﻿<?xml version="1.0" encoding="UTF-8"?>
<xbrli:xbrl xmlns:xbrli="http://www.xbrl.org/2003/instance" xmlns:xbrll="http://www.xbrl.org/2003/linkbase" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:ipp-gen="http://www.cnmv.es/ipp/gen/1-2008/2008-01-01" xmlns:es-be-fs="http://www.bde.es/es/fr/ifrs/basi/bde/4-2004/2006-01-01" xmlns:ipp-com="http://www.cnmv.es/ipp/com/1-2008/2008-01-01" xmlns:dgi-lc-es="http://www.xbrl.org.es/es/2007/dgi/gp/lc-es/2007-05-30" xmlns:dgi-lc-int="http://www.xbrl.org.es/es/2007/dgi/gp/lc-int/2007-05-30" xmlns:ifrs-gp="http://xbrl.iasb.org/int/fr/ifrs/gp/2005-05-15" xmlns:dgi-est-gen="http://www.xbrl.org.es/es/2007/dgi/gp/est-gen/2007-05-30" xmlns:iso4217="http://www.xbrl.org/2003/iso4217" xmlns:ipp="http://www.cnmv.es/ipp/2008">
  <xbrll:schemaRef xlink:type="simple" xlink:href="ipp-gen-2008-01-01.xsd" xlink:arcrole="http://www.w3.org/1999/xlink/properties/linkbase" />
  <xbrli:context id="S22009_A-08049793_dci">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2009-01-01</xbrli:startDate>
      <xbrli:endDate>2009-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22009_A-08049793_dcc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2009-01-01</xbrli:startDate>
      <xbrli:endDate>2009-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22008_A-08049793_dpai">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2008-01-01</xbrli:startDate>
      <xbrli:endDate>2008-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22008_A-08049793_dpac">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2008-01-01</xbrli:startDate>
      <xbrli:endDate>2008-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22009_A-08049793_dcoi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2009-07-01</xbrli:startDate>
      <xbrli:endDate>2009-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22009_A-08049793_dcoc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2009-07-01</xbrli:startDate>
      <xbrli:endDate>2009-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22008_A-08049793_dpoi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2008-07-01</xbrli:startDate>
      <xbrli:endDate>2008-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22008_A-08049793_dpoc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2008-07-01</xbrli:startDate>
      <xbrli:endDate>2008-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22009_A-08049793_ici">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2009-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22009_A-08049793_icc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2009-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22008_A-08049793_ipai">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2008-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22008_A-08049793_ipac">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-08049793">URBAS GUADAHERMOSA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2008-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:unit id="euro">
    <xbrli:measure>iso4217:EUR</xbrli:measure>
  </xbrli:unit>
  <xbrli:unit id="pure">
    <xbrli:measure>xbrli:pure</xbrli:measure>
  </xbrli:unit>
  <ipp-gen:InformeFinancieroGeneral>
    <ipp-com:IdentificacionInforme>
      <ipp-com:CierreEjercicioInforme contextRef="S22009_A-08049793_ici">2009-12-31</ipp-com:CierreEjercicioInforme>
      <ipp-com:AnoInforme contextRef="S22009_A-08049793_ici">2009</ipp-com:AnoInforme>
      <ipp-com:PeriodoInforme>
        <ipp-com:Xcode_Periodo_S2 contextRef="S22009_A-08049793_ici">S2</ipp-com:Xcode_Periodo_S2>
      </ipp-com:PeriodoInforme>
      <ipp-com:ModeloInforme>
        <ipp-com:Xcode_Modelo_GE contextRef="S22009_A-08049793_ici">GE</ipp-com:Xcode_Modelo_GE>
      </ipp-com:ModeloInforme>
      <ipp-com:Version contextRef="S22009_A-08049793_ici">6.1.0</ipp-com:Version>
    </ipp-com:IdentificacionInforme>
    <ipp-com:DatosIdentificativos>
      <dgi-est-gen:EntityName>
        <dgi-est-gen:LegalName>
          <dgi-est-gen:LegalNameType>
            <dgi-lc-es:Xcode_NMT.DS contextRef="S22009_A-08049793_ici">DS</dgi-lc-es:Xcode_NMT.DS>
          </dgi-est-gen:LegalNameType>
          <dgi-est-gen:LegalNameValue contextRef="S22009_A-08049793_ici">URBAS GUADAHERMOSA, S.A.</dgi-est-gen:LegalNameValue>
        </dgi-est-gen:LegalName>
      </dgi-est-gen:EntityName>
      <dgi-est-gen:EntityAddress>
        <dgi-est-gen:AddressTypeList>
          <dgi-lc-es:Xcode_ADL.01 contextRef="S22009_A-08049793_ici">01</dgi-lc-es:Xcode_ADL.01>
        </dgi-est-gen:AddressTypeList>
        <dgi-est-gen:Address>
          <dgi-est-gen:AddressFormat>
            <dgi-lc-int:Xcode_UN3477.05 contextRef="S22009_A-08049793_ici">05</dgi-lc-int:Xcode_UN3477.05>
          </dgi-est-gen:AddressFormat>
          <dgi-est-gen:AddressLine contextRef="S22009_A-08049793_ici">C/ Velázquez nº 94 1º   MADRID</dgi-est-gen:AddressLine>
        </dgi-est-gen:Address>
      </dgi-est-gen:EntityAddress>
      <dgi-est-gen:Identifier>
        <dgi-est-gen:IdentifierCode>
          <dgi-lc-es:Xcode_IDC.CIF contextRef="S22009_A-08049793_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
          <dgi-est-gen:IdentifierValue contextRef="S22009_A-08049793_ici">A-08049793</dgi-est-gen:IdentifierValue>
        </dgi-est-gen:IdentifierCode>
      </dgi-est-gen:Identifier>
    </ipp-com:DatosIdentificativos>
    <ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada />
    <ipp-com:DeclaracionResponsablesInformacion>
      <ipp-com:PersonasResponsables>
        <ipp-com:FirmadoAdministradores contextRef="S22009_A-08049793_ici">true</ipp-com:FirmadoAdministradores>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22009_A-08049793_ici">JUAN ANTONIO IBAÑEZ FERNANDEZ</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22009_A-08049793_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22009_A-08049793_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22009_A-08049793_ici">PRESIDENTE-CONSEJERO DELEGADO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22009_A-08049793_ici">FOMENTO DE INVERSIONES DIRECTAS S.L (Representada por D. Ricardo López Vegas)</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22009_A-08049793_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22009_A-08049793_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22009_A-08049793_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22009_A-08049793_ici">DARIVENIA MARKETS S.L. (Representada por Dña Mª Isabel Sanz Rojo)</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22009_A-08049793_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22009_A-08049793_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22009_A-08049793_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22009_A-08049793_ici">ESPARTEL FUND INVESTMENT S.L. (Representada por D. Enrique Lahuerta Tornos)</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22009_A-08049793_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22009_A-08049793_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22009_A-08049793_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22009_A-08049793_ici">EUROCOMETA S.L. (Representada por D. José Antonio Bartolomé Nicolás)</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22009_A-08049793_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22009_A-08049793_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22009_A-08049793_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22009_A-08049793_ici">FERNANDO BELTRAN BUSTOS</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22009_A-08049793_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22009_A-08049793_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22009_A-08049793_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22009_A-08049793_ici">JOSE MARIA LAMO DE ESPINOSA Y MICHELS DE CHAMPOURCIN</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22009_A-08049793_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22009_A-08049793_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22009_A-08049793_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22009_A-08049793_ici">TRES CULTURAS DOS ORILLAS S.L. (Representada por D. Jesús Ordóñez Gutiérrez)</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22009_A-08049793_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22009_A-08049793_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22009_A-08049793_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22009_A-08049793_ici">IGNACIO CHECA ZAVALA</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22009_A-08049793_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22009_A-08049793_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22009_A-08049793_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
      </ipp-com:PersonasResponsables>
      <ipp-com:FechaAprobacionInforme contextRef="S22009_A-08049793_ici">2010-02-26</ipp-com:FechaAprobacionInforme>
    </ipp-com:DeclaracionResponsablesInformacion>
    <ipp-gen:InformacionFinancieraSeleccionada>
      <ipp-gen:BalanceIndividual>
        <ipp-gen:ActivoNoCorrienteNacional decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">29962000</ipp-gen:ActivoNoCorrienteNacional>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">3985000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:GoodwillNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">3985000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">2047000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">4184000</ifrs-gp:InvestmentProperty>
        <ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">19108000</ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">9000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">629000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:OtherAssetsNonCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:OtherAssetsNonCurrent>
        <ipp-gen:ActivoCorrienteNacional decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">195264000</ipp-gen:ActivoCorrienteNacional>
        <ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ifrs-gp:Inventories decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">159809000</ifrs-gp:Inventories>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">5544000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">4070000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">1421000</ipp-gen:OtrosDeudores>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">53000</ifrs-gp:CurrentTaxReceivables>
        <ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">25804000</ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">3217000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:PrepaymentsCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">22000</ifrs-gp:PrepaymentsCurrent>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">868000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNacional decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">225226000</ipp-gen:TotalActivoNacional>
        <ipp-gen:PatrimonioNetoNacional decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">56755000</ipp-gen:PatrimonioNetoNacional>
        <ipp-gen:FondosPropiosNacional decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">56755000</ipp-gen:FondosPropiosNacional>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">90846000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">90846000</ifrs-gp:IssuedCapital>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">137850000</ifrs-gp:IssuedCapital>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">2355000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-5004000</ifrs-gp:OtherReserves>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-20000</ifrs-gp:TreasuryShares>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-gen:ResultadosEjerciciosAnteriores>
        <ipp-gen:OtrasAportacionesSocios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-gen:OtrasAportacionesSocios>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-31422000</es-be-fs:ResultadoEjercicioBalance>
        <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
        <ipp-gen:AjustesValoracionNacional decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-gen:AjustesValoracionNacional>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:AvailableForSaleReserves>
        <ipp-com:OperacionesCobertura decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:OperacionesCobertura>
        <ipp-com:OtrosAjustesValoracion decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:OtrosAjustesValoracion>
        <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
        <ipp-gen:PasivoNoCorrienteNacional decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">35774000</ipp-gen:PasivoNoCorrienteNacional>
        <ifrs-gp:ProvisionsNonCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">20448000</ifrs-gp:ProvisionsNonCurrent>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">4476000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">4331000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">145000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ipp-gen:DeudasEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-gen:DeudasEmpresasGrupoAsociadasLargoPlazo>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">9965000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:OtherLiabilitiesNonCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:OtherLiabilitiesNonCurrent>
        <ipp-gen:PeriodificacionesLargoPlazo decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">885000</ipp-gen:PeriodificacionesLargoPlazo>
        <ipp-gen:PasivoCorrienteNacional decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">132697000</ipp-gen:PasivoCorrienteNacional>
        <ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:ProvisionsCurrent>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">108606000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">106382000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">2224000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">8015000</ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">16033000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">2718000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">13315000</ipp-gen:OtrosAcreedores>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">13106000</ipp-gen:OtrosAcreedores>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:OtherLiabilitiesCurrent>
        <ifrs-gp:AccruedLiabilitiesTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">43000</ifrs-gp:AccruedLiabilitiesTotal>
        <ipp-gen:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">225226000</ipp-gen:TotalPatrimonioNetoPasivoNacional>
        <ipp-gen:ActivoNoCorrienteNacional decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">30889000</ipp-gen:ActivoNoCorrienteNacional>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">4001000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">4001000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">2109000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">4235000</ifrs-gp:InvestmentProperty>
        <ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">19885000</ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">30000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">629000</ifrs-gp:DeferredTaxAssets>
        <ipp-gen:ActivoCorrienteNacional decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">263014000</ipp-gen:ActivoCorrienteNacional>
        <ifrs-gp:Inventories decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">221164000</ifrs-gp:Inventories>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">10182000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">6871000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">3203000</ipp-gen:OtrosDeudores>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">108000</ifrs-gp:CurrentTaxReceivables>
        <ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">25166000</ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">6101000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">401000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNacional decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">293903000</ipp-gen:TotalActivoNacional>
        <ipp-gen:PatrimonioNetoNacional decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">51178000</ipp-gen:PatrimonioNetoNacional>
        <ipp-gen:FondosPropiosNacional decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">51178000</ipp-gen:FondosPropiosNacional>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">137850000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">2355000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-5192000</ifrs-gp:OtherReserves>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-19000</ifrs-gp:TreasuryShares>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-15458000</ipp-gen:ResultadosEjerciciosAnteriores>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-68358000</es-be-fs:ResultadoEjercicioBalance>
        <ipp-gen:PasivoNoCorrienteNacional decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">71054000</ipp-gen:PasivoNoCorrienteNacional>
        <ifrs-gp:ProvisionsNonCurrent decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">15824000</ifrs-gp:ProvisionsNonCurrent>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">41001000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">5050000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">35951000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">13344000</ifrs-gp:DeferredTaxLiabilities>
        <ipp-gen:PeriodificacionesLargoPlazo decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">885000</ipp-gen:PeriodificacionesLargoPlazo>
        <ipp-gen:PasivoCorrienteNacional decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">171671000</ipp-gen:PasivoCorrienteNacional>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">146315000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">144131000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">2184000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">8566000</ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">16768000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">3662000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ifrs-gp:AccruedLiabilitiesTotal decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">22000</ifrs-gp:AccruedLiabilitiesTotal>
        <ipp-gen:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">293903000</ipp-gen:TotalPatrimonioNetoPasivoNacional>
      </ipp-gen:BalanceIndividual>
      <ipp-gen:CuentaPerdidasGananciasIndividual>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">9440000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">33559000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">17015000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">51119000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-6591000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-2535000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-29962000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-19506000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:WorkPerformedByEntityAndCapitalised decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">0</ifrs-gp:WorkPerformedByEntityAndCapitalised>
        <ifrs-gp:WorkPerformedByEntityAndCapitalised decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-585000</ifrs-gp:WorkPerformedByEntityAndCapitalised>
        <ifrs-gp:WorkPerformedByEntityAndCapitalised decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:WorkPerformedByEntityAndCapitalised>
        <ifrs-gp:WorkPerformedByEntityAndCapitalised decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">11000</ifrs-gp:WorkPerformedByEntityAndCapitalised>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-10659000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-36435000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-31772000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-50157000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">0</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-38000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-596000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-1138000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-1468000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-1998000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-2362000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">129000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-4821000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-4539000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-65000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-90000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-130000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-135000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">0</ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras>
