXMgaBmuYDZlDwIaYoDEApoDRZyQROnAKsycXznvuRt7z/I8s13mB5fobLJfkiiBmjy667ln+AuW08w63E1ycG+MjeJyESYCXl/d/6TDjDFgFDjPOmAt7V+3SC4Txfya2OU+SrPhG+KATT32Glpy1K6hQNBQJYtgRAmF/GPz4pZHGyPLgiAIl3NhQ4BRsAYyf9f/A7hKUvJhb6JDeY3CBwTXEm/DcOFmn1QlWzJZcLnCR3eoNnoPf5FzPA2r0GYOXDed6PGanjwc8cMxYwe+VmX0Qhf1CCCKhaDgexj4khlIh7FFZf46EpRx1MVfEKQ845AjYIGj325AVkMVjcbPgZnmGY4BjrEbWQH6OQKfVQP3i+qUUx/FOFzYi73ZiW2JLcl5Hg3zgi62YNBGpEXDKSinkXlE7Ap6E/y0TaOIamMKTBxtWCPSFLO/9iFLwNCi8e4VA++nXfkbNzlYmimNQLGdGE2SvaCQfHIbAsH+YRGnRVXAMgyNvyZhSYErp4wNRGIj0BbuI8wT/14rC4J3A8x4bYqFeViDW7wjyEOQFT5QIuZQv5YeUL+PLEb097Mm4IOPCCZA8TSZghgEhSwAHOqAhN54icLIOm9UOVjvrZFzAuIY8BlKONviZIDBBc9AaBGvIESS7AwJ4Zghr83g9XvB4ZY12gbU5sffaifdyCHuvE/E+otHwP0LIsUrDZvSEsRaEqCvuSroh6Uq7s27IeHLeHNnrNhWqRmEcZ4gCzhDZTDFRhkQ5PC5zFL5sL4K9aM4NpcGQ0ib6I6CO9AY7yb4Fws3Biixe/CZdReSNgHDWJNwNk7VhEqpReT48JFQ/mI+GIjqBXfceaWmpi1h1hXEQUu7C4dkQzy48xPrB95+jPNhffQ3ZGXJD0C2L56g3TtJDHM/8h5wg5JNpOVHQWDxLB5eeowh6rACaKwB8wOmXibm1QcyDklCbV8ZR3BPFRACHouzMYTuZKmuICRgB50G9XwM+jU/+sY8Br9arA6/Og2cQ3CaXGWd0nnXaOAdwDrvT5gIb1vq4bSMyBywCWASb6MgAl3GOuCvgqnjmyPaFWf9EoAyY/xWFHAi5WFKMghhNkeWh8HsY+vc6VAyomEGtQQVDKrbT3gyOZtcuQv22BnYJLSC0xDszfZDpK+jGGKgwMwT6F9FMRC7WjhSyFchVxKnIAkQXggfRMUDH3Ye4fcDts04Zx8A4ps3LG3n2Ck0NM3gwhmiQ1qN3gR5jCOMEBmOIzQk2J8fL80GeeAEyOcTz3GgFQzByAmaMF3BzxeV8Xowh/hUMCUQJhsTCiTAkLmBImvy6QQqJnngjczfMTjAksIIh5gaVsDhsNgfYMJVgeBwhJhIhm2gZxb0YxS8AG+91fhAHtkatwtlAcSJtvRjFgwTFT5HHyOWo5FPOOI5KR8QWJlON0ZT5kL5whL7YOExfXDJ9MZLlJYPfGAJj0BxiQ2AJ2XBcgiPkJFHJIwywTpIMrCS2cRZBjVoJcVqeuC18oLAFN9ZSmFC4sIxJ8hlXzk20lDdPdl5NBsdxHEZHE4UM2bEwnJC1lPwTDThXcsSL7EmLCBaRiQ9FwRjVh7Q4mytyobSQjEIymohHRYiKkaTMPfxZspxVklHNnsOoJoIpqY8NCqAR1MGexrwv1PLK+gFF/Qe0dId0AIv5CekSJYNYObSxViaB6XF6XDgwccbExq5vrf+ZIriN058bm10GIHwaTiWOBoBjAkvs7/A7AySLykSe2B8ndomn6/RHOb6M7WFPo1iAEjLHXyk3+OVyw9/QPVpxGpP0CxCTQBlAWY/ojoAL51Asah+na5/BNN3TkHU8eRyR89n8mF9ZML8yNkb8JiZX7aibV9ugzzpoNhhAbzBpLf3ADthVXA9soz+KsjhfugnOkhwv+zrWxn4n+J1BQlQWaZxEneRhOa7xRpIqf+Gt6UJL3r9pSY4aTm