<?xml version="1.0" encoding="UTF-8"?>
<p:FatturaElettronica versione="FPR12" xmlns:ds="http://www.w3.org/2000/09/xmldsig#" xmlns:p="http://ivaservizi.agenziaentrate.gov.it/docs/xsd/fatture/v1.2" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance">
	<FatturaElettronicaHeader>
		<DatiTrasmissione>
			<IdTrasmittente>
				<IdPaese>IT</IdPaese>
				<IdCodice>10209790152</IdCodice>
			</IdTrasmittente>
			<ProgressivoInvio>75477</ProgressivoInvio>
			<FormatoTrasmissione>FPR12</FormatoTrasmissione>
			<CodiceDestinatario>KRRH6B9</CodiceDestinatario>
		</DatiTrasmissione>
		<CedentePrestatore>
			<DatiAnagrafici>
				<IdFiscaleIVA>
					<IdPaese>IT</IdPaese>
					<IdCodice>14186351004</IdCodice>
				</IdFiscaleIVA>
				<CodiceFiscale>14186351004</CodiceFiscale>
				<Anagrafica>
					<Denominazione>BAGNO EXPERT s.r.l.</Denominazione>
				</Anagrafica>
				<RegimeFiscale>RF01</RegimeFiscale>
			</DatiAnagrafici>
			<Sede>
				<Indirizzo>Via Giovanni XXIII</Indirizzo>
				<NumeroCivico>43</NumeroCivico>
				<CAP>01033</CAP>
				<Comune>Civita Castellana</Comune>
				<Provincia>VT</Provincia>
				<Nazione>IT</Nazione>
			</Sede>
			<Contatti>
				<Telefono>07611762077</Telefono>
				<Fax>0761596131</Fax>
				<Email>info@bagnoexpert.com</Email>
			</Contatti>
		</CedentePrestatore>
		<CessionarioCommittente>
			<DatiAnagrafici>
				<IdFiscaleIVA>
					<IdPaese>IT</IdPaese>
					<IdCodice>10846060019</IdCodice>
				</IdFiscaleIVA>
				<Anagrafica>
					<Denominazione>EFFEPIWEB SRL</Denominazione>
				</Anagrafica>
			</DatiAnagrafici>
			<Sede>
				<Indirizzo>VIA TORRE PELLICE 17</Indirizzo>
				<CAP>10156</CAP>
				<Comune>TORINO</Comune>
				<Provincia>TO</Provincia>
				<Nazione>IT</Nazione>
			</Sede>
		</CessionarioCommittente>
	</FatturaElettronicaHeader>
	<FatturaElettronicaBody>
		<DatiGenerali>
			<DatiGeneraliDocumento>
				<TipoDocumento>TD24</TipoDocumento>
				<Divisa>EUR</Divisa>
				<Data>2021-11-22</Data>
				<Numero>4579</Numero>
				<ImportoTotaleDocumento>1907.81</ImportoTotaleDocumento>
			</DatiGeneraliDocumento>
			<DatiOrdineAcquisto>
				<RiferimentoNumeroLinea>1</RiferimentoNumeroLinea>
				<IdDocumento>4022</IdDocumento>
				<Data>2021-11-15</Data>
				<NumItem>1</NumItem>
				<CodiceCommessaConvenzione>74896_1_PR120.COSALI</CodiceCommessaConvenzione>
			</DatiOrdineAcquisto>
			<DatiOrdineAcquisto>
				<RiferimentoNumeroLinea>2</RiferimentoNumeroLinea>
				<IdDocumento>4022</IdDocumento>
				<Data>2021-11-15</Data>
				<NumItem>2</NumItem>
				<CodiceCommessaConvenzione>74896_2_LKWC01003</CodiceCommessaConvenzione>
			</DatiOrdineAcquisto>
			<DatiOrdineAcquisto>
				<RiferimentoNumeroLinea>3</RiferimentoNumeroLinea>
				<IdDocumento>4022</IdDocumento>
				<Data>2021-11-15</Data>
				<NumItem>3</NumItem>
				<CodiceCommessaConvenzione>74896_3_EALAVQU45003</CodiceCommessaConvenzione>
			</DatiOrdineAcquisto>
			<DatiOrdineAcquisto>
				<RiferimentoNumeroLinea>4</RiferimentoNumeroLinea>
				<IdDocumento>4022</IdDocumento>
				<Data>2021-11-15</Data>
				<NumItem>4</NumItem>
				<CodiceCommessaConvenzione>74896_4_EALAVRE60003</CodiceCommessaConvenzione>
			</DatiOrdineAcquisto>
			<DatiOrdineAcquisto>
				<RiferimentoNumeroLinea>5</RiferimentoNumeroLinea>
				<IdDocumento>4022</IdDocumento>
				<Data>2021-11-15</Data>
				<NumItem>6</NumItem>
				<CodiceCommessaConvenzione>74896_6_S.002</CodiceCommessaConvenzione>
			</DatiOrdineAcquisto>
			<DatiOrdineAcquisto>
				<RiferimentoNumeroLinea>6</RiferimentoNumeroLinea>
				<IdDocumento>4022</IdDocumento>
				<Data>2021-11-15</Data>
				<NumItem>7</NumItem>
				<CodiceCommessaConvenzione>74896_7_PDM80140H25G</CodiceCommessaConvenzione>
			</DatiOrdineAcquisto>
			<DatiOrdineAcquisto>
				<RiferimentoNumeroLinea>7</RiferimentoNumeroLinea>
				<IdDocumento>4022</IdDocumento>
				<Data>2021-11-15</Data>
				<NumItem>8</NumItem>
				<CodiceCommessaConvenzione>74896_8_ZDUP095CR</CodiceCommessaConvenzione>
			</DatiOrdineAcquisto>
			<DatiOrdineAcquisto>
				<RiferimentoNumeroLinea>8</RiferimentoNumeroLinea>
				<IdDocumento>4022</IdDocumento>
				<Data>2021-11-15</Data>
				<NumItem>9</NumItem>
			</DatiOrdineAcquisto>
			<DatiDDT>
				<NumeroDDT>4209</NumeroDDT>
				<DataDDT>2021-11-22</DataDDT>
				<RiferimentoNumeroLinea>1</RiferimentoNumeroLinea>
			</DatiDDT>
			<DatiDDT>
				<NumeroDDT>4209</NumeroDDT>
				<DataDDT>2021-11-22</DataDDT>
				<RiferimentoNumeroLinea>2</RiferimentoNumeroLinea>
			</DatiDDT>
			<DatiDDT>
				<NumeroDDT>4209</NumeroDDT>
				<DataDDT>2021-11-22</DataDDT>
				<RiferimentoNumeroLinea>3</RiferimentoNumeroLinea>
			</DatiDDT>
			<DatiDDT>
				<NumeroDDT>4209</NumeroDDT>
				<DataDDT>2021-11-22</DataDDT>
				<RiferimentoNumeroLinea>4</RiferimentoNumeroLinea>
			</DatiDDT>
			<DatiDDT>
				<NumeroDDT>4209</NumeroDDT>
				<DataDDT>2021-11-22</DataDDT>
				<RiferimentoNumeroLinea>5</RiferimentoNumeroLinea>
			</DatiDDT>
			<DatiDDT>
				<NumeroDDT>4209</NumeroDDT>
				<DataDDT>2021-11-22</DataDDT>
				<RiferimentoNumeroLinea>6</RiferimentoNumeroLinea>
			</DatiDDT>
			<DatiDDT>
				<NumeroDDT>4209</NumeroDDT>
				<DataDDT>2021-11-22</DataDDT>
				<RiferimentoNumeroLinea>7</RiferimentoNumeroLinea>
			</DatiDDT>
			<DatiDDT>
				<NumeroDDT>4209</NumeroDDT>
				<DataDDT>2021-11-22</DataDDT>
				<RiferimentoNumeroLinea>8</RiferimentoNumeroLinea>
			</DatiDDT>
			<DatiTrasporto>
				<IndirizzoResa>
					<Indirizzo>Lungo Dora Pietro Colletta 129</Indirizzo>
					<CAP>10154</CAP>
					<Comune>TORINO</Comune>
					<Provincia>TO</Provincia>
					<Nazione>IT</Nazione>
				</IndirizzoResa>
			</DatiTrasporto>
		</DatiGenerali>
		<DatiBeniServizi>
			<DettaglioLinee>
				<NumeroLinea>1</NumeroLinea>
				<CodiceArticolo>
					<CodiceTipo>AswArtFor</CodiceTipo>
					<CodiceValore>PR120.COSALI01NO</CodiceValore>
				</CodiceArticolo>
				<Descrizione>Sanitari like a terra senza brida neri opachi con sedile softclose</Descrizione>
				<Quantita>1.00</Quantita>
				<UnitaMisura>pezzi</UnitaMisura>
				<PrezzoUnitario>587.25</PrezzoUnitario>
				<PrezzoTotale>587.25</PrezzoTotale>
				<AliquotaIVA>22.00</AliquotaIVA>
				<AltriDatiGestionali>
					<TipoDato>AswTRiga</TipoDato>
					<RiferimentoTesto>Normale #NO#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswCommess</TipoDato>
					<RiferimentoTesto>74896_1_PR120.COSALI</RiferimentoTesto>
					<RiferimentoNumero>1.00</RiferimentoNumero>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswConCont</TipoDato>
					<RiferimentoTesto>06010101006</RiferimentoTesto>
				</AltriDatiGestionali>
			</DettaglioLinee>
			<DettaglioLinee>
				<NumeroLinea>2</NumeroLinea>
				<CodiceArticolo>
					<CodiceTipo>AswArtFor</CodiceTipo>
					<CodiceValore>120.LKWC01003</CodiceValore>
				</CodiceArticolo>
				<Descrizione>Water Like filomuro senza brida cm. 52,5x36 nero opaco</Descrizione>
				<Quantita>1.00</Quantita>
				<UnitaMisura>pezzi</UnitaMisura>
				<PrezzoUnitario>216.00</PrezzoUnitario>
				<PrezzoTotale>216.00</PrezzoTotale>
				<AliquotaIVA>22.00</AliquotaIVA>
				<AltriDatiGestionali>
					<TipoDato>AswTRiga</TipoDato>
					<RiferimentoTesto>Normale #NO#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswCommess</TipoDato>
					<RiferimentoTesto>74896_2_LKWC01003</RiferimentoTesto>
					<RiferimentoNumero>1.00</RiferimentoNumero>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswConCont</TipoDato>
					<RiferimentoTesto>06010101006</RiferimentoTesto>
				</AltriDatiGestionali>
			</DettaglioLinee>
			<DettaglioLinee>
				<NumeroLinea>3</NumeroLinea>
				<CodiceArticolo>
					<CodiceTipo>AswArtFor</CodiceTipo>
					<CodiceValore>120.EALAVQU45003</CodiceValore>
				</CodiceArticolo>
				<Descrizione>Lavabo Easy appoggio salvaspazio 45x45 quadro in ceramica nero opaco</Descrizione>
				<Quantita>1.00</Quantita>
				<UnitaMisura>pezzi</UnitaMisura>
				<PrezzoUnitario>226.80</PrezzoUnitario>
				<PrezzoTotale>226.80</PrezzoTotale>
				<AliquotaIVA>22.00</AliquotaIVA>
				<AltriDatiGestionali>
					<TipoDato>AswTRiga</TipoDato>
					<RiferimentoTesto>Normale #NO#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswCommess</TipoDato>
					<RiferimentoTesto>74896_3_EALAVQU45003</RiferimentoTesto>
					<RiferimentoNumero>1.00</RiferimentoNumero>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswConCont</TipoDato>
					<RiferimentoTesto>06010101006</RiferimentoTesto>
				</AltriDatiGestionali>
			</DettaglioLinee>
			<DettaglioLinee>
				<NumeroLinea>4</NumeroLinea>
				<CodiceArticolo>
					<CodiceTipo>AswArtFor</CodiceTipo>
					<CodiceValore>120.EALAVRE60003</CodiceValore>
				</CodiceArticolo>
				<Descrizione>Lavabo Easy appoggio 60x42 rettangolare in ceramica nero opaco</Descrizione>
				<Quantita>1.00</Quantita>
				<UnitaMisura>pezzi</UnitaMisura>
				<PrezzoUnitario>243.60</PrezzoUnitario>
				<PrezzoTotale>243.60</PrezzoTotale>
				<AliquotaIVA>22.00</AliquotaIVA>
				<AltriDatiGestionali>
					<TipoDato>AswTRiga</TipoDato>
					<RiferimentoTesto>Normale #NO#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswCommess</TipoDato>
					<RiferimentoTesto>74896_4_EALAVRE60003</RiferimentoTesto>
					<RiferimentoNumero>1.00</RiferimentoNumero>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswConCont</TipoDato>
					<RiferimentoTesto>06010101006</RiferimentoTesto>
				</AltriDatiGestionali>
			</DettaglioLinee>
			<DettaglioLinee>
				<NumeroLinea>5</NumeroLinea>
				<CodiceArticolo>
					<CodiceTipo>AswArtFor</CodiceTipo>
					<CodiceValore>707.S.002</CodiceValore>
				</CodiceArticolo>
				<Descrizione>Sifone di scarico minimalista quadro per lavabo</Descrizione>
				<Quantita>2.00</Quantita>
				<UnitaMisura>pezzi</UnitaMisura>
				<PrezzoUnitario>35.90</PrezzoUnitario>
				<PrezzoTotale>71.80</PrezzoTotale>
				<AliquotaIVA>22.00</AliquotaIVA>
				<AltriDatiGestionali>
					<TipoDato>AswTRiga</TipoDato>
					<RiferimentoTesto>Normale #NO#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswCommess</TipoDato>
					<RiferimentoTesto>74896_6_S.002</RiferimentoTesto>
					<RiferimentoNumero>2.00</RiferimentoNumero>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswConCont</TipoDato>
					<RiferimentoTesto>06010101006</RiferimentoTesto>
				</AltriDatiGestionali>
			</DettaglioLinee>
			<DettaglioLinee>
				<NumeroLinea>6</NumeroLinea>
				<CodiceArticolo>
					<CodiceTipo>AswArtFor</CodiceTipo>
					<CodiceValore>501.PDM80140H25G</CodiceValore>
				</CodiceArticolo>
				<Descrizione>Piatto doccia Flat in marmoresina h.2,5 rettangolare cm 80x140</Descrizione>
				<Quantita>1.00</Quantita>
				<UnitaMisura>pezzi</UnitaMisura>
				<PrezzoUnitario>329.62</PrezzoUnitario>
				<PrezzoTotale>329.62</PrezzoTotale>
				<AliquotaIVA>22.00</AliquotaIVA>
				<AltriDatiGestionali>
					<TipoDato>AswTRiga</TipoDato>
					<RiferimentoTesto>Normale #NO#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswCommess</TipoDato>
					<RiferimentoTesto>74896_7_PDM80140H25G</RiferimentoTesto>
					<RiferimentoNumero>1.00</RiferimentoNumero>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswConCont</TipoDato>
					<RiferimentoTesto>06010101006</RiferimentoTesto>
				</AltriDatiGestionali>
			</DettaglioLinee>
			<DettaglioLinee>
				<NumeroLinea>7</NumeroLinea>
				<CodiceArticolo>
					<CodiceTipo>AswArtFor</CodiceTipo>
					<CodiceValore>402.ZDUP095CR</CodiceValore>
				</CodiceArticolo>
				<Descrizione>Set doccia incasso quadro completo cromo</Descrizione>
				<Quantita>1.00</Quantita>
				<UnitaMisura>pezzi</UnitaMisura>
				<PrezzoUnitario>39.33</PrezzoUnitario>
				<PrezzoTotale>39.33</PrezzoTotale>
				<AliquotaIVA>22.00</AliquotaIVA>
				<AltriDatiGestionali>