        <ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">0</ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras>
        <ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras>
        <ipp-gen:ExcesosProvisiones decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">0</ipp-gen:ExcesosProvisiones>
        <ipp-gen:ExcesosProvisiones decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">0</ipp-gen:ExcesosProvisiones>
        <ipp-gen:ExcesosProvisiones decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:ExcesosProvisiones>
        <ipp-gen:ExcesosProvisiones decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">114000</ipp-gen:ExcesosProvisiones>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">0</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">0</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">0</ipp-gen:OtrosResultados>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">0</ipp-gen:OtrosResultados>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:OtrosResultados>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-10833000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-23677000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-17034000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-42651000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">35000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">152000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">73000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">334000</ipp-gen:IngresosFinancieros>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-5038000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-6896000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-8716000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-9510000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">0</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">0</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">0</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">0</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-9123000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-25430000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-9123000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-27348000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-14126000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-32174000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-17766000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-36524000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-24959000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-55851000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-34800000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-79175000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">719000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">6186000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">3378000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">10817000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-24240000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-49665000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-31422000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-68358000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">0</ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax>
        <ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">0</ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax>
        <ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax>
        <ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S22009_A-08049793_dcoi" unitRef="euro">-24240000</ipp-gen:ResultadoEjercicioNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S22008_A-08049793_dpoi" unitRef="euro">-49665000</ipp-gen:ResultadoEjercicioNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-31422000</ipp-gen:ResultadoEjercicioNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-68358000</ipp-gen:ResultadoEjercicioNacional>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22009_A-08049793_dcoi" unitRef="pure">-0.08</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22008_A-08049793_dpoi" unitRef="pure">-0.23</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22009_A-08049793_dci" unitRef="pure">-0.09</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="pure">-0.32</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22009_A-08049793_dcoi" unitRef="pure">-0.08</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22008_A-08049793_dpoi" unitRef="pure">-0.23</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22009_A-08049793_dci" unitRef="pure">-0.09</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="pure">-0.32</ifrs-gp:DilutedEarningsLossPerShare>
      </ipp-gen:CuentaPerdidasGananciasIndividual>
      <ipp-gen:EstadoIngresosGastosReconocidosIndividual>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-31422000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-68358000</ifrs-gp:ProfitLoss>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:OtrosIngresosGastosPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:OtrosIngresosGastosPatrimonioNeto>
        <ipp-gen:OtrosIngresosGastosPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:OtrosIngresosGastosPatrimonioNeto>
        <ipp-gen:CoberturasFlujosEfectivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:CoberturasFlujosEfectivoPatrimonioNeto>
        <ipp-gen:CoberturasFlujosEfectivoPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:CoberturasFlujosEfectivoPatrimonioNeto>
        <ipp-gen:SubvencionesDonacionesLegadosPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:SubvencionesDonacionesLegadosPatrimonioNeto>
        <ipp-gen:SubvencionesDonacionesLegadosPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:SubvencionesDonacionesLegadosPatrimonioNeto>
        <ipp-gen:GananciasPerdidasActuarialesOtrosAjustesPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:GananciasPerdidasActuarialesOtrosAjustesPatrimonioNeto>
        <ipp-gen:GananciasPerdidasActuarialesOtrosAjustesPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:GananciasPerdidasActuarialesOtrosAjustesPatrimonioNeto>
        <ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNeto>
        <ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNeto decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:TransferenciasCuentaPerdidasGananciasNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:TransferenciasCuentaPerdidasGananciasNacional>
        <ipp-gen:TransferenciasCuentaPerdidasGananciasNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:TransferenciasCuentaPerdidasGananciasNacional>
        <ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias>
        <ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias>
        <ipp-gen:OtrosIngresosGastosPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:OtrosIngresosGastosPerdidasGanancias>
        <ipp-gen:OtrosIngresosGastosPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:OtrosIngresosGastosPerdidasGanancias>
        <ipp-gen:CoberturasFlujosEfectivoPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:CoberturasFlujosEfectivoPerdidasGanancias>
        <ipp-gen:CoberturasFlujosEfectivoPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:CoberturasFlujosEfectivoPerdidasGanancias>
        <ipp-gen:SubvencionesDonacionesLegadosPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:SubvencionesDonacionesLegadosPerdidasGanancias>
        <ipp-gen:SubvencionesDonacionesLegadosPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:SubvencionesDonacionesLegadosPerdidasGanancias>
        <ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNetoPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNetoPerdidasGanancias>
        <ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNetoPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNetoPerdidasGanancias>
        <ipp-gen:EfectoImpositivoPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:EfectoImpositivoPerdidasGanancias>
        <ipp-gen:EfectoImpositivoPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-gen:EfectoImpositivoPerdidasGanancias>
        <ipp-gen:TotalIngresosGastosReconocidosNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-31422000</ipp-gen:TotalIngresosGastosReconocidosNacional>
        <ipp-gen:TotalIngresosGastosReconocidosNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-68358000</ipp-gen:TotalIngresosGastosReconocidosNacional>
      </ipp-gen:EstadoIngresosGastosReconocidosIndividual>
      <ipp-gen:EstadoTotalCambiosPatrimonioNetoIndividual>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">137850000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-18295000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-19000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-68358000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">51178000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:AjusteCambiosCriteriosContrables>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:AjusteCambiosCriteriosContrables>
        <ipp-com:AjusteErrores>
          <ipp-com:PatrimonioNeto>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:AjusteErrores>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">137850000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-18295000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-19000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-68358000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">51178000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-31422000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-31422000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-47004000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">84003000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">36999000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:AumentosReduccionesCapital>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-47004000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">84003000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">36999000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:AumentosReduccionesCapital>
        <ipp-com:ConversionPasivosFinancierosPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:ConversionPasivosFinancierosPatrimonioNeto>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:IncrementoReduccionCombinacionesNegocios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IncrementoReduccionCombinacionesNegocios>
        <ipp-com:OtrasOperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasOperacionesSociosPropietarios>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-68358000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">68358000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:PagosBasadosAcciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:PagosBasadosAcciones>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:OtrasVariaciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-68358000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">68358000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariaciones>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">90846000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-2650000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-19000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">-31422000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">56755000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">137850000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-6504000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-11842000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">119504000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">137850000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-6504000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-11842000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">119504000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-68358000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-68358000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">32000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">32000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">32000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">32000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-11842000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">11842000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:OtrasVariaciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-11842000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">11842000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariaciones>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">137850000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-18314000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">-68358000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">51178000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
      </ipp-gen:EstadoTotalCambiosPatrimonioNetoIndividual>
      <ipp-gen:EstadoFlujosEfectivoIndividual>
        <ipp-gen:FlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">42480000</ipp-gen:FlujosEfectivoActividadesExplotacionNacional>
        <ipp-gen:FlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-9761000</ipp-gen:FlujosEfectivoActividadesExplotacionNacional>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-34800000</ifrs-gp:ProfitLossBeforeTax>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-79175000</ifrs-gp:ProfitLossBeforeTax>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">19912000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">73485000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">130000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">134000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">19782000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">73351000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">64061000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">5332000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-6693000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-9403000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-6713000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-9740000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating>
        <ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">73000</ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating>
        <ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">302000</ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-53000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">35000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities>
        <ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities>
        <ipp-gen:FlujosEfectivoActividadesInversionNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-2223000</ipp-gen:FlujosEfectivoActividadesInversionNacional>
        <ipp-gen:FlujosEfectivoActividadesInversionNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">6359000</ipp-gen:FlujosEfectivoActividadesInversionNacional>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-2223000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-643000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-646000</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-565000</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-78000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:ActivosFinancierosPagos>
        <ipp-gen:OtrosActivosPagos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-1577000</ipp-gen:OtrosActivosPagos>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">7002000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones>
        <es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">7002000</es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:OtrosActivosCobros decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:OtrosActivosCobros>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-39790000</ipp-gen:FlujosEfectivoActividadesFinanciacionNacional>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">443000</ipp-gen:FlujosEfectivoActividadesFinanciacionNacional>
        <ipp-gen:CobrosPagosInstrumentosPatrimonioNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:CobrosPagosInstrumentosPatrimonioNacional>
        <ipp-gen:CobrosPagosInstrumentosPatrimonioNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">32000</ipp-gen:CobrosPagosInstrumentosPatrimonioNacional>
        <ifrs-gp:ProceedsFromIssuanceOfEquityInstruments decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:ProceedsFromIssuanceOfEquityInstruments>
        <ifrs-gp:RepurchaseOfEquityInstrumentsSubsequentlyCancelled decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:RepurchaseOfEquityInstrumentsSubsequentlyCancelled>
        <ifrs-gp:PurchaseOfTreasuryShares decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:PurchaseOfTreasuryShares>
        <ifrs-gp:PurchaseOfTreasuryShares decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-344000</ifrs-gp:PurchaseOfTreasuryShares>
        <ifrs-gp:ProceedsFromIssuanceOfTreasuryShares decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:ProceedsFromIssuanceOfTreasuryShares>
        <ifrs-gp:ProceedsFromIssuanceOfTreasuryShares decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">376000</ifrs-gp:ProceedsFromIssuanceOfTreasuryShares>
        <ipp-gen:SubvencionesDonacionesLegadosRecibidosPatrimonio decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-gen:SubvencionesDonacionesLegadosRecibidosPatrimonio>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-39790000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">411000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-38325000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">42000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-1465000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">369000</ipp-gen:DevolucionAmortizacion>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing>
        <ifrs-gp:EffectOfExchangeRateChangesOnCashAndCashEquivalents decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ifrs-gp:EffectOfExchangeRateChangesOnCashAndCashEquivalents>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">467000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">-2959000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">401000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">3360000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">868000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">401000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional>
        <ipp-com:CajaBancos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">868000</ipp-com:CajaBancos>
        <ipp-com:CajaBancos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">401000</ipp-com:CajaBancos>
        <ipp-com:OtrosActivosFinancieros decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-com:OtrosActivosFinancieros>
        <ipp-com:MenosDescubiertosBancariosReintegrablesVista decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-com:MenosDescubiertosBancariosReintegrablesVista>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">868000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">401000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-gen:EstadoFlujosEfectivoIndividual>
      <ipp-gen:BalanceConsolidado>
        <ipp-gen:ActivoNoCorrienteNiif decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">30129000</ipp-gen:ActivoNoCorrienteNiif>