4p4ASsPklLh+lQV1Ql9oPYn9YOG2F4aMRcscOYfYKfJeu9WV8mAOlAMiAGIRGMBXFMRUPhYCgEIaxSAhEIRHxxlCI0LnqBxgUuVKE8PhlzecR7OELj7LyNx+TAwpuJfxtJTOmQ0c+EgAlZBGsUsB5POEWs43C6yGBsp0MoEAgIWAz55ZsIspwmaZbo6MAHN/FgYL+Oxl+HG2o7TB65EuQ3LMjJm3Rdo63wB21F/i9tXUljGpsOixBORhKxKMRiCSEZAhHjR5ZYRa4GJF0JUg2I8VEeU0iBD3tWKKTfJ/MEmfGSNNCgunKhrWGjv6eQLuI2zqAdR3bQFmSDcjXA5AfmAoUMSlNLn1ZigMHzC2Rh0eUlCQvPMmGUXq8X6lffQh4OJKLZ7b4w62QB0rsy6ywm/A10kPOyTLR8yEd+2wKzcb8QgPdOU8s3KOqX0is1Gs/fctUPsn0Dc/0EZQjK+QlXlTFXeq9RZ/RdqDN+UOn0fVDp/KDO6PmbOuN1dC1HhC5Gb1no4m9cPrmWxWFcXUmZqLagTKOkGxs94cQK14wVbtgQ1EBQ4+9FHcDaGQcWCEYsbbFnYTDxy0TGHm7sSI+5RXCLnjQJ37Q/FRQhIIYTQgyEaCwSx2IlJJKnJIU/NcLUisNUw+AwHTKYNTY12NW8iqzB9QbUwiAImpg+ZYSUMWcp2qFor/BTZPGiFMwLkBdkTYYU3gG3xqkDXms3WI1gMTKswQ4G2yCvlpclfawf2IDFbyOP2NtJ+ZHzO30umW6hFSDwuC/QLUQmgJBceSL9mJnJwB4mpYSIO0Z+SySOh5f0QNKT9CbJvqbpUCUGlXgpOZxtFMlGQByJlYRRLI1CZcIEyr4y+f2zMW/ZUwL3qGvEWQAnBm5rFqxZNo2hmxENUa0AWqE/oCKr0nHpS9KX5IKm3QsYpz1OF/BuTKk5cHNeAsR3KtbXr6JWSjcYcT2ymgmSR5BJVQUTViyliO4lFU0sUkhBBVNrHJwEc8//GyVEsXaMQjAalAtyMX/MFwNf3JdAIsYZb9RNdnaQgi3wQc5vJ8UQm8/a2Kg1I29km/cM81B2FqxZsnaa1ER7IaYKNZHndjbxu23dYO9mNYwZGLPepnHCEK/ytOCwv4iuqch6TvvKtrYR+iRaDE3EYDE5lSuNwORkaX/2BKQWhWNkWfMFxxnmIJgOaeZ7q6Ca2FvYk4Ce6M7QellVraxpNnbu1boV0uJyN7Wyj+pKelmjqB+paaj6F1d+RqpXuQntdLQaodWoIvu1L/x83sbC9gOtUO17avDnBniWmbNlnFCyZ2wxC8QsIZxdAKktGo0BBvUdtp3k8Z6OeH8BBgrGafthqH/JTEXvqKw92gxH97yke1feyhBdyMD+zES5OAPFmfgcWgB00DZnqJLdh6WuDHRmt2Tuz8D9md1pQwrMCS5JQiYXSaXiUMxMRveTjTfjjrwJho1if7gdpK+EKM8Lgyd3zcOufT8evolMxQ04xf9OeRxNezJuKLqGrXK0RHRkT6WOH7KawGpiyDN0Bq7NtREBJgJNipfpeveHWwqLin+jz6NjgWkBSuFSfCQDpczwSHoc0uORWXQA0BnzIfUM9M10FpvjoBY2Bm/BlmeIQZeaVklRsj/vRlqKkB1536br9y6XqfpDNfxyE9nPdXJle96/0MufXG6j6v+oqL0p7/b6Bl27uqanpFWK5Tw+8Y4PKviyw/9PFfyX/37JZ/8FvXhBgP99KeGjK0shGQgv6MXtdC30f6/qL32mdjFmzdvQLkczA81Mp6ax/a/D1AxMs2Mn2Zy7TdiVaoVUS76zrIYx9ZRunoF9zEHuuLwp2pfxA34hv5OSCaSDacKMxWA8CPGgECbpVvBHcT+loALnSJJSPbijK8t4pASJySVmPfXORqbwXli7wyRd5sPkhwJwphjyswEO84yQK/x/yvvy+Daqe1+4l