					<TipoDato>AswTRiga</TipoDato>
					<RiferimentoTesto>Normale #NO#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswCommess</TipoDato>
					<RiferimentoTesto>74896_8_ZDUP095CR</RiferimentoTesto>
					<RiferimentoNumero>1.00</RiferimentoNumero>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswConCont</TipoDato>
					<RiferimentoTesto>06010101006</RiferimentoTesto>
				</AltriDatiGestionali>
			</DettaglioLinee>
			<DettaglioLinee>
				<NumeroLinea>8</NumeroLinea>
				<CodiceArticolo>
					<CodiceTipo>AswArtFor</CodiceTipo>
					<CodiceValore>SCO</CodiceValore>
				</CodiceArticolo>
				<Descrizione>SCONTO</Descrizione>
				<Quantita>1.00</Quantita>
				<UnitaMisura>pezzi</UnitaMisura>
				<PrezzoUnitario>-150.62</PrezzoUnitario>
				<PrezzoTotale>-150.62</PrezzoTotale>
				<AliquotaIVA>22.00</AliquotaIVA>
				<AltriDatiGestionali>
					<TipoDato>AswTRiga</TipoDato>
					<RiferimentoTesto>Normale #NO#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswConCont</TipoDato>
					<RiferimentoTesto>06010103002</RiferimentoTesto>
				</AltriDatiGestionali>
			</DettaglioLinee>
			<DettaglioLinee>
				<NumeroLinea>9</NumeroLinea>
				<Descrizione>Riga ausiliaria contenente informazioni tecniche e aggiuntive del documento</Descrizione>
				<PrezzoUnitario>0.00</PrezzoUnitario>
				<PrezzoTotale>0.00</PrezzoTotale>
				<AliquotaIVA>22.00</AliquotaIVA>
				<AltriDatiGestionali>
					<TipoDato>AswRelStd</TipoDato>
					<RiferimentoTesto>Versione #Asw0105#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswTRiga</TipoDato>
					<RiferimentoTesto>Informazioni documento #ID#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswDestB2B</TipoDato>
					<RiferimentoTesto>Recipient #KRRH6B9#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswTipoDoc</TipoDato>
					<RiferimentoTesto>Fattura #TPD01#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswCarDoc</TipoDato>
					<RiferimentoTesto>Vendita differita #CD02#</RiferimentoTesto>
				</AltriDatiGestionali>
				<AltriDatiGestionali>
					<TipoDato>AswCarDoc</TipoDato>
					<RiferimentoTesto>Vendita Merce/Beni #CD07#</RiferimentoTesto>
				</AltriDatiGestionali>
			</DettaglioLinee>
			<DatiRiepilogo>
				<AliquotaIVA>22.00</AliquotaIVA>
				<ImponibileImporto>1563.78</ImponibileImporto>
				<Imposta>344.03</Imposta>
				<EsigibilitaIVA>I</EsigibilitaIVA>
				<RiferimentoNormativo>IVA 22%</RiferimentoNormativo>
			</DatiRiepilogo>
		</DatiBeniServizi>
		<Allegati>
			<NomeAttachment>75477.pdf</NomeAttachment>
			<FormatoAttachment>PDF</FormatoAttachment>
			<DescrizioneAttachment>Fattura #AL01#</DescrizioneAttachment>
			<Attachment>JVBERi0xLjcNJf////8NMSAwIG9iag08PA0vVGl0bGUgKP7/AEMAOgBcXABVAHMAZQByAHMAXFwARwBpAG8AZQBsAGUAXFwAQQBwAHAARABhAHQAYQBcXABMAG8AYwBhAGwAXFwAVABlAG0AcABcXAA3AFxcAEEAcgBjAGEAVABtAHAARgBpAGwAZQBzAFxcAFMAZQBzAHMAaQBvAG4AMQA3ADYANgA0AFxcAE0AbwBkAHUAbABvAFMAdABhAG0AcABhAF8ANgA3ADUAMQAyAFMANABGADcALgBmAHIAeCkNL1Byb2R1Y2VyIChBbXl1bmkgUERGIENvbnZlcnRlciB2ZXJzaW9uIDYuMC4xLjkpDS9DcmVhdGlvbkRhdGUgKEQ6MjAyMTExMjIxODA1NDIrMDEnMDAnKQ0+Pg1lbmRvYmoNNyAwIG9iago8PCAvTGVuZ3RoIDggMCBSIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlID4+CnN0cmVhbQp4nLVY24ocNxB9N/Q/9LNh2yrdBSGwM+MJyZvJQj5giBPCjoPz4t9P3XTrmTFOwCxidLZLpeqq0qlSf15gNfgHK8Qt4+RyXT4tZrN+/bKE4LaY15DsBnG9duxRNATYgkUQt4Q/vmzQ0GUBs7kGX5ck60R0S7HqkCmrvyyMLDB6VWQK/fBya/BnFcUyxyWyrUBcIzYJVGtVRUWgm/25/IovCihpfLXsWjEpcKSQZIJzk4ziSca7WY/iScYV2GwXEThLeLv5PIgInmUApp0UTzIWVbvYZRTPFmcvEUqb92SxYGvyZrLKmK1Yu/4x5oH/rmngaxaEmLdckyDEiE9kbfSUmqpWQMsCxS0NFFdzWUsDpJ+y4PB2MfiKn5bDy/LuXNAW9Ob68rGdCxcMrYtpy359uaJTjEWBy/qDMcbjCDgijoQj4yg4nnEccBz1OeHTj+vLX02tN4EUznpjU/wex1mUgpkX5kLJPa0Le4MA1CgaJxxODTp1w8CS3KQ7YNqyIwflrjTlahC9DZDC47TYcSinpTAtxb3BqzPOaqMbnHToz1jW3jgNsuPEnjZp0SDlrLQ6r3o+1ghIdHYvbUveGx66QzGiEOb3hHATAN9siJoFR82E+lLV6Yl1vX95TD6Ytl9nni7wgHa6wF3OGR7fJ5xB4D7bdIEHVNMF9FjFrcT5WFkWTC7QD7rxCf0IaToANZ4HHWlKWvThZzIRGQvZwfNZt8HSRk/IJYj++X39bf3ERIbGfcG9KYq/LGRdcmVjn9Lcg5xFS9yXvJOCUYgZFV3w1d2AXxGbrQmTETlXRRXxFpdFYUSqlZUVBzpsoicmt9Gc9xCAvCYmCERaE/sEkt2qQaZJzKS69kEdw9SeAp8Ziz/Frk/AEW6eAeS+vWAi8iRBduHy8e2g0LIYSXmqoySF/h7U/UQepf+J3BOpS7HvOxgYQtxCZBdiThF7PCUm9sm6WaqQf0nM5Mk2ksKVJGWzkDhJ5b1pXElE6AlYS9tTLdOUBbNyUbmXs5beTFN24LhaDILOx6LglQ7cSAecxryVmHJnr5i5HgvNGNP2OukROSmXGtFNx4V5sx4Xp9h1euQjtKM0fTFjhs1mTiNl6c4mB305py/slfuOuiYPz4nUi750uXVvogQNmRlGvWvc5N2jKqTfWuUqydYqd95VlGMn3F0/g+b2biYabgy1dYiGQqx9hYDazAjSXkblKMOrApmb2snQtPYxhWMpjUyhTNQ+hue9jWHYu5gy9i2iYniBb+phrJHCUca6mVt8y1CvqvtqwiTFXsdJQsBheJ7dzjnxPIdFuVqSfHeaoqPXTSXIaaI62mziJiZprtHQQ9NyUBOc55p3MPyf1wy1Vj2W0eNluMpkkIZCXJ2xshN7SBwUXWrRU/yqFUehM5GITRU1xNsQ9TNOhXd77RhkLZeuXKQO8C6KWjYobumgWO1XRQ3xT73cPMoGOWflq40a90m1Wdv1Tzx3w3P3LcfzJhbRMg33E2gDp7ieQJuGE2jTeAJtGk6gyPFRUwUydxI8OXlZ/a+InaaXEd6g3lNm3yvuRzGNvlc1DU2+x6OwUVlmfrhWGBJX/qkzuqHB4LiViSYoERIpt8aIDgIlOTx/rXp4LGpA5ENVVWPcLhdw1HHSmJ5kTv/b31KwMDDRdD2x5Qpon038AefHNGv9GOQ40uz/CXLsNGvbhTHKxU+mttFstKbRrMxbcAW22ApsVtqRZnmbb6BZPljRQj9Y4O7egNItaZr0uDB6bt2mhPBdcWXG5x5VigycFZ+HiKOMna+TWhom5S1TLMhgnee+h0WjLb6A9fR80pduTJ3z7llXOtGieXO/aiW6rUz+DK0psUGIxsY5Yd1NDHzY9xDTbbNe07Uzu3OxrS5qSnedyWHoq0Atq1Q5HyfnMrPClCLdPOXPR/VzvkB5oIQlVa0X9Z0lyL21JzyobVndD0O5ZLtnD0a+kc2Key94GOpy+k8b3I0xXWlTnD0SbwLGVWWo5njN4kWJyVWR9mX8WQ80YiJQ4SBhYxklKhwkvNzG2yYKR4k4mxFv7AhWfSkSFQ4SznFDUCUqHC3VSlItHQtLKyTtAwk1Jbv0v09Bu48wtn4rqd9O5g9E4vX7nwzpvsdf93a2eL1Htw8ldxr6oDuO386Sdh/jzf803vgN91e4pQX6FPaEDXK/7KPAG4v0jY/JDPoYwJ1ZArbycn3z7ucrwHr6+82H5V+0+4pUCmVuZHN0cmVhbQ1lbmRvYmoNOCAwIG9iagoxNjY2CmVuZG9iag0xMSAwIG9iago8PAovVHlwZSAvWE9iamVjdAovU3VidHlwZSAvSW1hZ2UKL05hbWUgL0ltMTEKL0xlbmd0aCAxMiAwIFIKL1dpZHRoIDU0NiAvSGVpZ2h0IDI2MyAvQml0c1BlckNvbXBvbmVudCA4IC9Db2xvclNwYWNlIFsvSW5kZXhlZCAvRGV2aWNlUkdCIDE0MCA8RkZGRkZGMDA3OEIwRDg5ODQwMDA3OEE4RDhBMDQwQjBEMEUwRDA5ODM4MDA3MEE4RDA5ODQwMjA4MEI4RjhGOEY4RjBGMEY4QjhEOEU4RjBFMEMwRThDODkwRDhBMDQ4QTBDOEQ4RThDMDg4NzBBOEM4RjBGMEYwODhCOEQwMTg4MEIwRjhGMEU4RDBFMEU4QTBDOEUwRTBCODc4MTA3OEIwNzhCMEQwRjhGOEYwMDg3OEIwRjhFOEQ4RjBFMEM4RjBEOEIwRDhBODU4Mzg5OEMwMzA5MEI4RDhBMDUwRThGMEYwRDg5ODM4Mzg5MEI4MzA4OEI4RTBCMDY4NTg5OEMwQzhEOEU4QjhEMEUwOThDMEQ4Mjg4OEI4RThFOEYwRTBFOEYwODBCMEQwMjA4MEIwRjBEOEI4QzBEOEU4RTBBODYwRThDOEEwRThDODk4NTA5OEMwNjhBOEM4NjBBMEM4RTBCODcwRjBFOEQwNDg5OEMwRTBCODgwRDhFMEYwRThEMEE4RDhFOEYwRTBCMDcwRjhGMEUwQTBDMEQ4NjhBMEM4QThDOEUwQjBDOEUwODBCOEQwRTBDMDgwNDA5MEMwRTBCMDYwMTA4MEIwRThEMEEwRThDMDkwRjBEMEIwRDhFMEU4NThBMEMwRDhBODUwRTBDMDg4RjhFOEQwNDA5MEI4Mjg4MEIwRDhBODYwRjhFOEUwQzhFMEU4QThDOEQ4RjBEMEE4RjBEOEMwOTBDMEQ4ODhCOEQ4NjBBMEMwRjBGOEY4RTBBODU4OTBCOEQ4OTBCOEQwRThDMDgwMjA4OEI4RDBFMEYwNzhBOEM4NThBMEM4RDA5MDMwRjBFMEQwMDg3OEE4OThCOEQ4Mzg4OEI4RjBFOEQ4RjhGMEYwQThEMEUwNDA5OEMwODhCMEQwMzg5MEMwNzhBOEQwNDg5MEMwOThDOEQ4NzhCOEQwNjBBOEM4RThEMEIwNzBCMEM4QThDMEQ4Mjg4OEIwQzBFMEU4NzBCMEQwRjhGMEY4ODhDMEQ4RDBEOEU4MTg3OEIwMjg5MEI4QzBEMEU4Mjg4MEI4MjA4OEIwQjBEOEU4QjBEOEUwNDg5MEI4NzhCMEM4NTBBMEMwRDA5ODMwPl0NL0ZpbHRlciBbL0ZsYXRlRGVjb2RlIC9SdW5MZW5ndGhEZWNvZGVdCj4+CnN0cmVhbQ0KeJzte2d0HFeW3q1X1dXNajYaDbLRBNBooEnknDNAJIIEQRJDipREkaJIicpxRpM22au11157bY//+PjYXs9O2MmzOzOepMlBo8SgQFEkxSAxEwwgkQgQqY+/+15Vd4OgOP+8+8NH57AbVa/e927+7q3WS/SS/O8j+/P/f/vn+vZr0ivr+nbFluu7VtRV/TX+Ku17kP/qq6v8kVzxCpnevrRVbl2f0WK6XpRWnv8F0vlSTF1ZlbYi/2dY+BaR67Tb0B8tWRc6SlQz66a6Q6Tv7t2mX9d0vbDce4GoCFerT9Ccm7ZdwC7lhereX3p/SSeJQrESd9Mju9dsLilp/m+khZomSqh3ljSXfkoT+qPlx0lbq89q1HSYRH7a00O4mFZ1iWjVrKbpZdgge16jlZdIdDXrfHPN6l/TCXJX67i9NpQZ02jNfyetMjih0bYZ3va4ptXU4blnZ7Ci6ygJq1o/z7t6L2NXXMwMnbJ3vUyiskXe3Fz1WzpOtCamufXSOt77mf9BmlU0oWkVXrntB3ztQ9JK9WmN0o6RtjQ4BVVpwVWxldqqYEyf0rRg2RVATOMA3g9tiCukPfz0pGbp7g2rXly5clVQ1yex0/Lf0QdE7TFNZK7ujbGk/xN/Ai1z9TSjzWsX9Fu4XP4RURN/WQY9fRrQhr6+uqzyFhmVrupC/K3paVeBeUuj9Q7kNahj/S2srEhLrcLKqhVpFbxZYdUrAIVQQK3xpsVYE39H1ALU7NAthUrll/PNqtDSB5uDOhug9AxpVXx9w5xGWSfxdPsMjFvU6x0hPX9XDdyF2q/hAFOww0f2AYZh5uC0JoJZq7Gqsjqos9ZL/0DQWlUQ6IX0ENCD+V8kbbl+k6WfcuDP4UsR3KHiDFHaPCzzicx5PGxB81bhLP4uhI61viBwXxwG7qRGvadt3OswSjagguW8pIbtX/YqHcVp4CaihQrhLIV/z/7GmA9P2pipgGoB5ApgL3samO30p5C2HPoEopbZC+ezHpc+eh2IuKXPKdUo2BvsFHy0ausSCyQd9zU6Qm7pSJ9eVgPcli/zKjjpmpsOLI7dhM22nSPKmoe5XJTP12vY5NijqOs8aWXZgK2+AVic69FyBt5QddYGHmHJsDIYwspQBeOGXqf3ieBRuv7AYxwc1V8lbXUmcNsnEriaF180N4JXszbgUkUMGpjngIJMy7FPoXWW95ZijijwGtaRVmSds8FHsUuQl3rPKtPAnm/QYVhNxlCpjM+vkZZfM8GPxdEhXTNDlSFzlLOaY0DiO4UMCQGp8CPS6vhLkYLWl0hDUEkCmjbj70IYqB2f7W/Qe8QepWeG1uqQOfR1PADUYOV4EuoK7LgOoDX4OziHFXyKUuxZNGcHLCSn8lGJaQAzP8jyV5+3Ucd4L1ypsJA+CvnWA2/SIWKvcgfzOR8Fq74J08lwGksAa6v5S9ZForU4QfUc+x8uNJ2X8sNkJ+URqEYh05KYo3pWkQ1NfJbMLgRgJd/a4N0HaM1bIYOpJcYa/jZUD2y9bjQJ23LjS9pFW1rvrBRf06su4ha2pE+fgI/p0h5jNvy8LWd26KINP070MFTzABKkC5/L99G7pHVxTJXImGr/Dmnl7Nu9Iw40tCmRL7HX40vzjLJ280Ul9Ybdx5XUzQ4s9FKtS0tcSsDyEdcfk3GCHLCf3oFqsoGbxpJT2j/y4YGbdiNJZJmusrDJZikpkvfubP6Wj0sV2G/5B+ooGxzkWRlvtM3BhaumSpW8hHzVxY5Yvp/eJm8Zu3Tv6kz+93tsIyA/dD0JuU5+GbKP0HQLBuGsOaR0oGV7P7AjT4djOtjIxwBvHoqD0zY81H4E5+cQ2I8a7H2Gkeu287+lP2DVA7lwOMm3q6WAQzJlavpSJPNKxtlgXVZnWIPivWt+ubauywGGWqo2ALj3sg2MtJTPsrqOIIuqQx6ggwhWuDfHFZemH7LLwcdqliWDV+Dz2SElGhVNEj3BKrtsu5rr9zbiNKtBZpQrcUhpiGwkjRp87jpAB2AKDqdKDqd7vT9ScZy5+lpS7urjL32QNQvP9E3aDlZxxZZZtxxA6L+X83fV1QTeGna5w0opTYynymGRhcpP236sqqFeejVRGqBtTk5DdqoMwkBFUq6r6vSFv7PhpqArmSGvJeDYf8sP25tlH6D9UDIXwHZazzXhp3bIrr3i4HEODHLBe2xIbf/whC1xIfD+FS78qYMHRa/nrOjAQROWVEAVAL1uacGDtE9VP7PZW8G042ek9XLEVF92EM+DdjVL9yy9JG2JNMGRx1/qsHc7MB9MYGree7kiDSdApdfrSIQbpO8dpDfJK7N/eReHStkveAkgW4YcyCEyusrWbZPJNHTJvpqGcHwYWJuvOeAO6M14PrweR5XZvAign+TjHaQ3yOxjzLKQpDW/4jwBzPXO7vqQGyUR5tnwyAU7GVaNOdHYBWmU5hzICU4snHNCNxKQ69hnANmCz88dpNfJy16aHeK8EKz8DXMbpou7Lylyqz3Rd952zs0jyuPShmVa1PR/7QCNM2GQWW8kAcSO3XxIfWYdpNckLzWDVY8AqOi3MDPH4F91XVQ4evb6dZUX7XSHai2zD4x4w45IN/S+O3TlE1rIO2GjjinCs/42zCwbM+0gvUrsoXZclOC062VZu6AIttBLVl9W8UaF11WmykrGW+q+omtul4M3qgp48+hd8LTdSOlmO7Xj7FmvQGQOjLLzqhhdlGT4U1fsBLf2unI7LWhB3mVxVP0y8lcCVFMVvHfsY2H/oAipucYqwsK+V7kGMTd85pztN1mXlrpc5euasmXmgm9q3qeZo11T1av8hqpzi9GZm2XLbDe+ED0tgf4KeUPZWPJIVRD/bn+dIx1O23zWBu/Flz7QOmoZVt5XDtg+fFbcsP2o8vLtuDeYXkiuMLHQczcDt1k51O/tWuZi9A1db9rMtOlMEjP99KyUTiY9Ldu6agelS7kMWAvye92wey4JGo6QhaeKkoA5g606pHju8oP0O0lN3SpkKnbvV0UUKfNMci3D6Z/OH1EPZ11Rp982oor3C4dlqCZAh1XxbrqZSEhcvSjzkCoqLxyk30pOam7oKgdq+wHVLCJiTyeRFfA5etzG+DdXVjLLh+lGlWuve98u6UmoqmxXTyZgKxWnPhxPwwfpN5KWigoviig1v2U3lJmhjxLI2r+VpWFUxTJtHpUKoDXvK/njiNe4EM2pVileXqQlXIedHHwArT8TMnM9NbHfv61aSr3uQwfvlJNbERKFJ9mB8OUF4Dz6vvKOON5Vu1pnojOM47EZsw6rE25jNFQDwLXI6Kl7F0E7rtGfnUpC41y5bpyJ/QmZ4rV8qZt80JvMZLgrXJdkHpxOwLHhHz2sIi3rAP2KvLKiVFcGuUC+x6lzQnWlcTx+5CFE3ObjnALHlEF7j9oNRRwOzruGE2ACTLJ0uPURh0aUHqBfkne7PWbAyfLf59BiznciCZCN9MkJOxfWnM+SgOvGVIw3HZWcIIE7pGo2s2GH7T3KueCIWl+zn35BlozN7dw7Fh6xQ7PweBJkKgfVhKoo5efl30iE46qNgm6ZZT69EFXz1jDXm03ArmNfygfB9WazdvfTz8nk+pLZ1cvM5JjqGsHBjt8m7Is37bKZbZ3n9MCHGFM2SgOzzppJAr4UbyLnEtxasszmY1JiOOB++pkkmea93jTO8cftljGz64Pb7LrZdomss0pbFWN2B5UPg+RnJwNfdOp31XyimUiT3dZxm9M/sY9elhMYs5BKOIxOKLKpbz+WhCs9/qYdNflnHf91jdv90xN46onpJOQLqqCDI8aBcbY5TnIn7Laxi5El7zRb6Fkuq6dU26ivPZoEzXZZManM3XxahWehI3IZFqy9lYR7XpX0pliiZazmynFSeeDjb9JPycuBo1fnB7lVRaZNQ7QuP5KUBT87xxls0ma4odOOS4WUgUHEP+Kyloyr+mdDr0705lyx0pByHpEBbb1JP0Gd48Dt439lspfdInJconfysjbbnZHMNjslPzGmZgLavZV4KsS16FMr5xfAI5vPgdqVxacScr2ehsN/Sn4LvUE/JksyUjmVaDprd43th5OqTjsvdTGnlva1M6ZiiZKh3bv6nDqBWE8lyUewxxYiM2QPZegBHgZttrC+RZ6g/HX6EZkPyBbqz7hvPa/oKXRxOKnRyOfUsH7SHodUnFQFLG1UjYMyy+BaD+OOHsznCUriAGfskv/n9jSKqmc07a9LEQOhIgRF82v0Q1yDt9Xkf5qnFrjRtYErYNV7Dvo5Ersf5FFS9mNO/3ZS0nE0rYq8QSAmG6WwipEZkhOrxAngnY9PqgFcmpyEPVF1RbYVDP8q/R/iEQXirIVtMGQ3kdmhQw78RRKry1umlQWc1vWknZuWj/J8aYYnuCDqwtWuyhIcfV3yGdiGU2r4+IjOq9fUXScRauZxbfUf6Afoq3GGh6iQrXDZjvWyd207b6i5vETobkkzH7ipcmv1cfUZvMGGlGPPdaEJMir7mrO5lcgMIcYfXHgGcPNbagRblsnD2pq0MsSTYS3NepSHtdlrX8FJ5NzGTPPey8NlMKuHEIfl7/BJjsEqdTcVyUS+Oc68AydIhVF7pzS3rldszsr63PJYltFSmKnzjkVdc6S9wFOv+Ck+ZKoAqVdeJVHZDpFSdD3YnpaVtetzWY83BXVcEfr6rt/T97EQ7NfV+xjicv01lRDS3nY4fgv3C8vtZM2JsAgK7WpXw3RrlmtqMuwprlUzcqqurQ2