        <ipp-gen:ActivoNoCorrienteNiif decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">30544000</ipp-gen:ActivoNoCorrienteNiif>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">15713000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">16047000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:GoodwillNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">15713000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">16047000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">2073000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">2127000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">4186000</ifrs-gp:InvestmentProperty>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">4235000</ifrs-gp:InvestmentProperty>
        <ifrs-gp:EquityMethodAccountedInvestmentsTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">275000</ifrs-gp:EquityMethodAccountedInvestmentsTotal>
        <ifrs-gp:EquityMethodAccountedInvestmentsTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">259000</ifrs-gp:EquityMethodAccountedInvestmentsTotal>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">429000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">423000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">7453000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">7453000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:OtherAssetsNonCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:OtherAssetsNonCurrent>
        <ipp-gen:ActivoCorrienteNiif decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">201709000</ipp-gen:ActivoCorrienteNiif>
        <ipp-gen:ActivoCorrienteNiif decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">274525000</ipp-gen:ActivoCorrienteNiif>
        <ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ifrs-gp:Inventories decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">191482000</ifrs-gp:Inventories>
        <ifrs-gp:Inventories decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">257884000</ifrs-gp:Inventories>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">5521000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">9689000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">2910000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">2558000</ipp-gen:OtrosDeudores>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">7575000</ipp-gen:OtrosDeudores>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">53000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">2114000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:OtherFinancialAssetsCurrent>
        <ipp-gen:OtrosActivosCorrientes decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">3396000</ipp-gen:OtrosActivosCorrientes>
        <ipp-gen:OtrosActivosCorrientes decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">6200000</ipp-gen:OtrosActivosCorrientes>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">1310000</ifrs-gp:CashAndCashEquivalents>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">752000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNiif decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">231838000</ipp-gen:TotalActivoNiif>
        <ipp-gen:TotalActivoNiif decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">305069000</ipp-gen:TotalActivoNiif>
        <ipp-gen:PatrimonioNetoNiif decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">50554000</ipp-gen:PatrimonioNetoNiif>
        <ipp-gen:PatrimonioNetoNiif decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">47429000</ipp-gen:PatrimonioNetoNiif>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">50549000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">47424000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ipp-gen:FondosPropiosNiif decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">50549000</ipp-gen:FondosPropiosNiif>
        <ipp-gen:FondosPropiosNiif decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">47424000</ipp-gen:FondosPropiosNiif>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">90846000</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">137851000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">90846000</ifrs-gp:IssuedCapital>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">2355000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">2355000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-8774000</ifrs-gp:OtherReserves>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-33982000</ifrs-gp:OtherReserves>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-gen:ResultadosEjerciciosAnteriores>
        <ipp-gen:OtrasAportacionesSocios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-gen:OtrasAportacionesSocios>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-33878000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-58800000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
        <ipp-gen:AjustesValoracionNiif decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-gen:AjustesValoracionNiif>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:AvailableForSaleReserves>
        <ipp-com:OperacionesCobertura decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:OperacionesCobertura>
        <ipp-gen:DiferenciasConversion decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-gen:DiferenciasConversion>
        <ipp-com:OtrosAjustesValoracion decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:OtrosAjustesValoracion>
        <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">5000</ifrs-gp:MinorityInterest>
        <ifrs-gp:MinorityInterest decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5000</ifrs-gp:MinorityInterest>
        <ipp-gen:PasivoNoCorrienteNiif decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">16746000</ipp-gen:PasivoNoCorrienteNiif>
        <ipp-gen:PasivoNoCorrienteNiif decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">56155000</ipp-gen:PasivoNoCorrienteNiif>
        <ifrs-gp:GovernmentGrantsNonCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:GovernmentGrantsNonCurrent>
        <ifrs-gp:ProvisionsNonCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">3146000</ifrs-gp:ProvisionsNonCurrent>
        <ifrs-gp:ProvisionsNonCurrent decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">1668000</ifrs-gp:ProvisionsNonCurrent>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">4622000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5231000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">4477000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5231000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">145000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">8093000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">12433000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:OtherLiabilitiesNonCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">885000</ifrs-gp:OtherLiabilitiesNonCurrent>
        <ifrs-gp:OtherLiabilitiesNonCurrent decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">36823000</ifrs-gp:OtherLiabilitiesNonCurrent>
        <ipp-gen:PasivoCorrienteNiif decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">164538000</ipp-gen:PasivoCorrienteNiif>
        <ipp-gen:PasivoCorrienteNiif decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">201485000</ipp-gen:PasivoCorrienteNiif>
        <ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:ProvisionsCurrent>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">141207000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">177460000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">141207000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">177460000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">21053000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">21677000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">14840000</ipp-gen:OtrosAcreedores>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">21122000</ipp-gen:OtrosAcreedores>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">6213000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">555000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">2278000</ifrs-gp:OtherLiabilitiesCurrent>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">2348000</ifrs-gp:OtherLiabilitiesCurrent>
        <ipp-gen:TotalPasivoPatrimonioNetoNiif decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">231838000</ipp-gen:TotalPasivoPatrimonioNetoNiif>
        <ipp-gen:TotalPasivoPatrimonioNetoNiif decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">305069000</ipp-gen:TotalPasivoPatrimonioNetoNiif>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">137851000</ifrs-gp:IssuedCapital>
      </ipp-gen:BalanceConsolidado>
      <ipp-gen:CuentaPerdidasGananciasConsolidada>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">9509000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">30657000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">51302000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">48144000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-10290000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-22695000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-33451000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-29700000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:WorkPerformedByEntityAndCapitalised decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">0</ifrs-gp:WorkPerformedByEntityAndCapitalised>
        <ifrs-gp:WorkPerformedByEntityAndCapitalised decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ifrs-gp:WorkPerformedByEntityAndCapitalised>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-9455000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-53344000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-31648000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-61544000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">382000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-138000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">382000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">18000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-684000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-1346000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-1668000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-2244000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-4839000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-7187000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-7401000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-7232000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-65000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-90000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-131000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-138000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">0</ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras>
        <ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-15442000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-41343000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-22615000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-52696000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">0</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">0</ipp-gen:OtrosResultados>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">12800000</ipp-gen:OtrosResultados>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:OtrosResultados>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">0</ipp-gen:OtrosResultados>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">35000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">261000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">74000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">448000</ipp-gen:IngresosFinancieros>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-6101000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-7528000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-10378000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-12009000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">0</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">0</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">0</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-5516000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">1163000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-5316000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-11582000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-6104000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-15620000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-11561000</ipp-gen:ResultadoFinanciero>
        <ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">7000</ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments>
        <ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">24000</ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments>
        <ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">16000</ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments>
        <ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-39000</ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-27017000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-47423000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-38219000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-64296000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">1645000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">3252000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">4341000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">5496000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-25372000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-44171000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-33878000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-58800000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">0</ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax>
        <ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-25372000</ipp-gen:ResultadoEjercicioNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-44171000</ipp-gen:ResultadoEjercicioNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-33878000</ipp-gen:ResultadoEjercicioNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-58800000</ipp-gen:ResultadoEjercicioNiif>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">-25372000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">-44171000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-33878000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-58800000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22009_A-08049793_dcoc" unitRef="euro">0</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22008_A-08049793_dpoc" unitRef="euro">0</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22009_A-08049793_dcoc" unitRef="pure">-0.07</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22008_A-08049793_dpoc" unitRef="pure">-0.21</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22009_A-08049793_dcc" unitRef="pure">-0.09</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22008_A-08049793_dpac" unitRef="pure">-0.27</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22009_A-08049793_dcoc" unitRef="pure">-0.07</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22008_A-08049793_dpoc" unitRef="pure">-0.21</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22009_A-08049793_dcc" unitRef="pure">-0.09</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22008_A-08049793_dpac" unitRef="pure">-0.27</ifrs-gp:DilutedEarningsLossPerShare>
      </ipp-gen:CuentaPerdidasGananciasConsolidada>
      <ipp-gen:EstadoIngresosGastosReconocidosConsolidado>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-33878000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-58800000</ifrs-gp:ProfitLoss>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">9000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif>
        <ipp-gen:RevalorizacionInmovilizadoMaterialActivosIntangiblesPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:RevalorizacionInmovilizadoMaterialActivosIntangiblesPatrimonioNeto>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:OtrosIngresosGastosPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:OtrosIngresosGastosPatrimonioNeto>
        <ipp-gen:CoberturasFlujosEfectivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:CoberturasFlujosEfectivoPatrimonioNeto>
        <ipp-gen:DiferenciasConversionPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:DiferenciasConversionPatrimonioNeto>
        <ipp-gen:DiferenciasConversionPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">9000</ipp-gen:DiferenciasConversionPatrimonioNeto>
        <ipp-gen:GananciasPerdidasActuarialesOtrosAjustesPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:GananciasPerdidasActuarialesOtrosAjustesPatrimonioNeto>
        <ipp-gen:EntidadesValoradasMetodoParticipacionPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:EntidadesValoradasMetodoParticipacionPatrimonioNeto>
        <ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:TransferenciasCuentaPerdidasGananciasNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:TransferenciasCuentaPerdidasGananciasNiif>
        <ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias>
        <ipp-gen:OtrosIngresosGastosPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:OtrosIngresosGastosPerdidasGanancias>
        <ipp-gen:CoberturasFlujosEfectivoPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:CoberturasFlujosEfectivoPerdidasGanancias>
        <ipp-gen:DiferenciasConversionPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:DiferenciasConversionPerdidasGanancias>
        <ipp-gen:EntidadesValoradasMetodoParticipacionPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:EntidadesValoradasMetodoParticipacionPerdidasGanancias>
        <ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNetoPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:RestoIngresosGastosImputadosDirectamentePatrimonioNetoPerdidasGanancias>
        <ipp-gen:EfectoImpositivoPerdidasGanancias decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:EfectoImpositivoPerdidasGanancias>
        <ipp-gen:TotalIngresosGastosReconocidosNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-33878000</ipp-gen:TotalIngresosGastosReconocidosNiif>
        <ipp-gen:TotalIngresosGastosReconocidosNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-58791000</ipp-gen:TotalIngresosGastosReconocidosNiif>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-33878000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-58791000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio>
      </ipp-gen:EstadoIngresosGastosReconocidosConsolidado>
      <ipp-gen:EstadoTotalCambiosPatrimonioNetoConsolidado>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">137850000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-31609000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-19000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-58800000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">5000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">47427000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">137851000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-37476000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5955000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">106335000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:AjusteCambiosCriteriosContrables>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:AjusteCambiosCriteriosContrables>
        <ipp-com:AjusteErrores>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:AjusteErrores>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">137850000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-31609000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-19000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-58800000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">5000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">47427000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-33878000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-33878000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-47004000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">84003000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">36999000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:AumentosReduccionesCapital>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-47004000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">84003000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">36999000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:AumentosReduccionesCapital>
        <ipp-com:ConversionPasivosFinancierosPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:ConversionPasivosFinancierosPatrimonioNeto>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:IncrementoReduccionCombinacionesNegocios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IncrementoReduccionCombinacionesNegocios>
        <ipp-com:OtrasOperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasOperacionesSociosPropietarios>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-58794000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">58800000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">6000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:PagosBasadosAcciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:PagosBasadosAcciones>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-58800000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">58800000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:OtrasVariaciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">6000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">6000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariaciones>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">90846000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-6400000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-19000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-33878000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">5000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">50554000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">137851000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-37476000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5955000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">106335000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-58800000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">9000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-58791000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">32000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">1000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">33000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">32000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">1000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">33000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5807000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-5955000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-148000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5955000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-5955000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:OtrasVariaciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-148000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-148000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariaciones>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">137851000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-31637000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">1000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-58800000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">9000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">47429000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
      </ipp-gen:EstadoTotalCambiosPatrimonioNetoConsolidado>
      <ipp-gen:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
        <ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">41053000</ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">13144000</ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-38219000</ifrs-gp:ProfitLossBeforeTax>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-64296000</ifrs-gp:ProfitLossBeforeTax>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">19240000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">55376000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">131000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">138000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">19109000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">55238000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">67907000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">5749000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-7875000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">16315000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-7822000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsOperating decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ifrs-gp:PaymentsOfDividendsClassifiedAsOperating>
        <ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating>
        <ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-53000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">16315000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities>
        <ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-2211000</ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">747000</ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-2528000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-654000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-195000</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-9000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-92000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-2519000</ipp-gen:ActivosFinancierosPagos>
        <ipp-gen:OtrosActivosPagos decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-367000</ipp-gen:OtrosActivosPagos>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">317000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">1401000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">317000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">1317000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros>
        <ipp-gen:OtrosActivosCobros decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">84000</ipp-gen:OtrosActivosCobros>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-38284000</ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-16666000</ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-38284000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-5104000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">-38284000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-5104000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:OtrosFlujosEfectivoActividadesFinanciacionIndirecto decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-11562000</ipp-gen:OtrosFlujosEfectivoActividadesFinanciacionIndirecto>
        <ifrs-gp:PaymentsOfInterestClassifiedAsFinancing decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-11562000</ifrs-gp:PaymentsOfInterestClassifiedAsFinancing>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">558000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">-2775000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">752000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">3527000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">1310000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">752000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif>
        <ipp-com:CajaBancos decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">1310000</ipp-com:CajaBancos>
        <ipp-com:CajaBancos decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">752000</ipp-com:CajaBancos>
        <ipp-com:OtrosActivosFinancieros decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-com:OtrosActivosFinancieros>
        <ipp-com:MenosDescubiertosBancariosReintegrablesVista decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">0</ipp-com:MenosDescubiertosBancariosReintegrablesVista>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22009_A-08049793_dcc" unitRef="euro">1310000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22008_A-08049793_dpac" unitRef="euro">752000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-gen:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
      <ipp-com:DividendosPagados>
        <ipp-com:AccionesOrdinarias>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22009_A-08049793_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22009_A-08049793_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:AccionesOrdinarias>
        <ipp-com:AccionesPrivilegiadas>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:AccionesPrivilegiadas>
        <ipp-com:TotalAcciones>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:TotalAcciones>
        <ipp-com:DividendosCargoResultados>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22009_A-08049793_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22009_A-08049793_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosCargoResultados>
        <ipp-com:DividendosCargoReservasPrimaEmision>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22009_A-08049793_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22009_A-08049793_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosCargoReservasPrimaEmision>
        <ipp-com:DividendosEspecie>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22009_A-08049793_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22008_A-08049793_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22009_A-08049793_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosEspecie>
      </ipp-com:DividendosPagados>
      <ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">34835000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">34835000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-34496000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">339000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">34835000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">34835000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalEmisiones decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">34835000</ipp-com:ValoresRepresentativosDeudaTotalEmisiones>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">-34496000</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">339000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">34835000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal>
      </ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
      <ipp-gen:DesgloseInstrumentosFinancierosNaturalezaCategoria>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">3000</ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:ValoresRepresentativosDeudaNoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">6000</ipp-gen:ValoresRepresentativosDeudaNoCorrientesCarteraInversionVencimiento>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">429000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">3000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">429000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">6000</ipp-gen:LargoPlazoNoCorrientesCarteraInversionVencimiento>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">29021000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">4256000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">29021000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">4256000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">3000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">29021000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">4685000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalCarteraInversionVencimiento decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">6000</ipp-gen:TotalCarteraInversionVencimiento>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">3992000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">4138000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">339000</ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">339000</ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">145000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">145000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">4476000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">4622000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">106369000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">141207000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:ObligacionesOtrosValoresNegociablesCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">13000</ipp-gen:ObligacionesOtrosValoresNegociablesCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">2223000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">108605000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">141207000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">113081000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">145829000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesCarteraNegociacion decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:InstrumentosPatrimonioNoCorrientesCarteraNegociacion>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:InstrumentosPatrimonioNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">8000</ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:ValoresRepresentativosDeudaNoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">6000</ipp-gen:ValoresRepresentativosDeudaNoCorrientesCarteraInversionVencimiento>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">16000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">422000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesCarteraNegociacion decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:LargoPlazoNoCorrientesCarteraNegociacion>
        <ipp-gen:LargoPlazoNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:LargoPlazoNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">8000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">16000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">422000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">6000</ipp-gen:LargoPlazoNoCorrientesCarteraInversionVencimiento>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">31267000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">6200000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">31267000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">6200000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:TotalCarteraNegociacion decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:TotalCarteraNegociacion>
        <ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">8000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">31283000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">6622000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalCarteraInversionVencimiento decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">6000</ipp-gen:TotalCarteraInversionVencimiento>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesCarteraNegociacion decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:DeudasEntidadesCreditoNoCorrientesCarteraNegociacion>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:DeudasEntidadesCreditoNoCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">5050000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">5231000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">24675000</ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">24675000</ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">1097000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">1988000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesCarteraNegociacion decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesCarteraNegociacion>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">30822000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">31894000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">177460000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:ObligacionesOtrosValoresNegociablesCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">144131000</ipp-gen:ObligacionesOtrosValoresNegociablesCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">2184000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">2348000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">146315000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">179808000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivoCarteraNegociacion decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:TotalPasivoCarteraNegociacion>
        <ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">177137000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">211702000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
      </ipp-gen:DesgloseInstrumentosFinancierosNaturalezaCategoria>
      <ipp-com:InformacionSegmentada>
        <ipp-com:AreaGeografica>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">51119000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">33559000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">51302000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">38527000</ipp-com:MercadoInterior>
          <ipp-com:Exportacion decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:Exportacion>
          <ipp-com:Exportacion decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-com:Exportacion>
          <ipp-com:Exportacion decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:Exportacion>
          <ipp-com:Exportacion decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">9617000</ipp-com:Exportacion>
          <ipp-com:UnionEuropea decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:UnionEuropea>
          <ipp-com:UnionEuropea decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">0</ipp-com:UnionEuropea>
          <ipp-com:UnionEuropea decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:UnionEuropea>
          <ipp-com:PaisesOCDE decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">0</ipp-com:PaisesOCDE>
          <ipp-com:PaisesOCDE decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">0</ipp-com:PaisesOCDE>
          <ipp-com:RestoPaises decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">9617000</ipp-com:RestoPaises>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">51119000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">33559000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">51302000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">48144000</ipp-com:TotalAreaGeografica>
        </ipp-com:AreaGeografica>
        <ipp-com:SegmentosIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2221 contextRef="S22009_A-08049793_icc">2221</ipp-com:Xcode_SI.2221>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22009_A-08049793_icc">VENTA PROMOCIONES</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">30572000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">36071000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">30572000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">36071000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2222 contextRef="S22009_A-08049793_icc">2222</ipp-com:Xcode_SI.2222>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22009_A-08049793_icc">VENTA SUELO</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">19607000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">9617000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">19607000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">9617000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2223 contextRef="S22009_A-08049793_icc">2223</ipp-com:Xcode_SI.2223>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22009_A-08049793_icc">ALQUILER Y OTROS</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">1123000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">2456000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">2456000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">1123000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">51302000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">48144000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">51302000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">48144000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoTotal>
        </ipp-com:SegmentosIngresos>