5n5cUu5bUEtlNJXaEqA27K3gbAkDSEJWSBxHGdz7ETeZVuWZG3WblmWnRzHlm1ZlmXtliVZ3hR5jZM4TuyEJCRkg1C2Amm60Vu4pe07Ssf9vHfOyEBf29c/37ufe/+RpbFGM3PO7/z27/eQIfkSy9/HmW0mu7ERjI1GSq4iRTIHiXWrO9RdOh/o/MawNQq1MXs/GgY04OjriIIz2tXj9YPPH/REXBBxRR0JATLXGKyHUL2/3mMDj41meoH48o0tCymcps+z8Z8lPpqc1AB17+vc64S97Y2tdgc0OOoySRtjK3WwHVqHsgVULYoMBH8Gt6c/FUVR2EzbEKo7ylA+ILG1soaW5VW1MgG1Q8vyNSHrIDpIVlD7gDcA3kCwI0KCKcyK1qAtqt15sDtf9X9Qdx1SzVEA3XhgaIRYCPtTpi0aGWjl1aYqihyraaM1C7c10BgF/k4D07ExlDdYCUOVk4ZZoS8wfugEHD7R8xHC3wCERcpf5s5B7uzG2ArhpseubxVa7M6xa5due6hwERQu0ty3937Ad7DoTMfl4DsQfDfx5sglGLmUOp46AJ9w8xKh0X4l7fNf9Wct8zsWr76upeR2ZAjG0zfQIaBtID61s4yiZPLqJDoN6DSqWqGpQdmp7qHNREJz/Kizz0dBQ6GOXgRdOC16Dq2X7tgEOzZVfx/xdwDibw8/PJUFU5tPVl2mrUqzofFJGJ8InqSshBc0cxS7MrEjRLTBNrRHUyoGx0/dxwK9EOjtcccRhJDP1mUCt8mpaZYBvtPD1J5QTpQmoCSR59kiwFVm8bsi/m4Oh1l8N0cZLclTeNJ7RCk0oIuXQqy0aytFTq3NIO3LJfpi2rIk8VZRJKzxyALSPtoP0YH+7gMI6i6IxKjYUqqGMrW8vEYMWrE1ly6wH4XWTO6AyR0zFERGbGhrxA0Rt7/b7Qe+ncLoxdwz7Atc8bHt0XUZeXKno6LlKNtQWgGlFTVFtKdme7BwtArimosq/M8K6CGxoRCPNgt23lBvNluhxiSzldKmGUVbTRfUuM2BeiIZ31Yz7h3RolEpjEpnjZcQvIVOelODMDIUGEVTgCaMg9IekPZsDazwwgrvbrfZCdY2u6B8XI4OVxt4OnodSbqUQnaPBbotLoNDDVjUw5gmq4fKwlAazunMAHnP47vpkJ5j91XVqywGMOs1JpkVollM3NXT5feB3+cOtoWhLdycQCPwW6FL6/rDPZRIUcn/huGb5m9m8AoWP47tDH6ct9MPPEqTgypM/v0cy9/DlzH8PZi8PEPN5pUv2nErOUxUB4O389cY/DLLJ9MvMjiM+xk+h+Un+YsMvpjpSn5kL71e9/zjDH9MOHOGIxP/BMMvZfmn+CTDP4uT9Fq3/unL+FMyE+vRFoquukQpIhd6XonaPdwy3BaCtiAlbAKvy98apLW/roYOG3TY2msdBnAY9pejbcAnhVP201OGhId3C6d0Ckj4KPLXurXgNDjK6HcPC999n0NH7MPWEJj6NGG5B2SecopmqkRVNrkRZKZqtbIK9DFNsNoNiq6qNiH91/gFcErMnTrJ4B/zPoFBUorfph1IWxieZflCvoRJf59iZv60spOOw0Zi+j5h8YPpcaYt3BZrH4BmS1uVOw/wg/PjzC9ZvI3YxO+z/E3zuxnDRvNWax6Y39Z+oLgGi/D/En7yrnkt02gx52ufA+vh2kOWw8Q7SksYWo95d4zG7rdx6UbacTbfyPKVN/3lRyIzlzIyQx/77s+69l5Nt4j4Bo5/ksVP4gbGh0tF/Jn5nQx/C4cnWX4Rh+9k8SLuGotv4R5j0zs5niPzeo9gfU3/qH5+O4fEraWdleCq9CpCGghqoob+WkjUDttHEIyhpGPABQOuqDcUhFDQG3ElwJVoHUQpSP+rYGlpwErs2heWti5jaf+uzd+3cNWvcEjVqLHpoL6mzmCxgMVstOrrQW+roRAvDapp1reCvtXotHSCudPqqfdDvb8xiCKQvvn/bt/NdNJ/9jZ55BpkRFba2mNrbGiEBmJahfBtv7XFDHjj/BytL2Uyrc2Cg703U7jc5yAmm/rZiOYqUSetNtEunY4moPWsVuJ1719opaBOCeBN6RNMi2u/UzCT+1ppBqPFnnGqzbQER8nfrF8M/V4aXZKhFyw9/29EShDHP5TWM9SX2UsHsrH5Lx/JQingiGL+Le2x+wuJmP/aTX8tIEv/BhBGPnn+M9C14M2T1Fn8Ehfiv8kcZ8P4mwz+0gLTw6q/vWvZ/O7/vowjRL+WXH9YRGy1VeilaytHu4ils5UZtGDQ1lhVNOdT4zT4weC39Qucp22DHlql8zlDCPaeEu1ARTWKEpCXmvJp4nlt107KYVGe1Aup5mR33wD0DXhoyzQ6bZiS9kNlf3F3HoJ00fyLouDfu66RXFf5D64bRvB8+kXR/Df/bGcus+lvXrczz7MX5m/J3EopyEu+uJVyiEuEW5kgtxL/61uR9hfRW7kV44NUYm7mevhvMcfYEP4WQwZuMYt/9PWFgzNEjBYO3po+1kohlUXz3Qz+V6Lp0900LlxMVL3d0GC0G2CvzW6wqUD6M+ZB7GP4RQJ+6Jvp35FQV8APJcW+DRQ/VGAvsVaAtcIo16pg90Bez04vFCxh+ix9hriWRFpaWvPfjHYFi0eheKzmDO2E/qnvlIArmiJuGDThr4i+g5ZI1q+F9WsrHkH8zZR6N/HwmbVweu2H5fifaBfu0Y6pIJwU96sdeyFoCVpDNpj5lBF7CgMlvRAfCA65h8E75TxGG8zxzRW/2HAW1p9dMnBPhvx6MQl1V6Ms865qeLliV37FJqjYpF9DCaRXda2PbYTYxrG84xUwW3FWfwXBSXTCdSIMc6GJ3r444BTHv8rSqO0p9hFOpZMbK81QYa6sr0TwEnGnisehaFx7Bn0A6G3/K8kRSI4cCZyhRmCoNqqGmMZf1VEKeFGUMZ4rP7o9CduTL/gfywCdC4gLvPulktVVK6D8Sf1jlPZkufuZ3qUQXXrg2SPL4des9LTmkHkAdNPGmdpZqJ21H6e4tZ+0v+69AN4LifcnPxaYGGde+7xvHy/lzpxn8Dd4E4PvZ/ks/B6DV+Eswel5gl/HpL8iKL8/rWimVvsZGrA+zuJ70/0MvneevDzM4uU0ev0ey//TfCPDfzVNXpaz/DfmLcw9aQsj9Efgi19cz82h8ZYBZwjaw+5uH8WmBlvDFPvjbcjgdiyCD9NchrbQOiI9ZY5DU3sH7SGK2wmY/GDyCbwO8k6B8GIDypHn5QhEAgJEp5+M0uT9fUu8q8C7qn0Feg5Q4d5iewnYS2xFVjFYCywllgqwVGjzZZvgI3b2g5EPI1ch+JbrdXQe0LvGt2Vvgeztwjd2XISHBFjV5fRS0QCKmoKyDGwjG9BGyx61HNQKSpEBElTVpYyBMmYep0mXadcBAVEQo7CNFL5BVIoq6qR6qNKraBvymxRE8flg9FZFNGELhC29lPrlFTTdM3YIxg8FX6Mg8A/U5/ZMwZ6pbT0vZ3hWKMzwPrRU8tKLIM6XbTGthU2sfhnzKrvPgoQ6Dc191sFOevB11v1iLHs07zMA4hw67BoLEv+KKy7crt2AIAft8ZenQBcwReuGAFez3W8y/H52XyexyS5AtN7QBrhbOBxi2/vdUX8IBg6MUUTiDBoViA+IgigI5HZkZwKI71yXifBd/H3Mh+xqfB/D/4DF0nntf3l0EcYX0s8SCRGAPQLmZCOgzRYxlRC53FRBA7hyX3USdL11I+iYAOwJRQTMCZEQvhlPCIvjNvZNLijtUcVp2bKPgpVPZcRh7FBQoP74UH1OPAnigznh9Qg2oe3VewSOAcE5uRM/QuQeqZoL2jaC0l3UvdUHqlVMsnbEOlYHeoOsoigXTogZX09wqOcg9OaHSv1yODnKlExWJTReSDlGnaNuUF1gdhsL9RIdtB1uHmnqh5VkSVknM4moXv5O5j+IpbiToUiDByhD1+nrJaLvcQfZfTK7mpJOGUwWnQ2CpUyfOxTo6gUyRf1oHN7lBLWD7/sbV+Qpftf/A5ISnLj21yRjR9h9lXal1fCPibI+xyh/xOImDt+MGQa3839m8FdZ/lz6OQbP4HGGrGc+zWMGY4EbfwYv+Xt+Yvf/R7IrYtS+vrCjQ1LY0UES2A3+hR0dvle1LHsblCbywtkeUK5iBuoSRmKLpabyeuIPrkQbI7uOwK7DysvoV4A+Cl+eOgwHD53oITH9vvdEa9FGQ04l5FQU5Es3gTTLuI7yBK7sWhffDLGskfyZCpipOKE/Syn9TtKdHqYLjkqnayB2linuEofyEzA8FB3xTYFvyjkjIHGMr1bNgmxOPJGTgJzExu41mSV2LP20oITpElvAzmWZ91RXgVJaZayg+YcF2JhlDM0BmnONhaIQjgpLrOR/kmh6q3J3LuzJVa9FSwA9Fn5hchscyDukIi5FAsXbom6IdoV8vjDwnZ/h2b7GPsdp+5QhRRcoPJVtpRkrvJ/o4EJUYaPKxVhTY1WDVW2XoHwo5Jax/A3cm+z8wwJm9GHuUxbfwC1ikxyKtvgo+abT4whQarhgY8gOvt8wxa7C1gXa/rPpXfT5zEElBJWuciQGtFS1enc2SMQl6gLaTaZu03VR6fYKnYkNcZqD7G3t6xwC15AnlmF76PY6wesU2B5I7N0p2sj3M5LTOxPrqA4qzHAklBfKt4J8q2kTWk9BhFsHimGgZLTmMN1X5mh8moII9cuZ91j8ADHsApNQ+gncLbJuMxfoZWCoUqkEqryqOikd9ep2XTfoaLQQITrc4XV5wOXpdglFpmTrdAsMNPc0dzWDp9nd3EkpRX6EA6KX0XZjoQwKZNKCmm1wrY5xJbxhusmGN9GezOTuA3rwmNv1tHdST6LYalBYC+qz98LmxqJGTQNU2GW1KiOoTTU1JhWYlDZFRr2XxKsgXpUyHqLwsL7WeCfEOuP+RC/slzerHTr4OWtLNIRRNxk6x4BzlFgwEdOebOmnkKekMS4NQ3Fim2ddhszqp+moaAvaadwjhT1V5WJVNiizLdkoi/jZvm1DJTBUPFkzRxmNDnaPJmA00X8odBYeczKGPLVErga5SmZZQEdpQqAN1Q5Qp36sbcIzCZ6DwcHeEPSGE3TriwTqsfq14Nd2KJAErrYy6Kh+TJIASSK/e8G2vpcWi4ZRnykshx55ZwnNdErtFbUSsCmtaosGLBpjDWX4IsGTULLQNmgFwLe7OgLKiDmJDpNHbulzDoJzwN3nj4AvEgwssNvEEDSfFz2N1sp2ZMPGFyuXoPsAiZ3F3grwVvQqBnQwoBu2jtIW6qmuiShMRgdHeqahZ7rzOHoF0DntTFEKClPb/RsESsX07WTcFrJGxP9VSIrB9yHzBMvfSMKHn7HTeC/jmvGMeOPgjYVD0W6IdkfbI0LPqd1lAVdtpmhU26izK2EF/yk5ZwY7yDldI55e8ESCQXJOjJzTS/1Gj91VCy5r5hxzo6a+Cp7nPyLnXMJXmbZkSy+d7KQlrg6AKijp2J3B9xF/TKqvqpaT8UsYwmovqLwyZ3lmqH+Vzqd97eZgNQQp/0o+8ff0myqyoCJrj3SbgB5o1bpB6zZ5rUGwexqjKAUo4uhzDYJrsCve3UOXos/fCf5OwbntvSSSIUV9tRmqzTJVZTl4XmeeYvkH/ywmt3kSDzOD6w+Vn6a5zmgrVUTuXn9vFHqjoWHfBPgmnYep0/CafloyDJJhsW8HVUQK/AK1yg8Qj/wqix/8bKni94mcDKGYOayEkDJDHtMoVDv4g6znaE+KLIVE75D7AAlkz5PoMc+0Rw5ieVmhLAfkOSZBuHe3F3nLwFvWIycz318zZE0JLGT+