ehSQP/Ja+R5akuHUcec1giL2AaHqLIU5im+auMTu3rj4WH0TByGXPyln/s6XTXJiTUU4yUUCcrBwi3XowiGUQ7mHrN/RPqnDKUYX+zIjddBYdZKiz/E7j3zX3WaNqtCPHK1yxtkFFpc36NWB9xjVFLq+bfdDBQllpZvW/eIH0tU26PoxlTX2/pH+kJeWy56tGuhy1YzmYD6iqz55LFS/8+9XQZdlcKoFNUGguVeu1rpDL6muucKO7MHR9/a5K+FF5aupnq4Dlmk+lvuM0m0quczjCijVBtz6JU7uDLanen9N3aUkaN36IHjdXedllZoZeArtM8dY9mJVW8smVK9tL0taVh/4Gj+PKmpLYSlfJmqwHl3p/Qt8BGYppRhNt01dPcJclBxzqfdFJ+rYkjDp8kaXmJk/vU/dO4J57WY0ceZUjIlpguGp16zh9i1xyDlZ2kzsmbu7VnQ/om+QqlV3xlN3NbFN3jtE3yOApUuEtxWng+s6dr5O+XNeC03Y7kNmlbhylr5Fo0fQZm7HrIXX9CP0DiXb3sjmbT+tl6vr7fN0qYq7RjsM+oq4epq9CZ655RU7XqIvv0Rdt9tiuLhyiv2dHkTnZufIl+6DBSnXlXfqyzYoy7ZO8Q1+x2Ypep668jStUOK4ZvUTp8Z2+ivjh0IqR9lSHc/EfVLw9NE8i12x0zvU1uzgWzpHeKEStI8TXVdHSaiA2BWKC2hyhv2E7YObqWXJ1C0P4I46evqlmhbD3DJl7BO7lpTu6/ZadhvW1IMFb54R2n+XY41t2dqxGq1E7J6jbufFt5QYtN8ls4N1Ev2P27yhhtk2RkRMm6o/x7UbHXb6rpk4wObyicSBGolgYkKH2TaKqIy7ajmReN+uipWA1pXMu7YV8CFl11qVtr0IkhbCiC4fsOusSf7O9coTecZH1FqJQhjjcZZLMTaKDKBzFYdv2gTId0akEyi51z+q0FpWhDJ//Aew39bSuuwuzQjyPwZp12HXdh8iqzaleuLj7kK65l72FVKIcMTt0k3ytQqQQ9fiF1Ox+ohVHNBAANpOsQ2fYJ2Tngv1X8DvNir4x3h6VC9svP8Gls3SKd4dKsfv37BDWyybIHYUSa4memzO0vPQD9uZzksthx3PcYMlRPBqGFWhpih6bSNr6A85HldOJrb9vz4b0Z8bJ7zcMUdBG5PPgi6i3Dtq7z/IbWzj+OYf0YIMV/HbTdTNp76P8xm4meWtaDwM3j5PXMnlDI0K0UcQMTXQfVOO44KklWs2aWfY5bo0vYDf+vCXvasGaq0v0DSixXOb7JlVpreFHHpxWZWbDUFC4VQmuwyGD13GPWWFweIkW9L7FJZy9rx0Zt9Ezb1h56UR7pXD9bwEj0QtLgnxJsSJqmlKncw2hDId2FcrXc8hOPEmCdICWDfFF0ld/9vNP84vK1c7QcMXLoC4yvyEroKL0Q1wvNEmEMDOEp+Fte+v3JNlWvCI0y6+IHFBmeqzte28HXArKZa3jSlbowKW+DKImkyZSznVK7fYwSgaRFZXBVvuOvekhxQgrrKv2iCvzMXsi6kJrVII9H751Oxzc9C9kK+YaSsD9yM5wmaFhCgCFhQogcUlnF23vxvE068+x6+ardgeDtK/unFFlNLgIDuz7L1j7n0lC+7EdVnrdVfJKDEPkEkWgVYHQOmTvCUq2Wk7OHh5WXXr1RBzN7kfKpm/H+0gOx0GZLifwfuLUjd7L5I1IPDMH8VDAeHnp79m7vmO/79JLb6ghBHK1feu0ehmTdgc4LZ9nX31JcD/lcgT//I+XKJBTwML5ESI7hIq+w/aWcJnH5UuJUXvAUmEloT3ILGsRGpqhF7kPXQAma9xDFyg1VyqSgyEgzZbhQL2lXo+uGrNHR5mPjcWRVI+h3wmKW+uHkqBeVpWzEPkiZU5Y7P4ZEijwfhxIvgqmNROsAlZl3WgCyZKTSu/MHaC4m/9kEtTPVFHW7vXCjzsAxs5fz/J5Nh6xdzyoQkyydHb15SP2jY/sIX7oTkg8uViZhPRzu9pnrobWB4Ck3J5ttfOovSHScR/4LDMZfjNJm28kkOTk7RN3Qtp1m0y/sGNM3/4RecNRaawd8Hr/PFLn1mP2lvvVy6Pgsmk1uWCuvRDsjmKxrVqSwH5pExR97SkK3O9nKxXA5XNkxvZHPrD33Kfm8etn7NqV2ZWEpgbLd0KTw7wktF8x+eEZwgkKRAxhF4VBqcUt6cfjYAhDHkHM2dVMrxtOeIecq7rv5IeyLShdAMfMilo+IK9PCcQ+74nJ+Dphb/mm85Zx7bxd3565logv/nz0TtG8nTGCScnq14qyrT9K3h2yxkSl33O9y3Cw3lAkwMgOqVLXcjWBxC8a19wpTclReBLQbyRzQho4QhoLg3oaI3NAKjFw0t7wdckI9Hu9fdI3riQSopym9S0COu30td4kqN8qbonG/zCltsazfR5/M3eccmroa4ogyN++VCWg6G/lS/hFUGfs4WpfUh37nc1WucdPrZeybGSfl3nD96Hac9eppbT7KienSWVpp4Rpj/N+6+yiomNZ3ZSDdpaHIKzbiwm039sMmNv5gC2Oj6itQMI9x7/9mNU+BLdbeoXPygSjdyheoIX3CV1OUNX7+lM6ueNoF0hU7WLnbbmQgHuFj8wtOzrliD9mLJVunyvB/Pezlx3jZy9zMkMbvuaSDcVTjiwesugsTtoxTQHh1ueHsvS0T26Q1ORT5xNIf2COPi7fFQUgDe/fgywsc0g0fMZBgiybkaiCFxXQ568sNz6X1b6Bf3Wl904mQYHlfSZ0Lnl/GVFN+yXPN6JhmXW1Aevswq0lnVIkUQ5HnP3QwgebS88kNnxVDTOeBa9vlC1AMZj9gPyWcVadTj/lprrLPJyb5vQ7pIhtRUgNtE86+2aV5yft+5oKEv6Fkejn1sHsB93Pk01E4JzjuK+y101xLF22qXgNj6bj7npcE+6mZPlfl/MI0B/sXzwnXA3SRzkGd5y3jfYap8ib0BFveVrT9Q3NZSNJe2LN+islxspVmW6p7+ok871hdyh66au0NCzpFZP9NsEQBb4L8eAGa4fpq/m3Xo/YAffotVVm4Up09Suqhm+PuEuke8vSstlb0pL88k2HXz3wCnl7/DIhwzFrJb8yIhcTuQTsUU8jOTRkMubwrttgzsufTkq+lxRs+7h94VnA75D0pSf674e1Pco7L8VToxw/r4/JzIg8cu3jUBDQ2/lVUEUSxn6bSrX8xqFS7Jr9MsKi4aFEqpdD/qB3Xr1WKfpYkDP2+2LddSkZRbY0hb8ic1AeH86qFUvzDzgY++wKmR1C9VoWtN/F3hnktKqQzUkQByR3Qt/7S0qV7Mwj21TF05yEx9JWyJI140yve69/PIgqmZlJKAftJiVzNWhNh4eblEZuWaUHBK7EYeSb0rRbckANQnHj4zA+sn8hUZlUO0Am+8b5qZ/BK+qhJMMDV47EhA7rDDo+dMA2+6RNZ/JH7oKxTnVlcYi3Habk+imY0hZh9687BTMln2Pbg3Gr31QsZttdMORIcUG5fccJkkd+TF7FkJimN8ggERHHuG+x3bF5iF9YsdnTRu+CIl/+ZSWhvMuch8dNPyRrq4z7PDjwXuRWf49j2rdV2NPaMaYf0v5jH4dh/5xuTRLEITtG2n9A1k7pUAPcmLJBECM34iDK6CP22DQ0fhcI3rlkAQQ3Geh9v0/WRkmCwMfDe+YEFTv7v6MM3n5dtmpajXfiLvvL9xNJ+7+noiNY+U92dIhN9qTFEB0Jqyp713iH5Y/C+Yesd4dYlQRx2O4oskPfhXLA87nhNKRFUhyLHorH+DWbqlbfvAsE/3700SSI9+1WQq/7DkxSHxMeQ/DYBRQV1SnXsel7DvvlH3spilo2+UdgspNgjrCXwN6933I4jmwvJREuyBmPo8ie7/EhZz712NRdMHjK7U7COMqaYL7xDRKyEHpVW6nmPROJIYs0+mcuqjlVhXXrLhgvyt87JdF4fufMXUPJ18hsk1avj5G726MYva35vpNebZk1Z7fmNep/M1C/qUxC0vRlJ720bDoJrsT+cUoSnOQ4hV8lLRcSmXKgskeGezSsDHCCf6s0T9pjygtQwavkqIQHYXE0XiYblThU2m0DAHRXJeP8Q4GvkJbiYSjFrrmgFDPS+9gqFneDs86oqm4mCeaIthBk3W0913HFhDJDX0Kql/OoQcejPR1TcRDlBaftl7AbqmbvArHitibyhN0m6KVfVPXQK3vIAhmXKbckhu6yfeBD9VvsorsAqPSYmYRw0m4P9LX/mzSe2ursyrOIFrS/5e6juuF20Vr3vC7c/MNsHirARCVzfDPGxnpXzW8ZZd08E3s0L8/yFxf/klKuKX+ZcNEaW04P/C9klViD2NjQCe0PbpxroDBUbr2/TFiUP7uMvGizduOzcg5X55aRhe29R5ZRPrb38t+n1Gf+Ffv+y/9C/k+fj//2exIdgY4ZEnsDHTy512sDgdoPSO8M7I18SPpTewO5w6RH+gOd/H8DYbUpTKwWwnyJQC/D6emIDR2dRgoeypA9m44OJ4CHfB6R4TxkyIcM9dCgafYvfshjqIeMOz/E9/khw5APGXd9KC/Pn/xQw5YtDX/koZfgBPLOvv9X606Qld7Q6hem6S9O6ZknMZibO+MIkJs7eIm8Vm1/FPfFlozO58dI5+Xzpu7vboxMkd6Tm5sTIys82OovkHtEbqglMSwpDuTchHUGc33z5Klt9WMB0WAsV0eO7p7LpZw50ttyc9su0ZJIYzFuF0QDW+fVUW+SFUmR17Dp1psLDj5PS7YGovJW4/2jZOCE9fJMxZtyRhkwIw/wRn0gB5vV5g6GZ0nPyc3t4YN28jGEv3VjeDQhWl7Gxudfha5ET4Y5JcxWlBFTiLge4GcoO51+UAkDpCiQPkki3GHOCBdXgeLINLl9pmhFV+2fQj8aGSeRnmHewmN5tVPkTjfFfch60ZhcT/Qk74P00Tqn3O8yuSLd3DfMCnc3uhMWfwrNevG8xBMFe/CnLb+b5Se6vxi7F7SiyGmD/kkARdtuIjcF1BOegnqU9Dxhps+S2SqnCw2TgjrHSWtICPE6IRvWzgvTn5HS0LgJXMzlf45MI0luw7xC7nCxhwH6YynUPQ9KmHMLSHtiwh29J6WhISUQBWjbDC33MeEKeERBXn/jxsb+KDKwuQMF0sfv5GIp4p6oGRNad3iaUtNNo57LAOJYmAVE/vk8XRj+LfN56OiVUpC8cueF39/f2IC9TGHkSL0AewdvY2Rgx37ekfpvOcrxS+XkgIhH9+IIHX6cLHdSvoD0QcjGjQ0p/fcVMAFh9eKuv3UTJMgAhyvIpS0G6yslw/D4rAGYLoOlawWWB9GrsfncZrQjJeWe4gJc9PveQOKiWnyN+mbIE+70gw/cpr2rZPLbkIKOnhly5eZB2JxpMjpQy+EzrkgxKAR80+MTRkatEN3QoqutG9runCKXDwf1/8kMmen9Jo8MZ2gJHKneyhPR3HSUTJwVYgsnHaGn2eGcZWurp6CNtYWK0MkXa9GqRTKgq4xpR1ce1lUbvHYr7vmizP1ukVHrEf5afKa3ekTeLTLZRv5cYHt2RqG2LdKl3KyiYnXcMAwurRLxA2gTOxxrQhTsfJNOy46LcEIzXCwGPLfrhhXhb5skoxV/40kKYzViS4deOrERHKo7T3RiAei22QaN9eA4rfy2qg0rO1g3phhoFCkTCzLzNTIiMEQHcDvFFmwOnRgQlXVFO/HkxhlHCybKAzB2QN8WSkDBc9DPFjRWyDcDQuRAQOhbFKO6mAERzZMe4oJmB0Sjqh3102pJHpKhFkYMUWQfBNe7EQwTuMWvAxaIfU0dvm1CipnBmQkfwIsABzrwwWc7cXOvx8DeOk7fPYHTwxm2Ahry+kXK+G3i6vUSjTbiWciqRw0RwEO1eEh5CYvqgsGh1wm5Zz1WRUyxCX8NCsH6aIRTjstQ0VhIA0KKjpvIrX5RkA79pTDdnYREhGMP7KMzULLH8IfHyehhprVQRsZowK10/JWOiIZ390+QQCxga7i76B6XWwvfLLMdQdiH1dmB2xxE0bEFIg7zQ0KCFeNhPKQjPPLGZN1OiYtosIjFWBT2G2YOLm80zVqICDLYiI0tnjCNkbFFGLaIhgjjdr/w1Nre57PP7NsPAflAm0b5/kLxhtVaC/D3QHlz0jx54WvykGbbmFRmYFZ+bAJeGHZAcyAF67xdMNRCkYJFOaZUho6YGMSaHtOIJssFZxyTB+J9wXesCVaqwbIDtBhFMFdJheJpZChlNsxKFlQ/qlQrRSo2PG2jsoreJpK+02N04E6babTC0fywQe7z1+XueaN8HpE3yy5rRkal1nOkQMgHiwQCmegZ5Q8pD/5CpdVRZtkP4kVc+EfZA408pIFIvRKEjwxBwqYjiOgcV7vOSsiN8hFhSEGwr8W13lwkCCt/NEd/yjT8s+StNbnM5LVu6sxJn5DiZIyQjkuwCH88haX90oo67MOnSpIG8luwy4jih3MMJ/JGcti7c+YWUBK5Z4E1SSnhyM7BjSmbMsBdhJKLMxDu5zlieXYmxMLFNnWe9AMQiwW5wf/eJpQAY7rhUXGm+fLmxRLuoEyzPlBrTUupUkY47lnJeE6uFSlSJrFlkUzsXCNS3ywTVCrk+s4FItkb9iDB+frBmTyzwlUgWlW8FYuCyAh7kyOSLyESDhzmZ0VB2x8TadjUnsT5l/gC9aBhcHKDS3vjTFyiesOMSInEsEl7lY3qF8kDP6pneQxbHrm6cYG78WYDOPQsV/J54QPpi3Z3NHZupRxlJEj0HK+5k0SmkmgPrH5A+p4hffr2aj8sVZp7Gmm6rbbhnmKePKn4DLD5EQgQBbngknz0vkVisK1GZEJgMRBxxZeSDbIpvokcZPo3+dLBfHI8Tniwj/nvdHy+KJ8tiBywcwDT5NrFOWCjR6BF0XxgPcTeoFKLbuGuCmVr6E5nH+aGjKOkWB3dQlwvOHq33EQUIOmiBHRYN+PntmP++QJxh4PXC4+P6b2JyJIn36QScsaihKxvBZM5ilTtEWDV5OOKMibPP6CUk/MxB+fSicyqkv+s9Nrw0IK8y2keIgywZxVwjeRixqerVXm3U9zp6DBiAFndQlaNcr4ycEBZvyIFi4slUiWn0Yb7orXwkO6MxnEZo1tsSTpVnUMJ42KNbfVw9D72rDsKhPTXD+RBu05CZQ1cT6L3ZSysk4N29YRcECEwzkv56FIVaGEkrVksGRcqP+sEmWDTfqY60GAHU53oYqrDauiQ9RjCS+f3j0s/jyrRNH+YyY3HKEhPAPNxUj5GOlly0PW4wn4ln9Gj9MpIuclch2fYE4qAcuFpEMwS+SAiZUauroeIHUIsChjmTxANp+YZUjqL6JBHM71eZHgW8bl0/m3ghCpRs5I4+rg6ewR6GRfzFlEMInU/oANg/0y0wupvJv+OmIjG/gR/7fCIPVjkKhZ+SV9572Js2oaHZxYyOt6b39EEVKoZgNAcvikzUkmilblrhyjOW2TLGclXCmrxPL/q3rSP+xluF+p3cj+z0S+i1qJ+Bu07+DMOuhfI2OFP+IUEGHo6sgtC340dOzLEADKTq83PNkAzsYf7nSmFwrLYEud4RDQusTxr9P5b5O6BjjvkQhf/6mognX+kiS+RuNzcA3e0ioEegNwfVT2UERbCg7bOTC8WcMhN02Sy0fIGw5ClNir8929ZZOlp+ctPSgH5r5U/mdjHHfGOOZHSvSklJVAM8w+EFzfEzJFFtBNeZfY05LE1sVExrm3aaoE5RRpx2O5ZFDVQDWmYrfMkLF8Gu/v9UxCQ26P+HGsebZGvAyA7ph2dLAG/EBlPRSJtTC9UW6c6K97EsnLuYTjO9dOkPWfI6wircC03Hr54b2fx0CudoRlF28qk3s8dZwPCYiO05Y0gAKJQb14kDKVobeiFteIAOny4jumP0GJloRnMwNP+xgik6ems57Yy/U2emURaC3jswKOBjbFFhf4yfGqex0vRKFwQT2VYtyhgtfJ0wPRvqY/6uXYUZMyge0cbTGH0vyBZ9XkeDxYXp98kLR3K9Xo8efVb/MwR/Gg3pb5G1E+LPTFTjVJwyitQF45mmCZ2AOxAujM14P7dy5chGieHrfGpwXI5NUhH2AJjDw6JzFIPQ2l70ecHijsCgW6mcsXp/EMyUC4wsPTAvEiRrxmg4zDdQV3oURtYbNPP1InFDr/Bw7aehlZGiHbkhmOyUPqhpifNJ1ll5pNcpALCnBW6x8zgFtHXLTwz/FexT9I8IwMaro0W8ChJeER9LWeOgQIAKJrbGJ7CFk+aUTCuFKjbo5ndrBrTTBki72BUciyoO68T6N3mkz4EYGeUuZ1uRjvRWeuD/8ns4KL9pNkdI29nnikf8JjRQfRvO/cUzODp+toYaT17WO+3yHq+M2MLm6x1Y/o8umelCt57XAFPSqEKlFBPvUYHFQE9REusnIbAPfcEGn1gV1bY15Ci/np+SomKdBLhBY256cPkSc9tDNwTSOmMnOSs7tOeC59CLHU24pGGrVfJI7/ubfyTnvdIe6ohFhCNgz0j5Il0buJNa9HDinAP8xemMUfJ81TDJoX9Bz4RXKH1KwqWR9I3ZJXy/1ckf1FfnwEttxpiY3zBX6GC1Ect1ell8CqmPlze27hmJq9LEewTsvDslAtR3dB2y3Kw6ctJCyMywxsWt9dfwEKXtQW1CvZ05WLpfdaXE6cz4IgZyIuupzj79XwBidvN+xkdnb5YRG/LDeRx7IS/lHhEsxBEKa0NtW1ILrWNezg3Rv4L8p0WDswJWBIxrOXlfhFPmEL+gl6HByMtxMw5jnrrP9NJ0LTBjiiuGDyTzfk76Mjnkz/sj/EMNjDgn4c/D6Al+dt/Ae8U/vm//eX/BZdznWwKZW5kc3RyZWFtDWVuZG9iag0xMiAwIG9iagoxMDIzNQplbmRvYmoNMTMgMCBvYmoKPDwgL0xlbmd0aCAxNCAwIFIgL0ZpbHRlciAvRmxhdGVEZWNvZGUgPj4Kc3RyZWFtCnictVtZjvQ2Dj5B3aGeB4hH+wIEA9T6HqRv0EAyCLpz/8cRN4mqcq09wQ//NssiRVIfKUpW/7b5e7P/2Pz7bM22LtZttx9/bOzWtH92a+1iwjabsJSy/fje/GIW43Jr8rn91RhTjbHZGOfa3ber3U27m9B+g3uiZ7Nv7yy9c/AutivxHfjjf7YffzUV6jYtNa1okGpYvAMNmgLGiwLQKQooJNwWpptibke/uz1fmRVIdJmduoD31H63qMhF3zEuVfq2tRsPMg/tOrZn6PPEcg7skHO7dnQJ7dR7x85yZ75H0hf8dksWOs8o2sJ9TecclhRkxIztSgdSFowG55kDdeR5dMyZnOcdGxW5vW4D7/2Q45tMH9VvkRzjk2rT7r5cOGpHTsf7kR1kyUj87cDXidHRAHoLHj6PIXJeWwuSEQYCiUxwQJfvxhCCVjAU6P5K1uK7E3kDrENLHcEHLAbvgJXIW9aGIWS4MXRC1yuzh+KQh7Rjuawfeo0v7Otnut2LrxSXnCS+Ulf0zJjkuPKVnXkkBVCjEyslwazeT0N9mC/ff1tzXAlLKNf4RQZmRKxo3OYxwqJof1fYQ1WNuCBjP9r6PcdFu/vDPdyZAgrGqONsZEa758uO5AI6g7MsBzw4FUcsj2DHCxIKXxgXwgf34+ws1iK0/NyVmJIjZ1tMjCdle6RsjWgpIxK8G/pKn/awri/qeH5K31XkuZqXErbRB3jD0HNTpkqTtd6VxZSZIfSgAljcwJRPOLHNjL0nJ1nCkQCHfpsExAaBH3D7uFz23tmhuZ+a56kx4r90I6GX1ps/se9VPEhM+PNoZyvn+gftQNYFtlANF8FxokadBifyMDsKF5xHz/T76GYVrpNxKi2eVECqIPZezd5HegYFJAP14OXgxnSofw8M/CY32PF7cEM2Apt/d/shp/dbOVAKZbqg3mHmqypthxFMmJQwG656ovtXBy7yN3mBExbKP7IO4UpWSA7c+T4+JRBtg2l5JRA1w0uBODE6HQsI0vNNARiI73NTIE78jwKxN0as2ucDcXW8Z2l9nvWMfI1gwwX1JdoBFR1VlYqDwOUX0O8gHguRPEo9xwW855oTCw87pq4pQup6hLi6itK3B09QauISwiso1QwvoXRidDNQlKrHdZS+z00onfgfobQ3njMqlh8HztEHXqRBWV54vRMeInaSPE9ETgqHQsgSJFg7Cq6QRo72UklWKk2xPM0XqJXqcaeKNkYVIlm1FwsAnfKMKOeIcGWUxx2lWP6vWRpqXPqk1D3oZTEjNmSOnnhjvngtGt4GCUdDKLpufyIaJoZXomFmnAP3xAUFB/BKNPyAG6Nh5n8QDaMxDKW/FwxYrFjp+FEwzILtPxoMolEHN08JCLIDFwayHNszfzV9VSPtBuhVsXIT0KtWZ9n/wOVFt/p92L+PBoF9SgDmF2CvGcIEoFuwz6TqxNixJPsUOEGaFcj7KzUVs1MBdyv/z7yPEN8bz3UFVNRY/gvkI9M4B6wO9izJaUlYiXBtKoOPkFKLQtkM0nW71MeypSFwdLK1ITk/m7FIL49zOQJNVUt9QT+F4QUA03KJhmcHVbAX0+JeKUAmhpdS7sToJjU9qShhcoEJTLnvcxMAJ/5HANSNfdBOsYFwJ1sDfduvPYfCEqHNOh67YKw/spYsu009FVaFR1436V2pvst6HHxX6VFkynNVKTeMth2fvOmpq+V30zRV4ateCGnpkDMdQUc1RSivyhSD/Yn+ZfiCVhmrifltzEhw+LTEl+oRzfBccHBinhjnGGY1aYNwNTG/x0xxMfE+iovJH7H7I1FcQB1uuAaHjhE9uIeyioIubGXf5DDwfBf/jN+eo4Pp+w0P8y3ncdnMl13eKfbUSpTiZy3/vuV+gZhLS3avQEwzPJl/E/pbM8Yx1OpjTN/IXsmiJi8+/VQIQW6y4BHkemNASSpTLXC9zSfYmricveYy+OEHd/qOXKJy8Yw7gWCPvRhrA9/s3nPA6WPzd2Oozm3/3MTol2aIhb2D7fcg0cEx2iW6RpUFdsJx5iTic+NLBYcR+dVISKNEefrCwEI6BT0AnyK/Bulh70Kk2AX4uAMgPje9eyC/Nl01ILvWKGQy6XPz383+X81g/rVabWf1yswahpX4/Lmx6GYkvjYZObARlNjMi48WexrPX/TcLGj6IF9p/29JHD52g5Dq9iDFyhG31puNMW3cxofleecfPJjCtpTx1SJOyzSoV/GeqW41PKvici3zO0sAwo/L+TZoqoEkMFBTHUxxMjQVf5RxI0pcyiQ7VZqCz0QIPWMH7Fmm2Le2mdiqceIvmFRYNBEDMUQPyBAtOpOY2aIOmqZLcyar9y1kKjBLfm1+by1srqQbNxF6tFGjVZtZmGT+UGmlgkrqG+tIo5gQIg/TiYfqyL+pZCFfmjGZFMXjuUTEYZ8SSEVFpn5tnPL91M+c1oq9UjoOZs5oOAfvJHuxgpCIKisni3Gm4TMa/iYZEGYpPuTQM+F+YJFHzBkLYfg9aA/+57F2JioMMiUYZJIxKE2BW4TQM3YgGMz4RjCY8R1hsC0snEAQnwcCkRwARFIQRyI