        <ipp-com:SegmentosResultados>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2250 contextRef="S22009_A-08049793_icc">2250</ipp-com:Xcode_SR.2250>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22009_A-08049793_icc">VENTA PROMOCIONES</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-26764000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-53315000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2251 contextRef="S22009_A-08049793_icc">2251</ipp-com:Xcode_SR.2251>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22009_A-08049793_icc">VENTA SUELO</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-1355000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-145000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2252 contextRef="S22009_A-08049793_icc">2252</ipp-com:Xcode_SR.2252>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22009_A-08049793_icc">ALQUILER Y OTROS</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-5759000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-5340000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:TotalResultadoSegmentosInforma decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-33878000</ipp-com:TotalResultadoSegmentosInforma>
          <ipp-com:TotalResultadoSegmentosInforma decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-58800000</ipp-com:TotalResultadoSegmentosInforma>
          <ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-4341000</ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas>
          <ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-5496000</ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas>
          <ipp-com:ResultadoAntesImpuestos decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">-38219000</ipp-com:ResultadoAntesImpuestos>
          <ipp-com:ResultadoAntesImpuestos decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">-64296000</ipp-com:ResultadoAntesImpuestos>
        </ipp-com:SegmentosResultados>
      </ipp-com:InformacionSegmentada>
      <ipp-com:PlantillaMediaTupla>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">35</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">43</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">40</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">47</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">20</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">21</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">22</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">24</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22009_A-08049793_ici" unitRef="euro">15</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22008_A-08049793_ipai" unitRef="euro">22</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22009_A-08049793_icc" unitRef="euro">18</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22008_A-08049793_ipac" unitRef="euro">23</ipp-com:PlantillaMediaMujeres>
      </ipp-com:PlantillaMediaTupla>
      <ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
        <ipp-com:RetribucionFija decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">120000</ipp-com:RetribucionFija>
        <ipp-com:RetribucionFija decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">142000</ipp-com:RetribucionFija>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">20000</ipp-com:RetribucionVariable>
        <ipp-com:Dietas decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">11000</ipp-com:Dietas>
        <ipp-com:Dietas decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">19000</ipp-com:Dietas>
        <ipp-com:Otros decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">12000</ipp-com:Otros>
        <ipp-com:Total decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">143000</ipp-com:Total>
        <ipp-com:Total decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">181000</ipp-com:Total>
        <ipp-com:Anticipos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">353000</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">467000</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
      </ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
      <ipp-com:TransaccionesPartesVinculadas>
        <ipp-com:GastosFinancierosAccionistasSignificativos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">845000</ipp-com:GastosFinancierosAccionistasSignificativos>
        <ipp-com:GastosFinancierosAdministradoresDirectivos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">450000</ipp-com:GastosFinancierosAdministradoresDirectivos>
        <ipp-com:GastosFinancierosTotal decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">1295000</ipp-com:GastosFinancierosTotal>
        <ipp-com:CompraBienesAdministradoresDirectivos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">5556000</ipp-com:CompraBienesAdministradoresDirectivos>
        <ipp-com:CompraBienesTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">5556000</ipp-com:CompraBienesTotal>
        <ipp-com:GastosAccionistasSignificativos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">845000</ipp-com:GastosAccionistasSignificativos>
        <ipp-com:GastosAdministradoresDirectivos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">5556000</ipp-com:GastosAdministradoresDirectivos>
        <ipp-com:GastosAdministradoresDirectivos decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">450000</ipp-com:GastosAdministradoresDirectivos>
        <ipp-com:GastosTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">5556000</ipp-com:GastosTotal>
        <ipp-com:GastosTotal decimals="0" contextRef="S22009_A-08049793_dci" unitRef="euro">1295000</ipp-com:GastosTotal>
        <ipp-com:OtrosIngresosAccionistasSignificativos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">3977000</ipp-com:OtrosIngresosAccionistasSignificativos>
        <ipp-com:OtrosIngresosAdministradoresDirectivos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">4680000</ipp-com:OtrosIngresosAdministradoresDirectivos>
        <ipp-com:OtrosIngresosTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">8657000</ipp-com:OtrosIngresosTotal>
        <ipp-com:IngresosAccionistasSignificativos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">3977000</ipp-com:IngresosAccionistasSignificativos>
        <ipp-com:IngresosAdministradoresDirectivos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">4680000</ipp-com:IngresosAdministradoresDirectivos>
        <ipp-com:IngresosTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">8657000</ipp-com:IngresosTotal>
        <ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioAdministradoresDirectivos decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">555000</ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioAdministradoresDirectivos>
        <ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioTotal decimals="0" contextRef="S22008_A-08049793_dpai" unitRef="euro">555000</ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioTotal>
      </ipp-com:TransaccionesPartesVinculadas>
    </ipp-gen:InformacionFinancieraSeleccionada>
    <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
      <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
        <ipp-com:CuentasAnualesResumidasFicheroAdjunto>
          <ipp-com:NombreFicheroAdjunto contextRef="S22009_A-08049793_dci">Memoria_Urbas_31.12.09 Indiv..pdf</ipp-com:NombreFicheroAdjunto>
          <ipp-com:TipoMimeFicheroAdjunto contextRef="S22009_A-08049793_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
          <ipp-com:ContenidoFicheroAdjunto contextRef="S22009_A-08049793_dci">JVBERi0xLjQKJcfsj6IKNSAwIG9iago8PC9MZW5ndGggNiAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nIVUTW8TMRC9+1f4aCPW9Yy/j4BQJcQFWE4Vh5KEQsU2tMD/Z7ybXU8aSySKNJrP99548iitAZS2fldjNwkrr+l3Jx5FNq5+5gC3d5N8PYqrj0lCMCXK8ZuwppTiwc9xkGidCShDwtp4nMSN+qwHaxBTCk496QEN2phRfdVgIlCxuq0JCRJ69XsxM4SspB6SyRlcUtfaGbAlJPWXV2WDvob3z1vN9d/1QCCtQ1SHlntCkJJXE5VhhOzUcWvAAfBmL6vtQoYIFdhmf6rtQgxFGbLQFExZvdJkOQ+zc+ZQElV9Gd+RdllWYTbhnukWknGx6kb5470AZ7Ic34vxxY16QyBD8h5JhMHTVgBSZbaaD838o2mqJ+qVw+qcqWEJIYdKgRYUvYsEdnDGkTtSh2Bi8iQNm8A6/CQEOcEiaGtbSKQ669SU1rxjo44t9Umjyda7wqzDNpPj+9WKjpzhmrtvzh89UBdaQPDnoC+0INhdqlLTSuvq6g5Yi/s5g3sWUoFeBee/4Ou5GDO2j9se3//tg9V3+Ta9p/oiffExMuUeePuOxn2khz6SdbxrYeD1a3zffcVncl+suScjKz6RCznT30uHfHtsjMYZjk4cW9xucbs4LS27cPDrjZd24phONw651OP2wdajXk/87Sg+0PcflpckVGVuZHN0cmVhbQplbmRvYmoKNiAwIG9iago1MDAKZW5kb2JqCjExIDAgb2JqCjw8L0xlbmd0aCAxMiAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nNVdS28dOXZGtv4VdykFVqWK9c7O6XQGGHSCnrGTzUwWsh5+wJZkSzLS8297OQsvAu+yCllF8nyH/HjrXrkTJBYMXFSx+OZ33oefdnXVmF3t/sKPi4/P6t3v7P83zz49m6rW/Vte4O+Lj7t/ePXs7/7YtLumqepu9+r6WV3N89zVay3Nrjdt1Zrd2A+V2b36+Ozkb05fvbefjLtZSptRl26nyrgqXPldKG87Fj9ofPnR1ly3VedK/unkX0+bqh/7uj35fHrWVMbM83jy+rSuhq6uzXByfnrW2d7X/XByLz93p2emaoa+n05+5352g3v6mH3WNOPJ5WnjHvczPnwrRa/kKXTho/vZm95Weytl70/7ahi7sfN12aL9yXPpDPTr5emZnZfZVVDZuuzjselPXpy2ttrZNO6hKzr0rf3q31/93s7X5OfL9NW0e/XTs1d/+6eTfz41Vd/Udn6uZPi2c2PVzf002c7Fp59t0anuT97ZKZ1GnLnd6VhNXd0aOxlxsDDuD+sXofehR00r/YDW36+lr/KWL07P6srM3WwnyPeCPLrN17E9eZCZUwuyVDw0OGRbjavHLuiNlFQLHhbpVh7uaP1x4Mv8DH7cbrytdLKh+25tpW97nAj1Pj4tT8VV7CqM7zUbv5TM21hXM33fnhh5XcfXtTycfRdt9bIF2RG3R3aw53vq9Oleip4Ze2R6Y3ZnZnJwcWkP9TpjpmnbsM3roTs5c+PvTddOc+ikO1MvTpuums3k5id89QBF30nRL6dzVTfzMODDS/dzmPounPqlBni6o2WvpCwU+CA/fWV172bH7rhmnOfwlXv40f2cOjfRd1KtW7GmMcatmO2sqbvRA9fy0fmpBQQ31T++evaHZ51pd3092m/tZA7Tbtp9vnp2fQB4cyS2aGIncjcseIdL5Vf1bLYTPXadXSoLKsO6VgsAT2PdOPSLk/5aZgcm1Q7EttCPTbPMWW/3VDtbBO4saNoFfKQfXeLow5S8lYcwpdiDj3bHTv3cBYhbCkAHzte9MDYBf5t6jL3qTl5W8vSFq7bu5qadupOKlf7zCbQMHbrBPRAKw8a4pMP4cDpVfdfNqihU9SBdgK/WYdgRdzK5k6/LntdQl2nU+5e38vhCZudd/OxK3l/Kz3P69M+nyRH1jdwv6GA6i1nNbLfasnGuaH+gD9CzG/l5fzpU7dRa8HuQAb9z78d5HNTTR/nql/jVt+1m3caYpoCpkyW7t6W5C0XV1MW+qLkLRc+Th+6sQ6UvYKzf6AxAA7LJ+ereyVMYgj8m4+DBbdmWcVuZMbTQdcYPwXZ88o0Nxthqfb9vZQBmHC2aTG6hz8JKn1kkaT2m+zqHaQhjaUygQMs5B0C9XvByqkf2lX2/7s6uMfj9rfx8LihsxzeZytSDwQY++GrrLhYYLbkL6FKrY+tf87Mq72/j57AZ4Kg+ykevEbIsazdZ5OWVXsZK6etGZnKW9x39qWFusOTYNpofN8AaV620BZv5g+zAUFWntihsNtmir7Md6OFyAQc7DWYyARxCs32L+KIhIxRYKZBdYJlLaAoOBj9Df4nQAEUv4kMoqQApHGfokyZvoXsCPfDw1SJU9KNRU8H7CtXuPc9LFQB/V7GPoYa2T6hEWDpP7ZbHhNqF4qH3Lx/pQlwWNkBAUSEqlNLArgIAuhUACk1NQ6Aoprbs7Rg2DRTN1s9VdS7vV7JoFyBBLtuRqp4mhVyAG/fZyXYY86tiBS3z5mRAP/2O2byh7wMGTYrvdAVquyqToknABwhzACCmwWFpoT35N+EgoeivUlR2/id5CDB1xYpqGPFN3cSW/ksxuH7hCyzare71Muw5B7Kw9r6tHIfNLPM6WYm3me0mseIkZ1I+a9kgbLlASWwNetOHen8IMCNU/8bvwsGiDiBX+OKanUXZmW8pSMH3Rp7OtMAlQyF4D08BT65wLgJi3srwVQMF7F0Xa8Qu1vTnSD+Dc8TrvePrxZlVmVzoLyztNz023wTMuaZnYfAXjDD4Td2Njsh45qeIVuuONcLneVpnbPFhlh2jEKh3Cq2Vd7Ki1lKCc0kAK7cRaxBtgXUKrwFpMgx2/NS3jAnwp9PzC/cJn5zyO6HRugNhjXJbSjwOD8ukfBX/4s97JKq+b6sc2XUtYhgXtuBpSZIM7aMQAAK5HfBQt2prPOe08rRpKyMau5XGcrpKzzOcXCDun/1Omu1mMUIAw/d7KvX0D3d8KKpOXYIMxTN3TyU2YC42GTjP7tspBr7innFgSiAiY6Vi3A1tNNstKw4TJIElfkuHwjcLGck57cnPKI8BgAjjeBXwI5cszChCGB4KJY75XYJMzTFqGwCar8L1pIL48hBAR+ATJDPYLInaxf9Mj8vy8Cc5mBX9iopJ0kGYNkL9HS49RA2dZkqInkXhYvgqVdkEChC+/xdhHuLXIBue00ZFIFVDZXiVaRgTweEhHrFEUeDhRKQ0T6Jquwpj5KzpvpZtDycUqo8Y13v18Fmo1ekPw0b8EfhgUKTCnoFN+T4SKqCDD/SrXdQhcOqplLZE3wZTfp/uZPc+J5+z4sOp2vJya3P5pobu5O9xo0eNrz3As+U0ZmemCz8PsdYV9fJ9bRYjnrOlKS0mnORMrSfKbirBhInPlbju5yf5+Yj6+FBVBvwrmJDZLjIre2EB3nNFKkIEVc9AYylPEHXbvtpf4nrKCQWOBhCI13+1Ub9MBnwkhzkX5tzBBO3IB6bnVU0F3Ai4UNsT3Adc0KQ1gMmbDTaGkk7OjiueKnQF+vdIO3DHlK24rJSRgWa3NEElPiR0QOl8wsMvQM83uDsO0rRW+AqwmaqbZQb9+NspHuJ5HoD7KcpnoamS5Bnee8nYgovd3aLxDx+9kY9u90z1KlFF7iY9ACYA6kJtgbtNJCpLdeqxUewP0AyigEuYHkGkOxS54s9c/zasjgEB3XKuZzUQhrNdknES8p0YELPpcjCSatsSqsStSBTFBLoyTi6pKdeKuUrlaD+yPnOhUTVAebr4VcZeeIF59Tco0bIDyJqyEwR+g7+nPDCYMS8ZgYMxch74jsmh8NUvKZAk/AhdWd6UEo9DUa4NlP2UUWh3Tvl6fouV3hRGHTb2RQY5modXlbJd+HytamoRhzjSnq/7ZW4qIWXvBd3VRwRHqfaa2+oo/Soqt7ThcZxMvxceM0oEzYa2dpSo3DNSxAV5SqGFw+DWTkXVQlduC9PCOniZzIU2H8iqQPM5CpkxAff91tpvTGPw3FunLNvToY53L6+TI/fU4ln5JqTqBqlWKKq0iJqUNfZ3yTrxH07zPZpuRjoFTDqQrAckQ/EpOcP2s28FQwY4xeyVSG/o+zfR/2JLqOL+GztGaZQTRcQLIbRb9UNXueKwwO8TEOO1UjldK+P28rtXbA9zFtBrCGt70ueJ7Nwrtt0Vay5HR3b5Xym/Si17yqTg5f+1M7h/DyDUZZodJM2iLS3s0TdxD5esecTj4JsUpUtY9AiQjYlmbrJzgKgJ+X3c3G6peDkpmq7EI81Doe43YbfuWVWpPjWl5EqFFd7nJoi6QEiVwZjIHp6vm6dqaruwhamU8pUSlIxx1fZopS7Pv3mUKePC6Sd5+sgoUuEw7Zgu7iLbizJ/rq4vjPhvOmRJU0UlvBBfKvzt1/Jz8pptgCJTxZGLMk1QFeAVytQr3M2ViWhHFaBQkRdD+0AiTENI4Eqw/WtFrkUBXyTXU9U0ncI7ApBtCxa6XLmRUHGBqoII+pXSdgDDbC/FA5oSSYAiqiSllJGLF/D0wyZpDwjLpFkBKs8mz1owVSJiqAha/1GbI3NdIUxKehSW9/+JqPW9mxZ4xnX/jhbroml4367V9qqjWFrS00yRkjKyBU0atRMCRoqCcZP9h3YzTjapFep6YBD21Nkg9hDuk0XdrEo+mrkA44fa9W2hUkqakNp7fmrdLegrwPEF7TsUNKg3AMAHABBwSOg7FwDsCEXAEWYt0IlQzn6LKeH8E20q1akvh4LruKiPA4AeVdEdoeNCRed+hWvGai5lH3FzEbsebFM5qNu+kU9Tf0BftbzWJN5uVJpQ2nlipd+EFz5DFwmzvDwE0CnwcL8h1Hxhc8yxjlpct9foKb268qy3qcao9sgdNLUPOqd26VQN7RA8uJ3/JdeFPI8bX3NU7dxXlt4rjoqjlMAuhSblR0W8o7JRuTpLivT9vgPqKdHjb0HL99s+NWcGZqNMSuUBJ8JyXW9aTNUc7R0CN3JtCiqZtqfoLXTpdXeNW9OwiQESCzLnfiJ8n8iH0NPUs2qrfiqelgyC+/WhcNrizy3puqSE3RKvEyNiOWaGzB63sW6L7OEwFlTnUNdhVlaHLFHm2/l9Mjp/LGG9pRxDqIcDtLXGLpAZFFgd4IwS4Ua8OnOLfKrniVWBtwxogakdCXiuR3ZUtyyEgDafWFVcKZbZHjhcOrWhdtYKuPFGPlPyK2MgbxLsO8iZ65I2QB23t474A+c/znE/ijaIKGz3SA+HGFqoK8emWgwO5sH6Iyq8cP5MfUUEXB7lckRfOKt3zzhMqGuLMlT2cE9VXTfijXVwtgTuf9W1fdUOu84FLHgfLBmll/Est1T1w6R85l7khzQxPAvPQ1kiGpuiXBcUNFkcm/upIOO4Ak1fDc2olYT7vcOVp1woyjVL0AMlJQoiaQZ4QWKto6AxJzCcogegbxcG9g0rIHos+Op/Sr273+LoqZlpXJRD7nqTuGwtXVWslAiC8X2rFWF8VOT4f04cLHxjXE7IArbdQ3BV2xcolvATVE6CWiuQLmKvfqSRxeeFOY6fUUmQhyZvLzLBzWJ84Xro+gJaXmZHYXEv/5UqsgP705qeqM6j97mf1gUUdNCcxa/GHBCykusTUz1UHpGkxboPTDkFjZ1znsnyYvbMdahGgjOb7lOXqqItw52v6+U2xhG/X+pxEyo13VHeodIXaYq+vs7YKxrk4qKaNFseeiWgA1uXiH3aT4Wfo+dRLOsHdKkIbSWcgluMFAliFzgrBJ+BZHZDR0YVQFwTQ1mJJxoBz2lvuV678F0CB76KawTitOlxMgPXbfPKuDTJeFKOeBTcyME0BTW62oHEEQdWF1GOxcu8laK3p46XGlrtM6YlN0s9a3OA4S6jWmVxTqAJ3oOMVkDE3DWhJjpYx4UAuBW0R/F7pT56goi0FZtMHRuAPeOBEFtGgCP4S2qOzEelBYtDjl/RTcHUds+0wy5Pb0KFtKeyAMQFnNvudhQIXscGuMMjlSJ3hcNNnIK4+mqff1BxCbhnoDgP/EpBWrhP7mSOvJ83oq3rhgLWP8bouBKXwViayJQV2BRelB5VUL3ApqaG+61Ao7JlyUttichTm8qiaIH7SWrwZT/JBuTpA3hrKaOQpkmhyJIKsQnFUIZZtZU8u1wObfAFqHylAstX+cqWrqOhPsfDpNY0D1N0IfHvi3mYCPex6faTaHYLXUi7yMg6zFYx15D/nKd/gQKcRdhyQ4QKCvymyo8SKttKHgVjyGRMlzvCb3/n/AN+QDGQPyNlHn3nNBL3edwt87jbDPgP+PNmC2qoExAPM7ETuERi94Zbwnj07hfQERLVL00mBJwC4JN93/cuFaaOa6AqGQpwNAZg24ieJghIA6h0BqRpLkW3cCiWRkEdvW37itu+xA5vBc0HI/7QjiQIT+mV42kDxeZWvB209Zfog6PPe+hhlt5FK6e45oXZsaiO54AQuVATz0ZF5bIrOpI7LLp/KFuhize0AU5z/BlomtbEQ9ImaurY8BsGk/D+mjGWF1HS7kRmWieu72cwcQHEfUmMA6n3SxjWCGLWjVjSFLJZ3K7HSemFCIYnGh4Vj0BCgXOvbC9yBZQreVhi2ZjTjPjvyGslUDFAyBSNOgSP+kxTIUXjqW++qIDSyVj6LkllALwU0awf507gu3KNIEhCjimDvpkUEY8Q8fTebSRR404yPAvbpknokeGJx5uhmQqcVsn+d3DyuhJTFt4/hSnjyWV+LvhtQxE6MUWOOicEXH6mGvBbOtobxr/BewWkK7YNlg1nO0ZYOVB1K3+y4IEEfv5pZKXXGxbRzU7gAdZ96LXEofC4rMw4nsuNTTdVs/ZgygKUE2YEhv01KlOuKV9DY31ZB8xJSUcUCxTxKxS4k0kuuBBRB+zNVLjQRCIuYoCK03YXzsS7wqm0xLIyfaOPNbi5hPfUWfGeGebgozTyJKk+Z4MSWGKrVOBNDtN0D12fVuq7uommd2wEmyFrtNvQrDIchlpLCu88J9NRWR1Ip8rZ8Nb3eeBEHL8xzM/PBGrqYAjYrZBX0AGLzp5g9qR5stxbZZJok4xJTxRZ4usNICRiYsakr99E5Mr8CDL/6/hUNDj7wvmXRO/Bgr2MYg3n/wl7h4zcYh6wDPRL6D/1Zefjl6Fe5tWWuirvsxSBriRY8ARzeHh7wfVSGiiHGK42ykfcNOT7N7wtULJxiyj2gLtz6Rk6Ws1NxKyipVtMQARU7vxmGauhb6jynajNMnY0NRDKAHivtIYtdFBxqbTXiBqhAIWlzLk0o1Fl3ypvvNtMpQ59KLGh+XvozRs6oQJPlAqWPNM3Okh9J/YlGurR1RMW2Svk6q4y7Zhan/thA65/jabD1AXCUXUt6vIUZiqQJoAT1/dxg4Ptazv21VhP6dNpdnmbDzX2S7rFLKiGYkZsdyb6jBVJiLRZQDhqFKQJg0WRVuT1loH3+eHJVHLkeBf5p3U2p5wh1qDC42KVhxJxNfSunm1XWYIYNiHmbEqqd4matFQXuvcTVsplURkJEXaP0LPxWqnkr1JqwqxsJRujs04Y4NKskxAmP+su1G4ru2fSlWWzq8TQKsWU33aNT6Xp8hChD8JrKXu+xbmFjYCc22G3oiRP38pPFee3ncw2NeUXsnNC+s0Xa6bOZirk5NzKTaDSfhAN/xEeooRNa/uTrUQNd4yzuWGt5r0q8jtld719mdN4BhBhcpStPhiUajE/ygpz8ooTTOJxoc1SQu/Qk1lOA3zFU5nT1HhbXti8W9fMQUBf9yNEjSjyKMNZdn/K8giWdWcksmUrKOCF8qXaHz1HtX65c8oCORFnwCR5G00AU93IdiG+UmizLHhFtUui+0L2oeSWg8mKxG3qih9LPNLvsjzk5XqLgtFaoM/jtJL3P5CMvDTkDap/LzhwSytNhaVAKsL7uPI6tUGs9YZBzlZ6vX26/XJobuwVmlk4JMFTdYcLsX+pg7zyOHYrLcEQUd3lW6WJN+E9VPUV2RE2AkCtgRYoq258AXpXQ/HGGvr49mktm9gcAG6TwfB6MQWkdQvfKw6wAGiy0kUN1R5HmhILGGrlAXKPxFcCvCquoiQlOY+DR5bfM09Mm6IcxwOggNKKs06SqrHksbWfm1AGRBLlC9ihFECUcAdV2WaSTGnKyMMafwZAmWQbcd4OxMZcflqj8UgMIQ8+Fke0/T4fCaQUGPT91NQrgOqp6iRxCqHX/YCpl0qBqOH97+lJoZmLeCCr3C/AWcbNxAKcJyxZHiJvAVvm8EusSmkUt6TkrYi88B7u9cguG9gLXPlsfs9tDd7StHJEUzUOfRJmuZqEcgVQ5KzKDuNr8DDqf4KwtFxSCr938jPLQ51YBoFjAhVSvl9AgZ04K8ChLDk7BLW7XDcwpEz+pnf2VLeIcAAglKW5LTTAVc3h/RbEZbJJWQ7dIxGm/D4VWPjxPwK1gvnacv9TRzy5VFFgyjA2z7//YzhcNL/2vgypST4FLnrJfVoFyOK+ryVH8NgbMpYDQnu/73YvVyLLGw1XEbejZTyG5SrielrXxMi5Uyaqs8Z0xt3B/E/u6Xp576P8vJfP3slnt1LgRn6qROHJDs5uHQ6bXR1s5DLIU7lU+AJPYyh5ISXhaejrgoSkVZ0qJHTwgdvx7Sbrq65vDWshufY4fnSfXXbcjK27h3pnF2n43tuO7V6wje+WiCJ22XFjl3ccjLrs+IcYF1D0LLPj7GvLcF7L+sn6ZvFIiRESvm/lfYPTv7w3ifqLvP9tryOVVjlEh/fpHaoLxQWwHiiwH5CRNDTAxXaiywT4eM90XnntdZm7Cu9Lmptwq5uZZoLl2zqcRJJuzFS0kxFRTQ2Au7qG99TOR6cijbXKjXdH3BBNTbykUa4Do9pVIHFbmoitoVJrMX+viFZ4vy+fu9FRiCFLae+OBom1VrlkgtERrg/knmhmrix5UfIywA/o2jJeZr+uzUMRCMQqpUyaun6W6/pAuM5FP+LHBSe8JFPHAj8TQdKVPupaBAZDeRxd0jVN6gWnjnGoDXXtjUQPV3OHHaaiVfabHrdMAYgggQUdOvSgpGDIweSMytCMc1WZk/ZHE/JDDO0WhMH9bHjp6j40IZAEFKXL+0Jf2GZ0RbLN6B5uOsAl+jXfxrb0TIgC6ExpYovUOjQ6kxl3+cdkfMExrZ6iY1qQc427qM8DVFU0IfTV2CoxWSWAL7pxneUuZyU93gaEAbdDL3Yjk7xyxuFoc0E7u01mddDS0uf6jPEw2U0yefrkgByrvDdOygP3F7DeKO3e2iQabsu3Ka5l6YKs25fok2jwT/EIS2IBomMvAdq656xI1kQLFs8GwTwowrqEMJvQg+2r1KHw4SeQ51E4BCW2vGT3t3CEhk14nKMwgrCD5WSCvlcADS+U8SIUYHutKV7gDlo8oNVg9ozskb/3dN0zhWShwKpw60F2CXHiV6FyZ4V4THivIEFHZOaK8pKURjwfgC3K8jqXgxep6oDrwUSgghXZMFhyzwyuiTzomueMXd/QBX8/+V/tlXU1zYbYESgn8Fw88aGHL8FX60WVUM+z0AQmHCj7N3em6pr2ROmISOiu9u4l+gaeJy5TJcd0REu7XUGpq68boHkTiQkr8XD2LVC1NGzGN0yBTP0HoVIeubc5WpoSDvpCczUnNGOtyyT8opPR6rHR00FooNbBhro+RKefqZslkJMVZbdkQbxISYI+JrU1oSTQgZIORcZyJrYoTtRCUamfd7ugmNiu3y9G2TXbd+CpdD98/79wtfe6Jf5PXu3tFeXReZBd7f1Cs6Cz5XG7SXPN/lnqEJmcbZoG5S2St/CQu41RXlwjlu/IkfoHwleV1JBLA0N7HDMHEh+5MExxc4GRbtqGJC7B06KFicDWhf4hfQP3k4oWztdyUCIQOUFF4/ryedugyYvw0sVOh/nZ7HMp/i28RzUqQFx4Dc5Ej2ypDwl8CHGsB8kpoeGUpKSSPECQJHPMlLprWv4QXlvXiX3Sh1EUBPyus9tLG8KLToLOgmbmCS3ehZzXsSgA0l8Zp77BpRaDWtf6Z+2vQmwhhQwlXMlIzBLQFGW44/uyVYTVdc66DX35qqx9KgwgZb3Sbg91q7oFvnbws1WbN5TV2g//EM8B2WRA37cSKh7oge2iJ6B9yqAk3ja+6KtTu43tcVBAI5cTFaNYw/cMpzg4wFB4nFrZRToOi5t+ZDsV0j/59z/htBBULc0gq+tlypn5Sz/OqCSf+wkqTbz4Ca4CmsU6ubZ3O5fSC8AcbuoQU0gWK6yj67UTT1fbjs3pfWLr06bs+EYEfhrqoDKKpJeRFFPC4mUkKOC4Xk17rqwM3S4nvfUFaF/SO9lYJlnfA3r1MLznJ2VLPQYnKayxkSCdjsSWrSdt2VH9UHUD3IlEzskhGeZIRJRSbpI4Mu1Gcwx7IAvKT314/9s4ziWWJZrxo2QpCT05RBaKD7N86clFG0V5yK/l/1t5qKic9/HWeYjxZoi25rVThqRoblhUtHacKQ3bZ20ImbGPGNAd481SlYpZg4CfLI777xPJLaQ9H6ZITr5fIX98X0tGO+KH+2SFfOhVuudQRbn85nr8Q0LJdcbtMqfEfTxK965CY2GQfGTCmBejRfYmM6f4DFzhY0y91/QDkZ5Vr2d2W2yIMEf+N4hbPMfQ4vf2h2f/DRF7RLdlbmRzdHJlYW0KZW5kb2JqCjEyIDAgb2JqCjc0MjUKZW5kb2JqCjE3IDAgb2JqCjw8L0xlbmd0aCAxOCAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nM1dy3IdR3INb/EVd2fAQfT0++EdNaOYsEJha0b0asYLAARIKkAQFAiG5R/z92g5C62488rV3ZWVJ6tOdV9A8kMMSZfd1fXqylP5OFn98VAWVX0o5z/y4+r9SXn4o/v3zcnHk7Fo5n+WG/j76v3hq1cnv/tz1Ryqqijbw6ubk7KYpqkt11qqQ1c3RVMfhq4v6sOr9yenf3f26gf3yHCYtHQ9SOlqLOrx0Lj/zlW48n85rc/O26KpxnE8PZz926tv3MPj+vB52/ZF1/SHvh+K8fDqtSt9O5cepn7sT9/pz49LHXXVNKePZ1NRVlNv7r/W+xfh/tXZeV9M3VBVWPRLuH+nDx3Ozqt2LCZX1FdVdtXptf6cCzRd4SoLPSxb11Yo8HDWF83YjIPWVbuLoQcf5mbrsh1Yt1xV1+E+dADqfx3uX282is9cYknoSbj641lVF2Pl5gKKQqe00QtaFQz1p6UrZQ8XTz+dnddF1U1t61o6L4uubptx8m9oHFus6n5toK5afv/DsnTqqivcDbfWlsUib6WfZFbm5+/0p/blMlR6ezYWXds0YSbmgh91kT7qVaj0hY4FWr1gTcGwf9Gfn86ciFVj1WEDfi0N/YCdgQYe6bDe6WOfwxKAzuJs6xq5oO3ygb2mk0DH+CHMLDz0gT0Er/MxPKS3zRIIP80ikuUKE/D+7Hwo2nle14503eSmalks5VRUvawV/0jb1r5zHpG8XDe+zXB16VOYqfmxi7O6Lpq+mZd4PQwO+ca5mfO27hx2tofzqizc/5bWUnmbYeYqvAsApGu9T2EMLrp+1WM9/wXuP0/KAUXu9Oe6SIdpwvvrCumrctAO1E5iBBsec4hZ924OR99XwLZljj9qUagAwMcv4r6aRidH0i+/Mqp6zPTrPjRmpkAFAsqqbICcXTGJekDQFvz4ksOctX5Y5EZ2l7VZt0VbTrI4f2Mp9u1TpNPbr0P3Mo1es0l5S4Xc7ES+/p/INXjkEgciHQXBfsN2hHTzXLFTJ5qMye5YW6PX2388awv3ktoGlwbMvT4OF9/q8r7Wn17+nPx6rGqH3usDtZHZC7m26knnskhmYHE62LJSvsMXBNDyU7yCVrwJda8w2pe1b3qBDjsxbuB12den/3pWFd04lFZsADtAGQDsUBl9SJqdZXSVm3YyL1HVInjICvbSreH0+0KvfqutFqzsT2fVVAx1O4VrXXP6+2VYfY24wHsK49M6/yyPA8bppJMuO2j3fV7E8ltdJoURVtI/WVq4t+Eadbg69m00kQusNGUxDLXAyh3TpK5jYWpcT7nSc7cjdxe0V1ndQUaq4n5B79/o/DyyEUAPvrDOvqDze8vwgkiAKxrr7ekUEGDlVe1OBgINgZTXFH3eBlXH4MwirUPf9m7lOEW562uj7OAmsm5CZTGWg2rTRqvp3HIc/tfAp63d9UHAx0nBE7EniJ8O0mBPUCt0J+M4YCV57VYToY9gVhEgLxSt7LYnz2etSinwZHTyy0hajeFpvh3Dk0iEPHMUPEnhrGIAUrEsKmfTT2OAINjlV6mpyjqnb4AwiW1ej9iHa6ZQwf0r3EsJMPygEHBNK7jAgcnk7escTMQf0mVQ5dFACmwt/wgDmPxUQUQXFADZj0V0uZiKaD2gZqIjQGSQN4zIsKkzrPZM+Al+l18UGBK5nS+CmZTI7fy8zEHTxdaA//n9WdUU9VQbReGl/132rVe1nGE3W27fnrz6h7+IKMz1k6Zkup0tH7TIGc5ggEfB3fo8kaq5BuNjErThePZ5B88WlbYY2yZSa5YetAhMVEF7S6FXn78JEPgYq3Kd07+go18QuaVojLZLndzZ9It9weuYqCqZU5uW6uuMB4i8n7oFt9G19ym44VSDKlhMnm+CqwfwIrH9I6cPeWW5qh5Ub7vasQuvM5qOjA+eug9FoVe4PsETQw2h3cncbcG8I9Ayt8fwEEtAsi/J677GbnOrDt7n0TN3yYp6hbwcim4Kdn7iiuladEyBe+RCUThWTWoVAGs3Xav9aDQ512ZT9QavAVgBjmHSVhlxj4ppkNXzMjqh8a4vi7g0j4H2Bnh9GzAo63GWokFjUuDJObVAdyLmJtT5UpFJawXHIOByzg0vVXGNT8cHReH+D+E+XMQZXl9RXzYDrOs90+Sgklvr1TIs21Iv9t7PXs2vSZZt0Ai7EMLx8Z/zuqln7+lhXo+lj+E0+pbDTtufnkc+OL9DfhU0B9hBH/TnNe6guqLC86/nn/3YtcaTqkvuXu//eOYeqhSroaXUJSoPfQoiCyvyCnfN8B6/nDkJ67uuw+fNkpD715nFHyn53mqDsrLZQgcekwk4ZgQPtAfGupLOQgN2k5E1hVDZdf28QL5+dfKnk7ZuDp0zU4t+OFROIT2Mhx+vT26OCEjy6GLdL2qaW/xztPD9iev5EousJr8Yq8mtsNbZrF6fyyxGt2qqdVUNy+ibppvHd/pPev/9/NTYdoNZlm/oWtOZgpm8gdX+jor6bayE+vDBt/O4/l6jpJFKaqQEcGfq3NCtDaSh0hR3Iz31IqOneucXt7pjiJRhpTFNW+na1S6JC3gEDM9r/ftoHs/EmNFcFeC15EMSlimNYvyBPAPK9iV2TtQ1Ho9UdDb6B9c0lpb6JuepXnF6LIa+E5zOKLbx3PRNZHdI/W+wp7G6qVZiFIzbayvW0WOjmeuVGLDdVWd3pircz3kel/vu6vc77j6jQG5766BV4xEiPkbuGIRwaMb38hCrY53M67JxqEnv3X1VW3R9Y20XiXeKyxpU0Jw62cyMkNGokwBKBn9gFwd9URYORDZBcXSd6bp5tDW3+e/Soh1ADeCP3g7eMfAC/IFc0ycqFepOf1ahmVYv/k6fr/VqGYrqr8FMuW/pHoGG6nw4TIazajnzoGrscVyKPqgiadff0lQTmYawFOXt8ZDBJYjFuuimoul7YGxI/fAQSDgU+I5K6106h66setE58GY8jhcMZKDarL9OCpCgzROQDUAW2s9sEgxkYr/uaprmUFA6DfGVjCG+hg+mdoxwUmr4qFf5MoDeQNDzkYCL2V3IikF/ZjCK73LQ5LbDxnomgVAGKDUzPAY3mKlBUzgZtlf6CIrd0bpugtmREjxSoV2fQprVblEAC1BqQCdKODJzBTouQBjQqaCo6jovMLixtl/n4xjSQc6OgwJpHG8u+wnciGyEV4Felgv+4dKT3lLvGRS94D69Y1UAiyQZodSZi4TSxzbkPqeCRWQ7X5Zrbw/Jzhthq2qnHE1yYdHo5aeiTsZwQQvs61eES5bVr6RWo189p7O7Ew6IeetBqi/cdiNrBoDN2y8rzyzFuFBpd4yqVTsLuK8Mswww6Ebtt1zclcBREjDwGCYG5Fu9CigIoRyNExgbKfwkqvkIGAcCTgToGEKa1prFS38/ViAxTr60SjTraAiUTwY91IEZNu9Rg4nsBLjKI5UK7lR6roLLeWymiPcYLXMb45UOfB2iZdzm27RUm4ro/taTvqsacavuglVgaFnUVIRaeRxc6j9Gm5Gyb1mzd7Ro4laYu5XlyMpTOeVM3rwGtwzIE015w8XQN30TXAiGUn2vcpKKzKKESV+nHsmxu1Hjtm6KoW6MbvYSLEAdl4lNiFsKLqa0iBkBf4y9nBGhlhJiucgjamXUHX8/r+2Uo5vVCeLP0H4ivJG/P6bdL68AumKDpsGJFfsTbFc5N1g1Q3joU+KvjLWdnzNLfx02huzgIg3pmYdCVfc+Kt8UUz1GloAPNEkFl2yVA7NtjywGHQAzl4reE8byDaO678KfVDBVxqDdJpocY89Kt/4l1IpPqWqaU5NpY+8yzjRpjAZT4f7Lua6ynapm3KbbGHwB+3/tQN/NLsoVypystYF6hP6v8IyHp74V+2ZsEiNycJcrA1Q2YETQ510IlyqO/awPKY4ZRCI+d+qrMW4dYiuiVydyCcZq1s9UM0HuhdR/zyswju9tnMqHcFfyRkKqn3GQ9ipK8sCYQeSsznAvLMd6g9L6JUsxS8L+YgkMRan7J7jQTe4OcRZbHUwYH9/tcyO4oUeJFhnRBfjJ5jhJh7hRF9Hb1naT2FPf5iIhR2iVZMp1HilZNqf+MWYNtw8tbErZX6+YxyTJsi+GLujoNiFJmB2QOFniTw+E4/qjnLwit2hYTqwMcIGJmPPGZ9gbgk0QagfF6j5XgzzGKbv7CYViIW17xecUtT3WCNz/Js7zOYYhon1Z9+J6zJh1GaTlMVGtNatbBjJK0B1h/exRPWiwMWfNrfhVOr08UD0SXsxSlOZE0bjcJROKXT77AfGIqzBCQAECy4BBfHk+5/eRbQEEmAJ0ai97R502wL3rxzJsJq3V7AArt9a/DfX4xCQHd6MWpirnNtSM2/BdIL+805JAErnSqqAAkGeAxPBBrz5gaFzuAzkFiu4xUi71PhBhjIVG2oIK7mkF7xhnxkCSsDd8X906F3ZMLdhaV25GMa4gb0Uy2aGAOOqOoRE3c0ape/sq6sYiFtuMs/VU5+SJAgSM5kWnGJwJN+ZoG2tnO0usIAwNKKrsYGp+J76MCCwpQeSDbal0RWI6XuQAhbzRVBddK6hT3SWS8KfpLusEZF1Xa65WW0xD4G6g6UZiDbz64/km/D51/kP9NBcs3E/j81H1ex6wXSuW7nY5FV06nbPNddKYh40GR54XlQ2rKvLxo5InBbgLDd71ui34tYKqXUYFyzF7SeY51KBYksWquqyLeuiitF5/EcR/R9LzJ0mMYzE1naULgb4lUMATNUHfvAWfWoRk3ZoSuva631DBfAGzuxCGCU2ZSMKWEbMsH7ZcZqDBVfmkJGlYy+IOmT2uxsggXpxzYt6FOWjXRH9vc0WSGywWXxQkC6rdc2Dd0Wap2wzum3wLoj0muU2xwMOE89zSN6wHxtUAoyWmnnkhxCuRBOLyI+RTYDwgpAM0VsGEepDQ0XwK0FhpVNMDErztDL9MTsbIe//bYiztGRk8JQzMVCig6QjcFVeESCfYq/8cqOU20hkFTWdB/feQMQ6CytUqbqwpPkEFgIpvwv3/QlBjVRnHG2FzaFNXNNEKnld8+kCbosmwe4axgdrQKjW2joisSdGH1EdSz1XLYnyaAkPkPSGU9gNqFTkk3aNKUSs88qT5n2+Zz0q3U24Pc3Xph52A3wc2xVlKRKrNQiiE6kDUo2oPLGH0VpJIEsj78r5n8n69xd1vmH37Msg6pImARWgJEvLzk/V+HWvVrrb0jIyQlPjJbqrUGBZTk2dfmFQW0oMkPySu4DNzr8FTMESHLF3Rdk2NvvtcWguz4dWR9RPti7VdQJ5gkmRh+myLvmtwOV/h9iZFv6iRfscPMUDJkaLXDBtuceEzcdBW77Sqq8g49PHxeUGU3URWQdyXR/0J477Uq1qZn0P3msQQqCa3TU3d0zwRX1uyYtt1xdApDCbMSClgEpJl/+WcoIwr4SLeqmysx6QE4yKSHuSPTQhj2M0XdKZV0VYtbpacG71nYkTV+h5QF4ghMe6RU9LO1hlUN77LvahyJqiydBvJKT6xuXXXVfULJa0SmVFIpdJH7ArReM1WEn7+B9sBaVoxNEXpPdz+oGTmJ/jRs5nAviuZ7AzjRiCmW2bY7Hm2RrrjqDprJyOqzp62LosBQeT/L1dHuDaURg33/2/IOlA/J29zvITHPscLJdK8U+z1ZHmqrxpeHVPy1Ozlh09mWMLrXuxkvg97cVbf1HSs0GqWe5ySg1KC6xF2dZJGH5MA+emT1IP5vAY4t+YNf0sUc+gc8ca4NZN4xqMzMvjUW3q1v0iT+hQXAJvsgTTeo/CeZaQhnyc61mOLWOgsgMFGvc1xweGnSQ8PWERTNt7QClIfdXqMsEIcJRarG2DXz5CA5Io2YE3wMI0q4Dw2Q1ORBdho8AWcpzZXTn5+9TPrCz10C8aiqyXpaqTMUIcB0aGajrvxU6Aqp0KJhVwbo9iCfuzNIEVOlSDIAhZHNik0zbrl/s/dPJWcU5HM2j+mxnpdhkz7qqiHxVafVjPkP40Z0hblWDfmoOa6nwpn+vJUdu6V29v5aAL6ls89sTSOJmPQNABKYMu5x7alVev/G1N+II7Ec9RjaV0SO2HhHMFt3fY40VBjJpBAW+DnkbwOJPT5gIhUIPe8V590keqeaVMZVVcV2eDc1iMyoVLriocZ9pUFIvx/PYVu62N/Szo7R/FplJVhRufd4L05fHffUpRp7/QhoKu0evUFwkQoYB6Tunq/igN5q460C3+t09VehIsDy27561k4XFdLJmjV1sPstVp0hN8KruQEt88MbjgJVvmsEANQigI8T5O7c/bN2pPemgQcbRKSb3oC4LOPl6MhXpq/xcLV1ii7jS2teckzpbcLHahy7HVq/nPlYpfdfhsSRl0/FK1iAWq6MNl1Gx8IKjnaGdsoPaQu7wjwRSmwHXGkOAt6Gr2F0GA4mXZv5nlEW/vNHUPGgiVH/5OJsTMfEHXmiyKiRnGYFVAJDPJXEwFqEgwVXu5D4PqOw4SetbmerrcwJ8kIldg7ufyEZnK/y9E4ZzqFJkMEjPWrqiSAO1+EMy5AxW90ehzQ6tIxVkCsGY5uGsvmOVj7NXikQSF8uv8DzxhbAyscOeU+zYJKT13TcNc2J+3YZo3SSXzPpjOWSTNMYy7SnHQw0vmo7mEEmAhC5lMu6oVGY44pKfv+BrlvrBn5VsLQT2l+PvdH04M2uW6YP37zCSrZLmxs62F75qrcr/R+SapvE7leLsJTw6YwAwkZhLmeAb6rfkNhBklSpwEIc0zDNPeH50rafi4TqnGie3BfhupWPAeAnga5vZCYAUeywWp/XNzRC4kvhO7YhVCt6ZcxF/286eee2gNFXx70AxLAKzRsnQjGY5ca1KDHKlunndw/IiHOn1xH7e4jTgQ98nG/WNxURp4hr10T24AzbXL+geWjChsZgr6fb5knxAbp5Fwx6kL6tcEq/n0KrwDVbrbqgfAQabLINa0qe7SIDOuSbQvx4bhCAaBfZyD3s61KtyIfZhWdMp/P5ZMKuOZ8/CEA4UikDFWa7ZBmAkjeS3z6RRyG5XTIzIF9bNb8XCoHYQ5LHoK2POmBycmo5uiAIV5ocAF/XwclPCTHTW4RWsyCiKOhOrB9Cwr8wLiIVlskZOs0jmjJ1odEb59FuMSfIuKQQcRPvd93NjLNlR6DmeFVAwSJgX/M2XMp6ubY3uEn9SDQoCzz9O0mcGxFM8um6PRcqCdwGe8zRaUpenZkxPENnw1kjor9kwC0MyCN0Jk3rAup+bTRsCngQYil7LX2ez7sJTxiF7b9xfvceELozH3diDVwwV4o/aIAYieBriPp4V1rgOs2oJw5tCCW4lpVSnsyngFUewq8K1x1uWM7AfWSvT6CJw5apqyEVHMUM7mffiBklm44Ahiuiqu37y3UMdBQVOJ+AqqjZ4wECB1Rlnjs5cq8MYvLMMSsy4Gg8Z5CaVykcHyfXzK5z41SuvZiAUyNK19txmV27d7fTuHE+fmFiiwnXufS2EjY9ZENkbKd0wN1kg4cTby+Yd4RHsW6YAPInBWMm5tM5z3ty/GcGnaABWFzy8qZI8TNJp27ZXTu32PqhlCO4VB2YHYba3JmztoIhOE0i0jkKM3omiOH6htYIQxRqAD409DCDe5u9rME9cKKOY940OsIgDMilW6OAM6UB28s5wtriapIM5ftDiDnMqsCC+SXG7pDbKQAZvMSTbAeCHH+EOQnJK1QDszeB64P5FTpu+3bwJDJfkcyOcpGH0/UizRKxg+4WDrSx2wjEfobioA8yJU9l0FPYZGcwkkZW1bfk6K//riUaFHoR5ulVzLwOgwWnKLmsAVASzm9OOcVkPv0uGseA3vC2YYvAq4e6CHbfAKflNuYoj00dRRjL14A9AyPfaLDqg537s6oB4vEferTj7rFKYYQLDMf4p74d46ccuZPS+36re8c/eZQlT0y53/0K0CR/Usvcn955pz6cHHUn5JZKSko6zYRPlICx5LoF/T4Rt9t5229iXfE1XCTa3zHf17GUm53B1NAMrUMUVv26Uyq1+uki14nX3q7nCLz1MNEZB3/IUwT+JyAUZ/xRMUukWjLNux7eTkbp7bJF9ZDATM7Ij2cSLJ/9FNogMZFLSVGisZH0MWxYeMNJz4neP38c/J5YqD/uL3BJaPbrx8Sf+65IqSqrQ/B+ECdOcV1uQ+xyuTLG5EH94hv0mx82p1TzgHM6TluuQ9L7zLdw5yAOUMc0Fpyj+WrbWbjGqzN7Vd+QXZa+v0H31DHJ7xRF5vdHfV2uKoepCipB2K55AwRwAKTqZMooeaMS3pkHOyP1ldUuW2/tBAEQgW4YXet5bE6+rKyXMztsIgWUnY/GBgqoKckmWZt2FFeiNy/0VoNYRn2+HN14HB3/fYQzbjCVWh3T1/cP4pidQFNRasR/hzZdOlKmfVEUOJ7DgVtJBt0wrix/Bn/vsDzv3QiNcDVTKqOojpXobOWlU7ZjiueP3aDu8U2nFIPG99tohCANJY9clSqMNaFEHWHKnjDdZ7TFeIjdvCyQ8pPPJp5m/1CoDB7mK/rRdXZ7CBC67CxPvOtg1BAP0QJ8PVCn+LBQp4dlE293mSk0W81Z6nGex7yUOAIMoUUjWUX9/WkKCPPaP4Td8gAfO2drUSJ05/Dd2J2ncI5v/UKer0DveDmkE9i1DFKpAEeQ0QLDagAgvQYzYuE2aH+LA+B8vdCgSfSCDYQJHfmmlTPkTih/GzA6DWWIID4hINDeRdz5xgz3l8albYTZztOTvRN/O3z2kkoFD5X2MMZQFzuwCUBOfh6ViYpsmyKarLKHkARqGVHfAQ0cmYkuZTHRvue6fo8V2NOnkrTENXlrT4JH3rY8kn028EHGAYEH+CkUjgr1ZwfA4hI6As85kAPmAH3wieWCk9L5roCTYF2Sw9opecYXwa3iPn6b7gfH5saXBr207bLx4H/dPLfRiix52VuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKNjcxNgplbmRvYmoKMjMgMCBvYmoKPDwvTGVuZ3RoIDI0IDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnicxV1Ljx3HdYYc25Engu04zjsB7i73Gpx2d/XbOyUWjBiC4QeBLJIshuSQlEDOcEQOIepvJH/QSy+8MLTTKlXddaq+U/XV7TsUhZAgcbu63nXej+qbXV01Zle7v/Lj4fOzevcL++/J2c3ZVLXuz/ICfz98vvvX+2c//W3T7pqmqrvd/cdndTXPc1evvTS73rRVa3ZjP1Rmd//52f69w/1PbZNxN8faZpTazVSZadfa/10Xtv5/7tvDeVe1zTRN+93hv+//0jae1sbnXTdUfTvshmGspt39R7b2zw9N1U9j3exvl3amadv9Z4fzuupN107z/iIWX8Wfrw7npmqG2gz7y1i6s6VmquZ+xNJn7uc4D9NAKtR9s//UV6g7LP3s0JhqaoZh//BwPrg2TbP/5DBVfdfNnS4M7a8Pc1WbuhuXoTpTmXnem9hpjT+l6hwLodVVeE86Hfcv4/iXuv2ywGn/NJZexJ9XbIIvcNVx669j8SPXzJ5pJ8dkGrcFQ9VO7TTKDozDaGuG99fxZ5iX2s2L0Ovzw/lYdVPT7x/ERp8s4GOMfdNYcFvgBfqEHYDuH0Xwu9Tj+42D8eMRwwJW0OrnrsMOaFU1GdkLPtR1WOpVbARDXcTSB6HqszjUZShMlh3AgZzFk9jpVWgP7x/H8VfAbtsGTvWCzhTavw5Vy8fi5xf375JWfRHmd4kAFt6/OliK1YxT64fy9GXpv7UzXSClnqp6nAVUwlu/jV1nPCqZRp2XGUdL1ibXxXnX9lU3786buuq6tR8FMBE7BOstWeHUKAMZV/U6vtcg49sDuVu3ZLbtgYJBV9lBrYgafkaykRyJHaqpFQXUVCF/LxOoHSYtB2GpxtenoMv8h04TUEXL/FQUBZWpAi2d4s/K7+XQefZjT9IytPsfn9nnf3HMb165kS1fiu//RHjWsutVPItxPYBxmUprAWOY+v2/BYZ17Wraom6wK7VtmoVM+B8ABw+zn26en8TVfRk7uoo/YfmPDnayQ9/3KanPT2qdgIPw+CubqCuENi/9BE3GsT0W+L1zO/URMGHgpgChFwFsS+x4AYDGIKw/iD+vGQYBhFNY+hJhWW1RY4+tGREvLmkFAPGLEuL4qjCD21D1MpIlmMGreEjFXj2/ju+h/S1l4s/CutUpOnSqB8UNgYRHFv5ppODAzRVfcjjuuDG01+TK9w+Nrj23nq3A2SAN9lVj+4QvL+9bkVdcaZQLMsa+vI/MkDPrjG8kS1EyChkKVhX5IhQCX/2K8XXoSokQkXlEyL7GClKoti0BdzeXJ/TYFGeXZUMhlbzuwNkDCvT7m1jqQaj3x+JoS5j+7E91QYuL+PPNCivN6BoKrFzE5oojW6Vh6IeFJTtC7qq+RAwEhhl+3gYiBJTnZQYW9YjkBthwkZ7593iWgIPw8/NDM1ej6YrStSbARJf4khEExRVgXMK/gaKhKKCFDjx4VzMK4i9A/6ALeIUM6LioAQNEUQPAEQTdWyaoUoTNhvJkYBUFu8q0o4BWgpu+Kox6wXsVJHqYwZsmQ7lMPzSTJp6kV3h/hfgkvcL7UzQBvypKJ6H9jpLMTwNtKVAsquxlvNh1cE0328TSOkwr/priay+BmTFIIyKyncuxnq/C2yMnl6B5wtKnyvTG2ApD5WlFl8t2FpfPYWmA1x8emq6arSD0IspMz+LrT+JPkOpAjoFSqKsEPBHlYNRH8b22Wwj+ACqhBAdIBwJDOu9hAUowqEgzGPb6MDSN2+yP7p/95qwz7a5vLCcf7L6Ow27afXZ59vgEwxK3EjXO3DPtrOhkKctiVPKnJnahua/mtt9ZpmGns57ax3R73T5Mxj0gsdc2C6HWihuEn5fhveIGoH8hJV3GMkeEx8FyuUnJZkDto5gG9C9lwikpPEWm9aPmpo5MVwtLyPTvhO9EQRbaK+l1xc95lSORLwiiLyPJXjllokh+1pqRkoPNhwt0aL1YpUwLYiaQ96I8tw5E6TS+ZmRW9nmcNZkEOkwEN0oQc1PhajzKZ1ogkqFwjpt7L25UbB/FPiVWRvR4fuiryTaakI8pPkj0hQu2ay9wz+lYfAcpKKxK9WAyM9kC3KnmsBT6k1iNOqE0YIcDxBVSeiuFBZsQiKhbMuaHAsmWakSpCOwvV4GUQCGnKpkiu/KKhKO69kWkb+rJElElTQLVoZoytOLW4uS0SOUoOMYtiHwn1x0c1XhEZwj981KlgG80KxqsCUWJoh3Hwy+pFBbGHQERlOK6QpdzowQ6xBEJuvplQnBTSOcGYejgFwcrAJmuazV1BImPoiKXJLfXGN5/CHu3JfRR7TnDC79ILsvKsCVZV95vbniupya7BHVzHEkqZMQTdd4c8c0oZzAO3SA2aivjNJFzSe9zU1Z/26oZO0WalF8h0BPlHhP1VtErJhBF9TYXQhoj2IH9W+bzMxRNg9h4c9bYJrtuGDonOT73j91o3OMz+2im7LG35Hp5bOshfwyV23pqskc/0LOzp2f/8ZPd1Vmze6LHtARx3jWzWeXX3/gKMItm6OrdPKzvT3aezpVtInJuOw0i545N1Q67vp0r00Xnqd8bO+UZ9mZ9jAtq6jZ7jJvRt132GCv33Zw9sr1RY3ZDnW6NmkTXNnfcGdOXdqademdItjuz+ojfO7RO4rfo9S3H+efe9Ps/czBl7Azm/bcdJNre5/13bMV2aiw7/26Es6arp7BAuxHrHEulAJELOPgXCoI6KO1j6RDLcU83SteJyC7GPVYgPEE5Hh/UF3TqNDq1AgUrICePXTx2j0ER4Aasvs4meeyKCOUrLjsoUIH4FN5/A/hkhsoqoRyfOo1PcT0LKCePuDkrCoXWy2OsvhxJ8sg2R43qMErvjZrF3RGqvDVd01eG74wHPwHKCfGgAzyYFFSuLyYojSt265oUrGad1xEEurBIBWJTLMbNjbVvNKQJuBvNLpLHcERPNXwLuBvNMJJHaJ2AuwH+wcDdvDX7KBNJAfemX4nknx/OLZWceytvvL/QRnsmxpPJ5ef3Au38r6uDlTN6NxiU/sVKRvt29HS0bjtLR22vbl29kFn3/oPY1WeOzdtBp2b//TjWD/Kxuj4fC0h2g0PZnhoruVopI3akXwvt/2FcSdLe6nGu1788nPdV3U5WooFmwD1+FH/ivhSKI6/5LkoyCrGFuhjNnpNHhEUkJ0JdjGbQySODRTVqibqYb4Bd2y4REv9qAYm+tpLfj8N2/XX49TfxnP724NTtZtz/Ha3n5Ohp6Pd/H8p+TH79gzoIv5WDbOW6WYPeyhYFo/Bot9Lu5NfZic50laVtficsiAiVFToru58QPSNcXhO9rPaNpjdC9JpxQCqXPAbIeaqpnBC9UH2dS/IIrROi5ysWiV54/w3w+Lq1cFPg8bA89xjXs8B/8oibg2gnWBirLyeSPLLNUaOWsFBev3sez3ZmhT0ZM4E9X5zCXlb7Rh+7wF491QhsyWPYr6ca2AT2QvV1LskjtE5gz1cswl54/+4Zbjc3y3tH6f7R8ZlmmCzPRSYR2SeyR2DFWDny0qjc/Mjzv07z6n+KHDjyxX+WEQxjSbDf7jFu8AKGySOeFkK/IEOsvoBI8shOS41aQgZ5/c6RoZtNxXFBhkxwwRenuJDVvtFg6HGhnacOgD95jNv1VAO/x4VYfZlL8oitNS5IxRIuxPfvng53blLTigvfcq7KaRobu9nnbvuNGSzMO829HUYnOAn0f+dw7oSX3owWYp0AUJvWiq8BzN9H6RRxJkA/FVXfi3LFB6HbbwMmfRZKvxeFOxjMSY0Wq1yFH4hgwgRVGEgmtVohpM/3lNAskugPl+7nuZ5s6VxNXW8W8VRkJZA4v0/lUCjdmBas7wNZyftKiJXXMD7tHt5Dq2hneS8nOQDW9hHg2CF78qiQAmmMJzlQ3WFi8kiRQo1aIDnh9TskOV4KRpT4/xeE63FGQdg/xt3sQRCOj6cKwkfo7yoIx80ACuxpcDiDcAJS7Iltd7x0JX1RDEBDnfQ9afqe9bLY70JpYr/LJyjFSSe0dHv3Jhr9MDr74+zSZCDyIYtXMZPb3sW6398lYOVXR8ORn7uuLF0aG3Q8vow/d8FRwGNQVMhbHtr8JESzQDgzRKO8UiGPJB55t3AWi1DN/s2htShTG4kaWvp6HXyNKvw1NKKhzTpYWHxrpYDrNPDF6pYrDJr+a0e+mLpxIS9d13ixJQl8cTE2fd8tkS92tCORL4n/azAObkpBMNF9Az4f6t55QQcrxBfnM2jRSa3CBMUdHd3Gpfhn6akYZCMVdPCkdPZEnbB4kHNv3Bo7lUTdJiO8weBIKXzN0ixUbGXqi/buvuBCvKvfeRlYRRq+gnDeNXLWSmYxKQrcoDDAFzBxcaNCpEwpOtGKV1M1i4992dhygIfMteyI9RV+d437QUIJweWqJklmDt1yL/hdJqZCU8RbrbKxeJxLEm9x7Jx59JFMQMVrsgpplBbzhy9VuzxOtVlwZXU8t9VkWYyKiG1iGK8Zowe6nBxl+afPjhJfNM/PVA7mlK40Zs+jshU3kvelTE6p+k0lcgKBkIynOyZyeqrzJs3zWjOadBrTgmd5RpOZfaBXGgYao/B4ShCNLYRsEro/5dxNH6/xkKUFlIKr1zjs3q0thvhzmiPUjecG0hwOwMtnLHaZIyMNaqNTOS2+LYQqHg+0/jUNNecbd6cQH0KF+AwKAT6yWgjAY2PyoHaVqitHwHkR3XcAt3seWmYXKBxiY2R2T0O4DeSQQNjULiSH5pkULkDwkRC260KMjRUnm3lSWZ8qA+Q4sSLpG7bVkxBYA8QQ3sdI5FJeO4lU/lma3RiD442J+YxEhbA9Niyf8d/je0g+BMUBROzXaiExVwaCjYT+fMHCnFXAOUt0hA5gMq9YcCO8fxJ/QgcPMBI+yVmNqY6N1bucASGytExGhxoCHCoJVLYkiro6p2i2uko3NnjMNMcRRWUk6Uv7aYWnlOKD+F2I64y7DzKr5il+gGIMuX8fWSaMGmPiYqjoKjH3PfJT6BFKv9hMYSYboZKJwvtX4Ywvsu1Zc/ZIXtEWE5FBh7YcHSgVXnvJ3OWPtIThAWHcEiShV5p/CKSNBmNesGVhAC+n8YQLw0xOYohxt+Rgb7c6y9S6I7G617SzUvCqvOcsh4eG0ojVrVD+TMTv+hYnwKf90PM8u1NzYHpwQQGJJ4X4d+loHiJ7K0W3m8aNrihYMX0mFIMIHrMpj4UBF8JFFx4kHMLOurNrmVqz/zUgdwQXlVRICRq9bUXnOOSR6jwlOxGdJ8vxEkSHZKBl3qZ7C3tAQoelrzTOPR//lr1f932oW0wh4eHVEZ1g/pjLQGjLdUjNteMKVGYLSVXyNBXIWSc6uNQDUjQSiiHTohIyvKeqh06pznJrV+Fe2nECdsWWw+0SsSrPUoKVA8nJxAJN9nn+NbPdnGBGIvtG29/i9LYygpL90VL4LnC9YQpcL2q89yCXc92c9KoETrHaxjlITsj5tt0OttuhN/l9KInADrTtXpRebQd97+BGGUOVgKbgdRltABMpILE2yviaMY/6D5wygLwTRSyeRKMHWObdYzJMgfbEujxl8BSiKxMrDKElNb/0m7D03PLgEWapaWFf3f4Qfr5hdxFBK+jrc2YYBZQvZMYAJkVM2MJ5gH9OAyuVnCez/bko2VSeeIo9cTOfdERx+q2vaFpAo+3KEm4+bIGm4d0A0WAta82E/dx4RM6VV4Cbq27ZYR2T0/reXa62Qktf1V0bDQ5r/yO5RUxkrmWztE5+W5K6LDhNOnHnNUv5A0ErSXX2JOqrWAr2gSh0gakiu/3op7813jXl7ALxtj11T1XGOBN/0VMkjMQqoVLZk4s3squKhCR8HtsL4bVa+TNGaOgtOtxum+dPkmuNvLftY3aj0eJZLFqoi/cOxmYk//yPsdWTLenwcUk8FZdn8eI/qUBTvWHcSMtLXrIscVDfEaatBzJs7i9iKab5Im7pIt5SylYWckb7ZYg6sUQK4ShphaKqmTGoarnZb70Sgzi3qJCmM7hlVspMkLCBdhqwKl/hpj59AqM5PgJUUAw4ufAGBMl5Vhcd0QzQO3rPtmZIr0NhM6D29Czh280FZlBQguJuijBiOrwLS2YNuAKyBLqPb4Sp3Mb3kGta8M81Q9U32j/3ONIeEGpf0dJMWEicbuk9GWnye6ajJdSzCja6YAcYUCoK2B07gltMqb0gKtM8foASQ4UM5JYj1j0QSJgovUOR22ejBn9L32tjgB8VBQaRo7gPH5TPryicAyCLb84qWe0A4Ck6o4J5AuiAMvQKUX4nGfqAiKKqbBDAucOyOL2ll3twqfxeEEph2JJZE65ik6o8O59qCGpUfVFHtphrIlZzUoUwoC0rRKzPDQC08ARRXi7Usl0LsNzZVOFs1V8K/QLXHV72tM6ul6C2ueuLDjvLice5VYQOSA7cJknvfLvLndLaVCDGy6MZ+B6Fvcp9zSRWpdOnOsERMTbq8dz971/zkWKji41GnMJtWNs05cp3KKF3mcPmFK/+KeqqVFA+BuHHo2mUqT0F18sNeqdwiI1aCmEgSJw5/IhDJa6WiJV32Q1uYOGEkBh2EqoadN6tMItrOlZRvye7CAJxBIlNYwZ1gal7Ozdm8CiATDsEkAFbAHXKoAS3nvPQi2SRVSjRNnenzNQo2nYTaYy6yyz8FM6y3PRF1fmomEMPkXbnFAMV22MamxdqvobCtnawJanFG8rA4Lnp9H4Q9x4mQx0/ya1Dft1cWIutojaNV2emQmvZPsb9B1QCe1xQWuTu866dCX8uXjCbuyqSu4G8spJTcu1XgeAgvhgevKSkJXUV2tqq4M8BHN66XegtvVap9yIV3coxp/mG0QuO+LAX7JzhHLmLU93RT+78pfbfNdqqmXsr/xu8qjkIp4WrmoNfbyntO07PHqa8yFvKjcunactuane556jd1JoWdcY2HE3ZFSQVQCYrOXW0/22R7ziqa8+GCxUbWzWFPN5EX8kL76OLoaRDEvFIff5jXaEiS1wz3Qq4+T2OCgFaZNklcJC50M9cUL1iqxH/NkbhJrMXK+Fr52qIiokAjJkSestQqqhJyyRLN0fG9wXaSSqAfPXHgKlAzQqr5EQfhvgf364f5mhLUXQ2shpZTcEDVmBW/ADfaCPJWlh0wjPXM2xZGuILvjWwKIsTZh3NxxcY02gJa8HshR4gdRE4QbEKxCPQA4HmSEB5KVyzcHlaaKR0Q+IYIVZX0xSVO3nPA+AwEi8U5g6nu8biafPYssX/y2365QQeX6F8w6OvEM1+PFJ9S3u8i+Ua0PEPHOxFA7AoFTWAEvU4bkfXiUW+8Am2D5t7lZYe82ySgD8+gXf4HQhlsZH+P+KSEI3DKQbPSKs0AusIa9i6I/4EH0th56RZIWySHkfJyJDYvEokTuSjonnfhXhPRpEwnihTdOkmZvVEKtI7MLlE/YFdfh8u0j4SW8elIul23LYP7SRyuj/l2yw+NjjzQGgfwPb3F5TqRlZIg3VKJIp4vcmsdYTqQyZsvaDAf8zeOiyR+ytAOrfcsMs/hZDfrtr2OKutuNpbijulGN0CPZYKVCM+Ib4voiJHZU0BYvyxtCpRPqKc8rMrrmwB9L4t6M9cKY5O1M1MUb4wkH+VQU+EImDjYBq5iKqbgMzUDQnPK5nw09C9uerHU4jULqZGbEcjvwG0IDKX8mfyCBVPIRQr9mWcVlH83f5U4psUgRM7Fip2QIHSWQ0tnWpRhtJLMUc+6qhNY973WI6qORZkejIOlDiuBI/2A0ZhxeSH82gFC63ucMk9V0FgBFpVBQITi7MK7pX2KhkuTHtLfqFmajJrS5iV91LmvyWTHE3nW3Vr4Y2/p1W3vrwDEwgEqceT5/nRMIP0ezfeVivGcy9/daNTnOQGbdONaSLzYpKXNEBvYapnv2uubI0Bs/RpqLx1XYxMXA3cSSb8KeQp8yAl9Oea9lvWmJYKhiMrj9al31U64WtSMtTmXNKIZ/9phvzmAOUHVTSQEEZuR8s/nVkzJWsVV/x9BQBotxTUqSG84MgGmJXvjdRTyhB1jNZRwUrdrMDzkTbyMu5m7Ib1HzUKE8XRbqoOX/az/hVJEY5vofBB3mcpiZvTpLh999hEikY3/z53ZZ1CqemqKE1WN44ImYoRX0Od3svhBCfAmUimQLBCO73QrkCx3J1LYynYAYhTQQMEg1b0AmqKJDkURVIoORLFJNGQ7UCQGASdlFCmShHNIygZxPxrqhNG7QzOi4dbrYTJ1BuBxDpaokgv/aTIt5NKhOcxU+l45D8NdldGELFZTTX7ZjZ0peKCpLB4XYq4xY9/DNm1o5EKfDX0K5U0yhIKqQGsoDPyrJGt9ImtL/BBV0pEf5tNpPyDGsBK3yAE4CaBaDyT4xHAzuoKnCo7MQGYwnfB0/H7DilcJGvcviXDp9kVYvVKQ1ktx3XfhONXzag81ESsKKd9LS7M9fNx6laa83irzLmxovUwGA3ogrSQwUUNQYD0yYesl15bDGel3/uFqopoEtM8pXXXCA6M1hWT6+VDcacEp8oUHwdVln9cp+CBS5zKS2fkE1YJ1m2bgkU7GOI1RwWZLg+qzWwsArMyPa7i0q+Z8aov2VRKBq5rHIJcrXJNt7BksJP3dzPHSysau8bDZjf3Cyrk5in9NeTMjlJWIa9DXldiw1+GSqi0FN56eOmquoNrsXhoAvk+3GaCUHQO8lv44nv6ebnM4ZjofskVdtPkvqhT9h3699x+lKgpvi69OY/byjLg1mTLr7rvkvR96IpMm89qa4Ub0QiFMEfAydcM8La8YmECbfjw4ORub9ORg2lVDGhMBD/J9fE1mXYI+4PRFkSCTPSo0GfiMS4719Y9qdsp1ZN8VyddDiKVS7dlyfs06C8XxWQH1FYy4shAqA2fdtR6IZdBj+jd+RfePPHggQtYFVJ55HK+1sDNV4r49FbxHmdlssoCwE75ABxX7mhgwy6SsYLPLF5HdIdrN0uCCPeOSXuaE5rdxOXEkNNygJbTyBPiTpnK1rV7UEo/AM+hlBuEtzMJAROjSZykwVMzTIm4EV30WLaJp1PSKL3yg9EBqVvUk6TC7w5NW5nZKPPSO7g9lGx23EEeq0S/Bb99/wppv5mxeKe81Le6rQgOfo0dHquxCbHDGODhdbHJ5Uu7S4pF+Cl+nrsZrY47t1S4KVyqoXLaA7FK04oKQVbHLNvLVJLEQKmqjVdSdfOKs1B4p8AqIQT5vRG5HnZ0KqX4ClmVyvIOE3jAVp0IJPlds7wCT/1DK8VKf4yVqkNoMaAE5F0oA9S6bIM0gZrBLxOBACP710s81OVPR/RF5bkC15rMhHoBt23vsS7YmQFlqVqz5XCDaSnlE+Ug/75AnraDr3z7O2UGbl1dFJo9YCLfpfAqzJD2NxkXL+BY59mDhxBErGORUw4et61JnBgl1nkSXSDZzFzGop8Cp2lzKmOGyyLh8jB5/SdKSxIBZs1WKVqtSb5xmAjmDapQ9KXJV5Q8caoYJ8LVvBgbAe1XOBznCcfP70dyYKYdV5Ku8DFVTsj+LERp5YgWXsbg7/sTw0mebVu4tD3A/Ftd1b6Z41uOU+eXq60WDpbJSHXCt0T6Owmw4QTK8pGvwP179IZhWCOf9wt2stBqczKfMHi5OrKfPUEyZz4HSzqUpvvqZYcQ9s6tVXVnV6qpHf8OePJ1hoWu8TRo/nmJkhWd3IzMgzzVVTKC+xDrAFkqNE+aWsbf6gJIOpNU8yQxD9KITg/ksZi+eIfUH04l/SXQJkjo/is8/wevEq3JZW5kc3RyZWFtCmVuZG9iagoyNCAwIG9iago3MzM3CmVuZG9iagozMCAwIG9iago8PC9MZW5ndGggMzEgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztXUuPJbd1hgJZijrGJDYSBEES+zrO415nulJkFVlV2SWIESQQjNgeIAspi56Z7nmgp3semkHG/1gLLYzZaRWyio+P5Mdb1Zq2o4UkSLjNIg9fhx/POTw8fLFrGyF3rf3X/3jw7KTd/bv579HJi5Ox6ew/8wf8/eDZ7l/vnfzTr0S3E6Jp+929i5O2maapbxcqYqdk13RyNyjdyN29Zyf7Dw73npoiw26KueXgc4uxkeOuM/+3JEz+z/b94bRvOjGO4353+J97/7nUNzWTDgS6UTsCcpCN0Luh7ZshqU+qUGTqGtUNanfamlp29x6aOn50OBWm3NiP+x8fRKMmJdX+w8Optp2d9t87mE6MYhT7jw6nncmoJ7X/JGS8cziVjRRtbz7bBv783skvT4RSeqemfmj0sNPm35fnJxfVVC1DqujNFLgPchr6Mrucxjak9mLy6aapU5mbpy4NGZVYUqekwiJ5oVEkb+KM4zOlzWxUJ8rwlFATTtQuTtTnV4e2UcpWCXPxR2HSYKp+AqVeWnZSqpUphT9xP3tVTuKgFBulInkZpSL5fUZJjJPtux5F45bDB7FbH8wNFYNZtL0y2ecRKr4nHXET2CPfudSZ7/q0g2n2he9cquW7Pu13TtxWqfnYFckLjSL5NsZOT40el8H7y8gIH86Lth0nuf/BzBL9aNY3pP4w/vyrgzJw0srOs5fBDwcKbdfjkBuWChmAFuT40IGF4dC/Pmj7y3Dij2ypUUrTro8jT0Ze/kNk9VD+h/HnnZjhx6HU9+dmi8FWb5rfNp22C8izf/jsG22KQOt+chga1apOWnwz8K5s/0MZqBCKf3Lo+64Z+yEw3gszs7q1M9vbmX0WJnr+89L9qXTr/7SZw5+PT/57d/VeTNC3Fl8iDywwMzfNrwqlJsaiRbJrap58GyyqRouFM4v+TWRRmHVg0TUWhJn5fsz604PZWjtpeNGUtz8nsf/jwNZQBvgPUv828gUwIMx85NWjTTHff2q53lSbUIKuAgv+IDLrHboCPo6caarVo9SN7vd/AW3JELDXHZvrInmZ6yL5Nua6t21c5voPDqb1RhQZPAB0ZtD4BAAafUIx6k6CG/MMtx4C7PgAGlXYplzkEQLi9Jo5EaYHrcKZ/Ds6k0Xzc/7xctUMkGPftU3b7f+0PnudHtjsFcnL7BXJtzF7nbIS8nvvxHLIRCmXrBWR0spUu2271FJcLGi75IzKspu71EKKLIi45IwIT10f6JGK/0Zk10Zf6Bek3lmkltKqD/c+Pbn3s8/2P7+0gDBMepw3MsPXhv/U/oHlmEkNQuzPZmVBCsNyRtAz7Cf7bpz2jw6TESUnrffXMQNQOEtSja7RTGZ1QG0uQ6tELKZNxYZTx24c9q/j9/P48yr+/MIudTFMU4XUQ0ogNEbtn8fUL+PPlwchm9EwmSMwq0lPXLuNQgJkz+wYyLYf9q/ieEEL3obOQOIjLM/6Fam6RDnBsLiWDHrwxaXoTf3++12LBUbE7/tYaWi0zXo+T9w4hsmwpCDrecz6dF5jRoZq+nbyaxC+Iz8Axzw5jGZj7TqRJobKriMFqFeGdrXxO/ycaCkyxOukRsebZhNMh2vhjA77eJVU6zNAx64xr68XvgOt5/HnwryjUJXRSCaMZTgLdT0zoqhZ4CkpnJpYF0zCb8LAARsVk6jNRvouLoMrNBy4pgy4Ts4dxyiD7IFjLgOp3cHkNwA12lynfW/kPjXuTkU7I5LN6xeaAYiriCBFF23iG1gTtgKD2ogvQKnoqy3+MP5MEGweK7NpwpJfAx34DqvbtWrq9/dj4mWkCqB0N1DdzfyoRTvsH1Og2LEGxOUfgYKD5kNsH2Cah5zrFEpdU4r67QCJmKjjzyaWGgOLDtVl7NZeuoznROUrsFn1wletlY5Gz1dNLA9UZfzZLXvUILAqWE6v+Xq5Du32sG42iwxX3U8sdl4UM8sIlvw5Q4cvIi1YnG/Y4nxmZMjR5Bwr8BSX+XnEN2jr53tobKzhy0iBbijndMJ+Yc1Do5aIObEBZ6SM8lxiUz8/QFsaMrQqWianRbA59bN/6gQYywIqrlzHeK3UDv/dvBtlzSiqav8f8fuV/WnSem2RpTfatZkL2xOf+iaSfRKLXTrWH3yiZfLfoKTkV9HDSAqowoJ6ZrDBIEOvcGl9kTATCCSmlDDDhtVCsUvXQt27MTOaSmuUAcDVRfALMuIp5uidHTCXBF2njwPyJG4fkW2fOAzFFZCOmv+eDFocywjE6ah59IMaXhX7dtaEYmUutHwF17wFZ5QW32Fiax1MqH7CrJHLoAtxgzwvpMd5ZTL4g+UMMFURInYOgc3aE9oj8KtcWq+TfVky9yJxEME2EYk8ptQlIlcZgA7kfYFwb4dGJrLoq1Wx1Se+q8mEvv5rmppIimSDWJ2a1X4ng+x1l2scDF/taxz30AI6Bby3xSao5VBTKDy7GB3RswtUCk05y8v3vQTyT2IiiJ+x0VDodfz+FvYvN+uZ8Nn2jTJ6PgqfgFWAaq9QNum0WQCmf4/i97OgCRfTOiPoNfsOpJJtgwhnxfzYRACaq1Cew9t5RUtd6h/NCvHfucpts/Y2SyBgEYlnAJU6laiYAPo6VFyqS2nHQmsnLxWnjMPXU/weymvkUfr9OVstTq0xkkQ7qQh+UGkq+XgNyRNNBDZSaZzia7ruAANWUIqXp6Ip1B8hIoUY//0i9O81pV9BcU/0CucM5Fm/Z8Xm1yRbAFkyfBusGwuDjk4VQ5uOBY7zmHrl4eJuQCAo/vYgpmYwum2GJp41EE2eR4hI0CTnmii45DY2EJiuMYcHedz1w2eqrGYGMDNuUnWlkJ99j/IWF1USacc36oySer5SKmRNoIvTKlZLDjeFVpajH29NXJrJegtsdM4YOvCmytaO6MdmEpzhr52ZpGvaMaizcTC4Ulix2GzevGGII/IlW3JpUYLlfhkWKRe0zmhNiWIfZ5iQSpHJjR7INqCn4vxG6IIBSJoVoY80ZYvgGzJTmOQCXKl/ZOhcbo8z/CSoswyCbfnMLmYxy1Z4dgH4gqwgDcFW9KoCW33XN3KcEj3wcYSS1/Hn/fgTUCnBrQwAbOLdKAXtAtiVtlOALfvzIsBWZX0zbYdbqxItzxuuoAEMbdueA2clb6Kq+mKFrSYzwxV7d6Y80uOAVf2Y6n6gKdRkHw9g3KgD8pQ3wo1DMO5GBU3FQk2k2ZNUb6g49bTQpPPp2rYJxolbkML999ppkZ/RkmtTEZVbDl5Sk9sZMgIR7t9RRoCJzs2lzjpiV8UwpRWsiQPU8oCiGdEjEpoer7j6W9NePdMASwKBYoocrQUG+0aPXQaDlsBFBYk9MG00m0IDumALy6lCu8/JvnlcVOi5KQBqSqwWfATBwkCUhwhAfIejysEVmyHe6R0VUa7IUEClb5iwAkTXhJ24/3Jmc5X2g/ZYJYZG6aCxuQUwdijwuyU66F7jnnrm9YDq6VVnhII+Pb0qQcCdf4/WUcQAa7SLxgECPQE23KgcwH56RYmmUvKcOoBNkn6+hXN2R6l6zO6+Pw+w8WUwy6cCHABQAJsNp+yOfoKFLm3bGXvO81Shrkqoc1Wq40JhaQkTykhaXTxE94WeIpBQ6ZCK+Ot209DA6mG2z/CCmzxY1tqxkP9OsYCb/Y4qbPnUpEdEvrb/qovssfPcHqDHZtTRPNuNuoKOANqFiFsK+mwqUqOpr3jDxrdIW6IZO012uwXhtZQOQGYwA00CcS3u0sEaitpQAmsGMoWYNhzKv8l5ITdfgPQFFJJzdy6TiU41ym+s9nMqBS2fBReyn1LJnJonskqNDCo7v/Mu9skKsrmsuWkfZKN5BuBkqqI73KeVvWVmmcQY6kfgjI7LGVvP22WTCnP7fssx1SMWdLOXTFTUCULW0pHM0gWZpDBFdPGksKrKQ6Lvt54y+PMtAKC6QKHluI8StdiubRCrbeF5IZVaRlK3OxgOIuMC2WSWWL1UHKPjDYW+pjwThyOFWV8qUQMWXOuaQQ3IMTP3+lNgZ6H1oheM/GNEO6s36u4ImpkMbS8TA8eqKQMw7pwjlBfNqvKex71yY7O0qJNQqbbmwMFFmYqK6tGiEMRzQ4X/DNTfZhoF7iceC3wDaaW8L1SvroqPvlRxuF7sk15TYQcKkDFuF5xQE9TLSTpBbfGbOPVpNzVTzHu9krgRUjMZcCSkPl06LseVCvSWEzyXs6YVuM+/Bh6