yRRMHoiNdI7DD9sZfbFSKtVCpaaytpK6wDK3ighar0UQtPYmZ1MHpG9jHdH9vVQxnNMeLU5B8YEdgojgBI5e3yq67yVGxt/GvMAaVzMX2fX8ccYqbpDRzLKqvabbBEFd1DpEpzjYHHTQMUMc7QTUCMxAzfUOqG9tFBLGbS2htiS8gkeI4+k5TyRtBG9kqK5OZ9joauVaUGhlUlkBhP/IPEO0NBHE99lxXMj4r/WeFvZrSngTAoqi3mOB5HuM3K1q1WXE4QHiOqzmZxhTTn0xbVaXdFZFlBBR9ltGEJxFrw6duUjUmuYHVGVyJDB+nN3OqxlrnrXCpgNLlbFapwadRq0Xpl9RrxCqKA5zB5g66ruQD5CnOdQWgzfxNeYxgUykiHhyi9APi1Yth+eWFN6DeBGg+3uXTefAdM4F2VXKUHM2ODcGc+MTp/t+Ct93MzUbpXliCRSU5+l3UNcw109GuyRVM4veAPTL8NtTr8Gxty6lMvhuU1wBcXmgsINo3nbGdqHqWO4o5I6+FFiWkau1RK7Ui4lkBj8hzyLmt4sWFi6+UXi6W68/lKTBYCP/7wzfRyG5LIvX4iamrcPlJbLvNHQYOwyAX+TbGQwsH0jfwuAm/CtmEcsv4rMYtVQr1yvAEtDGZQeA/wZex/AMdbWEEDM+/yjDz1J/a5bDqTT58M8s/22+hKnIle1RF4NyRDEiHwH+HlxJ08C0jMvR826noemjbPrbNBq9j+UPz6eYR9Ip+p7KWxb5DhU2/B02im+jyYvPH4wcEp6MFrqJrQPcIGrQMrZSq4J6tDqjSVsLWoG+ELRI32pxgdlVLxScA+2UXDboPdh5iYQj+137nZQHqAyPEbdoW8bYVpUY8gDfbWYc/o4uTwcJWgI0aOlBPntnLXTWtgphm7lRX68FZV2+bY0dnqnPrqmohIpKQwFlZsvrKolJIVY1bBzP1HGohugM+4IkZFG3aB1a8vNsXbQhgkJECbWNd50G7xXnVLMXmn1NXtpHlNIPlEehPLrDvYCN/SC9UkTxvF4teLXtlRR320g7s4CXsc5xz0A4BOFQr4tEIJ5PRPej54q2LIfCbI3g2q0IbZrIg/H8OdVFWiU86B6NwGikPxmZBv6rQUa+s7g6d8HmCYjgGIVTNCMH7XD6A9sWbRYQPpe0x6k+SG0LrMt0RWylyuxBOod3s/+RVjF4y7yKvhc0G4lwFs9XM3xOupoRgvzEZXwXmc67KM1QFN/F8P+DhkDpH6Tjoiy0tXjnj8H/W4b/OvvZ/A7gJUzXua5DXQnoSvh7In6I+CLOnkyjpdsOxzDHKDvUDnXG10ynlxEDEBHo3tQdAt55jTarOBcUknJdIQUvKahF14Rq+2gvf1/rgHsY3MP+WNgPYX/U2YfgDzc9hlZKt2TBlizZc+hBak6L/CXgL4lVJTVwQDteS/ytn6PLiWOnYOZU9HWaELqknqPkoWMvB5cJg5KuJK7mKrS+ZmMJbCzZtVWyBiSr9cvRUkD3RZYdzoHDORfkV2nR9XzwxDicGBs/FX8X+PtDjGFHdUm5AioUpeaiv+DBNk5S13jGdTQ4A8GZWGooAkORA50jtNW5zxrSQkjrqWzfA/ieLsZ6qWoudwx2jq4PCuwVM1eIGvw9Hc4vs/gSXS7/xvK38zLGbjOrNMWgKbaoG+3QGKwfsZyCUqxh+G8LBilNJmUz2mrMlUKutKRAuR2U28w5aDPxPf3ZqQJIFR7VnENwAk13TyRgvH/gYPgU8N8KMWaJvlqtB7VOTTlLVUjbbvCCwWsL07bPodYDFL014uujG4gFIh3RDI67ywgek1PVLAV8Zxdjn9GMlfRDcf+O7kyknmYXRD8DZRdEX2IrNhaCobBGqtaBSqekV5MhpUsTBk24NkGbT2KtA51JcCe9sZAfQv4eerXjn4ikSG5X1IKiVq6TVoNrhuHvZIlF3kNF7jgOMkPZM1UXaBn5ROzwcZg7G38b/RrQG7pZyQGQJHf7swVbeInIspTI8qtsfVWt2mQCk6mmVmkH41pmqinVFY9CPBqadL8KPfgmhr9HSEl9vlzSTjaCb2Hmb2TxV9O/YvjFgrbb9Plq+s7CCvqOwF7z6+sbRPxjDzK6pcwqVv1d5gKbzxcxpixi2PSAylyyMJWBYSqbERTZ3+OA0O+J1VXsNeyrR1CDzM22VsrI1k4TRI6WcHsKDuIq5gM2+HvmR+wwXsXQGTdfl4s+5RczH7Hr8WKGv4vFd8+b/kvr1OsPp5ekPxIdQolGN+1edtW1W6DN0iL4pApbtUENBrVaL7eCvHarnaynXcT52MP8keW1+F8WZmoxO4d7mV+zr6Lx/eFmGHH0t4ddEHaFPMEgBALeaNcQdA22DdGwL2Wlveo1sepApRsqO8WtxCvlJ6hkpHPJciMObr3UBFJzuVoiBfd5hr/jc1U4gcsY95nOUVcAPPFAOEJblsLOIO0Z9Qjet4V40jWwz2qXW/NhPT9FTzqDDzKu6dbBJh/lsRpQREARKevcnQmI36P8m6vysmT5kL9Kskq9BtRrLC9Sduyc1o3u9eBeF1gf3QAfsbpXTDO2g2A72HCIOomX29/wXoHuK5GLA2dh8NVD50+9DvcK0v3z9PJMYwuNhTsqhD1abaWmEjCVCLUxla7aKiR8qjsE2gmroIZn3EeikxA9OBgmkQreiUdFm/ggUzqbE1uJ4Fm0vmznGshdU72MliGe926hYW/xRM0xGn1FHULvTsQbIb4qZ97M0Ervo5+tmwTe8Pl6WrywnhYL6+kqUdClSFqvNoPKpNNb1FBnqKsk42bJIW6mehHzFvvE/BN0BK+mn2A+ZoOfMg+wbcOMI97qdbRBu6vT4aH5gGj9gAWiHzO5nrx2YVSv4n8ho+p92Z3TtgvadrXsFLYmqPuxbhnolyteKFsHknU7V7+0Av7AnrowMRebgImLA+eDr0HwNdc5mv+ZqT9hehVMZzRnZKeB7htpTt98/dskxltdtTkLsjZXrUZPA3o6tnpuM8xmna96hzI9no/NzcHcbOw8ZW98p+p81ixkza2OUU6v674WWgB6kgrRnew1Elpd468y+BssfpragrvYxfyvmB8SJ4+I2qPk7YP07Z1kNj/+Y/qKaBmHH2Ln93E/ZdP76Ns3ufm76P9wVRqJjlvHFQNiGBB3b6dkPVm6XZISkJTs1m7ZB+mnuCeviOYvcufZn6GLkekjMD3de54ay/eqLmyeg+y5VfGnEKwTfmziOifi7+dvJS4jh7+P72Tme+gmm5yQlfsYH0+/IkqiuDkkREYVqAhQoaVCpQSVUmoupiSSlS51CFRhi8BiMuoaIOogGO5z0VjpDdF6tE1bVAxFRdrtaAOJCH07k8WQLD6onaP4JneTuxnczZ0tQo5DUVxRVCqGUvGe3bm5tLPsw2tn3kq9BqnX/KdpkouEQyRiLkpt9dONTcm9pa7fIuJfnr+XeYjD9Sx/D/c+i+/h3mN/wj3F4ju4JSx/B8c/TrcBeIx5VHiaS/ghEf8iP8f8hsU6bGAuZ6hiPsbH0qdEfSi0t6sB3PYOm6MWnLo2eUsxOIr359LM9IbGHfZisBfbFBYT1NfV1psawdSo3iujxd/qZjPFB1o76j0UmtPbMASNQ3uFvWxP7p9yDENLsi3q9IKjo6PN7YCultD+PpqhFCNJg8IGCluN2aSHmmpjaW0uWHPtmyj99RpHljMXnLldpX4luPU+c8QGEdtAw6iwj2dLpA0ibT5Xpwf8Ec+QcxKck44TiARVb9SfshwGy2H9EAneTZ01zupWULRWNpdkBm0xmW8NP8qEmwPN3ibwNnma3DRHkbLEVBBTd1XSKd6hKRTLQCzLMq6g5Gv1xM+lsBTU0ATPcj3sp+jdwMlRODkaP44uAXpFc1icBHEyx7