6heIBf7/fPTsSEgEzwrQtuzEjzgvHOfsRBzGTf7Ga5TyAfs5UEaDvM/vbr+eISa7a07Z8FGFaD+s+HK+LRc5+/Db0uZlnUtY5u3lv5OxsRs7GZxlcJHhoqRE4lnnxMY+cjc88pin2nJ18z9n42AcUqT6eSIlyUeVs7mKegKyv00wbrJ5pg1MzLRI9YyIlCZPaIQZZAD77OowiQpDqczfL+tjtoueBVCQHUpHsimc9u3JXF8Y1X2jjmjuUcVig9phI2jikxDhqR2k0DuNQthiHhBiX7DAu1mEcPg/jkBzGIdk1tdo47upytr2Vv1McR1FCvKrvDiMNY5SlXs/pTGbbOjHo2TThybCfOI8E0LPjSRFzWoIX7D2HBRjlQIfyKDvic3cekd15RErODWpCJdmSwWTGBKX6/MlIhveuUpHHDYRULULCIlpaMMklGYqwYXjhW0iOf5yi21qld/stpGogNShLYDJztcGJeJ6wk1WHj/w0YR/5fhi11hMVPU/IWm4IV0iC+sw8Jc8GL6HRBboBzR1vWN6qKFaXJvOS0VLN1Tv4ZV4z3nEFTkMyLV1L9gZq3XuukGA6KZkPa6W5DyqT504e9sFe6yWL4ylult3W+VeyU30kvB8ZlH1ke7H8BNh5debN16nkmk4ezvpgDp141TnTSyTIqRa5u2toeStTyhDobwo8CQhW4aOFjAHgelAyJtaSusi9qC/NbnUAJtlWC0em+/gWhLQ1ZRdSJgUre6koOetI0DJGhBzZUWJsYYOOK6NHa2HON+WpIHt7YHVf7rmAXgcej/Gk+3O5UscGD8+FrjI8U0S4hxEsASYFsZedkpUMpPUeG7bXycvMi7AwhlS607M9zy44gdFc76bZjGZAfs2UmqsCtJepDAn1kouUq+VCjMgUxgZ0Hscpd+QK3CziY8JezlVfpPxE9cGPBdmCZXIb8nGsKk9b4rjffhq7iBf7lbgbMrO/owclVS2mf95TO4A4bFxmS40gpCpUVI0gyU1LHivkUE0/hhB2lxFEdD+mYK7tzu7/4/5Jzive9xYgl7EQ5PDofsPQkD0If/vq6hrTj+L3j7a7cTrYctodYA4ugepjR1WdqQ5j3+pe50aO6Z45PfCXJD/S72ocUWUcyuphQBk1/bcJ8ncJ8ncQvJsvX2jlvNnK53xY2sMWd7kL8XvOW1mshLYipSVuPyLggq4iaMIYqA8p9Fr5WyjnHiYc6MiESXv1bU3+ZEAdAr92daG1QkPZOCUbnZaBMwYncstfewx/M5Q/n7F+fH80srvJh3f7gXA+xtkPVvMBbc+zJRxcR3qveE7qEt4TV+cKVXidxaG/bf4HjqRO6AplbmRzdHJlYW0NZW5kb2JqDTE0IDAgb2JqCjI5NDAKZW5kb2JqDTYgMCBvYmoNPDwNL1R5cGUgL1BhZ2UNL1BhcmVudCAzIDAgUg0vTWVkaWFCb3ggWzAgMCA1OTUuMjczIDg0MS44ODYgXQ0vQ29udGVudHMgWzcgMCBSIDEzIDAgUiBdDS9SZXNvdXJjZXMgPDwNL1Byb2NTZXQgWy9QREYgL1RleHQgL0ltYWdlQiAvSW1hZ2VDIC9JbWFnZUldDS9Gb250IDw8L0Y5IDkgMCBSIC9GMTAgMTAgMCBSID4+DS9YT2JqZWN0IDw8L0ltMTEgMTEgMCBSID4+DS9Db2xvclNwYWNlIDw8IC9DUzEgWy9QYXR0ZXJuIC9EZXZpY2VHcmF5XSAvQ1MyIFsvUGF0dGVybiAvRGV2aWNlUkdCXSAvQ1MzIFsvUGF0dGVybiAvRGV2aWNlQ01ZS10gPj4NPj4NPj4NZW5kb2JqDTkgMCBvYmoNPDwNL05hbWUgL0Y5DS9UeXBlIC9Gb250DS9TdWJ0eXBlL1R5cGUwDS9FbmNvZGluZy9JZGVudGl0eS1IDS9CYXNlRm9udCAvQVBWTFJSK1RhaG9tYQ0vRGVzY2VuZGFudEZvbnRzWzE1IDAgUl0NL1RvVW5pY29kZSAxNiAwIFINPj4NZW5kb2JqDTE2IDAgb2JqDTw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlDS9MZW5ndGggNTUyID4+DXN0cmVhbQ0KeJxdlMFu2zAMhp/A76Bjdyhci7KcAEWBNGmAHLoNS4edHVvJDDS24TiHvH0dfWyGzkBi/BZF8iMlpsvNatM2o0l/Dl21DaPZN209hFN3HqpgduHQtElmTd1Uo6r4Xx3LPkmnzdvLaQzHTbvvjGBVn3u1TH9Nr9M4XMzdou524Zupwz5Jfwx1GJr2YO5+L7f6bXvu+/dwDO1oHuKX0NasLF/L/nt5DCaNPu439WTUjJf7afM/i7dLH4xF/3nt6qBuMlKppi+nvqzCULaHkDw+TM+TeVxPz9M11H/rfs623b76Ww438/iKKvui7BclUVlVLqpcVY6yKI9aoAr2vaBmrOWoeVRO1xaoOeoZS4daspahVqg16gVLQa1ZQ2XwWeJl8DlV8LklCr7co+BzRM/gcyuU8pFLpnwFCj6nSvmoSwaf6D4YZIaCQTQeDEIuFgahLhYGgc/CIMSzMAjxLAwCrVUG9akMRLcweI0AgydPC4On1haGQr3QI0//LD3yGg8+T3Wt8nEmLHyWegp8BbkIfDn7BD5PXQQGD7vA4GEXZVCfMBScT4GhUC8wWI2gZ+kZpWdJfWqerDny9KrIs4DIaZ5U3tEHD5GjD56aORgKquRgKKi8g6Gg8k7PknqBIdfoMOSreM31Psvn7b5Ng4wGZXTG0kORz7MWg5GyYClqOVO/eLpOkutgvM2s6jwM07iKczHOqWQaSk0bbgO27/o46qZf8gEr3EwjCmVuZHN0cmVhbQ1lbmRvYmoNMTUgMCBvYmoNPDwNL1R5cGUgL0ZvbnQNL1N1YnR5cGUgL0NJREZvbnRUeXBlMg0vQmFzZUZvbnQgL0FQVkxSUitUYWhvbWENL0NJRFN5c3RlbUluZm88PC9SZWdpc3RyeShBZG9iZSkvT3JkZXJpbmcoSWRlbnRpdHkpL1N1cHBsZW1lbnQgMD4+DS9Gb250RGVzY3JpcHRvciAxNyAwIFINL0NJRFRvR0lETWFwIC9JZGVudGl0eQ0vRFcgNDQ0DS9XIFsgMCBbMTAwMCAwIDMxMyAzMTMgNTUxIDYyMSA1NTkgMzAzIDY1NiA2NjcgMzczIDU4NCA2MDAgNzA4IDU1NyA2MDEgOTc3IDU2MSA0OTggNTk3IDY3OCA3NzEgNzA4IDIxMSA2NjcgNTg5IDU0NiAzODIgNTQ2IDU0NiA1NDYgNTQ2IDU0NiA1NDYgNTQ2IDU0NiA1NDYgNTIxIDU4MSAyMjkgNTI1IDU0MyA0OTggNTU4IDUyNiAyMjkgMzU0IDM2MyA0OTUgMzgyIDU1MyAzNjAgNDQ2IDQ2MSA1NTMgODQwIDU1MyAzMzQgMzAzIDM4MyAzODMgNTg4IDkwMiA3MjggNDk4IDQ0NCA1NTMgNTU4IDMxOCA1NTggNDk4IDU1MyA2NzUgMzgzIDM4MyBdDV0NPj4NZW5kb2JqDTE3IDAgb2JqDTw8DS9UeXBlIC9Gb250RGVzY3JpcHRvcg0vRm9udE5hbWUgL0FQVkxSUitUYWhvbWENL0ZsYWdzIDMyDS9Gb250QkJveCBbIC02MDAgLTQxOSAxODUyIDEwMzQgXQ0vTWlzc2luZ1dpZHRoIDQ0NA0vU3RlbVYgNzANL1N0ZW1IIDANL0l0YWxpY0FuZ2xlIDANL0NhcEhlaWdodCA1MDANL1hIZWlnaHQgMjUwDS9Bc2NlbnQgMTAwMA0vRGVzY2VudCAyMDcNL0xlYWRpbmcgMTAwMA0vTWF4V2lkdGggMjQ1Mg0vQXZnV2lkdGggNDQ0DS9DSURTZXQgMTggMCBSDS9Gb250RmlsZTIgMTkgMCBSDT4+DWVuZG9iag0xOCAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDEyPj4Nc3RyZWFtDQp4nJP/DwUPAC30CPgKZW5kc3RyZWFtDWVuZG9iag0xOSAwIG9iag08PA0vRmlsdGVyIC9GbGF0ZURlY29kZQ0vTGVuZ3RoIDIwIDAgUg0vTGVuZ3RoMSAyMSAwIFINPj4Nc3RyZWFtCnic7L15fFvFtTg+M3fR1S5ZqyXbkizvsi0vkpfYiWQ7zuKsZHHsJE6cxM6GIA6EECA06WshYChQ4BHa8iDto0DZqjghJMEEP5rmtUCAsEOBAk3ZHgG+JVAaYvl3Zu69shzgvf7e7/P97+fo3jt3mztzzpmzzwRhhJARsb/1/av65BJ6E7a69XBBPsV22BUkNq1Rzxtgq7pg1bYB+Zysh51/zdYtfuX8GoQ4aeCifuW+cBNsf1+XuGytfK6H+xsL1l+wZZt8fsmDUF/52oF1F8jnW19DyJKz5oJVyvtXn4Y6+wY2XbxFPr+2C57n5i0M18jng8th13nhqgv6lfP9rA+0b+KXv+u1LBleaW7+EukldvfhkcM59Pji+l/e/k3k7D2mE9I0ONUiwt5AdC/hVDdCZtc3kTOXm04o18f/ZinHKRM3fB/0uxkh3gkb9FX0IKR5CqrmEdLVQb/fBmAfhb6VIWR9ByEb9M++FLavEXJehJDrBYSyb0XI+z5COQDjPKjTfzVCAeh3AOoJ/gtChQCromcRKgEYlUEd5fcjVLEIocqtCIXPIFQF12sAj5ELEaovR6ixA6FJIwg1w/uxToTiexBqgfa0zEWoFb7TNhWh9o0ITTuC0Mw7oGtQz1y4f14+QguhfYvg+uIC2J4HEN+A0BKgje7bEFoaR2gZ4GX5kwitgO+ugndWQzv7oI39xxBaB89ugG9v2E9xzSA4izyC3OhHSAJIW1AcQc+4/yK/QwIiYp5oFz4XTvDb+R7uBbiLxj4Yeze1LdWX6uZ+gYrh7dvQ/egQOoaeTWNhGD0pkwsaQiPo6QkY+iG6Fd2DnkFvoM/S125Hd6IHUBJKu6F0JV6Lt6Ob2NW70W/Qw2gfOox+h/6nvxdxrlL6HbFjuQUfIQM5gS/GN0DNu1Er/DuW8cY1aCdqhH//iz88RmZyMbKUPEOuJZtIvXyVXA69G+Fe4O5Fs+HfCHoFHfmOl3+I/4H/gbagvwLcnsL/So6hB9G96Cpoz0+h17+Gs01oF7oR/QLtOfdVcVCw8n+bcOkgegj9HCXQnwDSR+ENWqaQ/Cnsr0Q65EE+oVd59n70q/9Nb/9v/PErgOpuRbeS41wrGSZJLkx4bhj/FOjtDMejXvjXDe2fDXBYC+N6F1DNfUBZV7KXrwfKGkI3AH3Qv83w7+foa/Qjcj88fwm6hLuDq4Z7w2gyWo2vwBK83YgO4DvRe2gp/BtAv0Xv4d8B9OFNfhitB2ob5t/QuDWfoJXoPNjux4/yB4SX0Q/QBbAdRRfsXYRasvCVMFwssI/DdhNsHIrhS9BKtm2FszjetK+koi5+EG8acnnrDuLN+7hJgZtaPHgzvFkF+/mwDcB2F2xPwPZn2ERkhn0MtpWw7YCNHxvBC4dycusOQWHNUJaNFeYO1UaUQkERVD53X7PTZ34cL0OfwUbg60v3ZXvo15fuczjYcchiYW9079Pq6IUBpXkDtHn0Rs+QQy6sHrI7lILy3QVqYd1QuE4pmIpYYe2Q1sgKq9RC/1BtnVIoKVMKuX5oZP+QJ9snPzrvPOWdKTGlkC1/YNU+G2vuqn16Iz2uHCqpYTfmDXUulQv7GpvqqlqceB70ch5AcR5AewD2O2EjMBz7AC99UHoe9u/QEu4bGuhjH542ZLPXyQWnUykANGihdchKQXsUCjoTuzJlyOVmhclDeijgKhyO62t8H3zY5/vwhSqffxg3Ah4bof7GIc7ta9HhJlwDbNGH6+FohGMU1wzZfeEWA5xjXIdrkQmuRuBoh2M1rh2y+OKHQVLfhBvic4n5L+G/kOTreM/r+KbX8fOv45HXMZwmX8R7XsQ3vYiffxGPvEhPT7wa873yqse382X8Mhx8r+KBV/FTfyzzPfXHxoansP4PU/9ADo6NHHhTa62b9wKGYtw3VFpTZxnyD8WH5g8NDO0c2jOUHHp+6J0h3cjQ50PkqoNjn+7bXzij7uDYO/v2W4Jw/DRu2q811+33zPA9fyF+ZzOrRns7JZ7NUO/Bsf+IaweyAFmbAGP0nudCbVbdwM9wfB28NrB259o9a5Nr+d/2P9FPGxMv64O3Nt2y4xay6SY8cAPecf1d15OdezBaPX/1yGouvmpgFbEs8y+7aRl3EG+JH7LX+NbbZ/j2wVZht/rK7YW+kL3RV2a3+f5c8lkJea6EHrgSu8V3p7/N57Pn+QJw9NubfXd5Fvg83uk+r6fZ54F6HPCezd7iy7J7fFbYBuw4bm9pq0MiNmP4hXEMb8I78G/xE/g5/BkewzozwmYURjFgvzuARTyBngMhNYZ0Om29z0zMHHmOPMeNkTGONxgbBb6RI40YNXLz5wv4ILyfzJqFZi1qTdowHBe27nXWhGYl+xa0XvWTn+S2Jm+btaBriNu5M7e1+6AEz3UlcRLf0J2UZi1UiigEfxdvgd/FW5Jce1JsX78qKQanXkxPTPTEFJwKhaSZls3BqThpb1+ftAenhi4OZf5BHUpB+QvRX8YtFOqi2Jn6CBC7byo2d/o6ybzFKxeThifKfJuewHc98dsnSP0hhy/8GB4+4vI9fsTpO/K4w3f40ALfgUOlvkcP1fgOwnYo2ug7iC+OT4rV+Jphmxyb7JsSC/jaYrm+1tgCXwtscdhi0RpfTW2frzYa8UUji3yRaJ7v+cg7kc8j3CWh7/rbwuAAmzduIFyTjxeafDqpyQe3uuEq3hJC0CX2EOvlli1b1D3tZEjdpQGy5bu/I99lgA8Bt25fDzsAOHuafh5EOlWQNMCjgeFokP1RkfCIbuHjbx1nu+qqgDVgLYQdhqfO7BTQN/SIoABvgxxGfJtwgrEInLwq1BUvmGSflDvLPit3vmmRud+8LUfKjiCNRTNPw2k0WndEx2kla4tuLIUMyIDjqBNZx04jPdLjeFzXabUYjWKT1YEAgfu01no4nt5vMJAmKLwCBZEWnok79HooSfRZUFHNAZytIQbjQRzf36kx6PVQ2NepsWsPjqX2G42kCQp/i+stFrFJK9J34PwsqwwKxw7QurR9fstpBqfRUKimx1obZienKDXFYqeyGsM9p6qrcI83btZkRxLQE507kqB9Qe5YLAT3Q1XV3dguakQxGLQGrYEap8vp1ESKiouK4EJtTV19XR3f1j55zvN33XcMb/3x4ekLVzwbrQtf2XP3rm23VpeX8JZVD02ePXf0ZeFEeXXjb38456ICn2f0oeKaio0KpAW3AukyBun2dnN7LtHhbFyOJ6HJeDbusC/F3fbu3PPxRvtl+FLLFXYzNtAOE7wPXrRoPBESN5vhnAjuiMghQbI+loa+sdPqMBuxEQBImowA+LiXQt5ooSA0Gii8jKw2o9EiZCDoD3EDQwcKZHMqFjgVC5xdULEg0CoZFgSeVgPnRxnwBRX4FPYM9FmNjTICek4B/JsZAkKwAxTsslw+6h7BoR4EyMiyaIgnkoDuiIAO1iHAx1EZIVmNgJJAAI+jwwH4sU1EieBOjaVK3juGd+58aO7cZffcuLayqmxg4dGHF19TFSol80eTwomc2po7L7n7zSi+p6Xfn+MafTYvXLaF2mvU5poNONGihyhGhhEHZM2Aub9TIgwC8ZLOSVxU6uDapaXcEmkjt06SOI0k2QhnJ4QjUhRLGi4qcECKnz7KSFHLaRhwzfVwfCeupxc1Gj3PSyB0Pt5PT0k4VFsbZqCCI4DoVGNstHGXUBnadeVRSqchYC0mgqVoAqoXuGhC4AAwoUb4MaBEcSAacOAAP/ubz7ncUQ332tk3uEkH+Q3Jfd/cDD0DvR4/BBYHhxoYrelIJ5bCAkYVIDPfi+toI6h4ITjcEzrVAw2orvLuJ51xTBHgOUU/AiDGD332GdSC0VVj7/KHAVK5eCGrz+CLUyqbhDqAtA+OfcjGuIEOdjam4UrcREsuDVdsxma3USYrs9tgYGRljqAW49iHoJIYGQ9BUFb5CZQPME6hcyp8Rn7GqVL6vk6n3QUsIG6lX3WZaEtcHkqicPXT/ZRCofDOfjpSXDIDYoVvWOPorbiFAsDl8pl9cR+RVKqXVKqX7BSFcR0MEI1Iq4fTr2Ta17B+aVTa12jyMphNmvHIpyimXI4107EAiAW0agEmyPxEAmwfwGjsKIBayKc0HbXWWu2UzGXKZqeUH5G7fnS0fW78mKeo5No1PTeVFHqPxeZNf9zXPnXu63dxvzy7ct1PGpqnTGluHOzj7jm78hdvz2mfSqmb8vYRSt34XxjO5uoZzrZqsEHj1RRoIpp2zXzNBrJKcxnZrNGZQUD4sFUswhFxqrhQPB/3itvxgGgwYF4kS/FikWDRaBWbsEEP8BQpN7Dq4ZxosCRymJdETDQyZ2YAk+GuARz+LY1bTYas0NiQn6IIqOVzhjREgcxwihhOkZPiFFH+o0iOlEpe78dzGM/q15uhV4Tw9C26h+aYGI3t7yQqNomNVz/Bq8wMCl/HrfTzPKFv8Ywz8qo84ft0lq/SeATcqWeMyYVC1sZGyteagdFRrIZCF20GhtbD8JuGB2NlR+ERNpowZWPYWsuPvD164SGcTZYcEvgzZ4UT3/Tzv6D46gExcRfgS49NFF/7tCJr//5OHRTASKPw4zPGA5dR5sfOyHBl19PlvSJpWwSjVcvXiJyOq8ES4UCWMlBwDIEUApyFQoDLoRCAqy8xNsZxRoM1S2Hjx1FsdAR+wCTideOVSfo9OrtA9tzE7eGSHMcxrHEixQVHKJRpJWZj3DjfyPUolfWcqhk9VQMMpwZ+1VXdWIYqsDutyNeADNBhribB2FCoBn4yu6u1BoHfAUcid40eOXKEtB45cjv/y9tv/2YldXaMAaU/BJDTKJATVchpxiGHM6CFMso4A3LoW5DTizjKcUgSNISpMgqZghxklOtX6PIjlS5l2CEEOpIKu2NvHQMVRIZdjlKdWRvTEmGZxk6WWZAf7Ps9iEeUo+kZ9TMJjqi9Y2QjAKrbpN2hJWkYnhw92UMrnQBALRBdNEGrZzoNg5yViomAFX+RMvAPpwxCIJk882dExr4CiL1CIYZ0eIDBjA4Dmdp0SkFUCxootNgYhKSxr9PQEjLKvFqG9yUF+KJa0EDh0DhQD8H3T8d9FGKydiPpBF1EFLUIczBoJI7XIg2I07cVcWrQs26/dNzyEtBhLEaVi1MjlhE28LzxDgHpuEJUBq9pdZKwi8e8nSOcVifu0mCNHehDwDriwB5ShEtJO+rA7aSDuwRdzhnESJUORKNOCzQHYOMoz3cAz+c4g9ngM8QMOww3GgSzAaNwD2PtdMw3qrrkLstoz8jIiHyQRnBP97jS7o0bdSIomFodwgpGjrKGUzUziGtxkAtwcEeHvzqNvzqxa/Q/d5Fr3/+rcOJMGO9J9ZKZ5MhoK4jW1rF3hXXC58iFSnEPxdMh5ABpazKhJgcVsj74QJPWTc+1blrOizhIcQS0W6Youyco6m6V+R7odDu2wedBBJ9Oi2BOvcvKVE8hlBu8w9glFD5hTJgVFEbxZtzFOMW6kDnkC8VCO0K8OYQLVEIqADJ+jFVXALw2Ql8qcFwK2gBj62YnJXWzn37GbKLjymyiY8pspw/Su7CHzzMioK/ICoRdqdysMnfz2rJx3ixrnLAb59c9sg1wKsb4OB2EBkdeJOEg2uJIQivLYKb7O7McdkLVfyqMSTSSBTK4tsap6Jv5VBI7LFm1NVn8/sUrli9Z9sXNu/+2pHN5T2fnF7fdfroxPqnp3vWJX05pin313HNfCkWrU28ffiT15pr1a9b2r8H5jw7jnLVr1m0cXX3ryVlz5syaN/v9n6b+lPojrgfOP2fsr3yr8Amqxc8wST0tbCy1h0KNpNFYlxMt7iDtug5De87MgqnFS0mnrtu81L04Z0VBv7jRlnCsdffnrC3pLV9ftTUn53LTlhJSErKaeOTJY+Ss1+NmX144b0cel5eXH/GQzQIWmH6qrxeYj8Rsxs1CnD4nCFIE6djrla68PP0E6tGDGFdFt56NW72j8sjYx2miqWQak72+krGvSmCGjHQqqXpIMVtJlTOKVii8z2gICs/HsyiCKyuj5ui8KOH5QpV8CtPkUwjsooo+X+jY40q6iMvCND4D0/4MTO9jpONiNo7LoGh5bzJV20W9TgZrvSuLEczeTld4Iq3Uhs/R2uCKNcsF8v0Uu9xDjz0hegk0ODBaXCp88zz5kYSHCAKSIoo6VxuOKa8ral20lulzUUZF8i8aKQC6cjmCjKwcTOVTjBtQ9up+9Zc+0+qvL777vq7e9os651werqzFnj9d+eeV5ulvXz54f9/K2IHmn98wPT7jEW9b9dfL+68d6B7w2j1O+5Sa6quWPPJlTeWpllU/3LBywGMNZYWPXLfk/qaWaVS/aAUqe5BRmZtRWaPEa6xSlZuHd8tCzoKySc7asmnWGeGlZCm/RLfEarnQtsNGbDZPxEB6KwYqSEVFEdCHrZKRT159JTXlx9GHzVFfdGWU8x8cO/MoxYFfRaVfHqxAOH7HpSIWDaqEUIe1KA/reDlcolgVGVsQGaMQGXMQGYZFxhbodaaAvsN0NXFtRLH9J3AAhtRmhkUZhQx5FpvNABanAfqCiiZiTVXEx8c+RQxF0zgDyNDP62sdIsPYWzd/2d29euWy7tO7Z/2ooaq/2uJZ0NR4ddfK++OxaR3xKfet6Ly5sX6+y1y9ZErLJu/qVatw/vBj2Lmub4PTaq7wfuaeGvCVzJ09+/2bfvbW7I5ZZX5fi+sTV5nd4UQCWjv2F80G4RSMMjPyomJUiz5l2LtGK4k6rVv0mKNuyaVzu12eUqlIV+ou8kwzzjDHo53GLvMGk80Mw6HBZLabTObLfFsLLwttreYLh8PcPJCRnG9YS8ycSQoN+7Pj2SQ7u3rYpiswhEzEYKosQ06LkzidJWUGk2i2xC3EklNmRj4QS/llFmQR/WKVyInhntraUyASwz0g3yicT4XDPTLYT4G0ZkeAvWLcUhdMDlc4DHqK1jeckD+fHRpOZGfbqocTNgUfIXiTHmSnDLDkaIQipBAHceY5jihDCFCSWeaKH3ng4X0HHnh4iPz87OlfcwYyR73wjWH6unUzpp6/bjrfmi5F3n39zbfeeePNkTNh0MefUc7w4dvvuHP3bXfemUJKQbGqJlEtHT3G8OCWosAA+CjmtFGQ8yIFCycSUU/NTDOlT/06o9mIBS1RiF2rDgutKsO0dqTaJZlaJlMHoaRRlMsnGbmjPoMi3KglUkMlXU0Ngzhzs1BDPm4TpGgCmoX5aAJzSBtNMBUklPZ01VqpWihvu7l/Hw2SB0YXk7eEE8nU+uToq0nFfuS+gp4KaAft6QHCQS8l5jjSMcfREdm3gZCGVy1oXu0Sb8dql3Dab4T1TOk7OPYH1hPcJ8o9gQHLRivtAzT/UcKxhstNZgYA2MIB7quzvzxGfgY60p9Ba/8a8PAstE7E82jrWvSgj55NCysRNFxWhiYBuI8oF9NKKn+uSiqMvb3fYGWNk30YUDgTdzNnjcicXBwRwcQhgGKOp7wnbmTMh/cze1FQVRWQoRqmrx6Hf5bjFqayWrMUMxGBZjhZ4AWNWC8uEa8WeZEpqBq+nl/CX83zTHWdjabhmaSN68TdREQCoV+9DG3lCAFcUpEdMNjrBeRABegusBvAnJD8UkzizBJolDauAJoJ+iplgD3UUKWWgmynyior3Ukjit3gPaB8gNoMsqmKMVVQMf9sCr2SQi/hO/AdVC+FgVHOv6R4MisA8iaUi86wMeCRvUENWXXeGVnTvOuI4IxInCuikcwTVAhz2vrXdpod69GlzHn0juogPq2OgI9Ve/9j1a56TfbYoHWyx8alDiGXOqhcKuG5qOtGJjyNOpY01NhnFhsMJdl7I1Ogpi9PER2nMoz8nlOKxggSg1r0BskZSUicxhVJaKRxhVHWFgOybzLrHFexUPHr6zZ/9EjqN3jhC58tuunOZy8amLf/6t27f3xswbr15INnUgeXT68STsTqV6Z+/+qDX0ytKvvmR2WN0z6Sx51wC8DXgHcx6Lo6dbiBNAh1uk1kk9Cr20F2CAM6LTPkGe1R73g9LS3WduqW6rmtWizowAIifBZfykf5qfwi/nxew/uZ44PX6LUc1khanZ4TSIsFbF7VBCAZnhoy7m0jlD19onhmmDsMEQVTH6q86uP9iivnjMK0DGlPjYy5fpPZNN9EBFFBmKC6aQRFObB0Cjr6BbqHYWTLxF4an4rPRiMw1xJ3DjKNE3w2mU4besHqUn024VAPaGh0QFyE4LGLvHETA1gaNqrnJiwrcoGgFSv+GxwQbjmW2r4tteMQNuEteB22CdzZ3dyGM6PCibO/4yZTX39rapuQAKutBE3CdzAcWhcF+gOXBLiSkoIIp88TtQ7qkVLMuM/jBcyMszAzzkLLYTDjGsCMy7OJCJUyW650wlAqzXD7lzq8WjGXM1/mxd4JJp03w6TzKiadVzXpvKpJB4WTbJx5qUlnp6D0rms2N/sAVjuaeXMzjgLgmUYXVcddVEFadWeUmXSZBlymYZc29eA68y/9cyZd03eadO+r54BJi6yoh0+lTTtgXrHRmrCiopdwBZGEDOkws/Yaxq09+mSohup7WDb38vOD5yp+WQ4L0ThVba+W+5YVKCTqLm2694TO6Nbu/qIzbQcuWrzivaNCrss7p60k4fa+ONEsTN1qMg0/vG5NhkHYSw3F1J9T17Q1dHt8udk6bs8EC/EPuAF4wgbuBJ4OsoJDUVkWg4hE5RyTxfp6OL7AWAEHQhQgUgtQ8O5jz7hjTLHFXJDD00PXhET76OOkjVkDf+G/BGugCm9kFDq5hvFwHSdaczmPs8xZb42UT7dSW6BTd77jfJexJBovxaWlBrTDhmWjIEitgdJS0VY8gTaLM9h8sR2VWcpIGXAI2blVxlhHmcrky6hRSAkDCi/IrKKsrMZcE68huSqx5aYtwVxgAIyD5zouATviHPMBCgpZ/pN2hOUcO6L6O+wI1TakZ7XAEcKM4KjRqAQVmYhwlpZEExQ2qnmBgqpxIRuEstol5BeoZFZwrn2Bxp3/1GtnZcYFJ96ZOrNiRV//imVYd+eswVjNFUXWwnkzmu9Y+mrq79Na449sXnRPY+o+klO0o37m1tze1WtwwZH9OLd/9UanzRy1fRZoys8rSQ2nvrjtnblzznO78Q8fHt1qjZidThozptrstSBrqC5Ri3/NKMEvGByGYkNjdYe9o3ox6XRsCF6erSsxURhlWcsjzK9goWDMy9PkgqCvAEHvnEAB6VBNPN7pZNzL6cgqR+a4eb6ZMzsZs3AyZsGMeDMz4s0iYxPscTP7mtmsKZxQb+G4UCpUYszO+kzpk9Yl/qbqEidVXeJtVZd4Km6T1VawWePR56JcXrlKaeWqOlGu8qJyqk6cSWsR7DtUIMX1TCKp6oQSDOqLTFDNx/0Kp0Ih1R8MpJTVmHZKscAoVc5C1DJyZFnzyiMJgKuUy1SOinGVgz4p62dylDqQERR1OKkplKl/nBMm5a9dNH3RyO2pxfi6u+6aOb9j0+qrbk59UlBStXX9kXd7usIVRdOqZoY3rX33l/9yW2NDBP9x0/31rfXCCUdx6LoVG+4JSwVPEGPdPJfXkJpty8tdMfrLRRcUZZtG33AXF68BbvIeENNB4RVA1LCsEQoHRFHL6bmDWAoj/Ft4RMBIq1fhC6zAoBRU6a+XKOr0fuzndnI0TPGp6nlMyZyDMyguydOqJ/K0HGTkDHLAwmRMO91DPbVMKDTWhGGobkax0WZghMw2MovCgQRrHOYOKkbG0ZhsawbowAtEKccHe+PgaBk2pf72s59qf4Gl27n3r1ly2Zknabzhw9QweY1x4zrWWzuHMKhockSYw36atkroh1EsnLZ8vUMyPw4rKjZ5bfTQb8hU0f71fZouqjUsHHuX1wufAYEHcYzV64jgJn077tBfbhUmOaKBDkd7gNdShcFmMqMmzkL3jkNaEjjE6cyPZWrXAQvawbTrl9SB8Pl4HoYSXnhHHRrvqEPjLJMiCJTCzNDsp5mhWdWDjJBXQZ2h0xvYI46AzWtQ+bHhHH7s7xRZFoJoYVzZybgy0xBF5rMDHvwe+7RIx7TRWi+OO+ko562d4LNTRL7s0DFoHYcSWsIFDiW4DG+uhQTziZVJalynuN/O8eHw+o+++Op9uo2hXLc7L2/DooXn+/KcNn/u+Z0LzycfpTalrsU/wNfgW/AlqR+cPdDx3s9/9t6s2fPmzZ394c13vLBwzsJ5lId2jL3N24UvmD00CV/K5LPDYIDOsYA4LejVgk4taCn1LqKlMmuVVGWqyq6piUtxUzy7taYbLxUWSSutS7NWuhZlL8pdWLqwtqe+T9fvSgR6i9aUr6nqq9vQuD1ra/nFVb5ihyGqzRLzuEcrifdgng49lhFiRf7q6gZHSegc2ogYLA24QVUEG2TtgRXeeYQipUFUjTEopB6V8aS68MRAqCHkVk61ne7AnoKRAlJAhYLTZK0vYIguYHy9gCG6IJ0FUcBQXhAexyuMSSgxN2sjMEWwVq30kswaqYreI1upcbvaz0ru0UQlyfMeTOSp6hzT0dPuHypUVf5XLKrOITnCHqmrjxYpviOFbzpgGIeuvvSC66ZP9+2ILJmSM2Nd/ubpC7v+/Yof3J76cNOBeKzlh1dcuDH1u6e/vOTCf7k69V/81r6rt63tWFtqbba2/WR08/JEg608r/6X63Yld6deap3S/Ovllz3dLMZvv+i+d16+p+9ovTj54WufSKVgNJaAtA2BtNXB4HpfzjgxAGIUR4VRHjXxvE4AU72osYMGYBA1WuMhMMZ5TsNxEuI1hhab+goMSEOGhm8AQakOWgMoSgwFBj9GfglLsvwjTRIVjfSGpI5/KLzPUCxJRjFcKw+1ntpmFudubA4z70G42TLaDNihvIy/0nK0ukoI8YAWC20gNh5KpFvI3AjhoyEl7i1n70RxrbU2YMV8aO/I6IXk5wf3pm5M6QiiQHmBjJ19jkwbPUx54GLggV7hFCqEkdTFeGBcmyMEXZbsHEewsaQmUjNpZklrZOqkbrLEsiC4oKAv2FewJZKVK5Yf8vvFLKfTcziLNBwSdQ437ZPDUfTYeNSrCLgiRgDAzzM42icZ4d9MrvfKf8M447J1mxtGNemBUBPYYxgxEIMSbzCoPNCgersNMnuM2zsNbIwYGDM0sDECb52Ux4iBVW2YwPBqa2rCE5ghHR9g61Bxx7KqgA+6c0V/+aGEDIQsz+FEFhEbDiVEZZDID8s5VYoCMW7yZMYjNKrnW/OdPNM7O952T1//r2NzlsxfeB5G99V0BrTetZMO/9Ux/bbuJT+avmD+01V1xWsi034cJ2RyRWhZdNu/4r9c/GRL+/Spbedh87EnceOWzTt0+ifM2d/8vaYuGJ1y5Jrl28v99rISZ6nvF0eqw0UPAiW0gX2iBWloB0pYxCihia/WNTirPQ2lhZPJZCmqn0NmSe36Ra6uwqUNyxrPb0g0Xk4G8m01XvOhaLRYPOQlwFoOF+tqslAGEaCAJYADE4ggkEEEgQwiCChEEFCJIKASQUBllYEyxt2YBRMo06a1GW1gwLHTsccx4uAdKiU4VEpwpCnBwUwTBzNWHIwSHGlKcDDzxBHOJATAfZoSRkM1NYiSgez3VejAVeONmg8lAABe8VCCgqA4fDhRzMgAHh3PrMMqfjODGoWRunELOB0OlYNYWfUK0RRx8Ybq8qV1V9xcVVfUWx+/tR5zo9yslin7lq+7d/KcxQvP6/w/e0uWFuuyN9Yffcc8/6eLF17TPn8Bd8HtT0SqCpL3rri83OeoKDRX33nxkfbWjvaWBamvnj6UeuSCLZdrDU+YPJh8XldTEJn8GPVCrxp7l/tY+BzFsZlRwTKnqUhb6igN1mlrsiYFIxXRSe3aqVkdwakVUyct1i51Lg0uLl9evXDSGm2vaY25L3tD8BLtgGmz+bJgrsNeFz3UC6KvIaDXaNBhPSksLD0c0NU1sVTUpkzR2RSw1tmtXEF4/KK5MxyIeXd6iZfhy0uFpOJS+VrmCF7JK/UWYCoM9+mN9SDpegBlctoLlVNU2oVZbIRusgXJXLOAOC+0riF6KCE3To8OJ2jzAqWHE4EJoUWGP4ZANjQ1wag6YhWJlo4ljqOO5ZMpFkE0HY7EY3WJSNX0HEPLn/v7d09ubfvV5vD5lZWT2mMtBy8ZeHOWKfbSxslXlJaUhcvKLm5b3LrrN+X5RcuFNo/DXm57MdhYGqq6ZtkVh7NN2vJQaNeq/t+0TJ1WV/Ri5aLi8vKN5523Pi/Pdc/OyxvOc3uokxutAelnpx579CPFY59Ot2T+RqUcr+qk6vSdsjqNCHdY4IgEqnOIbCHwx1Mejvx8FR/ne/mdvMCHe2pp8IkFoGhWjLUxrXQLVHfQISJwhxOC4uUGLUNRwUHb5+2j218m959NcXv5v31jEvKpqXIBtJQHmitCv2E0V+vJL3SFfKFAs1DnagzOFqa5ZgYXuZYGluX3u3q9W1yXeq/w78i32e2mw9mEFB7GUiGQwCN6S31RkTROQN5OKRDLmZdDcjyUgHKchc4cLkzwCMGEuXKM9QRIZrOL0ozK6UdrKK0wEjHb7dmmwwn4BC48PJ4jxTw8YLrUZaB5Am3I5EB/AZ4/u2FNctH924vzg8vroxfUlM1166e8teb5T0oLCtdPWvFBO3nzxIoHex57d9uUFb68PK/dWmV9ydf01uNLbo217Jyy9s04xeV2GJVfAC4r0N8ZhCrKpElSnb0xu0Nqs3dkL5UW2Zdmb5Qulwx+f+6hkhKx4HCA0+msh0VdMOjK4MauQAyqoyYNM6iRIR0LUGTt6biW2SSFfEZegFyQjcl9nYV+v2ot+pmnn9bhR/5eLdYyH4GxXiuPRNkRHE4LUmUoAu2kPYd+f0nuoQS0OFAAIw/aLFoPK1K0VmGfsutwwhBznTPKAPwsuqYOTe6L9imxx7ac/9xsk6sz0rR6cvNFpYXFodLQlXPOu7uaqx69qWBa7kV3zuyYh99IHGybOjdc9KI1ZHO4QlXlW+fPWxso8mXrydhvU1t4vqi+4T41vzOLZS/vlX3MQpQQDY7S/GREk4sycryfiVtln4ferPfpCRFUQ1wgE93w+zqFCQGUb7s+nlRcHUqCZIangxm840FIMxGiCWiRhKMJ1qbMTHs5+AiqIZ81OovcPrr+GHeFEEgtT47WQpegdxL07t9YNuQ8WVPWqvkn+zsJUUiAZhw+piSmfR7vMFvBsNLXCY362dxszQx9F+mSlurXCufr9ZKkEXhB5LUwdvQ6PdJxkqSF6nRIA1xGEAVexNhvMNdr6Y7mPe0zygncB+Co1XEcDW1YaP4rZ+O1dp7XYqShAIrn0Yua9SJQhIglYDY8T/M/OY2WF9FtOmoYmQALe3RJHTHqKnQELr0kh4Z1OqN4G+HzecJTdZxFc4BST1Jw9vSETrI0lJhL4WeUoe2qdLMjBf0uyXJUOvrtPe5BIcysJh1rjkjbwxRzJZpBeR8N8dVi/t/+kvrX1I2v4NdT0fdwH97waqqSLBp9kHxEPhx9lMwczada+Q5AyGLhT3SOCf5AzrBUR6OgFjhVy6FDuEWNJ43HlrBalrMy5WixWuDUAhpP2BQzEjOFjDLJKONvJWxqhakiRwQs8TR+XsQgigTCZi3oKAUrcxeYr1HgWcSWuQsVB+LXjzCfCItZu1jMWqJ3MC+nK9KbcO8FFsLAOCPN83godIwVLMfolBOWUD+hNWf2my0s7/hMvIgyKP4ugdArAstdFnoR838hzzycxCP4ecxjZRYBpn4Zi4UF0lPxPLMZSsyJjlmmLeYpp6RtmSfzuyG9uT7Uk+EKOxU6raSjs2apGaPqH5CJKExNyA2lZMI8KDT9vx6UBTxjeNj4yit8z2O/A0qYBHx/H78NNOc64qKUoMbPDeOx2o8V6wgbdTbfZDZHL5fCzYIxyHWMbUWxSl7XYquTbLponQ/VsfwA+kSdgcKaTviL51MA19U11GuyDRQN2exWNkNANsv/yT449iZDQ3Z2Q/04GpTS8yMs8m6RXawwlk7BDaoYIBrzbogr8xU+ZnzOqBaQWigHibTPmU1TnD7fp9XVh6g4N1nr8WQf7U+OwVjv89kq55XhsjLaHWSC7kCfdKw7XzNjoa5Fl2Gd16n0H6/orPNEPRSNUaYGREX6xeimhmyLyVKfbdHq60NxugtpVFGnkdl13Nep8WY76avZLLKRzSrIzqIVZDuVAZithkWynQpLzx6oT0c2aBiDAohxb8q8m2mOVMxaW5uOatBnqqvowzjUDYqpD09O0N6WlVUWxRJKZ226FiVbh72bEeTAcuhCdry4xLStydwvdQX14yIyQ3W1BsnXbcdjs1Yn1nffFHPNKajpWdS+PVxRt3rjCoxuLSkoWF/fkuzSR55cefGdscnNj2EbrhMdNtfKxb2r5/RZJ2d5ciLhyl2ztvx7VSggFbSe53SZiwufMBcUhCtv3jDKUz7WOPYu7+O3A05c+Ng49caNjhgnmWNa3oCyxMzpCJ/sT09QUOe1qD7TF+J+WaK6RQsLLNlZYCmLOcvcilNTDnWKYrY7TaBW5SinhpyS+URRdpwhlYXgmkwRS8Te5JxlmmqZap/lZC2DFuoMLZbvdfcoqS9geRq8SKLcAuXTKpHq5VND81Bi6ZNoQmUow6eExj5WKFXfiTZn+7JxlqotZKncPksxdAs7s7yik35OZGQpsmk4oicj+Jaj+oLT0TqVLMUB98QI/TkBewU8dDZUN3X0mmMJLc85YhMdvYiGziyotgZxGRlgvC/1+Xsfpb7Etnffw5Yn77z5lrvuuuWnd5HK1Pup43gytmA3rks9nfrg9RdffP2F119GmE2i/IrvQSLuYPaJC0TQWBrE/NhoRp4EhZyaaaSUWfKT4Zykog/jJp1VTh4SOIFIlJfLWUWYMOFDBD+Ki4Kfi/N+Qc15V3KIssMhz1se93FPtkU50JwixqFZQhFwbh9VajzQ+HsFLPAejnBu5OJKUDF3O74Pi5hyYy1wFeKEHUfPKI9B9Izm/UCLWEJRntZRz/KIsFnySWFppbRJEj4DHYa5JDiqjCj577H0jJcQzSYaobtzkomE70gm4r5KLftNasXTuAaH+Z5v/p3vOfsrbgXV865hUN+OnHgkc0TqLVKrjTeBQmWUJojld9jYpNlZapqWHA7C1G+ik8Wy22UxqO8YjOnpGkZm5cP5UwzKRqPbpQzLt0Ij6gA9zsRk7FRjDUuk4xxOx1YHZzGy5gjYKGHmgB3XQMYHDp6g7nwdNzLx7EFsfLAMP2VEfqwYO6Ji7MiZGQjkxZkMB+SZtMcebXJbxiNmYjqGJo9Boxo689AOsltGUXnYKKoKsnHsq3g2bYiR6Q5G9m0jYXNFL3SlBx7z+tZkSosQm/UQk/1LMA6NFqNNak0o0GCZMjFlrmbQOm79gPrgkI1P7qths8O1YPq0f50+PLzo7mW/Pky2z7mqpKx0VvPZI3zP9lnzX3+Wcuemsfd5BJSQB9rraAYtOELNJhMqnCzyfjd2u60xpM32GdXsIKMa/TWq6WJG1bMNhVdkkjAaK8pDJmob5tFHTRxj2RwLQXOMZXN5SkzxTWX2U0V5mmVnUEfo+DE1o1g1cwIVTJkoNFd4IuZ2c3f+z/j7eU2hG1SE7CqDGVE58PUBswU1QT+oczjLVk/78xiwWTYJKZ7VSTvndmfTrq0z4Oxs3wRS8KksZl+nz2M4orJnxvdPMs3QQPOszMypvLkiVoFDJlVzMKms26REF4ydJuZ3Nnk4lTNzKmfmZM4cz4cSrZZjPJ1jPJ1jPJ1jPJ0bKD9nPlyzzLpPKUbgqVpqVocUXSLEkiS6kTfuNIWaE9B5sXBygvUYWWMJMGCpca1a1zRNwi9zdKYZOAL2czKubRkZ2RpyQerL1Os474P1e5qb42fPHH1oyqVVtdNc+sDq4vru24k/L7Bu9qwNobJy0YMrsANbcVtzPH7o6rW/ezbH6QrZjhuL9aCH/372hUVl5RWh8vOnA1e6HljTDBrhxdXM3plg3XyvyfI9psl320GqmNhPMMuq/V+aIAKfaYIA76I06WR1fpdBcQAMinkCnmhTeL/PphBoXqtsUKS/0iOHYGOZhoR3H/sgcH114jBYDTS1laAvAJLvgVSl6xNMYX4KI+4kgtgJMg5VUAklR35xONQ82pzWiLTyQ3FBno8cOyXHkmopX8HvfQZ/XBznfvPvbHbyUlJNbiDvwzfC7Ata3Ep2sCA8NaEMVupVo3QZlmc549YEQW7FDxENkBtGnyERUv0IvKEDafQJtFaPl8leB2ncbCXAeDPE+wFi0FtY+Ow02JkWKsr1EtjaWkGkBp+k0xKgTgRynpOI3URn7cOjzHlCjAbKYX//1nGL+mNCx8pCntQim//P+CuoV2L/uC9iv+yBYM1gU+l0Wo0oSHqB8EjHbElHvY562qws0UtnDBtXGjcZOfE2XvW38eHQSWXiBEuWbG6mm0udmU6dD/QgWZql79gDRfC08RYZEuNtoELi6FG6fdsDwX3yQer/pD56Gf84tfMDbMT2V1I/wPeklpIyUptagX81+gbVEiKpYa6AZVy0MAznTufWcZdjDiOOayDYDlBCBPvRDLrczrdSL3CPd4gulaEkX4BGwhX8ZvTQg6lhOfOiCazak1B7NirCD2dIHrungEgul92N8lrtPAarQtKxScp2NkJdHszkCBbZ+MzQRBT7FeOS4oCJPWNi5oGJvWhi9qtJlTUmU0nxt+zX0MjIcaYAM9usBgi/lg6LshJ53j032R/Jn1Q0zz81/7IcjYdIXtbKFrWV0DSWCar/HtXEpqgmjJ0jnaKHfKroJZtKAqr8CKjyIyCr/gc6A16TKjhMquAwKYIjB0qUl5hYvSaPLGhonaaB4rTIOPVt81O2QOEniwrgYGqf7HktCdor6FZCkvV+2eSEHyOl6LkWJjMprbWctShjQsjJ4fJ4qKSzcdkv6uqbZ7dNfmjlou3tw8PTNrX89O4fXNdx20WFVXabY/bMjtd/csur82cuLCzGJ8+cJT/O97x+/Pcn2hRNlbwGvCEL25hM0KXnccgF6D0C5chvrDLyYKwgtIO/kSf8VJ1Z0CrTJrLqmbqtrLdhN4wb+Go2tEbW7h7t1EjKNPozcZYQrfGk54OPTyABfU/W7rR0WFN+rmVcXMv4t1Zm8izZJCWrwFqDsmzKU/KyKRfaMjNtmSgPNStzMWLNoz0sbMxwQmdos16Z+akJuUvA7o/KgWU2qs5V/FzkNZ0jHJh9W9vw8LqfzcjNzeJuEbnWlrMf8D33LJvFcQDTtrG/cufz21Adac4YdznVVk8Jn4sCgcIpuTzP66cgrd/Kcr2s1VTNo52qpjoP61Q1u1NNtb0g7VV1dUM9V+Lh6VMe5jfysBHnYZ33qGa5x5PpNzo6bgAczYjQUYbsjW+THUYNcoqsWwx73I5wkaY0WKdpDHaQdl836XYv8s0PbyD9vv6KNeHLyFbfj30/Djqz7dmuUnupq8ne5BLtLtf+UKU9FKq8JHRd6LpKLlTpsvMo96YAzuwq56fXOb/osTIjfXyhnXGL3zqeCWn1ViuZkNXKmJe1juqxz9OPVzO7iVAgnWZWSDUd7VZKK9UsrQ5gVqIO9RJVxylRYwIlXg/VHUyOeo9KsR6L7JLydHqyaIUe5oTysMioJ4tW6clIfgxNSIVkodDxOGgPm1u5y1QZMl1pOYo2y/QGTMClwCcQyC2ckqDgQfopqr74XTMtzwnDFKu5Pt8z2RIfGPhdXOduqau6eErF2uygb2ZPwZbqnVtOPt4zHNfN2Lu0Z+fsRWXrGrdf2VjfvNvbnP+irTLbme+wuCKRtqkurdtU+IsLdx+pDP6xsXXuvGntTr3D5Ltp+4wfVtZEKMdoGvuAu4G/FBXjVRnUXRe2xCzEYnbFDHx+rj9QFSCBXND8zfn5pSUeMYt5k5hpQn0nmdMdFW9SaclEcZHUz6Lehvyxjxu6RwCqx3uyGsGAPd5DSdfelF3tnZMd93aTxToxP24CQyTA1k3TG+stwPDrzfTMbrKiJovcqEAgX24PvWHU5tZDw1aW4nHUq4TiUWWCx/u9bh7giqpriLmDZNeQ7CYaKJlgaDLNo1m1HpRMJNnoBKCYDa5YgjUO5U4wGmrHp25mCIDxeZuyBEhP15x68Uh7++x5ra2/37z8gTa9PVZRvLH65r0P3L78nrg+Z1F+1ezs6TNm/OnWW16ZOXNeJP9Fa7nLnvfWU8femt38orFQazIzjSHVzZ0EW9WAavGnGbgNlgm4lI8X8cija8nV1Nba4mFjKfIwHcBDGC+i8/aDMgOKRmo0fnbPz/QDP0v58DMtwX9w7A2GcL8/Gvk2n3p+RB0/tWyjuK6JMgY1RYxIzYZm72yxXZppuBJfWa2N1+Kw22Sun5mLM1qYpQRQoamPjX2qOP3MnWq7zTUYmj5Bj/Bk6BEeMGvZaPeUP6ZefrSz3EP5TDllL9nMk84MinKmEJRvitbUaFTq0ajOREUKHujUeP0qGflVMvKnbVI/s0n9jJj8jID8jJj8rG7/QMYsYHlyyPiKYKBlyFNSYyGaRMMA1sMSSJmy4aEwKeLjCQqVXF1LgkIgbIsnwsY0q6llG3NvZ1AVzuQ5UaqGEGuaBOtrrTQNFVgTVzLt0qYb777y+pm/GD1m6whHuiJLLsv3e2bffOET781tjT24fMmOuH7v12MLHujAYdKfn/vC0cNPTkotkLwGo6WytDTRvro1hnOw7rpXZ82YW1pUdTY/dTL1lcd5VNFMxAagxkpySwYtuvMCugKnprXY2Roo5gN8jkg9fF6pEtQCtsBSJTKpRZPZoxY9XrZ8E5uwiSTFJk3JKU6oTPV+K+uchM1sFRmW0M/sU7NbWbjheXmWjznspY4v+oA3veCMl+X4e4ky++gZ9qjXWxU+10s+7ixXfsxMomEdyynQ/7KYcC6rYsJZCApljqCjrChYVNbo0+gKirPzNM7WYui4gMxeqcKgl0mrQlax4rrOCqZjVXgQi9SM+79Pq8SMnIrH7uw56Qkf09mfUNqtK/CY1IpN6YpNkqz5mqn65qJka2Y1mZl2RmEE+4wsCHOeR63Eo1Ri7PRI8ujyqnqfV5XLQBSK3udlXjCWgpSKl9NPeFk0ycve9bLJet7dyGwx+803mZNmwWyuCvurdlTJa8n0pEcMC+NbxsV1Y+Pp8aFELUGqDjZPUNHtDMQBTcDZmkhDmZl6VC88Oq6ij3sFWaDnu5yErvFAkLDdYLN3xCZdNR1zw6w4+erY8HDHT5es+VnJ4l+tnLG1vKKaXD3nR4UlRdPbrGH/aEA5m93E/Ikd5y1dt3J1RU3t7RePBoBXX5Pq46thdFhQLv4oY3xY9SJnbzWBwe6Nc1rJYM2M/Hz4rchPOlv+bXXasy9P79Ko/hqNlPYzS8zPLKl+Zkny5Y37mTNciTRZgjlWGRlX+FgMSJ5KG8VNWdW5bXhWVjx3iXmtWTq3rROygL9TMWRlxQlt9aYp+Y30NHMlGmQajwZ9KwKkjIZ0OvlmH/TYMNFUSfNvuqQXY/Yaj0TdDEwQSIziJXZdYuQoqeQsSYr4kS7MU60Q2f1cM8FUDGXCSdEMbQAPk701QSHCeeMJChOWX8J80Y1qYKioOE1iWXJ0SGOV81irU18+s3AnWCbTHugfefXJy6+d/69tHRum3vwrMjv1UeqRopJUufCPS2KLU8+n/uuJF6c3jO4q8LxCea1j7GNyv3An8iqZT4W5ceZH82v19dAjfopOI7jddtCfYrnYjfQWvV/P6VXfAFsVgLmk9fpcnVGknFbLlDyjygCMCgPI7jSyQWz0aMyiT/RznMgVMa+sGkng1Dwdjq2PyZzZBmVtnhSz77jbc1ShWNPTLOc+WWT7rodKRJo8Sod1mMbF6Tw2myRpjBp+SoL1AtlVRQueY0Na0bSi1mC01iovIpDOHqUKFn7j5w/u2DGMl6buEe3W2S2VnTZ99ALnbx8n59+BW1JP3DF6avHykmDQq/2N2QrQ7EjdgE+zdQpnyNAswyESRY2kHc0gi1E36UNbkI4QrpOnqxdC0UMIYQl/yHKa5mzhHjbTkUduy7EaZW6NDZ9OfXhzEueObiY3wlcSqT5yTLQjB1rKvhLVxI2Wekx3GotWV4/proQrEWZwM4RLjZdaRQ3GBqkKDVB3ktln4f1gyId7qK3SzFyfuEd2e9LnFLcnGMB0womiZxKHPYuaGuTYXx/+z98n/3reLbHmWTOnNP98TqrvOfwsbsIR/PJzuplP7Lgi9drdD6RO7rziP9sRg0gfuZu19QJ5vScbnRHDgncj8RAURE60OTiHrQgXcUW2Isd0PN2xTbvNaMjCvCErxu+ApvJ6H4zwZ2VKY/8zgYutBjCxA9599BW1+RbC4vH1dVnRCKHGExhUWeTuY7/965w7Jk2Z2TF58s9nQ19Ic+rpVPlzuvY/XvZD7Lv317ho+/Zj7brnUpVqTtpLLGtLXmNmeba2Ey/XciXaBm2Hdr32Wu1rWlGH83A2KcMF+kbcqI3qZ+KZ2nb9ctyv346v0JoBm30Y433AdiStX2uq1+4jeh2n26LHEhF0Gg4Lkp7odHJ6m6V+ApNW89yMdNk5Iv1PC5rK6W1Cen0AwaCsbPoHZWXTjLU21Pl8teHMxf968C7LyMjloyE3P8IWN+1x07XANl/kjWvTzZ2wEmAAM8FnpelXL6XGRt9dcuwYWf1/Rm8nj6wefUg4MbqQPDS6jkKT/j8QuWwlgK3M46QHxaElW4n8jGZEgcZZd2amlGHsKzVjTqNj3X+0k7PQeLSegowWGKO+Uw5RZ3H5XD23jDuf285pJF6jzyZOPkQK+CJdA6nTzSAztNN0BiPWA30RgZcMeg9fwhXzpdoiXTOJ8PW6Gfx03Ux9F1lP1knb+EFyNf8a/6rwqu4D4QPp7/jv+jy9ZDDX63V6YrDRFD8tfMUuCmIpWMglQpHYgWbhqUK7KEmcnhMQXdBOkAPUWppAh5LyjDY5dw4hk88UM600caKaOyeGZRuyh4Usm5uVSf40Ti1R5LBDqGczoqNXDl4gtr5D5ucYqhRHNXNTB2VHNdbkpgb/nDqReu2N1I+exuW47I+4AqypE2fC/EvflAsnvinjX/kmj3+PYu7fUJsQ5V8G8G9j42AK9yDmn5Ae1Jk1WFNFSRM9oNsJVF4mMJNPeEAjZzTP53me2fs8U6R5k5ITSBn2ydAo7HoQjOGTo80n2VpmHNbwTyQkTVyn0yB3uDbsAS255ricYhlkE4mBTQvRlOaelAb/4x78DxjAUNiD/5HSKLYDXwT8Ro93ZuhGJo5Iel7QCcDgYLTRtW2ZI1GHkbpaAEsokXNzkUDXzpP1IE5giSZsMInKYHpKyWpIryhJI6p0LB1/har0IywzkXYnu4S8hv+k5bTYh3OJz1iBZ+DL8FYtbcHIPko76sQ0pm1NYolT+nY9oXPdPYxh7Ge8go48pe1kvq5XB+xiADprNmJklDhV1HJpXZtjopbzCKpyIqRdqwKdbknlrsBUGYG5VoULDZnWpbW2h8kkmTEoORKML3wps4VRaQSIDkiuZ3M3TctMN0+On6fXCB3nDEV/T63sGB7Ghz9ORYl3RqpCtJ/djF9LVUA3qhHi1vI9IJp/KUcnwfQ6oqTBnlXMeE/nBg2mKxXvV1cqnkJXKp4iCFrqOGWL12h5LccDjwQl9v1H5NVsaZ6b1l6v0ROaUq2sVWytBb0BUETT0r9/reIp8lrFU+jCQ9+1VjG39uzTZMbo81zW6COk8zqu/hdXnz1G9fOxd/lqoEAD6OcvZtBglujmWr28EzskjU0Xt+iQUVXQjaqCbqQKrRLr/1yN/r8gK+hGoy/PrbGB8cYI0+ZIK+gOpqA7VMJ0OL5XQaeOArqGFRg9ipcNmG0DoLAqU1ufhGsNdaZZuNXQburMWZtziUb7rba3GDOUdJThUkFqOAZ5jUxJNzqVBbzliXo0i0HOUpyQsWXMYPrGdMaWrtO42QedVincllYmbYzCbR4HU8IdjJYdKrU7VFXcoaristNkgntuAjQUPdwuur1ca0LtqUUXT1jkXPlatoJXbXpmpqJ418tquYaSuayWb7p815x/i0+/sPWmu59MffWHZT+MGZLD0+/Z8PgbpOYPz82oH90ZzH3mv1KfpoYqiiKiffSl+KLUiXTmENDNd2cO4e/PHPr6/33mkPj/NXMIY6NEJmQOkQwEZiYIENVoI//XM4d045lDNKrp+Z70IJVKxrOKVHL5VuZQ8z+XOYT/h8wh6z+ROQSkcJylDmGUixB5ScxDbhzMoISA2wGyLeZAetMUqyRYBaOk1SKTdBtdSs9s1XtMbL1pFp0tYNFZFh8yycFwKDCsnhqhM7gsf6VYpvgFJSJ2qiZslV1Pkr3RTtJfkSZ8w+wzh80c+5Q6HBUMxF1pwCOTxeQ3cSaGaRPLEjcrBRY2lRe/Jkpj2JIkzdCgnrDlpNIisN/kdW9wT3UVdZUj5OBjCWiQ1TQlwZokR+qOqoveKLEQhzwDAyw5JUhCXtJlryi8tB/Xp54b3rHjyUcifaVCr9Z6/vVFd5yNcf9xR+FTL+g1AO+dY+9yn4L8ycaPZeaAI2VAZdNxk0VLbsEgYMlF7K2CzoVZwI6NQaIEzFPfGonvqCPR6zHp05qEst6oOv70eq9HGXXpeHloROVP8rrAh5CXJp6zmKh0pXSZdouTPyhgd2aD/rsQ+QElQg7PZC4Q/XXGMHt7/7eGZzqLnIogGkn3jmdiid/OxFLchHp1hOnTjj29mq6nZ/48PZskoGe8W3+hZ8I6V+qQYyxbAUJz2rdtVHos2FsTQpo1H1VD58FvLz1vreU+HV5yR+/MH1ZVRYeNLte8jvY7Woa3z55XFYncuZm8PPrj7kvKQyVzG7lWyofFVB/Lm9VgB8ubtSJNRt6skGGoaMYnuwsKEMo6nWKjuFxMiHw2V4TBkOfAICAaHZ3L06jp1mzQcBqa4CoKjEXRy3VCp7BW4AQPz/Fu5OJLURHPp1NdORPseHrmUlNdORFxhBeIgSOY45GSC8NMiWxlvW6zFpu1Pm1Yu1K7SSt8xmNeWUKPBSuRoqGm8157QiPyXmIrP6MedgdMvvSnxufbMIcEy4EdvfePf0htfBpX4yq+54wGv8AXn/0918TiSX0snmRDfryCWQyl+XIyODfZU5Uz2T+bm+WZljPLL2UJxMq74yYeG/JaBa3VTiZQ8fdJEo9CqkrQV8kN8yuT7E6qbs/PVSfn+4qTc1O+VyVgrxq48aphP69XcqrOPDVwI8mBm3gDlJgDkOk0EovXSCxeI7GvSizsJbmZw5QtDSY5leUIPmS2tzQQmLAcU0beSNphXYNUz2BMWYjJxuBjcscTFEJCHhC9VkkaoU/JWWTfitOcmyuy4I6VR96b1zLlwZ7OH7RSdWQgfuuenbvm3ZbqI85Z7YBAy01vzZo5v6S46uxjZHsw55U/Hn1xquL/eJ75P35CsfiIkSFRZpBDXFRKL50kSaprgM7ZOa2macj/aUXm/28ztl/5H28+ljM2WF6gqsm8t19hpGdU/nlW5agKAkHSgnkrqO9keDrS/4fLucZZ6K1xFRiMSflArbQRls9J5Z4RuqJ2QEvXEExlEF3q22sIgqZB7Oll7U/HXbLnmVFi///gqjnArC7miBlV1jtVsK+u5ifPaYJWSVw0MQ5YdQ0/ZTZTgCkWYA7zzx8bXXjsGHnoGHl9tFg4MXqQzKB87J7UNvIw6JMa1Cqvuyg8TrD4ONZzCIk+hC3Yj+djHjM/4HimooEIjycIhicTWD8+L0FZXZU8PPo1kVL34u7UNs0dN/7jX+iXVsOXNrIvzWRfMvGPg61Gv+QDWxqQNyxLQfo99j+0NNcqC92xD2r4xxNgPHLnfJAtXRQgG0e/ho/dCx/ddqP4gxuRpPw3pGSnvPEb0G7+77BdhppJAh0RYugqYQnaTc6iHv7BsTH+mbGvhN+gVv4SNId/FrVqnkdr+SvRbu4beOfY2NfCBWi3WIZ202dwEm2Ad1v5R+HeCvQeZx77EI4LYeuArQS2xbC1wbYKtjWwXQDbdr4cnv81kvBLaAdfiybxXaiRO4tEfiu6hq9DTXD9evIS+oJ8iJZyXyEdaFERPoGayHvoGu5m1MbtRU30XDwIzyfQNeQh5IC+dHAWlICtg9+PdmvqkUd4Af0b1HsNdwOqps/R+sn1KBeOO9n3oA5hHfTNgu6BbXW8/6otF1+0eWDThRckzt+4Yf26tf2rV67oWb5saXfX4kULF5w3f97criWdixfNaG6a1NhQXxeN1IK2H66sKA+VlZYUFxUWBPMDfl9ebo7Xk+12OR12W5bVYjYZDXqdVtKIAg8iCJXjpLuta2+2JuQNBALdFcq5Z+J5kiu0/C2QRFkTHvKe81LOOee555znpc/nJpE9OS3YNpVWvBdNez+JbElsTyL6FWybA19SXmrv2xhs35DMbuvr7YU3pgYt/uS0z8NKU1jde/W6tmBbv66iHO3V6aGohxI8O7AXT5uCWYFMa5+0lyDJWFGezAolSWE73TYm49f1QiE4FWqCO7bxO8Acr8+8heA1tWSTSzgptiU17Lv+Dcn4qiS6zr+3fGTw+oOAvd6QoS/Yt2o5QG4VtHEv4grb1y+icGynW+96f5KHytnOC1f87ev9g0EKjvb1vbAPToW3vvM6XHa2de0KjHiTWXBsT1pDyenwxPTLT3q5wXb3Bj89HRzc5U/uOa8r826A7ru7u93Q4MH2IFQIlbVvbIWuuMMV5XKfFAD09W6k39y4irazfaN/8Lp+1tbrWRvYo+3rATGr/qenBgfb+4Ltfav6WuXa25LxReyAFi3tYh0E0E3tVi4pD8Adnt3pndodkIE9a0FXG21YcNVUr4z29JVe5QpcaFdv+mkLZkIFSf8afxIt6ArCow1019+ABtc0MOIJdGN4a/74W0mh0BL0D36Jkrg3eOqTiVdWKVfEQsuXiBanBaf1Dg5OC/qnDfYOrjo4tnN10G8JDu6dNWtwoL0Xvjq/C946OHb4Om9y2vXdSUvvejwJYE8pYNqCrpg3YO1WT+erpwhICghLz7oDUIDfTOUAUEaLugJ+ANTirm4vwKmLlhdBWT5SQgLCbQAcK2CjMOpvSIOnTSkGApQ6rzsYR6vhJLnzvC753I9We4dQPBwCfPTSOyPqHcdiemeneif9em8QvrKfsXVHUipK/8wWp619/aQkdv43t/vl+0lbWxfnJd1yiXg5WtKFYKQ3J10hKJeEBgEJzweTllBS6BrxNnf7LVbgABR7C4Ozzlva5W8fTFOBfEXpKaUDIPXgqvWDylCiRP/dV+l/LylDmlIsDOnrAOI7V28EooHfqusp+wkMWpLTvgp4A4PWYJa/MUybShWqzK+qjAluzP/OGxObCHypdW8QX3Pe3ji+ZuHSrkMWhPzXgI5GMGnrbe3eWwD3ug75EYqzq4RepRfpiZ+eoFl0MAwRiT3vPRRHaCe7y7ML7HzNQYzYNUm9htGag0S+ZpE/VMQ+FAcbYM1BXr4TV5/m4ZokX9spP12iPC3BHQu9c5j9F5Dspvy3FzHnh06IS3EtKCdG4t2LmfoJVw7Ds1qM9hmwEXv3Qp0L2OWDeOdebdwrP7ETnojL7b9m8XjDFi/t2kenK3nZHj7USv8UTBjI4KyFSb6IQljX4NVlImRJ6L+77afvJ3EwuTK4LUDbnuwMXhaAi8Gk37+8Cx7ai6bndA8O+uFfEPq8prNL3tNbuDwHauoGglGf9eZ0BzNODfAq4wf7cuigSX/tCvVrF8HXaGFQ/VxyzXd+DVqfxMvonv1Y8/fWoaD8fb5I+ejg8sGlwUAwkMylH1baAaemnG5WA7TkdtaSIGVVg4N9VEiBiIoDklhBaLuuOzkvBJ1YHYKKuvopsUrIEFjU2waMkLK/4LRVwPOAATL2N7g3Hqesbz3lcoPBmX2DwYVdzV6F+VzpvZziIItS66LW/5/uv5PuD7GaFnRl0D9c25m+Bi0fHx6sIvjePz1A2t3rgfN0Bf3t/r5kfH7X9u71g73dVKVATpnLYaDIKShJglOgxaIhqQv2tyb1wVZ6PUavx+TrIr2uCbYCAwcu7KeSY7A3CNIkqSnsQl4MJFZoAS4LVfrBcASxddx7qjsAwnM5bCDftaFuPwjXDnhuOt164fL05M41q2g7QL7RdzWFM9d0J6V0hfDIzKQWatAqNcAT09g7oEfQl9YAra0KsiJcBoVnZ3eyO0Q/2rWBVuD3W5JoRnBSUiyS6xSK6IfC3YNZwRqm3YmFSV3hLnrQQtsQSAR2xQun8LFuGUgaA7R8TRBuren1yzSysCugDEidV77Sfx4dqP1s03mVm4h2iyvUG3VJbSVUCD9a1ldChfDTdHfLjWdnu5QH4NuWpB5aVJQBSuUFgA7cmknbAr9d0FT66H/Qas47iBYEt8E4p41mNWngdtIIigRwA/l9PVwJNqgvQ10Su0TrOCpf1dCeGwDuwBIOjt0LLCrjD3gH1Tso/SHvIRioCDjNOReSy0CES+deNbLLg4OS8btfkOElGdNHdpEUrkn6e9fCkRIco7dgx14yN8SOmB0HO0B4wxN0W9WX5GDgBPx93fSpIFXJKBf73odwxkNUSWCVD1qa1DOsnMloHEyum3i6Pn06jW69QHKVskoBnWAKYSC50ZtMAE2qj1BcAIe3BCdR5XESe3k63XoBPekBAYQP9EaHy841/q7VMp8H7XPa4DSq4a5SAKZ8KXlhaEKVMCIwkA1URLuT3Dnf39vt7wUNFZ8HIsEL4xCO/rWrkvHgKioE5sv9mQ96FRxWDVLiRlS4eJMa0DnXruoPggZEr3V3y9CnbeSVAfP/NHc1MVFdUfj75g+QBhU0KlN1dDoKjgiIImhVRP5GsOKIVFQSEfEniiLaxnbVsDKzMKZLV925caHRRKPRpAtL0x//Ets0JmpijLHWnzbd2tPvvjeoRO3KNL68effce885c+bc891z3stLBtFMJq5M5wDXJGapnyXApVyjcyAZ7+nTKrrvi/X0ebJNMtfzjtMWbYwLxX0a9nwpx2nT2+ouvZm4tHVvURWYGJ8pzMRqM9p8u8e51wZ6O7coSblcFPOWuieqnpyQcr0uKfIZ8xKO0Q9+Z01/8lR3TuLliHfuS/rMuZ5W7/bhZPsIi4ckR+zX3eKkGk26H8+0d8/i7VBBN52Se+sUVVEnrVzfka0tffmUE42OLJgvppGukcpdyDqV4OH2V7PS5pOFrelNUTm2DO7JTdArqz9AKLBB7df4ChEUwj9iSGA2SpHEXJRhHipQifmowgIsRDUWoQa1WIwVqMdKNKARTWhGC1JoRRtW4xOsQTvWIo116MB6dOJTbMBGbMJmdKMHW9GLbejDduzATuzCbuxBP/ZiHwawHwdwEJ/hcxzCF/jS/R/mKJtKXthU/j/aNPiaTUTA7tkje4YiTECBer/ZH/bQ/rQn9rs9FfXI7tsD+9t+tF/tJ7umzx27Dti39pd9Z9/bBbtkZ+yynRZ1VteL4r5iJyR/0x7bsN21G+oP2227arfEe1OSP4jrvGR/EX1ZOs/YOfvZhrOPxd6vI+A31omhN863MsAgQwwzwhzmMo9jmE9X1hRwLMdxPAtZxAmcqBJhEidzCosZ5YecymmczhhncCbj/IgJzuJslrCUc5jkXJZxHstZwUrOZxUXcCGruYg1rOViLuHHXMplXM46rmA9V7KBjWxiM1uY4iq2su2d+oDBIzyKMHLDx8JV6ib8NvgNhgIqhQP5kVAwHAoFQsDoNVy9LhZTMovZ88i0f7qwJJc8PoonoogWgkN5/rt1WTqgSCzO0kFRJVk6JLo+S4cxWTHv0xGNHxRm2oWHNmEjLXR1CA07Fff9atNCxA5F/h7Rg//B9/aZTmkYFKZ3qb9XGK70dpOKt0v8C1/bxN0KZW5kc3RyZWFtDWVuZG9iag0yMCAwIG9iag0yMDk1MA1lbmRvYmoNMjEgMCBvYmoNMzU3MjgNZW5kb2JqDTEwIDAgb2JqDTw8DS9OYW1lIC9GMTANL1R5cGUgL0ZvbnQNL1N1YnR5cGUvVHlwZTANL0VuY29kaW5nL0lkZW50aXR5LUgNL0Jhc2VGb250IC9BUFZMUlIrVGFob21hLEJvbGQNL0Rlc2NlbmRhbnRGb250c1syMiAwIFJdDS9Ub1VuaWNvZGUgMjMgMCBSDT4+DWVuZG9iag0yMyAwIG9iag08PCAvRmlsdGVyIC9GbGF0ZURlY29kZQ0vTGVuZ3RoIDQ5NCA+Pg1zdHJlYW0NCnicXZTLbtswEEW/QP/AZboIZD5EJUAQwJFjwIu0Rd2ia1miXQG1JNDywn9fmWfiIBVgC0ccztw7fOTVZrXpu0nl3+PQbMOk9l3fxnAazrEJahcOXZ9po9qumYTSf3OsxyyfJ28vpykcN/1+UJao9jxKZP5jfp2meFF3y3bYhS+qDfss/xbbELv+oO5+VVv5tj2P499wDP2kFulL6FtGqrd6/Fofg8pTjvtNOwd10+V+nvwR8fMyBmXg329DGySNRkozfzmNdRNi3R9C9rSYn2f1tJ6f52up/8YLw7TdvvlTx1t4eiXSn8h8IpvICPlEhVCZyD1CD4yV0CNjBloyZqEXSMYqIitolchq6BWinkZn4SB0ujWETvcKiU4PiU5yanQ6tGh0WlRr0VlA6HRSD50W1RqdZgWJTolcQ/TF0OsXPBg8OOYZ8UB1g4fiAXKJSnSagnr4M/gr0WLw4PFn8OClOh7sEsKDlyx48HTJ4MHTT4MHh2qLB089iwePaosHT88sHko8WPEgWfBQ0iWLB48/yxqVkpM18hKJP8MOsfizUkH82bTxZYe79/3+cT4QskCBQ+sCjxpzVhadSC39lrUo3ynJqqQY6a8H7np/3I52c45xPtXp+kjHOZvPbteH2z00DmO6EeZf9g+QACFxCmVuZHN0cmVhbQ1lbmRvYmoNMjIgMCBvYmoNPDwNL1R5cGUgL0ZvbnQNL1N1YnR5cGUgL0NJREZvbnRUeXBlMg0vQmFzZUZvbnQgL0FQVkxSUitUYWhvbWEsQm9sZA0vQ0lEU3lzdGVtSW5mbzw8L1JlZ2lzdHJ5KEFkb2JlKS9PcmRlcmluZyhJZGVudGl0eSkvU3VwcGxlbWVudCAwPj4NL0ZvbnREZXNjcmlwdG9yIDI0IDAgUg0vQ0lEVG9HSURNYXAgL0lkZW50aXR5DS9EVyA1MDYNL1cgWyAwIFsxMDAwIDAgMjkzIDI5MyA2MTUgNTgxIDY1NyA0ODMgMTAyOCA2ODYgNjMzIDcyNiA1NzIgNjM3IDYzNyA2MzcgNjM3IDYxMiA3NzAgNzcxIDQ1NCA0NTQgNjc1IDY4NSA2NjcgNjM3IDczOSA3NTcgNjM3IDQzMSA2MzcgNjM3IDUyMCA4OTMgNzQ1IDY4NSA1MTUgMzEzIDQzNCAzMDIgOTU0IDU5OSAzMDIgMzYzIDY0MCAzODIgNjE3IDkyMCA2MzIgNjI5IDU5NCA2MDQgNjI5IDQxNiA1MjcgODkwIDYyOSAzMTMgNjM3IDYzNyBdDV0NPj4NZW5kb2JqDTI0IDAgb2JqDTw8DS9UeXBlIC9Gb250RGVzY3JpcHRvcg0vRm9udE5hbWUgL0FQVkxSUitUYWhvbWEsQm9sZA0vRmxhZ3MgMzINL0ZvbnRCQm94IFsgLTY5OCAtNDE5IDIxOTYgMTA2NSBdDS9NaXNzaW5nV2lkdGggNTA2DS9TdGVtViAxMjANL1N0ZW1IIDANL0l0YWxpY0FuZ2xlIDANL0NhcEhlaWdodCA1MDANL1hIZWlnaHQgMjUwDS9Bc2NlbnQgMTAwMA0vRGVzY2VudCAyMDcNL0xlYWRpbmcgMTAwMA0vTWF4V2lkdGggMjg5NA0vQXZnV2lkdGggNTA2DS9DSURTZXQgMjUgMCBSDS9Gb250RmlsZTIgMjYgMCBSDT4+DWVuZG9iag0yNSAwIG9iag08PC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoIDEyPj4Nc3RyZWFtDQp4nJP/DwYfABzVBwoKZW5kc3RyZWFtDWVuZG9iag0yNiAwIG9iag08PA0vRmlsdGVyIC9GbGF0ZURlY29kZQ0vTGVuZ3RoIDI3IDAgUg0vTGVuZ3RoMSAyOCAwIFINPj4Nc3RyZWFtCnic7Xx5fFTV2fA55y5zZ98zk5nMlpmsk2SyTSYrc8kGISEJIUACBBJIIICQIIuAYFIXVMBCtVWr1aL19W1dyhAUg2jForXaVsUF96VqbbVEaUttXyF3vufcmbC09n3f7/2+3/fXdzPn3Ods9zznOc967gWEEUJaJF+DA339CQi9C6lsECoSRWyBLHDZ0PKpcjlkZ9b2bRlOlEkeZN7lmzd6k+UWhFhh+PKBZDvfiZDCsvKyrSsSZe0gQgXZg2s3bkmUq/ZBdnrF8Mq1iXL1KPR3Ll/blxxf9wOY85PhoQ0bE+UGaEcn2+aGihPlxi7I5q/rWzuQLMfkNdC18X89fsuD4s6l+uq/IrUgt/70lQ/leV8dvOc/vl5z7n7jzcJO6KtERB6BaC5gqRsh45tfr/m60nhzsv7CVZ28N/5DegYGw50YIF2FEPM+0OFzQGIxrKcW0h54sg7Siwgp30RIrYK0DCFNK9DEDekXCOlgzfoChAzQz1gP6RWETDDezEI6h5ClDBI8MwVonXIfQrbXELL/ASFHOkLOyyDdjVAaPC8NaOqCdbqvhvQpQh7YM8/PYJtgD3wahNKhzg99AkCrDKBv5p8RygI4uxehnJkI5VZCOo1QENaaN0b3S6ZCNXkI2dH1SABqGZCI5sEKHyHHEYcI7+Yt3GnuBLuTXc48Bq0o/lH8PWmL1C91M3fCKITn4168Gm/GV08REi/BK2XgPtyH1+ArLqFyC3oUPYXeRh+jP52vi2MWG3AqQL/DZrRDHv0qeh99gM6gs5jDRuzAfvRfXXegnyahk3icKGRIhfaQH6LnsAStd6A6VAfYfE62M9cxtH0n2oFK4e9/cDFashcvJleg/fgeUke6yHvkgYvbsYBaYO2X45v/eSxOwR4cwpW4EXfgZXgX/pKU4OnoM/QXNAmUMGMPehw4/RN0ChMsYAuehW8ks8lZLOHV/C7OyP75kqetwjNhbZfhDXgQD6KvKCxT47uQr0Ma5ECe8/MG0dOwV0VYwywjY0wLs435M6digBO4E8jBG8gZsgIdQCPoFvjrRt04H/Wia9C30G+A/qfxOZQj0/Eu6LEG/j5gl7NbmefwGFqB5qMVcH8VLcT70HJ0I6xvNk4lv0IWdIj8Dt2D3sKLmenoFmYr/jmsUI+HAJ/vwqh30SG0lz3xP9mD/3/937zYtxVpilPoYXQDpAfwY+xh7nX0R3Q/egutRc8e7Fw63UYwVRd4EnID5CKkfZAYFMV/RUvl9BV6GRIbP4aDYxpt2REA8sYycpKAxZcADikNZeI4zh5zOOSK7ENaLa3IONTYKN/HPF65IWPMmZYErClJQG9MAiqNDKSPZWUlAbc7ARxSqehj0g9pNPTuO2RLpXdmzGaTOzBjqXTin2PrmNuTBFQWGTCPwdgj8adxytjceUmgtS0JNDQkgbq6JJCTkwAOBTLpDCljqanyDCljKSlJwGhMAsoEPVLHiooSwKG8PDoodczjS7a43EkgiajpEDwGupjG7InnmsZaW5NAw4wkkJGZBJIzmaYo7xlTq5OAdqom2cczZjYngSSiHpmMOAvjsWIPTMmPmUxyAxnLTuwfPpSVQ5EhhwA7uOMpLANjdnsS0BvKnsQ6zCEj8gBduENaeafZQzAvvY8pVXJPdopQ7Fh1TRKYNSsBHFrQTfuGxpRqmbjCmNIhA8oxsS4JyIMoUFCYBLJyk0B6IAk4pkZZrDJgGQsEkkBmVgI4pDGX6afrcAmwcAmwbwkwswcbEQZ7pAfL4MH6MbbdQ9FCokdtL4t/5vF8/keHp/CP+DOLw/PlKYPnC0joK/ErMh4fFe1fqTVlX2GHZ+KU2mM4vfc0EU8Nn3rqFDMeP3boa4OlDO5i93+YLGW//9Th+TTs8MTewvvfwvvewi+/hY+9haEYexXvfxXvexW//Co+9iotRt/EJ96Iek6+4fCMvo5fh1vvG8NvkBeez/W88HxF+QtY/cv6X5LYuxiefvhdEK7hVygoXveKylwW2NO5Z+Oea/fctye255k9CvE4jhwxelZBehrSU5B+BulJSE9AOjrf6Hn8iNPzKMCHjzg8j0Eah3QEUK2OGj01kKZBqodUB6k2avVMhyQCHA0bPcUlFk9J2OIJl1o8pXDfH5Yx8YXVwAjrKyvLPliPxfVKc9ne4dgw+WAIi0NAjJfXyb1S1lHcV+xbEVvBiCuV+rIfDuBYv9xU1U91xn7s/V7seyR6M166d2Qv8d507CbiXSOuIWgQy7/2wd5BZqQPFy4SF40sGl3Elv/A6KHj//IDDYx/FouH8EHYuJjF6jlgMXp+CulhSA9Z1J4HLTrPA5CCuUbPcC7Oy9d58i1az93eOo/H4vb44O61VHsecQQ8P3QMeJyOYs+IY6+DOCzpnufMMz1WS8hjtng9hSbR1G7aZ2KHTaOml02MyWL3GCEhC2639FqGLUyhDiMejCD8QjiKh/AIPoCfwi/hL3Ecq/QIeC+EomgI7OwB8JZeQl+iOFKplBGPnugZ8hJ5iYmTOMPSGqWQ62G5XA9hMj0abQXHVjCkAqOKdg6Pw9NipmbU3FkbM2O4z609mFIcbI71d9Red9NNrtitzR1dsVFX97gAfbpiOIa/3R0TmucmQRRMXhs2wm/DxhjTEOMbBvtivL9+Ay3oaEFHC7qGmJ4W9P56HLM0DMYsULsxGNy4iY7fFDz/pAvQBpo2wHPli5Y3QMdNNEMX9fvna8MGDO0bkPyE4NRjNm5M5Jh2kduCUwnQ+M+e9z+4KNpBRKjzrEA8uINwc4l6nrAIUiH40O1QF+r5zXu/QSHIigp9Rp8xAzLYePT1KIfO0jsCAIzpHWB9bwQPTI1axCIhXMiJXC83zLEch9gwZpRh8Mx5kSfwh9QGNVGrtV6tqCWc0oL6NYavJot7jCWhnhJIKDoRnTBVhHomigpLjL7zf3cwX05eR5omHyNXciekT6SzkG6QPpmafQRmV6K5oosLFxKR9BKGEAUOC4xCQIzIEIZpg56yiCqNEQhwRDXWqwvhxhDOouhXyUhQLII9MhbnkcDncWBHJveS6OTT0h7md+yj0u+lTyZHYVqIOQADzgKgGWWgVtEb5sL+Bq7Bv4nbnM6nhVUqjTOsZTTCArQSEYtVRsMoo5GlzxKziFNl0fRnTpEhODE1Pczegy28gqc/v5/iUJxiS0nhSjOzMjOhoqS4LFJGf5yldlrmokjkW+3PSLtI7beOtnQulkarc8N9c8OO8BK/u86U6WTODj4Rzaq12RxSKnciVFJ+dFd0kdGmkGoJz7lMGe1AoSXACqPyToqiRcmW8IyKKcGCoF6osjAcWUjNgGhQaiMMo9XotYWwi8NatscI2AbPFBsmzxSj6GQx/IBhfMYSI0Ua8GRGz71/8iSTfvIkZpnnMSudOxeB2SC6FJwwmwa7DzOi0oxa1PD8Rygg0InWUAh4R32AYT4gL7PvKF9TsUqiVyJVm1JU7SWj7F7lqIo2faB8WaVVCrzaQaysQ2lV5ZJMNlMRFALqbE0lKWWrlCWqNlLLzlbWqrrIKmGleivezO0lV7M/Ud6ncqnG4y+LNTpDRJkLmVqlJhozYCgoBVZh5jlewAougINcKa7iGvAsThAYNcMhJc9gTkBuGMOPxz8S0+hgxPJOZOGDKMBXoxK+BdXxqn0J9jusNMC26/iQzGk9IOjR6mh1tclWAZzWc71h8phwDCdvwWDP+stRD1ViGPsYxod9ZjP8BKd0vbTiyz9IK6Tr8bW/+RpvmHiTO/F1iPn+uZXciXOpzO9pojJN+XI60NeKAqgEDYr5860D1i1mxmTMK+51Y7db4SoVmPxShTCg36wnKRZTXlTfBipar8hIsKlZZtOwPuwNi2HGnQeiUnqBUamImComLhLaiorzPOufYlcrFK0pKfhSrjVfWuSmd87ofP7OyYeI7r6fzGpvW9u7637Jl5GVMdDvCPXOzslPX1Jenn5Ff4Pl5uHKkhD+5dCPI7Xl3InU7OC+JWsfyBZch/CvAy1GAyM9y5qtsyZfa2i1aBlpN5uaMo9qiab479hT3Cmgw0tHwLVbLHbAVnH30cyosqqCXMhqdFgdQWsozEcNVaYKe5mn0luSWxIsK27g2wzNpiZ7o2eWty63LthYvFCzyLAopTO3s/Ay84r8K40bgxsLA2nj8Q/FAhAO4lWqIl4Oe7mQmyht2JZdpGORw+1OL3WQYQ5znFCKVG63zlqUkKe0SFFRmGWzrftsMRuxUV9La4jYgEUmSmRWgRsQGTQTzYzALut7eooKgUOAS7j0QJaxJIVNEDIs0xV+4VLkK2ZtRj9QOZ1uiNVCd0PeEERWPChNDqUPY92Id5U3q6yrpuXh5odvhWheeR1WDPrmfnlVUWvQXzJnY/Putjtvk37krC3Cy5au0OmNNcXljQZLwFHz4p0nMFNWID00Y5nOYohmVdQ5jd608ifvfF/685RWPAvcZ4D4/UqxjtGb9aWGegOrwg7wGqpxjb4JL8Fr8WrzCFYRbIKOBoWjNEraCFycvZRnECcYrXqtR0u0WgMnc6RG5khfKmPh+r2UFSl5TBWU+agsJdjQRMWJihHuQT0+H76gOykzMv/Aemelcqlvp7SHLNg+3tq+5I5vDQSL/fPFHWta12YG/CR98n3uhKeo5K6tD74exfvK56ToBWnI7KEHWgnrsx1WyaGcw4QBcyfIaOpkQVfoFZi14H7e8NWELDJUUmTVSO3J9nNuvJlcxp0420yfdByedCfErHrUKAa5wzyvYXTMOBa+hDYOe7AXhTCDNDov9jLtDNEbPUawa0YDVb49PSUTFcU9Idl2gQIuocYjMU04YSTohHeey8aV0i8absgpDLO4EZeANjb/Bdy7OdVnQ7BjrfHfsi9wXyIb8qOZYqrzSKVplmkrOIDEdyTMN/CbeYZX+X3JBWphgRn6DE8Gcfs0MsuaIhpqvmSGRdGeiahsQC2EaoN0oDkJl5oAlxK6EybOQPnSaEiBXWBfmFZf//bdd73dUD+tZkbju7ff80ZDfY1046LL1ixevGbNYvLZ09L7fX3Lly9fhj3HfoHtA8v7BvqXSR8exZYPPpA+l05//DFQaQvgfxT2ogBtFWerhDx9MVtsqWfrLT26efmCthOEXUiFjfH5XEdycviMI+mMqMIqlfFxWFaGJ11U6yLpNp8/XYmAGb2gQVGhvtBTSJR0eTBQCRJJPRXgtwlY43mZhB2YLA4lBDKh/EAEQSYpx10sllQQZV60JqmQwh5ta2t94677v2xNT2usCK+tq9yZ404HydtX2nFnhZd5e/J691zbmsON85bgv2/8xcwZrTiSjhsM2SlWpyvTPWtaabMt3ezQM/XS7/9OmGB+5AiVvWVAide4CZSOKkH2qjUaXapL40nNVYc0eakL1ZcrLi9VOZi8ceQyuIjLBbJpth3p1mM9KX+sjGkEh0k1H2GTKTOx2XqlHja7Wl/tqSaOYp9MDrWJkmPKFMiMR3cc6GA8L4NADeS7sPMBuuYphTRFAXwxcSxJLUV54jXppHTu6l/PmLewc+kinPl80y1Op2PL7AM/S2m6bWn7TZHZi6RWlyfg83WGsuYGSH66oy7D3YjP/lE60dw0HxuefAYXbhraYeald7S+8YdC5cGcqmPSjYF582cuSUuzWvSqAv/oD7K9aW6UOEtnPwXeUaAi0c3jMMMgQa/0KAm3SGEhi0ZpF6UgKkeURHZ3ej6Z/IQ6arKrk3QR8bg0k/0U0qM4TfqESjVBdfHfcp9yp8Gj8qPVRxCmjKSNcFMipBYhU9DMN55octKmHAD0tNZKs83MViUxhZXEHWZUGitaCWInZhC7lV8RoJoFkmyCZZOQuLAB+bzIKOf4PHn5C+Sliu9T6SopJh2QRvEonoPb8dXSVZGCwq3TG4ZLCyrKQoXbptduzy8sJX+QbpOW4R/hfrwS3yP1Sbdfd7S6JlwUrTx23Y2P1kwLV1RPfzipC7lbZU98v5iqh0iBCNiOg7gUi3gmaeEbFVdiJS/7FSCKeTikoMp+puIA2a9QKOjxg1JjiBARGhW0V77SgFuIKOcKLICvxQo8JkAu6GBEA9SLN6i9sh/PEhjxGDQQI0vd+Qlwr8A8BI0VFbKPBSILnlTSZvasB6NAtwwy7lbp9smfSw/gX+F38HxWd/bP4EQ9yMyD9ayT+pkO3oKcqF6EkBdr5iuusBKtF/DDNNO7sE6LGYVejpeGEYuQ9WGDwqsoVDCKELXdPWCqwcujjEJDicwLSjDis1K/nlgtJmqVmQ7pO/N2FYfCkbzC3Qvw0JxbotXNTdOqb2uX+gdOXrkB22/7N6wZ2vrGoKvpyPYrpPfve1D6fPvmp2dQurcBniUyno2PWLFCkwKOyKGES/qhmER0iw7rHuatKQlsO5LY7lNgRSLwAkQnEg5pdEpnK3xhGl2YwqWEuhRhH9VnJqYkHCreNU/6TvvtVdOamqujt8zBQwt2F+ZFSPVt0mcbrzw54Jpx7IrtOOXB+3D6FduPNLkG39g6JJ0BTOOngUM2A4fw6DtHEAdbPJ+6+CxETyLHQMDIm6AXx5pBASGO5JIMGroRIRtnkTpgApZgRoU4xoGsDLjXTBUqZcC9ZhajucxlaDmzHW1gDElXGzwFaoIFvbBUIEwoEdv1ADvQzaAaPOkiQBKOUTcbnGz4w9xmCUnbJISvxfW4njrWwA965k+IxL8G7EdlHaFC94vTlHbKmU8pX1KSp5Q4E+eQmWgG083N57tU29hNCqVSqRISi1GqeAVd2ja8iRDGSzGDvXkU7nypShYIjQY1q5QqDHrHrtSiZiTIsZYVujCMRq/xaKKaNs2IhtNrMATmSW8iWB0F1ydIzSxwGV3OsWNyLsiuT0/QTxfF+Bh4Lo//hm/Hf5NGeqS8HvzB7bfTteFC6WUyDf9RsgLV6uIfc1buC5SP7hV9rEqVa1E5c2vsRWmz7WJaV8oC91Z2o3p7jtY/CDxlHI9fS5kM5O6wqAQtxc6CzEWRzgPARhVXSOvNInI2pMVarSW8jcc86c3CWVne8CaYUaXNpgNMYF+ys0P6kBhaGmIcVmZFgeFMwpGopmaFGlk57zmv4nq4hHqTbYhsVL5Rx0VKjHL4zKRJB6XNeDdu6/729JItGZnOjtLSHfVzrq8pnzGrunLvjFk7C4pb0tJzLqto3ObC38ND4Av/m8WkLzVLd9nrvN78kmjFz6/d/WRleXGR2yOmSveai4zWFFjDJrAcT8g83S+mMwjjuwljgV1GhDnCAfMyGPUjTLqobiIs7PtpquaTLKpOsKhHIGzSx2ATPkYwSGNqyqfUyBiBW6/nCoLX73hGZlNw5p6Y3Cn1ku9PVrIz2J+cXcCO0xeQGF0H9qYfsDGiBlG7GWEdS89fVFqLTj79sNgiOp1ZNONCyAhneYn9gL1k6omeKf9tIloN1KZkBk1pofQMA2BA5Iz0mvQk3rzp2m9BCC0968Hp2MY8dm7pnbfffA9zz7lZ0oT0VtL//zVgokMuFBWD3ab5zhVklZblGa2GpIQFxhZWCAL4HNYrAO+VHtHT7iE2iDDdsk0705MMLHtkPwIUEiuHlCz1Hf/Bg//14d0bpS/vkArwi3dh05ZbHpBGB1a1/PtGheKqh1sX95Lfvyw91tUc5E5kz14iPf36LSeqcoVzi5VFlb+GmW+D/XsPuN6Lvi2m+LWVzibdLGe7olM3377ItYrd5lRZxuOfUfrox+P3ipnA88ikcxpMLmfIudJ5hVNhMqkfTyEhgonnCBZ6PcMeIp/Z2tSGiGkY/HWv4POYSGpquj7dk05IktwksdPUmQTWDlErMVEhR3iJ2M6X0L/UPUowNviO4EN5WWviUMjHvnf28d3vda5dtn2oYqC0ZKbJFcWa7ViJjdv3LXwgk1zxl3XPdG346eLBobQUW6EGN7ijp05eO/md7t0uat0Iz3BMGni5LlGJnyb0hAzJuKn0FDfq0oWSJ2AMN7mK3EZ4nEJ9mvz4OfYL2FkV0qLNYplGq41Q141XaHiFUnsER9k2dik7wsLFKBgGzLxikWKN4koFhxQaLcOzXqTECbnXRDDW6/UePdHyojElwsO8MgOWlEwYbRUUhSj1tkog0KuooCLA7jA8A0j5Ex6Xz1gCOfvF89Jtk+vJNXjT85MvStfjRdI9eClOYXrP3YrPShzgXB//mD0MsU02WL/1YqOBMRh9xMt4jfPJBqKw+KvG9TYPxN42PvRYhb/JT/xEpdIdmQcKS9XtwkpLjk/pomEBQahWX+upJWEfVXaH9KaIKxn1gLSC+0sdYbhFeyYu9oNl/k1PRAVJ1ZSMiiBSL7sQFX2jr1Zaxh7u6umVPn6p8fZUV9rKRU03FJXUa9pvXDH7psrZC9uaZr7yratfmNm5QPp2ToZjeqYv6nIEMrzejuLcbifDVP9Memb9hitNCpyh82bl5l27vDicE6x+8taNzzbN7Ghqnied2bn1rjxvmtPnGq6b2ZPmTLFp1Dmw1KvIC8wDsvdqQxBZWOMfJfwJeuBlfYJh9E8oiSaIkCmIeANfyLfzLC87PhNyaDRBPS6IiGCdsEhYoUJmZausTZgHTj3wwKlTDzz4x3fWtLddtra1fQ3b88Bnnz1AU9vwUHvH2qGkV8nvpqeE6C9ih57oOaRi2kgbR2h2ueoAOcDtV/EdzGJ2qbqXGWJXq4bUw8wIu001olarVUq1U5WqzlMXMjVshapGLTJtbJuySaVVgZ8JPgU9caQANwWoEuezWtn1hJyTc6j9qVhNj4u2UKNHM05FDTvrYENslBXZXnaYVbCsQq1ksEJQqtQMRyxoQKfXibp2HcMl/VPOpOjXyv4pZMDiSe9U9sDoyX/CvNHjQGrAwVE1Yn/CV8U+fre0R/pTXPqTtB8fwLNwEz7AvDN5DdlxLoM7MekjHyDZiv8WfKwvUADdJqazaqu6wj7L3m7sTpmbtpJbpeg1rDQOczsUw4atpmGnQY5EqPlWzEoEHw+J1dR8d0KWHh72Y79fyYS0Q9oRLdxkI64krlJGpfX7ea3PjFCmmIkLISMOiEcyqO6msjBRAmsKyQqc2m1j8jhdNt0ZIArnrfelptsgH2PR5XKbl0nP3S7dIy3F9+DVRz/fke4cKCy/paP37mlVDZj/2FJmkT4gu+dlt4C13oiX4Ptn1Eg/ss52eguqp1WPb5PO/p0QHMA26neC88ntlM+1vz6ChPhJ0aA0w/5myrmYujQinzfPAmAmaRRmqBhBUFB3lFXCM9QqNaI1SjX9OEoBpp3jOZbHShXDPMcqLSyrxEiheI4HTuexoEKEBc/776JHp0PNrJDIIXhhFEqWVxVS549m0Odl2erSo2clAKqpU+Lk6ZFWr/VqCc+z9Fgn+WqC0s9EmSYaDNouOAXXF9jlm2B4RviGHPXQcT7KQskft1NqlT6S3oW47mOpEB/EGmzGP5Ty8TtSBvmCfCxF8dOTeYBOVfy3zCR7NapAd4kOvRUVe6yG4kprSXF98YB1tWOb4/Ly+z0aD400/BpThHg1xohPBL/GFtSVssg15BvxEZ8vO+pi97NY9jR08prpqYI6wrLqKFJ6vTads5TWWZQpkdLSKoYJOodt+2z7bTEbawudPwYFLpIVCzCRzFf0KDQR1HHpF5+4XHQKOqVbL/DZRQehlOfwu9vfm+lKFSuKrpw5a31pc/a20LXXNdTVPbt98y/q00ytGXlrK1pWlS7I31S2dces+pnHPWUBnG0uSLX5Coqzsk0qmz7nnmuarystqQ75pE90IaPFURrMzLOqraas23a07S0KV1K53AvZn/CNYG/th8lxLKAYlh0BdQQn/K3EiR3+k3Q3+J43woidCDFb2JXIipY/qlFC/MBOxTVsvYlTcUrhondJNtl+aRQO5bqU80f0wCfRyaB8JHOQJ3WdXUeQJn5sTGmOICCb8wjSxT8cAwyAhN04eTCTPJ9Kko3Z4rK0FES2Vkj34iX2ef7MgXxjrpGxKxTelEkDu/yelDqLzUcISuCLP4E4lEFZhwmGFTpwgpt1YOU5lr4XbOeYxNuiCTnQlBf8CX00DEs8QREAbguiZWKI9/JZVq81i1WY652+ANJwdjebytmFoAP1+Wxqh8Zpc9j7RjUxzcsaRjP1akqjyc8z5Ifyxfze/OSrqZ4zk8WGCWPFGTprFHiGntr0+Iznja3xUnjqfG7qjMpq5J7h9fpoRXZrgbRfAVB5sCOLoj3/9qUrf5AzcGhx6/ZgKESK5l4eCPj83nOfkKKODQBmO899wi7f3tSxrG/JQHFx2fe2TGaAXS2Of8TOZq8Bm5aPtosWkmvOXcgtTF3NrU7dKFyevilXmTkeP/moxhDB1Wl0YRGNNpKWZs72BEKBkcDeABsIeKPZbL6gippVLpTvyBuC8AmnGGAz5TPZjAyFI2W4ANQxiAm1NZPFxVQbJ8UmETQGe3CYT7oaIDW2xJvG9ITUBCJJxxO8zjLqdYLD9KfudeGCknlzC3qzAhWFoe727z3bv2QpFm6/8cZp97e5S/+wGYIBpXQfzvhcqTUbppe1VeXe4C602+y/vH3HHfkFARXfMyPfDy5fztO/mGSBEtth27+QeUaBqkQLL2pBM9ZyHOGwwP6QW3oJDymFQqWobFdO8ZC8n9TNSHBS5Dw3qaRv48vZ5fuxkfqrxyHLYJfLc2SLqfg44fjjnGBQepVEgWI8wgbsxQyW3cxE0HHhxS/JoPJIE3kb33j2rinJZO8FPk1BFWKAWMyWUlWDatjKGbRCvZnVcVgrYAcasvfasUHt0K6zyRIpn9NVyy93Kft9I89Z2Xul/Wq9qb4i2FUsc9iPlj90mOTXX+/N9Hn9SW5660UqLVbQD528G9lRt1gNGIlWpNZFBSOnFfRI7/Agr5LSi1cqkU4QEHWzQ3pGb9QjRu1AOoPOq9uvi+k4HShYGw1Bkme3lKjyW9wQdbQTOtPqs1Jy+MMlCU/OxnQ6LfMyV8/GKdJX0r179rz5Tsu1hZyGN7euUZ459x1m6IznxRfVSkr/0vh77BPsTvkMNEO0mkQl6xYZlcaJ1mdEM7DdyQ8nzjHPTEwR/79xfMk+IZ2Q/gjB5ku4CIyXBRdK3/e5PK3FoRavO5DuTOssyV3g8HhJEfR6GkexFdtxjfS09If+67Jzfa6crBtWrhzJzAoEAsGtgOXmuJN/A/ymZtSFXnm0NFg+i0ZqH4o7gfWycypyyopm5TQUrc5dOXM7szVna97WGjVH7bjT2X50vw3b9rqwaz7Lzj+6VH1ATdQ2dWMl7OjRyqyjjWRe/hWIcGnU/XO05Lnm5q8yYmNLGS4zusoY0WeHKXxBpIEbQgv1C8WFRL/Qs7AQADY/2CsOi0Qcj//4ELSLF8Xo1BOAXeuZCE1WVMjhYyhx/F6R8MF75Jss5kE5BPFlTUn4JaYxHDGWXHwKfzGdrbR74KITfBp/Y2PmBT+ef6OtQrLrHSUef3Up8EAoUl9Rdku72O9871ZXRldb+xs7Nr/aPW9l37yOt6/ofHbuop+sOiidWLvuytHhIVz40IM4e83aKycvy2nI6xtcsLx0NrntRumtxa0mr1qrqRenPb1+488aorNKnTX43Ju1j/Tc99XczjkLu+ef+/6PpPnzFrhTX7daRjZsxPU/H8fTrth03fbhYek5qQr/3Wp+6Nt3fZ9GMTvjn7Ovgo7RIBeqE0OlXKmmVFfH1WnqdHO5+Wkr0kaEEZOaqXWyKdgqqESDCjm16z12hdlhXeeWVWfyiD0alT/KSOhFo0yhDAOi9FRQ6aDkNDFrV6wO9eT7Z/hHduAV0unnO7c36qWDeMns/aueeZ1U/nif2z35a53qxwekM9KjmdnlvGXy7doO6UXAtEzqZq8BvaIHf2tYnFPNN/OiuS4wTLa6trmHy4ScXDAJdo3NHrHngqLU02IFx04vZbW1QYXB4XUUOoYdLzs4h8M3PUUbQdkOw1AVqLzUVIWzYLgyYQ6mjIH87kp+Iym75Rd2NbH3nGWKWS59lRWmlcR4nn0iPibD0ZJ51YjZkTonGlqEr1/Y2vr2dcPPz8pxzAgEO4LdV7jd9qo7O96eaJo+LbZ0/g3lWjwXfJxJjeFHNzcNZGVmeY//4O2aaRGXGaeq7Cq1LiPdv3SmtTSK03D6ta/MmjE7L6M4oUk+Ym8GTeJGGWil6M/QlmqnkzZ2unZuYAPZZhUclCAZ1Wo1Sp/Gs/vt2J50OOldTAXjaLcbRaRMTfU4VOuz9Fk4Q+1ghhMf34D6KbnIvUx8gXP+oBFyqy/ln08WzQmZIc9KP5cextWAMcHsJObKC/K3zKjZXBRssmUEZ0yr2Opi+vpXbODduBCngr6aKX0uTV7VusrjcTpTzHlG6QOjS683kg+HNm5bRWOWc/SbZrBaapwqLvzvxiOPXIhHHknEI4RTCyzCDCuolAqeE9QckaMQPY1C9MkoRC9HIY/CXaW6NAIRL4lALgpAqqvplyvVtor/XgiScD8fJV6lhQZb4HVaIvILGeejRLRkJAKwLACUhBNSSYqQSzKF+cJlpF9Q8pxSncKlqjO4XPUybo1aoNExjWm6ffJ3MfKHMZh9W1px8l1pHb5LWo3veOVVfIu0CtdJT5IiUiwdxzWTb1AO2in1s6+ChBlAF8wXTWEcdtXjetc8/XL9Dm5HqiC/OwEmAnfyc9ENgJpnLLU6Vsk5pzNKQWMEo+VR2xQOATTDmSnNIDtW8jsFKkcJjXDeppsu0Rfsq9KXvwSVQG07aITjJ6U7BtaAvkirKxjdTqZLf5EOZ2ZLeVx8E+iEF6Qv7vsuqItfaVT/Llv8+OfMLO4+5ERdolVNeU0QtGxUpeDsdgsEUnb6AZVI3y+o1a6oq81FeJXWodDzHt7LMDxiDMwBhmHA0aGuTnJP6RcDIWrxqa2ggVSYmnkZfXrwm+T4ErAEpPTk8Z07IdaeIx0get2M+rRFJnfFaErsl0R7Bk+XnjojXV7V5ffn2FV/0xsBXyqvdqB2LhoQbTnmgK/KXOKrZ9qUzakNTiGL6jAdtbF6AAz0vZ/BYBM1bICuQg3FQMAF0qpPlJVeKOc5wFsIgqgmUafSKmfno8B/GfRdKrfk4d2/n9e5ZMWCzo+v7Hl8Sb61JpDZW7Xzlruuru0P+ItN+e62nJJud2NT03u33vNRU2NdMCS9Zim0WF1H7/7J/W6rNd8kvaZNV+v0sE49/dYDZFWDYkeQOv7hI0qL/A3bh+IQhRgvzdVYybCcSuDUTmzh8rCfyxIiuJyrFMLqetzMzRLq1QvJPHaeaoF6DelnB7mVihEyzG4Stio3qrapvRoHTKVw8ByPlJiKP2EA5jhhFmrgCRV//qI3X+DdiTrCJzaZvocENjXCLfHeC374n78tU+ilcWnPs7+Q9khH8fBDr+Pw8z9hl5+9i5yczGWXT6aS39NE5ags/lv2GrCpKeDT1Yn5VdoqV4u2xTVs5vxUBzM0syLndCOLBV+toLLYqEOc4XaqZV/PMHk+HolOHXYnfZOLLAt9QXvR7rHXSPemL/DldlQc+7ClruanfV3rm/ES6V5Hp/uqkYH1BUs2pYkGiwVPw6pb3mxvmpeRhd8/m06ytMbY3fd/NwA69az0bVIgx+AFRxATPyWffJFnmeP0vcwHQDhthB6DH4oSTMB56gki4DT6cg1jv5kUSPe+/iy+cZIjZ+k/Gom/z77F/QUsUSlqRPvFAS5kDWXrQuVF3ppIrXd2pJNdquuOLK2+0rjJpSssKC0WC+qLu1M7C5ZG5k/vLVgd2VgwEtkGlIto04sLeD7nsZVgqMn0x3jVwvQVaJVmlXmFh8v0evK8Zr3Zk85qwt6LlPNM/UzPTDLNK397Y7j42xvqFk6EEq9Pemip58JXeecFJHzJwfNFX+ldOCGZ+kovi78gPuxbbS0t79x060czZ9TftPOawZkz609cves3tfUzrxz57h5puH9+x0CNmDZbzAp4pq1wrc3Nqrn2Mlezy5uFf9j7b9XV9Q1VVfu7Rx+o4MXDwx37KsqmVxUW7Z6z+sFKvvo4yW5Z1FFd3eTRue0lSyd3NLUW6XJNWRsaBrebLbZpVAOuBL4b506jOnRAdOZpA8HMmuLquuquqo7pA+XLazeUq/JKdbL6PkntfvF4/DOxDbZVsAHRptU4x3vTcFpaKd9WiAsLcx4vJfIXQPrHeVWI6h91I2R+37xKXOkMFVp8hc6aSlaZPPdv0Dd4Goha/vxFJX8NVJI49rdVTICFBIah78+nPtNLnHlOJozChS+DLnkHEL70RdbFLnjiZc/Fe0M/Fxqf09r2+vd/+h+tgY73FpWNBNNzKgsLd5aIVfWXZ2fn53oCvemRy8tyF6d4ZmPuhuuON7S03LIlPFCYX4WPr30kGq2rDOC60hazN7WprnaGAaST15jM9ZX5FQaTxmExlGhx1FdTkBf6zqKRp9J0QmYw60oh+U9NSVcisafQHez96A6uFt3BvI+WCBXIze2AshE1cS9B23cBtqPjkFohbYG0jP0UIT4H1fG5MOZetA5SG7cifprbFv+aW4DqoM8m7jN0Ha+Xx97GbEDr4J4PqZ7NRlcpMqD+K+i3LX6GdaMqMor2MlvQTrIa7VTcg3ayL6BigLeTP8C8HrST0SMrexqVKhajzZwO7eSUqIw9hkrZk/FzAO9k5kJ7ObS7kZ62kdH4WZgrCmmlOL2zpXlmdVVlRXkEtqSkuKgwVJCfF8zNyc7KzAj4031ej9uV5nSk2m2wN2aT0aDXaTVqlVIAB4tlCEZ5OGav6zqYqgg6fT5fd36y7Li0HGMyDH/2xZDpkk7OfxiU9g9l1z+U3efLrTFkiTX66+rpgw+ixk9jyBzDlhiis2DzbJgpOaihf7W/YVUsta6/txdG1PsN3ljj6VASFfnZB9WqOn/dgCo/Dx1UqQFUAwR9hw/ixmlYBkhjQ+VBggRtfl7MFIyRjAaaVsfE3b0A+OvhSdBivtACgrPn4iYEw6YgcwLCMb4uppDn9a6KiX0xtNt7MO/Yrj3jBrSsN6jp9/f3LQbK9QGOBxGT0TDYSenYQFPvoDfGwsPlzAk13oZB7y4/JUfDYC/k/noY9Y31UJ1S13W975gzZoJ7Q8wYjM2AHjO2feJkdjXYV3lpcdeu672x/XO6Lm710by7u9sOCO9q8MMD4WENq2thKfZQfl5iTUkC9PeupnOu7qN4Nqz27to9IOO6R8ZB7towCBvT91/12rWrod/f0N/XX5t4el1M7JRvqHNhl7xAIF19d7Iq2QFaWLmlt77blyB2c0dXHUXM31fvTGz7+ZreZA1UNEw1eikGTfCAmHe5N4Y6uvzQtZxmA+Vo1/JymXl83RhGtV8YFeMyDH7vrr+iGO71T5y6tKYvWcNnGP6KKNjob+zdtavR723c1burbzw+uszvNfh3HWxu3jXc0AuztnfBqPH447udscY93TFD7yCuBNpTDmjs6Io6fcbuqWL7VBEBSwFjqeXlABXg15S8AZVRZ5fPC4Sa19XtBDp1UbgT4MSdMhIwbjnscZJslEYD5efJU5cEfT7KnbvHRbQMCrHROV2Jshctc44hMRSE/eilLcemWqzzaMvoVMv54b1+mOURWe1aY0Lm+Z/ekGJuGKyM4ZT/pHkg0R4z13UxTtKdgIiToZAqCJJeHbMFAc4O7oJNeNkfMwRjXNcxZ3W312AEDUB3b66/ec7CLm/DrvNckKhJrpTyAbC6v29wV1KUKNN/cy3911gJSlOOBZHeDRQfXbYamAZ+fXuo+vHtMsQav/I5fbuMfpO3ItSd4GrDy/7nMSguUGuGGK6Wl4VlnQYzNcUYWzk0/iNuMRpnXlw1pdGgof0bG0CF1R704xvmHBTxDXMXdh0xIOS9obNrDJzAut7a7oMBaOs64kVIlGsJraWVtOClBdRM5WaMCHJ/5xERoVG5lZUr5PLycYzkOmGqDqPl4yRRZ0hMlClPJIKvsXycTbSIU71ZqBMSdaNynXwdRHS5oooTBVEpaoiWOA9iWjUGNY/Tb1bBm9VgLXYehFEdcvU4Hj2oFJ2JHqPQQ0xgeMO8C1PPW9h1SINgmJzDRLX0yqduAAbfl7KeBrH4TbhfjkTEoeT/eoG8KAfloXxUgApREdSWgHdchiKoHFWgSug5HdWC71YPHvMM1IRa0GzUitpQO+pAc1EnmofmowWoC/WhZWg56kcDaAVaiVahtWgdGkLDMNcGtBFdgbagWDx+/p9+e1H2P80Z/oY5G/635rzsX8yJEYl/HD+FtPHT8b/F34+/G/8cCfHP42/HP4KWT+N/in8ZPxl/Lv56/I34U/F34j+LH4u/Fn82fjx+OH4k/lj8SYCPxQ/GfxX/ZfzF+KvQ9hvo/UL86fhR6PtU/Jn4I9D6NPQ5Gh/+p//l4//FRRI3mP35b2yvxgQzmMUc5rECC1iJVViNKZfpsB4bsBGb5AN5K07BNmzHqdiBnTgNu7Cb/jsG7MPp2I8DOANn4iycjXNwLkRYeTgfF+AQLsRFuBiX4FIcxmUYAmRcgStxFf0XI/+H68KshjwBvCpwd3AlUMxI3Jn96HlyUEBELbAMx7KERehSus+e6/UCl3njk7xb6kZVAsb/fkkfHjgKpAIiBYwcCCVhgnRQSsAMQNlJmAW4NglzyI4WJ2Ee6jcCt7YDR7YAd3agIPBnHxoEPlwL9w7gzZVoE3BmH3Dlv+73r1vmwxMoP6+C8jpYUZEsM4X/esT/AhYUIWMKZW5kc3RyZWFtDWVuZG9iag0yNyAwIG9iag0xMjUxNA1lbmRvYmoNMjggMCBvYmoNMTgzMTYNZW5kb2JqDTMgMCBvYmoNPDwNL1R5cGUgL1BhZ2VzDS9Db3VudCAxDS9LaWRzIFs2IDAgUiBdDT4+DWVuZG9iag0yOSAwIG9iag08PA0vVHlwZSAvT3V0cHV0SW50ZW50DS9TIC9HVFNfUERGQTENL091dHB1dENvbmRpdGlvbklkZW50aWZpZXIgKEN1c3RvbSkNL0luZm8gKFVua25vd24pDS9EZXN0T3V0cHV0UHJvZmlsZSAzMCAwIFINPj4NZW5kb2JqDTMwIDAgb2JqDTw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9OIDMgL0xlbmd0aCAyNTk2ID4+DXN0cmVhbQ0KeJydlndUU9kWh8+9N71QkhCKlNBraFICSA29SJEuKjEJEErAkAAiNkRUcERRkaYIMijggKNDkbEiioUBUbHrBBlE1HFwFBuWSWStGd+8ee/Nm98f935rn73P3Wfvfda6AJD8gwXCTFgJgAyhWBTh58WIjYtnYAcBDPAAA2wA4HCzs0IW+EYCmQJ82IxsmRP4F726DiD5+yrTP4zBAP+flLlZIjEAUJiM5/L42VwZF8k4PVecJbdPyZi2NE3OMErOIlmCMlaTc/IsW3z2mWUPOfMyhDwZy3PO4mXw5Nwn4405Er6MkWAZF+cI+LkyviZjg3RJhkDGb+SxGXxONgAoktwu5nNTZGwtY5IoMoIt43kA4EjJX/DSL1jMzxPLD8XOzFouEiSniBkmXFOGjZMTi+HPz03ni8XMMA43jSPiMdiZGVkc4XIAZs/8WRR5bRmyIjvYODk4MG0tbb4o1H9d/JuS93aWXoR/7hlEH/jD9ld+mQ0AsKZltdn6h21pFQBd6wFQu/2HzWAvAIqyvnUOfXEeunxeUsTiLGcrq9zcXEsBn2spL+jv+p8Of0NffM9Svt3v5WF485M4knQxQ143bmZ6pkTEyM7icPkM5p+H+B8H/nUeFhH8JL6IL5RFRMumTCBMlrVbyBOIBZlChkD4n5r4D8P+pNm5lona+BHQllgCpSEaQH4eACgqESAJe2Qr0O99C8ZHA/nNi9GZmJ37z4L+fVe4TP7IFiR/jmNHRDK4ElHO7Jr8WgI0IABFQAPqQBvoAxPABLbAEbgAD+ADAkEoiARxYDHgghSQAUQgFxSAtaAYlIKtYCeoBnWgETSDNnAYdIFj4DQ4By6By2AE3AFSMA6egCnwCsxAEISFyBAVUod0IEPIHLKFWJAb5AMFQxFQHJQIJUNCSAIVQOugUqgcqobqoWboW+godBq6AA1Dt6BRaBL6FXoHIzAJpsFasBFsBbNgTzgIjoQXwcnwMjgfLoK3wJVwA3wQ7oRPw5fgEVgKP4GnEYAQETqiizARFsJGQpF4JAkRIauQEqQCaUDakB6kH7mKSJGnyFsUBkVFMVBMlAvKHxWF4qKWoVahNqOqUQdQnag+1FXUKGoK9RFNRmuizdHO6AB0LDoZnYsuRlegm9Ad6LPoEfQ4+hUGg6FjjDGOGH9MHCYVswKzGbMb0445hRnGjGGmsVisOtYc64oNxXKwYmwxtgp7EHsSewU7jn2DI+J0cLY4X1w8TogrxFXgWnAncFdwE7gZvBLeEO+MD8Xz8MvxZfhGfA9+CD+OnyEoE4wJroRIQiphLaGS0EY4S7hLeEEkEvWITsRwooC4hlhJPEQ8TxwlviVRSGYkNimBJCFtIe0nnSLdIr0gk8lGZA9yPFlM3kJuJp8h3ye/UaAqWCoEKPAUVivUKHQqXFF4pohXNFT0VFysmK9YoXhEcUjxqRJeyUiJrcRRWqVUo3RU6YbStDJV2UY5VDlDebNyi/IF5UcULMWI4kPhUYoo+yhnKGNUhKpPZVO51HXURupZ6jgNQzOmBdBSaaW0b2iDtCkVioqdSrRKnkqNynEVKR2hG9ED6On0Mvph+nX6O1UtVU9Vvuom1TbVK6qv1eaoeajx1UrU2tVG1N6pM9R91NPUt6l3qd/TQGmYaYRr5Grs0Tir8XQObY7LHO6ckjmH59zWhDXNNCM0V2ju0xzQnNbS1vLTytKq0jqj9VSbru2hnaq9Q/uE9qQOVcdNR6CzQ+ekzmOGCsOTkc6oZPQxpnQ1df11Jbr1uoO6M3rGelF6hXrtevf0Cfos/ST9Hfq9+lMGOgYhBgUGrQa3DfGGLMMUw12G/YavjYyNYow2GHUZPTJWMw4wzjduNb5rQjZxN1lm0mByzRRjyjJNM91tetkMNrM3SzGrMRsyh80dzAXmu82HLdAWThZCiwaLG0wS05OZw2xljlrSLYMtCy27LJ9ZGVjFW22z6rf6aG1vnW7daH3HhmITaFNo02Pzq62ZLde2xvbaXPJc37mr53bPfW5nbse322N3055qH2K/wb7X/oODo4PIoc1h0tHAMdGx1vEGi8YKY21mnXdCO3k5rXY65vTW2cFZ7HzY+RcXpkuaS4vLo3nG8/jzGueNueq5clzrXaVuDLdEt71uUnddd457g/sDD30PnkeTx4SnqWeq50HPZ17WXiKvDq/XbGf2SvYpb8Tbz7vEe9CH4hPlU+1z31fPN9m31XfKz95vhd8pf7R/kP82/xsBWgHcgOaAqUDHwJWBfUGkoAVB1UEPgs2CRcE9IXBIYMj2kLvzDecL53eFgtCA0O2h98KMw5aFfR+OCQ8Lrwl/GGETURDRv4C6YMmClgWvIr0iyyLvRJlESaJ6oxWjE6Kbo1/HeMeUx0hjrWJXxl6K04gTxHXHY+Oj45vipxf6LNy5cDzBPqE44foi40V5iy4s1licvvj4EsUlnCVHEtGJMYktie85oZwGzvTSgKW1S6e4bO4u7hOeB28Hb5Lvyi/nTyS5JpUnPUp2Td6ePJninlKR8lTAFlQLnqf6p9alvk4LTduf9ik9Jr09A5eRmHFUSBGmCfsytTPzMoezzLOKs6TLnJftXDYlChI1ZUPZi7K7xTTZz9SAxESyXjKa45ZTk/MmNzr3SJ5ynjBvYLnZ8k3LJ/J9879egVrBXdFboFuwtmB0pefK+lXQqqWrelfrry5aPb7Gb82BtYS1aWt/KLQuLC98uS5mXU+RVtGaorH1futbixWKRcU3NrhsqNuI2ijYOLhp7qaqTR9LeCUXS61LK0rfb+ZuvviVzVeVX33akrRlsMyhbM9WzFbh1uvb3LcdKFcuzy8f2x6yvXMHY0fJjpc7l+y8UGFXUbeLsEuyS1oZXNldZVC1tep9dUr1SI1XTXutZu2m2te7ebuv7PHY01anVVda926vYO/Ner/6zgajhop9mH05+x42Rjf2f836urlJo6m06cN+4X7pgYgDfc2Ozc0tmi1lrXCrpHXyYMLBy994f9Pdxmyrb6e3lx4ChySHHn+b+O31w0GHe4+wjrR9Z/hdbQe1o6QT6lzeOdWV0iXtjusePhp4tLfHpafje8vv9x/TPVZzXOV42QnCiaITn07mn5w+lXXq6enk02O9S3rvnIk9c60vvG/wbNDZ8+d8z53p9+w/ed71/LELzheOXmRd7LrkcKlzwH6g4wf7HzoGHQY7hxyHui87Xe4Znjd84or7ldNXva+euxZw7dLI/JHh61HXb95IuCG9ybv56Fb6ree3c27P3FlzF3235J7SvYr7mvcbfjT9sV3qID0+6j068GDBgztj3LEnP2X/9H686CH5YcWEzkTzI9tHxyZ9Jy8/Xvh4/EnWk5mnxT8r/1z7zOTZd794/DIwFTs1/lz0/NOvm1+ov9j/0u5l73TY9P1XGa9mXpe8UX9z4C3rbf+7mHcTM7nvse8rP5h+6PkY9PHup4xPn34D94Tz+wplbmRzdHJlYW0NZW5kb2JqDTMxIDAgb2JqDTw8IC9UeXBlIC9NZXRhZGF0YSAvU3VidHlwZSAvWE1MIC9MZW5ndGggMTE1NCA+Pg1zdHJlYW0KPD94cGFja2V0IGJlZ2luPScnIGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4gDTxyZGY6UkRGIHhtbG5zOnJkZj0naHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIycgeG1sbnM6aVg9J2h0dHA6Ly9ucy5hZG9iZS5jb20vaVgvMS4wLyc+DTxyZGY6RGVzY3JpcHRpb24gYWJvdXQ9JycgeG1sbnM9J2h0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvJyB4bWxuczpkYz0naHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8nPg08ZGM6dGl0bGU+PHJkZjpBbHQ+PHJkZjpsaSB4bWw6bGFuZz0ieC1kZWZhdWx0Ij5DOlxVc2Vyc1xHaW9lbGVcQXBwRGF0YVxMb2NhbFxUZW1wXDdcQXJjYVRtcEZpbGVzXFNlc3Npb24xNzY2NFxNb2R1bG9TdGFtcGFfNjc1MTJTNEY3LmZyeDwvcmRmOmxpPjwvcmRmOkFsdD48L2RjOnRpdGxlPg08ZGM6Y3JlYXRvcj48cmRmOlNlcT48cmRmOmxpPjwvcmRmOmxpPjwvcmRmOlNlcT48L2RjOmNyZWF0b3I+DTwvcmRmOkRlc2NyaXB0aW9uPg08cmRmOkRlc2NyaXB0aW9uIGFib3V0PScnIHhtbG5zPSdodHRwOi8vbnMuYWRvYmUuY29tL3BkZi8xLjMvJyB4bWxuczpwZGY9J2h0dHA6Ly9ucy5hZG9iZS5jb20vcGRmLzEuMy8nPg08cGRmOlByb2R1Y2VyPkFteXVuaSBQREYgQ29udmVydGVyIHZlcnNpb24gNi4wLjEuOTwvcGRmOlByb2R1Y2VyPg08L3JkZjpEZXNjcmlwdGlvbj4NPHJkZjpEZXNjcmlwdGlvbiBhYm91dD0nJyB4bWxucz0naHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLycgeG1sbnM6eGFwPSdodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvJz4NPHhhcDpNZXRhZGF0YURhdGU+MjAyMS0xMS0yMlQxODowNTo0MiswMTowMDwveGFwOk1ldGFkYXRhRGF0ZT4NPHhhcDpDcmVhdGVEYXRlPjIwMjEtMTEtMjJUMTg6MDU6NDIrMDE6MDA8L3hhcDpDcmVhdGVEYXRlPg08L3JkZjpEZXNjcmlwdGlvbj4NPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9JycgeG1sbnM6cGRmYWlkPSdodHRwOi8vd3d3LmFpaW0ub3JnL3BkZmEvbnMvaWQvJz4NPHBkZmFpZDpwYXJ0PjE8L3BkZmFpZDpwYXJ0Pg08cGRmYWlkOmNvbmZvcm1hbmNlPkI8L3BkZmFpZDpjb25mb3JtYW5jZT4NPC9yZGY6RGVzY3JpcHRpb24+DTwvcmRmOlJERj4NPD94cGFja2V0IGVuZD0ncic/Pg0KZW5kc3RyZWFtDWVuZG9iag0yIDAgb2JqDTw8DS9UeXBlIC9DYXRhbG9nDS9QYWdlcyAzIDAgUg0vT3V0cHV0SW50ZW50cyBbMjkgMCBSXQ0vTWV0YWRhdGEgMzEgMCBSDT4+DWVuZG9iag14cmVmDTAgMzINMDAwMDAwMDAwMCA2NTUzNSBmIA0wMDAwMDAwMDE1IDAwMDAwIG4gDTAwMDAwNTc4NDUgMDAwMDAgbiANMDAwMDA1Mzc0MCAwMDAwMCBuIA0wMDAwMDAwMDAwIDAwMDAwIGYgDTAwMDAwMDAwMDAgMDAwMDAgZiANMDAwMDAxNjQ0NyAwMDAwMCBuIA0wMDAwMDAwMzI0IDAwMDAwIG4gDTAwMDAwMDIwNjQgMDAwMDAgbiANMDAwMDAxNjc3NyAwMDAwMCBuIA0wMDAwMDM5NTI2IDAwMDAwIG4gDTAwMDAwMDIwODQgMDAwMDAgbiANMDAwMDAxMzM4OCAwMDAwMCBuIA0wMDAwMDEzNDEwIDAwMDAwIG4gDTAwMDAwMTY0MjYgMDAwMDAgbiANMDAwMDAxNzU1MCAwMDAwMCBuIA0wMDAwMDE2OTI0IDAwMDAwIG4gDTAwMDAwMTgwNjQgMDAwMDAgbiANMDAwMDAxODM1OSAwMDAwMCBuIA0wMDAwMDE4NDQwIDAwMDAwIG4gDTAwMDAwMzk0ODIgMDAwMDAgbiANMDAwMDAzOTUwNCAwMDAwMCBuIA0wMDAwMDQwMjQ4IDAwMDAwIG4gDTAwMDAwMzk2ODAgMDAwMDAgbiANMDAwMDA0MDcwOCAwMDAwMCBuIA0wMDAwMDQxMDA5IDAwMDAwIG4gDTAwMDAwNDEwOTAgMDAwMDAgbiANMDAwMDA1MzY5NiAwMDAwMCBuIA0wMDAwMDUzNzE4IDAwMDAwIG4gDTAwMDAwNTM3OTggMDAwMDAgbiANMDAwMDA1MzkzMiAwMDAwMCBuIA0wMDAwMDU2NjA4IDAwMDAwIG4gDXRyYWlsZXINPDwNL1NpemUgMzINL1Jvb3QgMiAwIFINL0luZm8gMSAwIFINL0lEIFs8QzgyMEFENDMxMjM3NDE0NUFEM0E2MDJCRTAzRTlDRTU+PEM4MjBBRDQzMTIzNzQxNDVBRDNBNjAyQkUwM0U5Q0U1Pl0NPj4Nc3RhcnR4cmVmDTU3OTM1DSUlRU9GDQ==</Attachment>
		</Allegati>
	</FatturaElettronicaBody>
</p:FatturaElettronica>