+OdlfQ7wM9xb4P2vDXGWxhr3D8awvjfIKMc7jeawKvqV1HI0NtnU6nA71OaawwQYVb2aXzgt5b56OIr+AC0XiYEs7zzpsm1AmNT3BCqmnDablFoa4BtbbSWiRsLOJU+0Hts0QoF1LMSamufYFEYCII+P2bslG+SaIAiVxfhnYDkrXLvdXgrY4oB9WQq5DINFJQS2sl1LfZ7Mun3F4VRw2vUT/kqCfZB8m4b4zSi43WDmvioImXRXN7YTAYCVPK6J72KCVQH9UPSCIgieS7szNjPXb9q8SsVDbIbCCzyc0KAzzAJSP9vqgLYq5Ia4hq0YiVwjN0HSpat1fW062yTTXV6jIlrNzJ5JaXlWoLQVtk3YrWUiiSLQMHsTfZIc1RytQ+1kf3Bur1hMATikVGo3DiADMeS8T8MfBHOxI0kJipGStJQHFih2d95r6WE+3yY+4qO7+Uu5d9jsNTZMncy6aXkkNvcLyLztS/EzH5MYdPso0cqmu01tdCfa1Jp6mGXdnMnu0VWzXZoMmu3Ujuain3Ifshh461H/EeBO9k7+TwOIwfZZpbHI7WNjhyKjKDpiDOzT8sCMDz5NLzV4hOwwEOr6ZPsJrFP+KwlH2d449lZAS/TVROH+UXDypdgjyKLeVqJagzKodMdKcqTFVOgqaQUq6+UBhC4TjdAWAUnxQ9sXT9cvFqEK/WrKXJ2jX+nFQhpAqmNWcRnEZH/KkUpFL+aVrGnqs5VJyE4gO51Ks0IeM+uqr3mhtMdhiaHp4cSsFQajiZGgQaNJNbi6SbRBOoP8N331FNd8eurFVpDKA2VNrEVKXiDdxplv/eGwsP2cBdYvFdfAPzCcs/iDuYlLPPG+iFYLRjEI0BOq4bk8SgLLqtazWR70cWlohHNIzimmABBAtc2bSvcZVli0oMarFUI9CrSwOqUVCPWI4Lu064jgdHIDgSDwwjuHLTy2h7VeFmKNyseZ6yrz0WeD61GVKbj1S9QgulR2KpWUjNBi7Tytg1zeXCWSic3R4TCqUf/yb9jmj+HVow2sf9gj/LnGd/gc8w843UAL3DEWu1ku9gVpKH4DNm6Gi6XXSOkqfewZ7DPib7TRH/g/n3mXfZMfwsg59jR/lnmZ+z/EPp9xn+ZnoGPem79CJXuPSXicjxU2x6L/ek8GPvpN8XvYx2yku3QenWmpX03u/3LhvMgaGc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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-1711465439779">
|
||
<xades:SignedProperties Id="SignedProperties-Signer-T-1711465439779">
|
||
<xades:SignedSignatureProperties>
|
||
<xades:SigningTime>2024-03-26T16:03:59+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-1711465439779">
|
||
<xades:MimeType>text/xml</xades:MimeType>
|
||
</xades:DataObjectFormat>
|
||
|
||
<xades:DataObjectFormat ObjectReference="#r-keyinfo-Signer-T-1711465439779">
|
||
<xades:MimeType>text/xml</xades:MimeType>
|
||
</xades:DataObjectFormat>
|
||
</xades:SignedDataObjectProperties>
|
||
</xades:SignedProperties>
|
||
</xades:QualifyingProperties></ds:Object></ds:Signature></p:FatturaElettronica> |