hlgkgGn3GzjARqSqzoqViR/+ZZA5mOqis0AHTxj5nDXB1GbEn3x1dqQUpWi0ylwUvl1VcFqLCDhlqovfCR9brWkbBzXMkbLqUI9eVZE+poiOHn9e0gyVmZRnK0xMjLsLWSU0foMZAY65oBcWBP5fJb+4yMfNbl+yMNznfgB4QQYOP5gbdqTqurl8Lt7SNjrZ9cGQAg340X6SnzHMFgzvFtZNVc3mQfdOOXSLaA978lqIQiOuwWyYCR9ea6tqkFKQmThUVG+ykGq2ZV3UmplMLJqcFGf43nH6s+4rx003we7gbSYRO9ghgdBeErPT0clsfddtBrZKDyvp5VBRoyUaYu7ou3GnrC0oot+nW6i0PqxMjwXHpPmkguuG4EajaNnyGb+S5UHf1mplLVK3aodpLduTHGFUQpk+VjleIYMe3DsZw8ph/2IwgYD6IAjd8Z83uKdgsZzqOWRBlCilzsXAGqYieIwLcQKnLYEGFQgXzuiPHU9NY1Q8CSqVCwfx9TNpHDjmuWZmq4Oq+RxwALb/uFFpaU0ESqkhQkXkB2GgHE/8N4nUFG07NLhc1leqh/1yZwd7EJOsTawYvf6bYTSNog77Uo2Az5oZYeo+GG2pBdeawUYFLKq7UPKp8u6sI4TNcoMHF07rPW0Dtvseu7Rz1V/UtoKQuWVU1KYkLnccHhlqQYWq+Xmv2F25LMigRxevE1yFzyJe5iDBTmpL7fefBkpBbQycbPQXNB1xve1WgeApmpZXJ4tq73MLpzQdGouulTL2TQynqlsW9porDTyIw2bq6DDZ6w5tjz9XFteLgXJXoddGtPeW7eQKS8x6oCoDEtYk2NJ5NX1AR7wGTr2rCxUxTHvO8tn3OF4O3agmlAcc8LXqjh0oJZIs4IqikplyvEWzuAaRGKZm7x3P5bk2U4qjdBE0GGvsv1Bf/mxh10hMXTx9tq2DY9J9/fY1dIS2BXvMdMJ4E8gYgoC4Yphshe4JhwQkVIOo6meF5AnO3E671RQjz4lh5ILfc6clcBhZxK8BOYiH1uGWbYiPMdBNmpc44PmtFBUouKfrVnLjBb3aZqnm8u+orhqPUMBcGeikDWAKgRi/+pBqiNLMvU+Msx8rYqVKYS8FizU0izMlYPwNYmjWkzSIH1eWV/3HMxT5fGT1eucoKwT3iTUutAodQLb0GEMUQfr5Dtc01+pn/i/teMe1t93/J5nWayP24o6Y935KKJ0/4vnbN4FWuT8hwADEfI4OW8CD413RSkfs94EnzzuMS7FG4AeRONbpN0erfZq/EoU3AirBFdnTD1ct4dnP0so8OF5yg/HK87FdpxYBEYYpIf95SNOs2pUuiXfwy4FQb64KfUyIJZb6B2vtwWUlH0vLwc0RSvlRNA/bfVy9LPs6BllhUCic2fkwcF9maQ+p2nKyvJ0efAh4XidYc+irYyKCnct58GlVPAEdy34+ejVUNZVGmu4GlnVCFufoKR5C0FTYC7rLZgBP8Fj/h1PAs9dhMIybS8BEkQgbcya3dUabLu+6vOzdFVGxF2RVkl5eaaugpbrGdpCLJkZO0XOW6pq2mZ8M3cY0vrir7ndNWMDAA8UzpMiTSCdmF6enOZdiaTNtS4TqnX9ePXIaLzLxUWMiKMcoI0IM7bnOisl5249ZRra/m0O5Q7Fbs3lvHa4vd22WF7v4WgbiCo1tbMC+KwVqCQQQBNSqT7mdWl/uv3YUsGxdBRHfheAfZ28XrsWyM2CxUYikiBur0TgLzBk6O3rwWVbuNLFqjBsalLLou24md+XfD8dRCaoI1W0QpyYMWvOEnWT4RIsEA/U8DfVoo5ByqVwZzz1jZ1j2XQZHy1YKDYE1P9C2gXsLJzXWyYpNbBKRbD0s3k88yXvamThr8JTEVfaMbg0yoyC1JvinlUDzHThNw4x5/1HW/ZiEmWlzFMs7HrXbUQGaD3g65efweLUYcTVwZHM98/RW7oPk5tu3U+ZuiBlXGXmQ3RbvkHkPZvUmkJu6KU4BqjHJXsw/d4OYyKEzR/lOCiP0OilzMujFSTOZmFPEss7uURmDqNLcBGj2pxDXYZ6VObXCkWgmDkEQ88LS4mJj0iwb/CqS+YlkfRN+ByI3UPgHqQGUjP3oB8IY7OrshBnZZ/31ZIYNILhfUjTauVOKmSsLf8atMa0oQM0vfAOQSYc43isLd6v3NtVF9BfKdbzMoY7CJrTk9cx0w0v/nTFnbEKHekDBL4vf9lsAcwF6qdtEoTQOEsvKamJvy/xUJXw5alvFpSaqWIbWIT1tknwPR+tQ8EG2Rm6cuDVFDu6SKSWKNZfpCpUy/hRDB0lAOzJKEBIbY4669Wpfx+H1qEY+/yL4MnEvN4/ET4rbK3nc5CQ5cJi80iuTbGJ9xcBF+P9v/vVkMU2fjCkFU8xiz+nuH09HUr8xy5bHQPwpZIRJ2NSh2WcGHNhZBI81+noSijmGb7WWIbmo0xBT/h/Arj+osu6Fng1skL4NbJN/G4A5q/v7MHei6ccIh9bG/izcF5hH7mKYejzMubhBmHGq1IR7hKQM3EeyFgQ3Rw2HKpqE1EmO3/7MtUyaHkU1ZkbxMWZF8G1Om+1kJt1NmI01K67tpBDwzukaL6vUw7X9m279Eh1+N1A+zBgvlTgR1WAgZq/fd0DXHwudLMfqA+ApHq0heRqtIvo3RUt380JAdrX+0zZ8mazO4Gzv1EbxqYB8lsmEfIbx+7fkEu5+MXRKJnz+6AGvhw5IZBey7lEHJYxv15xu2xuGf33YYhuxxELeiVt8GAR4wgsPU9GL/53UeaEcWhL9MXnigSL4NHuiFk8hu9lxGbZRDht/rIxn26Foa9ZLO3jd+DyMsc1ODUcrHpp2OTKaYJvZWQJk8T2aZfBuT2bUbxSVTIHsdyCWPUykLklQjW/nUQigtabvkjMoscvnUXFYtibjkjAhPfY9HE+yN1k5/92hCvFz8O3s0YZyS9xFu69GETR5p372asJ3Ud68mfOteTfAnTd+OVxOq94nf68zYJnLTbuFekrmf0MAx1PAKM7QajiZaiZOqFm5IrkbrkBP8b5L3EUKqCHwpU75debRgzf1jsdca5lGBr95mHk4zfR3qh6caIOgKtCq+6qCD/9KGln5bnlfQg0gOXUo82Bgm7Hf3usKGQHysEMycUXo9Z0AoPvKiwsIZ1q3m6IMKyUMaxx9UgKcTkltdJqtYuNOnwcsK1wd7/1UphZTSGwtkfT9BT7XsQQetZoDyqffjzyd49AOn2uT+VOXlBUCVyAjL0Dp50oynhWYqLYbgNmEgwN36q3Cw9ggHj/o6XqCDIvhjuwrKPSH1GUqg2HMLuXCSHIwlTtYwPXj06KLQrPoxxetxmbe39djgEQGovzb/TtuUSLdkn4Gs9/PNJTvwXosglpxl1cOgmE7IeI0JstLLEIABNID+kYtgud81VMVRlgtr0SXynNLa4ABUhp+hvl0Vsax28S4O8fEGrl+PXgsYSV0KMonYVZZcGfHt4hEr18V/f8Go7eD9jflot9NdZN3s+qVPvPbH/9y1O7lAVwkWLJTNscFTIF4P4X5PONqvmatA6WUpZFoBbDL80N5dDNsSzstdYau6MztS9PUZ7m30BLzEiYxZ80nwNcGF4SfM3xwKpZKxKw86+pEbLn5l+OtJ9C4Y9/ZZFUtehhgoQ3Ry2nB8TdqSHYW7i2vIQl/GkYUj7iJUXv3lrC035nwGilX5IzP5Ok8uDhPxnd8Xu087szo0SXA1inD0/hvM6X06va7iXnVYcQVEgfBrtlNyFnweFJY+d+i3ijDcPwG2yV2oXNgUX+irgHfhOnDuAbXEVa+4bqY3cw0GqlbIffHyUfadBkfkt1My73WXepNgXgECbhSkuhoGoDQfxqyZQS3GmQ92QjsAsiJqwfctLqkua8RAHkGdiwcVhY64tVR9BG39bRaMebHU2B1Q74pgrlAoH+r8e3xnxjVfiC7R9x5ireFnNMpwP8srVteGyx8M5YECDaPCpVGu6t+kNUnEk4q052jdkvtm9fnFqvtmmMUjQqpSk78nZxBNdgHRtoRZWSBri//mEuKah1upRGYtblvVTXveChBeF0xPQmrB9kP5ZEURyCtimGThYgsn8yIK3ubraO/9dh91IF0NYHhG4PM1ziuttnY7Z+t7BNCAI1DrI0rFa3iAqpmCbVfGzR47WVh/0RrKR7N2zMCePHpFJCl6I+io32WnuIfnhicyWIZfHGbP/eFmtjkVquVG1Zr5k6AbbyE9raDO5Tva1gT26bwcPTh5/8j+88OlU29aFtzca0H+MzUsTsAS4DqsrDSyv4fcREgMQky4cuit5vMh+S9P/g/h+JIzZW5kc3RyZWFtCmVuZG9iagozMSAwIG9iago2NDE3CmVuZG9iagozNCAwIG9iago8PC9MZW5ndGggMzUgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJy9XcuSHLl1DW/7K2qnLgc7le+HdyN7wmHHhELycCdp0c1+kBNkNcnuZpjzt1pyodX8gJGZuMC5wLmV1STlYQyjmEACF6+D+84Pu7Ko6l05/5Efr96dlbv/dP/fnX04G4tm/m8pwN+v3u3+8PLs9/9TNbuqKsp29/L2rCymaWrLtZVq19VN0dS7oeuLevfy3dn5v+xf/uJeGXZTrF0PUrsai3rcNe7vuQlX/y/n3f6iLZpqHMfz3f5vL//bvTyuL1+0bV90Tb/r+6EYdy+vXe0f387Vh6kfe1f9YqyLuuzr81f7i76YuqGqzi+X9uqqHs8/7qu6GKu+P7/zD5vm/D7+hAYu91NRVlOvWoW+lvK6bIdQPmCnT6H4Zm2+7KrzQ/z5uL+oi6qv3FuspetYE9535f1YjI6m9/Hhl/jz4/6iLLq6bcbJtSCtvtmPRde2U4utXsafD5HqSMDnfV80YzNGorrGTZq0eUkHpZ5K1XVS+rIRSpom1KyrNul+GV/byqjnCof4EyrAXN9j3XnVxnEun7dOXbsNt+y2ZbNAq+/jz8e928zVWHXYEnR1HZ/eqAoyL5eh13f7i6Foh7FWbeG6rAvfTa7dN+tuGvrh/Ncw3ZcwgjBCqPlbKD9QWhSxUhXK38amYldkC7iqcbmgq0+B0hs+wAckWxq4p8t5g7uA7DcY9iGZ4mS1rkIxvANDzXZeF4ge+rZ35ctuKbui60bZLevBrNUJebGe2zrS6bDgtVQMb+z29TA4qBvnZi/auncUt7uLqizaVhoPqAPNv0pndy4/xJ/X8ac/1lWNDzWWzZSWda+xTGCni4e1jD+L5SwM02SUD4hGUhUg6omj0X2AA73VhJibUH5gHVzGKyEu/1WseXrzv3gEL1ukGkmNS/Am1l0flr06ivfG9pXzXcfyEn/KVp3UAZa3Pq9bsercxdjIVnxGqyO2KsD213MY4XqEh6qRu2OuyxH5hpL4x31VdKO7D2EGIohe0neArL/ugZgCDtR62VeTv+1lDi7qeuYlrgNvsOzvIu7vdt3fw7LmXdMV4/l/LCQOZYUH6RH6hccf966hqlqwQ5q8n3/2Y+ewYS2eTzU8hM11HZ/esM37iV6Qb2MDtC/VgcONvuu6hBeIDER4+go5DOF13sSqn/DMSKsPyHCFqvDWIRKIU6iZAKlxF9p9E5b2ai12J8SPe9kSN3j/yOZ4Ecth97ybK4xtv1y2uOf8EG/8oZmKvuzl0KyTWXaTp2RpCV7fImWH5eRQQauHddBD7Wd4mUx1QQop0D68fx8n6BB/blFFCYCpglZhBeKyvMWmyPHdmsCHyFmnnLosxXx25cr7ES4yN4qqHYupqjRTzSrcxmMJpzbi9Ov4kDdgctNrhRragj3NueX5LYcwDh0Jg3bkWvkIe5WRcJ0IDMsOehubharQgHWdSV+vUmZsFgM43ffx/Rfx6MNwgRgN8Std5z/DbZBdovN9CecBuNTIhV6HQ1zVPdx8vv2POXprhhS6ekgWVMDNNwWcobrEkXfwVSPnGDkPkB0Uly+z/kiBgzZ/Y7DzOaEwuivW6dZATClmWd9+gjl72mjqEhc6lD8iMAqpcXW26Hu3d/e2m7MRWPTHAFVwKD76beIu+L6SbbIukwNAXHA/e21bew4w5eWXK3psUna9cVA6Dgu73tTSfgApQLFH5LGBXxd2G7QM0MBVKAfoA2TLedi5A5TIhbV4QIVDOL7qfakKJx1Y7EyaS2HrgXHDABWHBLaIRiEyFAJAB8bOQ6NXoLsInQL8xJYuOdXw2uWGaABnWd18cqw4N6sO0yo6ur0ydbIdOQIgiXG7KymXExNfi9xHtjJzAxnLskzy/+4dpg51O2mIhJPLqD3QkVOlAExHLOf6i3tD6UBnFvQXUv4hlj9hVcKfbVH1GmH8OFUK8WTeuSpnG/Hm/eKklaIegnz3mi7855QtgWXpZFZmdEyhe1n121CsNR0ClNcCifdca9E4Evt+VFqLJ0Q5g+uqR8d+1rWcrPnpFxS2Eh3lAoSAjtcntrvKMPT4S+Um46pS3StBvfkqjABj9ACPsTODzfTlnxiXCbBm9FUobsy39TNAXHwK3WZnfq6ZnXmcBDnoc1P6Zn/C3SkHBVgTdSZXNHQjnUZ9Oc+nzwBD6Jaj4TXT72XM7applJqJJOnbBwpgBJyAb+X4oFWDeU0tBgvh0JkxX3EVrjJuJ+G0gQYKrXwSvhXvoClbmxQ22gqIbdE3ddS9wjIR7H5i5ZFxlObbITcULJMFLAjUDVzi24CSCWtYVkXZKM4QVK5X8acIZpqz8yxyOSSK2q6bV1Zpcm+MCoKYWq1F8Uw2Z9zGigkktpzkTC69Kq2TFkh9eWSxoJiK1MB5pppuWQrfpomlvjwXRn1566YinqETDWShLSWX4mZdum3mduXgGPYdqOvl2dJtn24iJqgoMBnHnOuaqcgnI69lDKkGCujK7qEEDLdHptTJFiMqlZXFiREMzA8ca2rSMfEwPCbKZbkChKAf91VT1FNdJSyulCvbMeEL7+lbpnwtwzyBcw2NiVDhXp2CKuQtnd4IeilSz6yfn7tZBE6BWp24vveIYPODrQO9qusU+IGAyw1WSs2OVyBYpCZHQDsoPd/bYNwCjhMw9T68T63XJnr4cnh4y6xEryifBDiRXXq6/Q/x4ROSkhv6Pfldq6xo1JAuMzVyGOdjfn/ED8GU3HIhcFbxKh7nuOVYNHlNMfUNQT6oqkxIoYPMdug7AyvbMhd98z2VUS/CS9A+NZhDuQIGarsn08rvmWvWfnaRnsYTcaJl1k0uWHrlas+Nu8/kgqXVTAleB/5vxrquC1gHcuz79D7zWsAo0waze84NK91fimd90VWTwjOTAYvAFDAos6rP5VxAprZ6kG6vsS/R2N3RA00VbuQuTCwYSrZMdFuJOVEBCYAP4TFvExeAZea/Fjy1sT+lymL45C0LcmEbyuHelq8oZ3Zgou0NO/Lcam7KXEHHFJuyRS52ky89pYb0C6EUTXD/HsziT3QjcleTxKvESUtunMd1QbJ6jvmp3erEa8jkxsPjLX812uwRTZCvy+/HR7aDDVXyabqgZXbGI8ogT88xbdBxLnxtYeBoSs1h5jbneL16zrlO2uA5xxUgD7BRbVmmqpralGWYRpwroSn/kSh5/MzYSp5ldXpLyfO195s0a2vPPWHx3lbmPOmXbKvcXiZtnaLO8VWpU+Ez1TmuqSYIfsu1C3e0x0a3H1dPYLSZtUGxsVQNl/W1cS03bdG303cRM+IVzdGM3JvJfU8VyNZlyJ56LO/b51yGSoiF3nJdWkIOlQzidUK0kHMD8QhQRkP5KrNen3djc9v4cSVjZhxOnQxE01I3QdPym3kYiZDxHIeC6K/AmHjLlsUq5PZb09q2rYveYF+2B+6xoRn7b1JGp7ALrym0Pp0du/+62YWtxBVd/qYrW7dtwk2XWaQ7pVLTuhPPcX0QKANINKWOqmiHXsEboJeOZqgGJzhNynkgngSwrxmQBu4JWppxRBd1VxMwFa+kpWPD6A6OtwYflDh4LL01GpwAIENd6iOVsQUMnHCRbckHBnYwK3hiuWtFpk5Jt2riWrP0Vtv8yNpbxaFOHXSJZihH8G88gTWJJERHI1AILMXu/RMcjbhGRi207+sUTaeM3DQPSWPKNE6QBgn7Bz3x0FjUsCg9PHfWYPYT4vygFDgMmrf6h/LDVgOvAyYxpUfuJeW4+LIM2KYmm8OTY/PKSVu4yP5eHTBTjbh2frqnVU8IWxB9MJzR1HdoeQgKEjii1LAVdaffZhjKRdHQrJZEMzkyVrUE0WNOCask+iynBN1bfgBFJ/f11iBp4X3Q9johgRhwLWcqeX9TGWmpeJ8jv0hbynQF6BRRERqz1LSs4Tt2tHmwE50Qjh2GlQv6RUgh6mPo9pbi3NfNaCqhkO4OxmILkb/Y5tFMw5v5E89CJX0YjFdoLNDBWFVRl5VCOK4B4+wTOZJVbXFgyqtT6JHIlT7qWhYF3U9nL//1L+c/xVd4jNjMdnZd0TfYP5Cd+XSmRGUReskAAGKjApgQ0HJx8//VpRPDrpZJGY8IySvR73kHdKi50UwrDXO/PJFBPDGn+AtIXVtr5dU43lJSuc1cB1dTricyRUDfFASqco8r6nCwCVeb6jg+S9T1HMqfYZHnFGzLzCdpDz05/E79zu4c0pm6Quaxd92UGxsWxKRRD8IItg5yJqKaA37FdIgnTCF3e+KQGXlC7ufJnaG0Qm4JxnYiK/RgWL0i/gGDp5DCB9FvBdlnxzwRbSMO0TCbI17yfrWywPeeXR4rz0lcrAASf2XGhGvGCZNeh/4kmJJw+C1xSey5Y1EOzO3pFElS+jK8zQmnlVmJU7ihLqSWpYGcZMtPQEi1AgmYogxeM5QHADFRF8c96pmPlluGL5R0GqbL5547wJkqS3nNkCdIJgBNuDCDVcWYwVRBvPo2iZOmZznaoUfkU1o7x2M1fZNr47qimsbn+QAYDF40NoASDwAvO6M6ihFq/kZ5sYxtjKHSa4D0yj/yEGl5Wo84kh+COTjEQIcfWjco0b0Q7BzHCyGnEDWseScWQJyGIKMFAYc5hlF2PWGT4fpglrIR51uHZNJ1VDZwGSI0kUXuJNGXlFE0laNiDra5Vl8BDr+yrBCuFei6TQPAVsEpTY6TeZp5XlnpeI4y+ECpAX8G0kXBm0vbNFBqC7dFXzoUw1AR7RdweyAVp7eNt1eyrrYCXE+55HLuV7UlL1HLj61zlnGdooRdjbq2IcUTiB72x4eS7pc0svWrAsUyDtjov60Q8rVb+TpScAoDPcG6VZpiLMcYdaxuic7B5KBN0rlT/djDSuIZOeKq2tfk4CeZqDibCk9B+RnvGOp/H9WCH8Jpzr2ltC9rpjPWvqigt0zlRAi0SIEvg6UjkfPU7BMJUN4zwntnxTkYEd8ZvlHjnucGRS3iSfIW9yBK6NRt9Hi0NWXUAJaohynluDLr/incrnKAJbwbdcU1hF16aO9iWxY+SrOfWV9XTAg4sIcK4ANRGYBPU785QJqQCgxUplFQQ9mygI9cTAqolM3EBI6u8CyGKpnZp5qiT4KWwHZMLAjzY6gBABf99k9wZL1o2pmgnnDUeSzRWjdNZqNPQ4IXlhN+08+8/niu1I/hp0qZQVxc7hFj1qYsVUEyAt/tK0YWT/2XSYc5MSn7Xyu6fmJyu947cQjkbERs+DscwvVCnIq6qiANhzQU8fA4d4fwb0Jqdo1qwODufxZgCIWmTXndZB3hpc18eEDWLYspoO75h61e73EJhL/V+r843d+Bmxa9IQjKIA+o9fIYEsVsUBA+hKBiDTGyWQwFIWCJ6agXHscYScCd7Kgnwh6RjeshSI1NEI5/eK78x0AuFwAVMvKjnohKGdiAVcJ07CcAYcBh1/XzLPz48uzPZ31Z7pp6cJfAsBvretftPt6c3Z6Q5bXmOVurwQnt7a6Z2qJdMrzu1gyvkvppGovezYPyOz9FWp+ZprKqcVJhKe7C/G7a1473UKufireQh+BYwDWnfF15Z/zq+IjZ2fIVpFpcdRCzrhpLUgBaeLIBTjfVbnNJMg6GW4VIB6VW45KMPlDzuRD4VVcOgVB15SA2C2Hw1PJiJKaz5zkuSF+2o5SvkGt1NAV3OBnGVUVmHJ5mkfY2BcoR8rjUwdvKlRJt12AF8TpxYFSGTfMldovuA6AWwPwn4SHIq9YV19bLdaiuOAUeolMFX3XuVkAzRZGcbCrEjOeEskRjooJVvCpJ3PrPySRHu6IpXj/EJbA0EiTrFfeCp077NNUVbEjreAgYhFjyLnptAGNB1K/KW3dTSxQ2xYu4vuACTHyES/AMNFS1RxO+JC6x9u3hK3D/WhV4F508ZItAgHOWTzdJK/absZvd9BdTY+WEUEofqQryXiTFdEMQ58pvuGdkl1geEmKDb8sJL7iF3CbTsQXvXF8Oxk2DmId0d2dwS+IMoQd6//HyeAtA+RU9PfTCwBztG76/VpL38PMWNP507ajyiy85PDWNnDLcA1twmGP/VpJlPChoVHByWFo0EMp+GaLPhu2dMc2PVZ4uzkMrV3uWjAFnKxFn7HSH0UimZRyfqeWkdF0nZpqJZzkzihxpP43xTAikmVd3LNOMyTP7qs+CYO5Yp9PfJNyk9kaSvCKbh0TlVRClYwy15zt4M8mJ8kCgYf1JSFdfKW18utdsdc8NJWUrZOIJ2yK8phWsRHRA2qeM5LWxFFIko8wTQ44tArj/heaLpYIZ3EXEC+XvR1FZPLurOnh2H/JT0vdZ+9Wa3XNemL4Gc1vujNuPtRXsyR1grSxaEjfAdTm8go63kgqAKTyK8VdD9XzUxV9Dmq/6fbXF8lDv2NxSxgdIGTSevivVSiQTsOnSz2JqYInpRz52TOKj4WOADVveatwpEygFSZYL7jx0in3RxQwPipEUjIvajgHYnG5ujdq8OTYS2mwq7zcVKTGIgd13ygjJlonbC5WVbs0tOM4CjGyZOz61N4FnS1WJROUm1jflcBC4Oyt5oGPUps6KPPgG1XTOv0XHfv46RY1Miz5LtlspQwBBP8SnT8zl11D+g0Ij8x+ZW9iON91t6dkB7wDP7gwQk7eO5pTJetAOFeCB6MXQgK2mfp+1y0MUeALZLYdgj3qpwInnbStgOlTAe0tcN5sYx2OxnxTJKH+W7xAvWRFmcUc5zH+ernjLPMlmVOmKiSnWnJuTlcU0un5zpU9Zni23l7/TlinLiTe75FMaOnC8SlZ6tlomyVpXsyTP6wrBsHG3mwkN26KqBiU4a45STFJgwIxga35CkMjIXIiOIE21qxy0VGg7asm83Ybq4zhmWa5d0hTgCYpYBOh4ihC9RUgHGvLkKU0D8JCIUGkwRE6BVsxZrj3c4iF7ULEdAnPtMBEjFU9zSs0vVj4LggpJuoCuaKeh3gYQ6kdpsp/HM2pofd9zTHLHHUC/H8qqeAwjAYCnmyaZ4loNqtSFDiwH26g9JRsm0/TO+BZMuOhOAsoobqk62Kg2daPliwH4ZMb1k5AEiPGi9itoFhhCy/dVTipwdvQLgHD+qcfoVtwV/RLKCcI5ifs6lpPvmDPaBixuOrryxAPpJcAtVCcHiDiGv6db5L/iz0MarOEvMxiKjxx5itEePjKkGyo9OggHgehHeZhHg8wzeKvxTR5Hui5pD/BJvDdMEUw/7/eQWlM3PYs2ZxWCcSo61z+EtNR5Bk3NLXxiUhI/YZCUjObQoPEfJ3zYLIlZXQ+bQ1jldVSNdbd4HVXtt3sd9ZNbm92cAqcHt6OLaSiGpjeSXPJPy3FT7S3zO8vUYGY2kzxma461ushD3CTW3/37dxDbNOdJbENQ9wn+UkItJ+yrvOhgM1K4fda+SayuR6T39OOphuw9zydNSEuzgHInAfr+sUR1S4Wfw8mEDrYGa3zijnESlvk3ClLgripCUz2MxIJDY4loiBN3Fzqw/u34/cAmb33Ym4ijQGDMnQKc1DO8s6ghnE8gjeaA9zmbHgGPp5h6CJ/U/TcUwt0aFWVZ6WujauErpeeJ82TTrt8Ru/CXS6IjDGlX5q8U7eYYnaloHND9CY/WF3q46RfnkzAlYpD0cenK1Sn/CL3B3XBH1VM+Q++70OfRP6QmE0NJmGu/XANqjUhX8Mn6r/3GVwiHPhJeaPsa8Yg4ar/wYmnVz1+w4ZGOQgrdz+oUsrNHXR2UKJkYLJvVlia9muAhFczvg+QR5Sf4trAGTOuCVNj61sgJEYhkkp83Cdy1kmQXsGwW6UmvISJIbSi5QcYBcqX6ipZQWXaFQ7fT4uTFisqvYCQfU61u+RRyeMqzutlOJj6gESpYTvckQf52ig/CZBz5OAm6xmrbaW7xXZyHQMdqBKIwY94OP8phnII80G/Tykg9LvTGFJfuuoQAbBIrQ0zVfZMMgYUictSRmqdEP8vEmEkXpTGaeRze2tJabdp9LaMGmY08/dg8HXd0jAc6XLndVLgj1YvpDGzJ/re/tfsCI9WWXoMbmk/GQTFGNguq4/McT7lXh//iF81FxvkfnMMnwgtRRcwpMR+eFCtpeP5tMgAYgz7m8kYzC6WoJOYS36lKpnkRVV1redcb8GAolWmSF0PZnk1Q3Wp2kjiywZn9zHktyTc/9DUo46lPnFBlZrPlwoO0BQDDvSSg7uZHwLY8wThb8w8jWEJa5SHOv1iMlbx2b4yBGBe+X47czSThsCfzbdIlSJLt9A796yHJrYeYdcMgG8O/IgAhYJH14KxJlKZ0Du05C0BfDRxNoFzlrlUNlA47h54DE43MOMFMKL0aqm2SLYZqtiUauVaN/oQXHeeT16odlzCOe+boE2pizDpt7Yk5/3xlngTxkeXOo/t/yxWfTwKtCuXcnMblNPoJBcOin2hx/BzYah5PjvmZkawcoMe4TGgCnVeJPJAknVBdJbQG74BlMEMeT8SSwvi622mxZQtsyz/HwoxWnyN2+UdgeBHZAGWpJ/EyKv91ZANCOSfA8tyUrmgqbSg3gggi+/H8TNbo2ZEZLQhX9z1SMoXHmdXML7HX0C/GjD+f/R/ALW+kZW5kc3RyZWFtCmVuZG9iagozNSAwIG9iago2NDIzCmVuZG9iagozOCAwIG9iago8PC9MZW5ndGggMzkgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJy9XcuOHMdyhbfzFb0x0GNoyl3vKu/uw76QIRi+5sCbe71oDnsoEeQMKXGEK/2G/YNacqGVdlq5HpkZJzJPVHaPaFOg0KzMyndExuNE1IfdoSir3WH+z/+4e3d12P1p+vv66sPVUNTzn6UAf9+92/3+9uof/6Osd2VZHJrd7f3VoRjHsTmsrZS7tqqLutr1bVdUu9t3V/u/u759M73S70apXfW+djkU1bCrp//PTUz1/7Lvrm+aoi6HYdjvrv/r9l+nl4f15ZumGoq26nZd1xfD7vbVVPvlUrsq63r/1+vrm8NU3rTdOL16M1RjUR/K/ZfXN1VRdoeq2z9I7e+vu6Ie6qHfn9aHh7bcf+taqIdx/931TVeMbV+W+2/mGv3YHZr94/VYHKpD0/u25teghe9Cs9MI2nZqrMViP4Bqntw0n6IcGix/Kz1J+XspP8rPj+u0ykOvhv3N9bRGTTM2+3fXN33RDGU7DRoG4MevJhXKpddXoeZJFaeTenfdFkM7NoMfaVU2akwneSzrc8SHYal9/9U8gFABGni7zK+uZSx1s//TdVNUVaN7fVpOT1VND7puOm7LeYERPsrPL5a1nKbQ4ACObNjw1h2eED+q47xs0+lV4zfn6ifwAx4b379s4BPOf9m2vuunEzBRYTmXfyMPX/MteArD4ivwT3QFYLCwBVABlgAaewidpUQ0j/FVKD/haMuqGMquw9V6UL361TqF990SNX3n5rXwDTfxvmu6te7UAA7lKFWRXufjclMdqqJtu91NeSiaZj00r4RtnOSnp9Whm8c2v1f1rV//mJs8yWMgZ+EmcwtlW3RljzT+IZTD+4pdeGIHxgHvK27k2xfOBywAuNldKH/Cnlj7wiOO4Zdb57YZsdM7RkB6d9cVVCf8qCssbbX7F49h/ykJwqHiNCjnD1rldCGnEqo+4RRWJjNMBaVnMkfWvrSkuNky16apcHx38Q7Na/ELoy9oX7FLUq5I1ZfDDnwUDoAH9xEH61dY80vfww/paWtTWtVLra8JYRvZW8K3f4x4TVd3taOrqtTnA5baFb8SRmDwhKrvJ5FlWFmD2+WZNUwyjtvqwA8+yM+LqDUiHDe/aSTFWLf4FK7pl8hlonPl7mnfgMUZ1manClB3i984mWW7WajwQphbugvzazBcIUhFpUj8a7M1Es8bRvF4oO6s68s39sQI4UirAiVC3ftwBQPXAvZwcuxh4mxN79kDvG+IEGwA/Cp9LZsjXAHK74VSpYO7+Cp0DICIE98zSiwU+fsB/g42DFqgzIxfAkLLsJoiXZ7oS8C3oILmUGU/SQ5jZYiUm0xwESIehTmECXfu9qv84YqLV3Lv2l74TcxP1mOB/CTdmpmffBQV5hSoCiQN4Ax4/n8WFSGi0cNQDFMFS8b35SiB+ppA+KCCAF0rCcjzJkv+Yb1+x1QzKFdiS8RjZrEDRgjd/hC36ulraTWWNcjTD+F0PtFjJNcjl2A0fx/b+XDUhL+bEoBjJhOVNk2QNXKs8xTdj+F+cRNM+l+O8UvrhmZr9JZxLncbHzqsubWEMwuLqNa9xUkVKiQS7bxaOG4ga2H5r2hbnEVABXpn8BMDxJzM1ykqC31MFA6SCGzDuh5d1YcOxvnqLseir5pRdJuIr7gTgnwF9JY3jjyGDp/qe5MToCd2oCohQCiPRc3YXmKYLoAbiKh0QbN+YocG2BXvVjGe+drrx5Eos2Cy0VWfZI+g/DFZrUpddbtwwwpj/cmgT39eDcvD9p0KTYW7uvUabt3NS4Ma7lRy++YKn/tj85UcELiO5sNYT/yrn4W8MOVElpm3Twl54acIva/Ukq2tltmd/o51BU0ZJr3oEpyv39rYdZE6lI6+DLAbsYOL1Bq43A227DqwjF9ht6Gut37VzOIwv/Y+dKYOY2hAXXLhpzC6T3QEb9fraGqjadtU9WXz6jZ4uRsLHcCJVoX1PiZL3w+TsPQxI/3KQ94WdCYHAsp/YMSprbFhuWAs6WjBdBvdo3K81NL5lUmk3yCFLqRU49MHXWE5/hXu05Nxn7gtzsup7+Wn0OVHKoVqS/ekzLcHbaTLqY9HJpHOjHO6JSdS0MaI9VlihNL0q61x6ytbZu6YvVA3gGkYW9uPi7tDnef01JRlSprL2h4ak8rDz09M/VKyrHFVzVNZzGarfFoXdVd5hmCYlahtHdqihx0mk4jYznLDJs5nq41krtuYGOLyTZbjRE2iRedZDjVohvdN219Yre2dUQYDEcHJ0dE3jOysYoluXcHgFjgHWOGVnCu6NNjh1gNTjuNUrfEHRmRizYWa6XHX95b1LbLGO225kgoHoc6/n38Ok2peo3jJ5QfFXIikCCwN2MJl3M9XSGQ9U6ziTRXSFLT6FQqo3Njoq54oKakpRIJbZC7nMiw1QnGL20OGEqjDyBrAerqG6d+NyCeEdb6R9pVpP/wUos7O9cGQtebyrhwsdRqW6C2d7RsmHDwkXUQNZId7BHZAZY5tT8GjxXhCORsgNxTK6ZeblltdYahbmlDr7UPaRJce/Wo+zsvddZg06+ArDuq1WPIiljRp5P3EudBXmBhMI+ZkmOrQ7w5sCAQSV3yG6yDABsQ5R/v0VsWuAc7ChS3aFuVMXHM+bQ8V7ZCZKaMG58pfXE8iRzVWkQXtN3sGvZPbkkUIUIFqGV+7s9UWh37IKUpEEjHcnYxL5K2BXOzyUzlD+/JVsypuDrSQClBlOekjP1M9KbfwJ1YO74sKDGOhXgrZGEafGvNgqnp+jqfAiUwRKIUn7Nx5ORRd3So778rJqJLWTMerL2tLSXsUZrQu5Tjdm9y3KLY3YADUeMN5xS/IAXxVLZpMLLeoJunrj9dl0Q5dha/LTnyNfSLd+9epI+CeWvlwpxJVXqMeYHfUVNIRIBFFJoqlvLzIJGR5pAi9QA+2QcVVMKzzq6rWzYZkf8Tml5pJWipNwzUVBvT4mB7mRkLJGdrnaojpwHCt5pAl1ICqmIBfn9yVYGvYbiiGewPV17ApoX++rS/AC0CPJgg0CsUQkA2Ga2DdceQS96IuAZfQBLPpBtTE6Qwb6cFeVaSMTGKAi8LDSDTdMPGfMqMSkQUcluDZUEgF3RWsOrP7z101vekFJNfuv3k+aJgRqfGRtvQlaiKESA2kBHXC3znwwgz1DeAFJWZvoyfeMrnL7UC96ulyk28LG1+GCSjwBdMzRC2Us7KFrRrHzrSv+O7/Ze6pm96KcCCEM1ykwOK5J2adv+6hRjgjsMXwE4YYgNAouLTdXpmCA3uA4lQUWQ9OP9R7E8Owng5kKLLunoaGTml30bZoYPE9JeGcVPCFki9cUx8oYSsVo5uWWh0V4XDKnMuMIQliNZUT3EBidyT4eeP2/UsaB3sXb4kJ0+Eav3asexwtt2Yqi62fIfQVGcxjBkAZhBNpy34WhgkO6oTdE1uL3yllsUhNy4sCAQMAGMMTjtDzJSinEofqFgfjV9C8x/1rnxer6lv9I7kvDKMJZVFsrxV4ym+B77PvDCjlfWAQqOCAKAgt5FQYfzyQl0DEBoAVFPRpWxvRd/MwSVcT5Srn0PKsa9F8+4kLJ3DlK9UoklMcUtL1dU7IRmjrJQNg0nKQv05sikfkcn6Kb+m6aO6z1G1rfmfyO41C/5Vlj3AvU5r2AzCROL6Cc0AfquIgRrsjrfrCsgwRold0yMFCvllOh9HtFxkvj4xpcjqEnix0urrofWVhLxScYDRAhcQLt8YzqEqe1vKzlJ8AIR08N6iFawzyswg22spXPGDF5dlh3EP8xnwc0CZLBRKwyVrWyfYwFmU5GJ4hqHBiZGtAm0QQimQW11YrVcFlBfaTNnTWSPmoWI9vCyceY8/70pBw0omn+7xWQKp54oeKOggiacS11eYOSh3aOkh5RSZueBAMo8LCRJp2jhUES4hv6YwlYDJGdg2gBXUb+Yc1pSBFNuFpLz8HtRzN2BZ933GehOrZ9gC310DZIgAYpwHUQbeQ0+8lh0gKcFuBUgBxmpUaEg+X94lJBByq/D2BaSSAm0iq/xi8wFBeiCvFB61WLuRV4e0qgduV3TK9r65u/+Ev+//cdBbF9phjsOASmWeY1VlfDuITeMWhKo0HTXTkyMqTeq/nid+oy0hF7lZV0XZ+roApfMS9BCJYrWAhJmouTzUg2MppIokGZDZ6T4/CQyzFRdtO18TAGVpu9tW6WmnbGKILnV07MRUD3n8hLRjCs1VTPxgeBJhzCFL01cp1u6raW7ZskHKIVfToBLqu6NvR82IV8Otr0rAU7vdWEXz+fRps+uPSaF/WhiUZqirFkehy0JVl2tq0z1NTPB8VVdeV54teSpTnK4zipt76Cx2L8ktsi7kGDkLgSdyBiXay1aQwsZYqoM3kBP4k1EK4gIq8JJdTDD0a5zQFeddaquiIFSsq34VyHl0M7No55ErFD6HcUCuFRDlymvrxKJuz3GD+IjzDzpZCnEBoMHmUQLPILWVAL2UGHHp1UTwZGmUdit6ylKE+7/39/Rj8/b/VFLUF6Qdhw/d6M6N7157/f2ULgADTa5B7aBJDY2SiiBTd80SOWf3bFjkU8KJti64ecQLY6yfmNYe4PFk3BihOlJ8A0pt7tVJ8ELDOKrWQkAcLDOQ6iHx068PYdYqhXxuOuXgz1sZOrAcuXGzlXlnUhe9iLmRamUxTxbqdA3edKXJfnVxdUZUK+JXatU0/MYOVue6/ZleXdePiPeobMKM/fIVkMTe8UKlZiHumaHzBIx1fLMsGdpkM7wxJjeLDH2i/ZxnE9CAdUjnsWDimKYgghcB6ZdVHdE9KajeKvUCJC21ZtP2oTFDAg5O8PDGrofrNjwxXCKIDtJUooxMvFFWTh3QRWJ64UlZFMdRNTlw8gYR8o/vmDGBgyDJEZBhWnBg60+AM0pGVKkVBMQHMTrRfN5LnBT1/EUQoaSkZ06HLhwbnhOV81iGPByoFDySs04LyEVi3yj+kF2JZSE634Gs3cw75UT9L98vmFKIxchE78XXlrDzRtigkiTpBzIwFaQ4o7k3ITZbD9JWDT7IqGUukd8ZxUR+KfhjQauqxBHexmjFb6HmouWUHbKp+djYorUsJl5T1ePTEYoPwElkUG+LKvwlqVcI8kg78yqpEDMiQfAAbh0c/ET6Vg1IpfBFqUiuSyYKJu+K3UaiIFR5VMQtDzDs5H81pjRtI8A3cc2SSjSG7priwnsfpqHSlhJ6dm9CEx40pVmWAgudh14OVWYS79SiqwpiYdKyTrvjlAgQtRZ5n7wI/WW5n2jwFsXyZz/SSldp1aBm5BMhw6TmJiS8u96bGcqrUCSAlBmE1JOtAFeTnOe1ceKaQf5nML3MsW13qUHuQ5UBquk8YTszxhM2BiJaGZqTWo8AmQS7ztG2YlAxMJckXJ8UJwUUy1IaW70NwuQwYOF1oShRjwUm4Nie9UrE3wnx4zLAp+Llylm+TC3sS2Gh6+z1V6zVfw9iaoi2DnZMDtN8zAjO0qpwFO0rF4sgukRGWe4XPR6iJx3sp0YSgHyHrQE52greo7JWoXBE3sVMsuAoUSmpE/2PCwDT+No/I0LLGxikxTOzrTTgdl66WmForh49nWTERBwXZlcdUvJQrG3p4agbwHqbh9jpajhzO+cUf45UFrTFSXCEBsNjJtR3da7MZ7DjFaIgyqFgWV1pdTZq9xDKBxuVrQr5MDl5XTO1oHA1PA+fSrLP5ZMSG9uU5iK08kaCs2FTvEjR5Ua5qSoLq4hHqJkTBd4tD5JKQr8lDcUWKgGhhO7z23GEJDd9Tcn8W8JdPBi4KacqErDxrYo70xzErcZ8VPn7+3q5XZFuUckUqRL2vmSrRbUpGCXolsWdJbJhG0xeWLntoi7qtlLz3grtlKI5hXoxqjmPvYya2CH6Q0WtDLV4aUJYszJu2nUUpybOXwAGUZOaS/p6RUSHUhcbiRCsxWt5wi0TCqZsuTY9KVfP3yWg3xSeiVJjik09Wa6o162g7BX5fLbfNNLsxtchFzoKQbBfOJGv//GA5LqhRLZbHKZyBFfCjOrHFhHKaKcV0voKoJTm8iFTKlVToVsUn5B0i7i0L7+HLM+mth3QTnYztWQvwIBX55zPNdodBgoZn039XJ/pn0824QMu2BpyJ5QtYEGRe1OJeYtWYZ1OvaA9fSKuCiXiuTQrM8BShn2bomznHpr7WdVg1n37BW/SBd/GEpPAWwyHCSzyPq86b5MqBH/60wbOThGSGUS4IJF4HHfpwwf4t5KG0oP7bWmFaPqNWU4iMXHV9GTOQVE470gr3TGtUhjICO4L3zeTq5w7guWZN6sYNr/3CNMDIUKiTP/o9vHE+wXkjf8ft4wkQVicPsIEU7n0hfN5+Ll+kTe2Khr05nGhK1GAD5W9y3VK79kbaE6U113tu2Jfyi1Okx/jUV2mrDbXY6auTp8BIPMzrESZYJp4kCcwlnPQ5b4DXzKvz/9zIHvfWKGuakertSF+jujBXbCh5K69qGDmqBdsOlHv6fi4QMBeceJZyKAn3fOatWjJv8aTZMPB1iG07MmJqouRkEcav8tddVe4htlnrYJMo7XQwZn5KwwsjU3zS6SyyGAYsBcwgwDHFJgln+M1GcwO6lRjWtHIHNV9iv4RNRrnmHEOjvNnKq0zEJ55xRuS7PPlZyR5ZXXhqCDPeyz1WJUlomW2VJiZHLqevb5ftg930fLLCC8CcD/YpqrbkTDPnWF62K2TTTVgsmST0g874FzCoQVwFDTDXcmg/L4SZfhnGPJ+CpDyOQVLe8svE8dIvPfcC47rnfCOyQwVOCu9Yieqm8UXJoazYGhYlFN8+o4ummPl9WaGTMg4tWqpCV8pH+ZyIGgAuWNgxXy7SGdjEeXqJZ+CPU6t6inHXvhQ/rouYOwavhHkTJgrlhkc0nowE5qUA8+UQD9P9PQyYHcrd73/woAOaQhakCsvFJ25+I31WQGAw2AWIB9ABTQppW+RSFs49f/SzXQByE2mJi7cczKGEXmChpDwXqENf+sx8OTMFd08e6qItewFRsx3lIBK1nnD9plKenWXCVeDWMynPYjPqcbruD2a28ydhYFQtViEBoXwnT1+FqjzaB0xnKg2FP4ZWEorw1IwEcOzpB2Y3es3ef8CHhOfkQgMh47mP4q881tSGIoPH9gUYGdLrQn/ARFkXickRvapsWrScyrMv6ftvIsRd1Og5qTeSnPDwUaNcALPZqOv/PhgmeUxGfoMjJeBilyHHrNB0GC4b78w0BI7MHZxUhgeHgfFFIOAdHOx6ITjZV6CGRN4DvaVoLlnuLFUOUODb297tnDNHibVRzq1Nb60sEXExnfU9Keaqjzpz35MS77Z3irxlocMgfr0RaZqnXA3QZSVXG+6TObhu0KYE4EQcs/esAHZw/KowUcOy6qqe4z0hXlHZOe4QAW5BAzIvyJcAjl+gxAvyNUSOHOfszTM5crU90/QFLj19o7qHilV4O0LbIVreV1UwXYNreBfvRrh3zM1gBNT/YUh+Ji4vndhTRjalzD33zUshf+PbN9vyLHe1Ilskm2UshTJe+9de4/pYd97WyRDsgGu/VQYgf1rGYuJ2/rTcM/dvspKzWKsC2Ix49npqq9NJG3mo19dU2s3Cj+PvVRLzZz2jAQ91rEKP0ynXX0XUoOL1tcaK8hI7gfoYB7AoX86FQHgaxem6gQk3S3GQEQ+MToRrgIIDE3xqNNvvQyBYjhDMoIa1KR8VE5EklHP3wbchSrZpBYxCqDPMtNQXKesqhwR8dn5LPwL1/V/CqXK5bO3gYjVFYh/1U1S54j23lu8scWD0Gd/XIO1LVbox0n2stQ2Hwwj5XYndMY1uXuavPjkGXheXGHY5K8hiQK4BJdfgK7k8BI+M70Bb3CSYU+3+G0YAlkKaKoN/TpJaEkHaAEX7f54X7pAN7FotxJVOy8GBxGc6qjfibFORnpxY7l3AT+V4zG+jwgkzdncagMo5JLdG8bS18BTu+l8NxsnGSPNKwnpwESJrv+PKNDKWUNXiLDy3ruwIe0v5e7iH3o+br6LloZecvZ/YKkVMPfGvH4OvpauDryUXVUhFLkxzvUlUPhXN9nc4ZhTy53S1pHa8+SXL6xL6OjIW+TnymBEHCs/bEzMrJhe5qh9CXyqF0DmtooU3GpaRFoAqvywrAP3kmzLXEHo4J6+rf/rg7BZ90Y4jt3QxT8JnYIKeEziBb0aeWglroa1tPFomaRjHHJsRweELyETfBIOS4amQrclO64xPfMh+kVah3ErXRtYld4xUr8CX/YEpyzENXH0d2NuvKJvFZFL1ewoofu+Z2qPB3cqpZjkoy1c2fxnAaRSyOMKPR+5hYI8/B3sZd6lwVC/1g7BIfM5lKBIXpLdfLTktlQlpYsbHZFMi/C7wZ/lsCp+qLdYm3VJlOCuabKQcWxONrbllWtkeSELTpU/1pzlhK/89fMuNJ6cR4Pn3serDb8roY5iphbBXl9fFbpD0zoQrZZKJ5sX659urP191h8Ou7Nu+6Prd0Ha7dvft6er+6sPVUNTzn4mWDzv8ffdu9/tbWOjDRIVjU/VLYTm1NQ2/2s0JEJthd/vOpZUNCdAmEq2Kfk5D5FKhLUFHPJ4SXG4UuU8QWmelXA2+J3aojYyrZyNiz5FU3ACElnOpCoHW3zJwL21erOHgsQUvIYxf7Ec5h10anLlEwmQwqdx8kr/g/Ncvq4GEXILHhQ4AeIYxLBDFP8himgA93xsNebRkGzBVE78Yn47x6UiC2uM+OusDAb59+Jnu53nfWyTot9/seqSgO5gsxbco2Sn9WuqrIHlgSowzvz10RsaM6XFzRgrW5CvtqWEJ2V5ZT5qrJ5AUlOGKFS2TC+CMhGZrS6U+Bv5hurcxg2OhmtYHT2QAcVfdaMY6KVr144IaIoIYI8x9FvLCRDCzWFFtfIHAz4f6w35y9qShmNRxcaEQRYnL69B+LJoHMJ8rt7/k52YAwzaMZ8T1HqfpXQYQpeRwA+DDph4B6V9cUED1n3CH2FSgqRzjgmU5A5zgR30GO/RVaaTqw8ZarMkbmU7kHW7qY5gINPNLUFfyoXsrymDqs6x07kcjJhskKdCQKKgMBOTE4q9TziprumXx30jh/gWVmkUqywZQUkvzRlD5EtUHTSWQ0A34LfWl8WTXuQB3zsnOyFLgySzjiVFUKkLNevDq2chOvooWAyATM5D6ZvvZaa1zH22/KIJo2yBkwii2R0DtIYaBPZ9egvS1GSPpNwRjJC/JIA0GkU/y82WgViB8MHKYSmw3FOMQCQ7+oZU3OspXGGlez04bHXoVzc3/gq9TbKSKdg1QIodyAyFPvjFv5gxG4Mrcaj8aFwWVBQxgSngfqc1/JLUaekLDZjp5l5rYzmyzjLq7LGoFI9bdrI0VSiLBIn4hYscZH0n0fZlh0q5cCUuknDJRGjFuzOrzfuwiDPaXzMlCYSH4hfgHE18GaOtUO/qobpLSIfw0k6TWfTGRgeVtgsQwgFungYw8ePGIIsiSKLZRJiI73cz5WbNc3uMkNUl0g1McoWGOYTe89ES9UlIsHWHuQGWjYv0/83Ma/iXpPwX4x+Blmn2THmcUDFeVfSjKkfgNTEeVzw58SeIV0S4AgavKgaPY34hOL2o/mD9cl00xVn1lMK9dJq9zLp/gJbGKHDlJvUv8K7wJ5LvUwJ6vMzOgk+V2vksCyn1+1HbsxLfOw7X8B4uflSQwGHzMuO1xer21cqVylxNFD/HQndRnGGW3UMoXDZ8GJuJZhwVgJO7kC9gddU9R8CBNIwk8KEn2EKlp0FQU6a2ieM74sgAs34tHti1WOI+vym8m5f0ijgRazpdSxfP4qm9krXirVBzdyATExe22UVj1M+J5bE/WWVh3G/1xqZImbalwHsaPfTzPDDast1EOFo8ht5PE+3zMYRjAoE0NS1ZaIaIFUO2fh7rI+9y2nhM7DVDq9rac41JI5mcD2V3VM5wLvurrzAIbxw1dKal3Aa4OH0oo7KgPqNOmWvPeivlt9YouHtg/X/0vkJA6S2VuZHN0cmVhbQplbmRvYmoKMzkgMCBvYmoKNzUwNwplbmRvYmoKNDIgMCBvYmoKPDwvTGVuZ3RoIDQzIDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnictV3Ljh1HcsVs+yvuxvBtg12u90M72iAGYwzGGotezXjRT0oC2d0U2cJwfsMD/5+WWmjFnVbOqsrIiMg8UVm3JYkQcVmVlZmVj5PxOBH1/lAWVX0o5z/04/rdWXn4vfv/zdn7s7Fo5v+WG/L39bvDv70++9f/qppDVRVle3h9d1YW0zS15VpLdejqpmjqw9D1RX14/e7s+Lvz19+6R4bDxKXrgUpXY1GPh8b9PVfhyv/lOJxftEVTjeN4PJz/z+v/cA/X/umLtu2LrukPfT8Ukyt/48p3S/m6appjcX5RF1Vf9u2xT6/W/bHhqwe++odz9zbVWA7He77/4fyiL6ZuqKrjRy763XlVF2PV98cnLvruvCvGbmrH4+16sewqqmr+6Z+vXAMP51NR1mU7yPoPfP8m3BdVifuPfPUSNsAd/Ga+P0x92YoOcvuif6Lkw3nX9fOgv3p99uezviwP3ThURT8cqnIaDt3hu9uzux0rpMbzXZdN0beHoexdd5flcViXx+gnuGqqYnC3Luq66Pp1gv/7vCpcL8pKTo8bk6rpim4IvR97PX190YzNOOjZuyiLrm6bcdqcv/miNX9yVirXy7pxkxYu6llbe1i5WaNRtyaN+/XN+Vh0bTvNs3YxFO1YdbLV+1CVmjW6SI32k6pUdEusIF0CLExrOc/bZZgm+Tbibf3I1lUbJqQeXVnXgNvVrezjIxe95J+yX2tj8yD49x364XgdJvebBSHqqnNoNK/AZcGoWqnVa/9ajarps+wr6CAYxLmsGKN1vpqmomUw33+C7/U2FBUt3CajNf+kxVWPssBb7rgaxLnj01DJttbV5RZ1C1bX3IVkdUU94JIPulu+VfG2t2rkfLdFXy9hBV+JeuWEhsfEi9+EFi7lxfDzBb+t6MITnyT3/PPSLxlXY9nTkgnLtzl+H/pyyw/9/dyVH+p2ciXrwR0+0zjXctE2rVt50+GiKudjb6nrhkFE4Im4+rROmMPoa7mOAozdhPsP8DwSR9fHcHQJjBB4lDtvGCaf+CFVlPY6Pnk+xBM3wxGP4AOsVBzT6wnv5msevD+evf6Xvxz/yO9svn4/FmPf1QSWVf3sk5s2wS06GHcc3EtPevsI6Nyiqjs50WL0HhGYi0ZF0bdcgGvlTq8vMkyjVRUfK2p14Dmn+h9hUYknPAJvQwN6uy+33b48bbsDAL8JUF/1jdi31EB6bkU94BXAgPVGAl7oiq+qGXuNo/S8eMN72JQJ6svANq0N6lTDI0K83wzUqVVR9FY2S2fwA3wZcd6KAmiZtDveHL0Nj4bRgBgZNfnLkinrom0C1PvHhr71C8EVBUDctvXxim6Lazd8KDzwzxcrTo5NfD5UQ9FN+nwQUCXOBwFVAvYE1POpcAvvvw1YmD013iB5VMEmob6FEHTfxD3CnRiiVkmOoOJDev452PqMsLjwJ13DZ0bbgjPj0nr5tna1DrUswDiED+KHMOTpnOnTb66/dT2qWkvAFiMJYf/SOGCo2vf8/JOhJK5vSEOwrEsxP6qCdYtIbeMWdxu38Fb2WxXwvf3qvGqKeqoV0FwjqdmCfSD7hfprQ9Y2EHpZLsuDE4GAhRehAQVTQmwH979F7yLHEL43vPgA+/Ihkkjj+4aS8iYMXHq0sXC062h7EU4A0ewu2F8Kl5M4cjXqU2UsMyqFKRR9CM9L/A4VdBKXA6qL2+sk9t3gN9pyVyI1LRCJ1GKOBKYKLIDypQCYR/6ZKNsLrmBZ9XJLQVgAMuw5tge4l53cgbzHCiUloXD/Df9kLLqRF+VG901dyuZHp3aVAUu7VhkI2MhyxReVDSNcfRGOF27oBj4EX2Rtvy+bQS5xFiQjoX+5Jta6CQ3L63XzqbEKonMjLQHKA6j+AT4umw9LVrSv9hK9Hg1E3+zYKdZepB4o1d2Qxqi1LwOQ/wpyKMAjPUbUKhe9ha2Kpwql+i8VTP3xpQJtqrbhxyp5qtB9PDB45AxzVJATAwi98+JKVbiytFyueOr9JC+SxfJIOXkR58KNajE4MMpbF5az2SF0Ux9rvlrKnwQpE3zqkxJlzKrm/SV+jr5APXoTzAIvs/jnhPl2S06YW5jFBLd6ynaqmlFaMTHq3WZQ6Ua14HvAK1GUhMZM1RIqeovqr3gEKr5f8GB0YaGVvHgmfY7Pg1EjY2VVYV0Za3e3fqWVTjIO6k4sBK9NibNbC6nUA1FAtCswANebAPIqiIi6aFtaggh3Rqr+SDCkGpouzEe1Uxml7j7x7Gk9nWoT736SNkri0i2caBNnqEAFl0oRqu344sg/a/gKogVhEJVS1IM/0BzI9BVYN34114wNXX98tRwMo3vbeyxQtU1ZjOWgwIvwYFRSEvty/hRcPULeUoIReKjiiy3PZ7ADT4ZHQ3gsWDYRVlCo5xlOm01HSAQjokDWASNqyDkZRbVZf1Rsq1tWxAcWm4SVPrs3xb75gCSTLR07gbIVv1rXStDUsNdFuWgA5GDRSDT7d9RX6GbArV5HNu5YihNFDVjfVv8UrNPzuCsmlofLj0Lyorayb2g7pkIBrNKBCr7lAkpHppnb0JD7xglmQq4Sw1148940UxGEI2fxytbeKOQtdR6ipMVGg1Uz93kBq9msJAyFUq2OrErCk8DWNwxXQmx7QNqfcGqkEl5slIG+FiUJEZaYFv6c38Ky6uvbSkEGvgjDFibq0mKjrzZ2wW2osrmqboFeBoUQ5RQG4CYs1HReNkW58F5iT4TYWlARsvzb1KsYm5YljNHzs7VJqS+mqEEFoI0FrJVWCUP3qKhxVjxBzRv1GzoacF8s9zP7T9BZYCquQMp7QKvA1FxBuxqM1yVTOXSpNE9hmV0FcB6rXkixa6l/6LUsg+Uud362baPkLgPKLPsWcD9fR+0qq7gXtxzsl4ttlu4rSw0Sda7jxeP3dOozyFFRIkFn7kpdHaFXV9xPrBubxJzwMpJPhbrFVvUH2KxSKv0kpiSjlNhAPyH9JDqk56bK2W1Aq/hJ7hhRlBamGwUgc0Vqke8A3hEMCkLj+zlXl3KNA1R5gE+Z3l56cS9cTJFJXPR7vyaqCS6hgWRPtZ0knokBFyDLGIepLA+oLSzOvkFze5+pSs0tuK94O+C+t36WrlAVzFlPtIoTk+by82NAMmF8X2tsiPNY24BW9UXfaMu8MKz/yD/llAgpClJrTD8hCW/KIqY8p5JrFe38SwQ4iXQbyVO7qTEvhf48D+DgRnBqJKtV6MKigGkzdHNS1FrkZEpNzgrH4Cws+rbvcG1riy259DaYMVZTIzUmjI4TrHadrq4za0I/yXgyyadMoyU1hQfmLuNOCy3UhiUbOisi1cpXYEl1wNJ8kioOJB5b/w59AbZ6cd8mAi7DWWmsB6ry8yiBogfQzaPuI3QVPbyCwuRbpEvfy+G2jijfLrRcCKEQH0H45PPtdiREz1QUoT0If4O4Sgumdmr2yIe/R2F2mUZ43LohajqFx8LT8ILRUvkfws8uYPA/zRfHthu7LPBuNqChouGLaQOm+1MMK/MzEq9iRI/ZUsRnqfiEyIBbfkp0FcYDaC4gFYWkHYtMSKeQkKgsTAHiyilAsoqX85NNzqRHLeV6sgYE9Jr4gPdocrQvr/r787aoa6ckaaL2trvha9grXktIc/wgZduMUM+UGeHSfFnAspdoWPCwasylCu7QU9dMe/w6RtdZtFV9WSNzqskHbtAUX3iBxY7MGcL2d/3pGrdBjq/+poQ12t0f+OpHrMDez4X70aGU67wgVYE1/0Hur7XzPuhEMcn+HXkg5DrLWwUfkf4sSCNKGgPiYuRJ7brCjdpVKPkDxCwWLGN96vmKdNSR1h2GIejDnx/UvRTIYmEQGwBEF0xTpW9iPRbKnq81oza30E4UMlWiqUcH8ym29wXJmmoWAYXRj3oiFXFt7xrGWhm0BFLxQ9hLcYleT93HFjvqFLSSYX03MSTMOx6LVrlWld5IF00xkAp8H0IsLOMggr8IH5c1OhAfNHICK7omNYvpPtI9CgnDQrsVHgnZArHV3TjQcvlkeR/aoaiaXklUqQVkdTNcAAdqItCkWu3CYOlrID16VXDhwDi9VsoxtEuFwGHEAShtOGWkaT3K88Swn5Pvm5FqQiZjboS2uBE8peyxW9QUZpFAyq0Q+WDwCwQXbKbXcgBxjKBBTdT6nTfAdMVUjUCkSmTOrX3EIg+gNND4NdU+VgW9ASajraNVNjwvfZO4UWPpRe1OjDpM3sJ6KN2HPGEsNUKmGvQYQ3aO6ZShAcJup50j6PGLXkuIpeINr8QbkLOq6etEx0vgwEczCM/D0qeAN4IqsDz1kxn4MM2R3Xk2bXJCU1jDTF+pVTADZNuawQ7kjlC8ViFiAErHA7rPXC8DhaCPFNr8sLdAsm213zYebOFCSAcT8EF8WdughSqLRMZ26C2nVnSOe77RX49IUuFpfoQL1nPXqqEYyw5wkLDJTNilre1P3fIV9NVovQP0aXK/MYn+WeSNKFzVv4FwTmAN1nCPxgu12vD6UoGTY+HMgAHbWZXyz/gFxIoTEtxfz/WBQlUoixA7KuYVU02tw5yaadh6YAbJDmwH/47eDpZiIDsqHsDdGOHqeYgUZeSOEQqnJRBCG7tZcfCREM92oJ2KEosNRqdxR4RGBihpyjhlSFUcXWxIeFTgDlnSWIAUR84J7pTkTE5CJlBXxMs8yZEjcja28ZrBAnRVGokpGLEfZNw5eF7RpYAIKHAzL4BIXUyZ+nysDO41UtawMQ1rttAFYkIghnb29QKXqrj//IiInO0z4w1+Hstwa8pmpVtpCCvGDUUzNWDNJBqIlyPp/o8b58gsswmZ7xCg7y78eorXiaYOL7LLbO/rmwQcy7Ioe+2zTWxQkV1MGdxo9Qhjv0I59BQnQ7hMGjBpcQICLGItYZQFZ3QfWt5SPT5qVYqP0UNdO8mSWObTRjbo2aBFguP54Qil0RAJ8m3bndkuneenfh+8BE4/pGWuZJBcDATLfoZpym8I4V0zUWHbDQEtjqkRXcuGz9UYcx4RdHj8LdjRslIc5ILADmIQl4EBaxCln0LpBfgqCld38ltfpdTROMw6tW1XiBobm+chASM0O6QGh5Vbr1w3ZLyiZ0RJg+lgBW9TDbHBOyBu6BVCFl5fNog4ccIhsWGh07rB0taYDrxtEzZ301KVpKxit/cT3mLSlL06oKeirgL7DJKhwKvUBjKJDkIXffQuywhuEDfDZcOXcEJ41jNGEzaqPAihVX5ZCDwG4VUNDL1LJJ35DkbSWTpwZg6vaEV13SRXZCKOhu2xNBHszzM7lrI3jUXZCjuBkZ2pHYq66w0pROha/OYyXhDQ9LE4ki75GZY+IfVKHecAiu7l7gWMA5DCTus8VsS4AYu+L8oPJyHQpFtGFXzNV/Hb3vFPpeuJx4C7QRRdZem6VIvasltDR3lGvTkEw/owBcP6HTwtebi/hqv/BFpFluiUcT4nzQEzmGY1QYUzm8ICwFzOj4q5Cy8VDUH4H0O9mCd8igz0K6TkQGAONa9br6M1DrcqoKOZEXRa9mJb0xLxxEqYiikXShhHjSvIXB/KcWqbaSqqUsc7/a/o3ZfgDNQJ01hoe27uHHkGrjwQi66/3n2ekPQPrfGvVam0FfOlGVrl+/8BQiO/vYoTpbqEcCggDAZ2Uk/K2nRAp7wi6BnMschFo2AoBs2PV1kT1vsdMb67shjKFhpagYVab1FqKtVgbdkQq5Uw9vpejgFw3Z2gwYrOajzvZppQN8qr7/knDq54i+gdFnuCms2G5gvHjHATwSQUKjY1RgQrFpJmWkpN2JqN0OCKb4uHODxSXFQMhiQDbqVSdaUymKclsQ8LZLK0RLCcFw3sWCMqiIkBW8G9s3UnFsEIsakvWILKvcEOsUqAEvUlEatmWpWFJHIXwCiSVWxqZlFdhuGmRSN2dShAK9sKE87KIZoGwmKIDxNG3rZXOF4Ko47yPuLty/ExJ6jXqK1NqXu2D4vGclwRMeACoT4J2UULIRvBQGZEJnzxHdLrKjVN8xED/L0bOF9xYjsfO0k89Vz0URb6WreKy6FS0CdAKAq/CeklIj1ui6jFI/AiWKtFXU+47FUctpQEHEb7OQKMvEtMyEM+q7l2uq7XTsLLSGWth77SKqvAy1M8dlU5FqPmnKWElDV5GOp2dIwmdo21+sE86Fm/AtR2sWHeIpUo2jppU8liEia1mZgNyZ8Yrj8kE1iPqdEhNZ5Rr1J3BxXwdd2J2HWkvEFuRd4+vps/FwH73O2pCkFydMr4zqrcX+h1Tf2SaoCiZS6V8Wq/6+s5mSxghGpuqRIL/OtkoyObcqYwKsiyUoCFn78oB5hOJzamVXEI3RBbgyjv12+S68u0QflWWRbDbALDqcbhQHnyq+Vi9D2IcyxuCAcmaBApJms7gTl6rlGOsLzhyTDEU74qfPZD27V4KsnNpoWTfPqu2PG/7J19jv8cUYqa2KG4UdFfwQcnpmm3E068zUm5z3Ce7eWpTtGovwvpwSZOD2ZxCCg9WB62qqItNXtKBC8PEHUoiqjuj30AIIFlhFVrDN2SnjxYzfyXF4R4FXGqgFFqzYKvYHGttJehxSLZX42CEAdYdApFe75fpS+gInZY2zRSS+uceL6CbJoxwQvI5ebYoo/pPZ9ln9+mL9ss9NG1t3MKKW7iR/TVDrgjI2OOr/ZP505Qm+qhljsDh5SIp4SkIH4qmqJ2ldGDv2YexB8QjudsfXgUoPRnCcIpTOMpzUPN83Ri0W911mkvaRzTHOxc14hRbBnT695V3zZM+4zRqnezqWQszGFSsEMIpdXG9L5IZvETI9wbiVWJsDFfvjOy3/htL+3Za8RrLS3f2LZlcT59ncrcBKQpGAcEzWEpoczCMhuMvVQFaf0qXU/65YGUE2+6E/Fp/39woX5JiZ7qomxrlvJFHmcqSlyWehQWsCfUFzPn6bb4pSw61GrO24CTFliiYDJBTQuOy0bmoj+J2o4GHirLMNJAcSOQFJWb7n9gODtNaEQFlCuLkhhWvY7m2pdFZxnhfofAVVdOT6x+oyw6dRynQii2lUXHNGf90iw6ue+TqAQKAEO/5fuKRc+bJBf4F67GbAovJoZKYQaLSYnU9FQylLiqeal59XyoZHpgTIvgPSCs77Qo3ak3hEysjCe7QnGXn92RmIG+LskMfIXtqZAZmJ5W80KKshn5Cqwv5dB9hf34uPOGQ4v5F3Hb09PKP2/mn0vskoZHGySZ5cdNUo6/zy8nFrT6zhuIgbvENclVtNtA+GxiPn1goWVLmfVpKissLFj1NB9GDWEd59gJNcA0P3liP+KPWNlE2ayIJGmYJg76uc0ALPAByVMNvb5A+vU601SNu2DngPIt7OGIg7OeY7w8k9RV14Vj9DM8RsOqrr1lr660tYOINfH5OX9jtFUGC0xHzn70BRNmNj/64u5/jgk1fouiVLwCS7LBAdrlFtsudwYHREVhOpFCemYoX+rLNBZaZ9iE8fbw07gw/2+M9UBwzaZuRR4j6M4QwEZW1jkD/iaCYSHa4ALjdCLALaHCkU4hA28PUdbAYIyhel/ofEaIDg3YeMLUSSKUrd1fHXy2iYIqgGqHZSXRQYXVImiTkbXmBMECllRIPsn8Sk8wzaxux1qZRYQ9VIjnSUbWCbLrolxsogKYASkNvYuDrnBeMxjRms83BKPuEatRJ1xLUvNGBgxoP720ugDUgCipUpp54Mp4SyBJigYSx5Mt8YurJjd1JWeMxVAFAUzaYg302iQh42Yl4uwWqU5LVMlvmPtQxF5Bb/t7NFbwWz4MddM4o+mTJxpntj2FcL4e4dCyEqi+hbUKXw53uknlGIknCYaCpNy+eghGhHqQQXvC0Ctd53YYal/0w65c6Or73OFnqumPPUKy6GsP7wMAirqEieXthh0yDdxCmlkuJjU8BYP8rYRO4uQE8Ar1RcZZ8d2HXD4BBe8CcNELQLE1YTX+OvoZReg3bIsLVg0yZcikh77obNTYzHmoSRJ09cvvzt3PaoUGymP4PRf9JjDEPsiLYcGJp0QiRHVCgfH8hJbRtZwlVOtHfa6J45JKvDl3m6zvuijFIF0ULTwjQaNT6k74PDwN0MuQUlPs7sQboL8ezxfz5N8c8cNIGAR3t7UPaIbMJD5UgeLUwA8Soj0JP/WJtz+Mic92i51UxvmXfHwrEtLh55O29m/VFfWIsiVY3wyh+3muRxS0NRPyUub/msNh21YKa8WWHmYcYiNaLuQd0tZwWBswVwxRbO82LQUGr+cEAUNR/CKxIc95MOpBR5eLQze45WfmwGFOXDYVTVlxLNN8XWBGYlFabQynhE968+ij3E9w96uAI/8UNHeIqmCM0Qle2y90nATZjMGnlYIhDkToJB7aJB1mvPawyAsFx4homZobsyRVO7rAmx4pxLydX49AIWE8mTYEU+9n6+q2tSCmWS3mm12hFnt5qVAAgj3AGb7MiAZff0oEr0dj3KBD9kpOEYjLxJxoHO4O7Vr+tTr1OcPnxEORCZmT4ccpv7qi6/ZkNVSUkO2zEkoDL8VpDG2hygpAEvgeiWWbd/uAgC4nunz5MxdQMZAcbhQlp46+DQ5SioScIn6o/3jm/v3P7gwY3VotG2WGFyFn1hnwn8R/UTkkoSQXsQ66rhi6VuKyQVcxjhNwEYZOYJu8xvD1Y/aI75Ha+vdT/uI5F/E1sZXpNup5LOFEdIhl7BpDbgnvU0uwOOkru5l20+TdcwhnwxRWE6STzzOBroSGdmTAuIT9U7kDgJBrSGaiBvjNmb3ES+qNnwTcx6wV3zrtQVHRwlWAbI7eElk+BGQHXovAdpUwhCw/ZjhrlX4Pz3DRCQAXOCawgbPw7wjwTjkEqee/kZw0w5INv4xnx8OuDUA2DcZ8Vl1tOoOXDu1vN62t4swdH1GcECTD2pFSe33ZVvYhO0lAJE19CllAqmmU4aybgk+0P1n4DO8r5V9gbWXcuZcDEx6XBq2c7/EU4/iGkGd4GXGmQ5W8FnbwmR85Tocdr4EbtJ5uA8zk4kHTjVtjmInAxa8TQyIU1t848+uy4cTW/smk4Pi9BzOk4g1pecdQSoltEi+0FBUacHz/vnqC3Yb239QoYjL8rNR4iL2C1UleWrlkPqJbP8v1jGo1P9Hm7+M4yOsQxtD0KPwKepFz6SsiclhWb/QFsqSc7PfHcpq+cpHSxXzysnAR+9luYGc1mvNHAYxBoALZQUj10I702FloEZIKyi2dQvRc8jPdNrz2tD4kqrxn/BCogl0mJ7nMzTwzZn4u0ZJl/oVpnQWqgP7JExAQjYy4dogYQJ/BvnZl6Mb7mQBBCflUVJx6KO+VcBk1h6qefRmlm+RpYXiUh+rgGi7aQzVHl4yH1+/Ojr87f/0tOz7WwvXgS0/ur7pzYzQXVeeMU3vXaVw/MzH1c5SUmcTpBMNn3h6gDk7/Bc099lB1VvjnxMw8wuZ2mDKWVVBbX2aWsroUeMaxmJpuQ75dCjSW2foHnnwYFA/ZRV9wXaIF+zjzX408LYfSavxsiqkeT8uyEUOt/gay7yy/LP4CMfxo1P6vwENyxv7Ho/HzfYZzcQ+LbjmEGk9a90VzHyIz6Ku2AD8TIwR+CaoX2nOdJEnsYLPW/vNB8oTBvHrtqtsrN56Y0aN1g8jpfcH28wUYjsxEvOFypBb7GtQ3nTKt5fIFsIFTJEpPkuuI16XltdS/L7nOWhRKiHlNdEcqX9/AHlChdCflmPmS5y/I0SbI2qnVavMNLn/hEEMF9sQUUGtNJxGnsJAPTaubjaaCbicGopXSp0CVOGlaQqySv9lSZ6KKXx2Gqc1IhIR5A/CrShYxAejTBvcizsARC7QwyAqbtXKfh4O685aOmwKjJdDHIm1ODH92cmtgvzEVclqp8RDG0TlKhqIsYA0TTU+gVJ4cK5Jm6tYSgDhr7Q5kM9FmA/lx7hYYnZ8bWPzVqERQdqpBZwDrT5iNG7nkNBFjnTDe5+6OU1xevT77s/vz//7/pNFlbmRzdHJlYW0KZW5kb2JqCjQzIDAgb2JqCjc0OTUKZW5kb2JqCjQ2IDAgb2JqCjw8L0xlbmd0aCA0NyAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nL1dy44duZHFbPUVF17VHahy8v3wzoYFw4Ne2G7tPLOotyRIVZJKEkb+jfEPaqnFrPQDw8xkMCLIE8m81W13oxu3kky+koznieCHQ1lU9aGc/6UfV++elYc/uv/unn14NhbN/M9SIH9fvTv8/uWz//hr1Ryqqijbw8vbZ2UxTVNbrq1Uh65uiqY+DF1f1IeX756d/dvx5Rv3ynCYuHY9UO1qLOrx0Lj/z024+n87G4/nbdFU4zieHY7//fI/3cvj+vJ5W49FV/eHvh+K8fDy2tW+XmrXVdOc/dfxeF668rbrJ/fq+VhPRVNWZ3++4DqPx/O+mLqhqs5ez0+HqS/bsy/HvmjGZhzOHtaqZVfJqq6xqukK9/vsClW955+fjm5lqmGaZPui/I5/3hynoqzLdtDvn9dF1VflIMrFUH7L5WJUYiyX/PPt0S1X206tHIsYwEXogGfla7ZtbUxwGZX7Oi1aILfw79eqddVSA/PPx7iDoR9oqHP5OtSmmdsXL6EOuKnPXPWj//TNONEM58evlw1U12UxlvOek1tmLr/IdZZ87rnqu2NXjN3Uju4hLUZ4p3fvhJbES/ewK15N8dbn8PAGvp98rXkxxVTE+MVcb2AFuJpXaICPclq5PUDleIHF0+tQ1a9Vp2o+X7d7LXZ7I+b/mWnF1/DwQhKQehgcyRnnbXBel/V8CA7nVVm07boZ3h3Ph6Idq+5MUAl1CMPO/3is6mKs3BcWx+kic9z+Hg1rqXklqRC99AMeNzft1o3Frc9toCyfIbn4LEfKp4EPOTcFKYto6pvq3xHdsW30ttaUa1nra35JzD/Zq/NDdSzAVlEnVJywZfh1G+31ZXzu5wd++llue9DAwxEcJkVOFrpROjbTTEQ39KqGus+X7zLvINyBGKE4w3yE1i3uyIkaodjZ8K1sX7yxvxmnld4XhIEZIS+b6P4TD9UiAdToLVdlcvZJPoS0O9fs68AneONgGvcePl3f6jqijMsCC563noy6khv7U6BBoZSp5iqinNNWmUmLE39i0eSGfx7W1sq6dwRjPRFjr08pHUMoltBLZStPPJRABMURh1N0cB16vYHlTNEuYPnPYlzwoN/IEVBfeFjFeozKhpa06ef6vVhSV+JkSf/nT89e/vvfzn7ihcVSHu2dptYcVnyaeUdMjqrfJwxg/kgXoVy32jleVHdyMvdhhuLDQP5A26EecaPMaW7kAgP6q8TJbf4h6PsD/AIXiCvwoMTGy9R8j3imoFJfkPzyGPPE+ZBj+ckSQZfum5mkL9S7aot+bIh646bEW5IMyR5orJigXEkGSozgAXZwAZ+y5GsKo0T8oIgo3nrLq5lbokdB6IW0FMrh+4J88ydKBKhofmL8FoPevSyiXHwNzD+EciFauAzlYuu9Ddy+qgK3X2fYd4PkFEK0vFbrtkyx6z2VqytmFVoEbevKqSK1EkE/MN1RdEmxjJmr13Xy3eJyQbhEhftAw+4SeqmFvA+Iht2gmuJ15jiYBkE2I78at6qIjOy1ct+9rCXpu+QPIN5Smi7gOKeJ3n5UUF7m4lUf7N3yi532FWmOaNIbkisgY7QUpSX3iGbfIjoqGkgU1VjcFAeeCfkFno44T6K3Qgm31PFPUqIVRI+FqjAHcc4vEE0S3SbiElDrrZnHfIFpuehAlN9lVHSxchYphkoB+kzKXIC+s+ZcKy2ri6nqadOs0+2bvtEf2pMo8SzW/FdRGJOyaii6SYu8iuYg+qREXkNeW+ZdPV1eCwcYHlaWXcRRVwIblQuqAgnAc2WK880nYsxMX0RPQvSyqe7yKSDVTfeCLldGR2r0Fkp+ctewRQur1tD2Izis3oGYFhGPnbqJZbLto8GyBcsboqa0wxkHnlrCp1SN75wtaU85sEwxTDmOGrCNcv7Eq8Gg0fLCMHXhZ4rhRDYrPUFte3jaYu0dn5i1GMt1JMgKu3/tlsMV0GYRguq9rLp26rb5B36qjlFdF47ypZJYM58YRb7S0xUplixICTU+PfKOeN3Jl8JPOp6O/N16fXeQD6+QtVAobnmfhWSh/qWv8cOy3yJJ/q1E0oy0WSUokfyX845A6ihUUEM+ZJp8DYcNpx3ry/YhOSAxRxyCd347NkXd1kCfVGYxIM4EIagL5iLf1vm8N/3m22PKINb4niskGvb8MNGw580F9+lDsk+1awr0r+xfmgtR+Re0jwU/VWwoEixTKZxafR9GBd8XBPQG9vrUAWqZ3W8vrFN8io30kf4pKKfYdTsYwrxtqmksmi4QxAtYlZmiaOoNFM7TmXmBFfEvKRFr3X8Ya8X0oHvqh8lTfK+/ot/Q0pGICOiPQFWRSQMPSq4bLwseADRbXUGJ/jHek/tULLyGF17eGp3ymHFgiAaEoiDYcVAAkHbgF3M2notX/KlchH/FdZ0AWDaNsn8IErR47Yu67JUlA4w74qu8dLfQAAJWcaaI0QGgrt8G6qhtEEu5Ij5PdLbvNkFoFcP3H0MEqmlQL72O7cyJOcZg/b59iEvg4tgKGRt2sBas99vSVNeYVj4qf+3p3lA0UzCBiA5ukclVKzZsnQSnj8/8D+TvEiPB0iu0DkPvpkW+wlNNPnon0/ZtpHiFCkrzAgKLGPcN7ExUMAAAEX+PmMEDHOwqaA5Vo9uPtfhUMaK6UGQ7CTixCmpjUbYd6w3k8hNqAwS8CPplQRCWkTrK8fVYTcVQt1NiFOkKt/GUVgGU45kmCQ1BCWk0MIMAfkPaiHA1CmpqSWn1OEudtZZ3LAvnWlUQwjeBvAirCcYR2HbTtdUP3EBMSli5W6um2yiWzd4gZ2Vszl0bEw4qnnhim53rNlu67lwB0xXl6N721LwOuu7QB9FOokYg2cJylQAHLKOrhi0j8TJ8RdeIGIquXkmRwrKLLC2ZHpnwWGolwJyDxRuelYkMqx0BmobJsOpCKxEP+7PsCpTfZRYAK3/8/u2GJbkjV6oGHCQMavZCecNu7WhbVbFER2LWg2GkbZtiGFpFj9JliqQpNk2IcsxV2RqLDSIp8EEDG5SARaoTNgh8QdRMISuBuwd6oYTUU7BFhMCm1bSiTZ1qHmAGHU9DvDElk1vbCQvxJ/55f3RfoO+6bt5QtRPK3Vd1a+qKKz6aXuEXpJxqPiJ8yFdN3PzTu9CTNoXTz0/6cHIPXdfPK/Di5bO/PKsWgO5f/+h/fNyDCq4xxtfJJm4hu85tyn5BBC8ojqWX/YjjETY9uHYbx3BX4PBPauXEesaShhPxBccVG/8Ob3fe5IkdPMWFTE7xa0dtdPPPoDaQcs55E1n82LdkcXZfzBqAVGWBZ1fwapNp+jYtrcAXCx/DZ1QTwoNMowCQurOCrCBrWt1b+WtVTHWgm1Br36Vqw5EJvrssR2+NPKFh0dQFs7EAgtSB5VaEA9iWIeTEdWfR2jbuuEB5RkzhGk1BjCvZun5hqTwvRrDLIAdZFs2aYpyeoveRkuPdCYCR8cQJab1guwo6GBi4Ag8uXG0kEAFAhDjy2LZ7NAZh+xB+VOFdvQ40CaNDxFsW+aKql6Ecw/nYuygeQoerdj+QGxPQLznr1IBdAsV9pnB2xIY39SZuIRvT8nZ/q7Frcn5JuSbZz7DtTcSwM+MUkHe/L8ommPXgiYJYBnxi9ZHfDQ5RptNYso0oAZxYAsu1wbz3GQqGTeF7uAebzdMPhryYFhpaS/7Aj6p0s92AdeCAh+XpflkIladkdeWUSxH/4gmR8JKywnmlVU9EsIZiLDtFsDCs40AhG4bKwbYrwz4LIWwY4sZ9JfpeEsAkxB8AlUZjSeFos3bQnGn7KUVj3bIcBzEgEDOcbuyI4gIruB5M3o8K3ccKjg14++G4I5poHkE9GseMsB+d+3sE/lPa3E0X48V8v384Ol481QPL7UNkpKBx28gv35QiVfSWELssFDCyLEQ9+DUw4Vo0hGTptSPLsGRj2i36zfuqxBikM4w6zg8RycRGB8bQmc5g3J2C6pIU1rZBChPeJm0npNgwAcBFxcpbZQFDSieQVaeZTJSxNnJoz+XKYZ/RLGHwASYPymsELARAkDSVMeHLgtgMQSeUW2rbasNWF8Ft8GSggUadse2uHgUPQ8bip4Y0Ab/4QRj1CNfWMK4t0rpjXSUHrk8GMutdhXBDhJCjuc8ZQ0Ku1BdYL8BbLrupH/DuI+eoFIEFwwLKvwo9kdt0Fbuvo28UFe9wU5BUno25lu6yqKmunfTGS9UW5TcAbXLNnLFSGV7wtoPw312iXxQJcR3gS00f4Es5Z58SY7FrVINtJBB/Q7YODUCcSu5g7hgVC9fw5KEJ5FYY+kBwrwoxHwHYNryZt5DKQPCmZV+hEUCZQpQbEe3LF2qH3m2ndbe4v9mHygYPHAETvA8m7qNZQ/ANpcG01zqCV9RdHUmxRIFu4Gt3gWxlm1W2ifVhIxlhzuAhrJ7MMzF3M0mX7xVCI+8g8eDy2yTbhBaMYZDOiYkv/PggsvxVVuXIMV3DjElBDF3XG3C3ZViVbdejCu/ReRJbX5S/RmAynC3iGvbF+pNtb/BVLzPd3sMOcvZjHoBFMcLPyOrTjsWksDsPcAAwUCCJlY4JGYTB5GaAB2B9b8rzMUcM+w1zB1SBBNA4W2aFEfcHu2MN40ddDH29QzmQh8A0bxChwpqEcq5SFDN0QQmSZYj8UNqCeRrEmYbBKpfwfSj3afiaj0Nm6iFe5+IY0CRD8KOEHE/FvAkRM0mI8TYdU9djpmkFykkZbKVjpSvrIhXW0wNOwkD7HssCVxEuyEfhhqZg8JsyIOryZVlPiuAxSdruaJ3UwqrNPbQWL44zPH6qAawoVcRA99iCi78b4weFLEUDwdg1CCSGaUYgng0byylm3VG5MQjpmIgvT8eynBolbpmbdSNkRplDMMFzHbRNb0X5iRVS/tc4U86o7LYinC+Vkk198we/FcG6ttJZ6ANNVS8REbIyKGxHN0Nci6X1sb2Z+k8QKF6dX4EnkUIP4AvMkYWNyeBDnwKwR1vOqdk40mkZIA4/giYkoR/nQnYOHjba26uawJFvIReQlBFIw1DEPSAwN+rSGJFQAMDmyOWE0AI2oWe1+EpPMabtMlCLniOSDJOrMk+wtzsTnQ5xxWLgytoMRHyIKzwhVlqMFS8MFgSV1YYaMHgb9JtiJ7QZ0kldKEXS/HanxtfnAst24FGo/EuIB6mmYKe0IAtkaRQ8ISCfhdZvIhrKmSMrlmHYvwWditm3yQawrRJa0oNig4LJNZXaEx9BbX3fAG8Fix5S9f37TFvFthDlZpA3VXglZxB+xhnwAEmlBnJauXFiOOsBVoUjlW3VKS+QuMTFXvCpJ7f7a5aRiWQohdEedF+NkVjom9cWnvXZPk/ZWheHsOxBAQSV2lBo12LbW7iWv0JLnnxp/Y7x9aykF2B8MEQm96FtU8xankhHXWQ6IH1c2Bhl8AWxvDXZbBqwbbjznFjsxnGqO48EJSESXfJPIX9xsJh4mGR9JIjC6FaisSXN82roik5rsVEA69JChyPFhfz1f0yOkpjUqNUHOILfHM+7WSp0+/p3sTAolU8TmIWdJRFF9J1hh56oIHpQyX6eIFmIEfg5jmXPS9uQv6Sc5gzHilMie55/yUh5CqJXY4E0UP/QveDkmV5/HzRl7KdXJGseYN92RvRpWOx6A+bhu/1ZTIclXBzxfFo0MA2BmYYYjIhixlEbUNqODJ1+CjysnCAphn0rdz8Hy5B7raoDYfomJSsvJSl/SfgppVDT5FjtMjkmyKco32Qi9O+2UwoaCdRCdWQ5FUQ8RFOvxl5bqM0LogJ9M9CVbIXWhF5h9k2LJtGozVRl1MCGbtiXzYBZu8AbmBjQ8BgHVK3bcZXBA94dB+LScbGjxKBACMCYWMF5QFVRoP1OMS+RsnZPIOc5USsk3aqZFA00gLw6SjXzAHdkyYTrd0J6zBQ+4neITEHyIkralcIslTmKZKTU4aijTzE1StPj7rOmAQKkAp1AKpjcUcYEiMkpDE5Vsf/hfTPk1Q9F5UaN0BoxDhTCqJ4m6aidnHVSpkzuHmVkgpGVMLmrinelNmMhWYAKgJJBY4L5Rk+J57H00QzMK1S9R3M1uv0Vktqib5G6N3ByAH5HfQBEqTKJwpJ4+JAzLF21tyFpQ9XJvJVU1Q+wU8ihICWJZ7eBZnEYbMrA16sqDOdFUzhOu5FtZEkn26qESt+lbESLIoiVEIw43karecBXe5N2+8vzPLMDE74U8REScHzn/yv26R+OVdGNfS0bTwS8ak3sAuHkEA6nFUvfrTLIhHWIpIuYgH5GZxYLNRaAgBMHg/KPyLhwQOmQMVb5jVBEt2uKSLqnUgTyLlqKogB90fgh6h1SD4N8A3NcYuOwjYH/EN+3kNcl0PhexGkv4q+Ks1gbQh1N0Goq3oAgH3a8a+RJBY7aOz4gTKpS43AdENlLdI5KsWSB0dfsv1L5S5Odavt5GrrnNpugakrIAw5BSwjEEAmiETDsJoqg2sQFA7nMNAvRW8YFBVrvioE/m47qUiXK33Onyl4hM5OP0FALLtDRtGRAktFqzhct3kdpCNe6+TSEhBmo63DpQ9U02EEjttK1bIx25XXabB7+mAvdNLdncnmNwcFgEvM8t5O4KqAkcLEZioHNJNpDFDm6jRFyZ5Y2igJQTyGiZBjl1NJWhlugYyg0EmDtEFfzkK5l1QJv3spmtx3Rkddib3ptE9MNVov5CLRtQDUtm2PXhA5wDDGTMfMetb7scX4B3GYatq11C0yDxNPbsFs4r5EQ2WGSG2UXTUbVEsRHqwlvw+ux9O9eUpwzjVhRGbcSgWgmUc+ZBTK33HFlA1XFvlqIP8KMByYkT6In7PgSyIwsFzOVv8cSv6BGgt2xeQQbLw5yMBhZwww9TBGa4W7RAbLSVYljBcwD6tjBUEOcm5D6V9HbkNxRp8liB3K2ZbLZElMiWmJcpgVXwPLSUvm/QEwB6QiAeXL9GDK6bU+CH8qQrBL8kORxWn6frR7sbMQaRODr4iTD8LIVQQ+gWdGQI7C1MY5sIpmVxuUbc+qIOrB3cDgY7HJC/mbb6+0rsMHnM+KOeVciCBsRnD7rJMB4X6sFGmG84WMniGK64SfOugFhcxgFbZg3+YYjMQVm5t/hmYRBZTY0JWSlBmYBLAxIo2vq/ckRCqv7vIREdS8Rhb4PrrKpr4Cn/xZFiGxclQvklqX/Rvh2zctUmqKrhl0oFYCOE5KHsGQyimWvB4ZFl8Qtss3iIcj5tEAzIijJdQWRXGAE0llXEKRhP0AY8eXjpDqFyTtyGGhF6kFQikh2cYL7UqaHIOv6wNb1ZCUSTr59wAxWbsSk6++zncEeGOCyMGNMmC6ANHICAEgsQWoIoeU0DCGnSRvg/InjlRU8cHRFyrQjazlGNkA9AwZD4b5sYFYq2cQhStEZWklA19kUIBIDooiDXyGBDgj/tGLusTmYyj+GwK6y6QDnyCWyVlDLbXH5EIv5cZyl5WYNP1Ey4VMMJFk3MZ9HIV1A2pHt65SUXfCONoztVT1g09R2LjMcfSZP4nfDnsKruG6ZtqibkIorp87Gn3mN+jIRhF7Y0Jhn/1CEekH0WXxPgxvnUFv3GQt6B6+awZLF/nzlyuhy3sxUuQVXdSe0IPyEuWRCU52ZQJXKIY5MgVDZ8RBpZosydQFbNVG9zQw2LS0cbJbgv7I2/dquhehUrsJ1jCrahtcbZ92TpI1A/G0nohe3FRhl4Fm7j0wtNCYT0L59OYxKcUq0/y0afwKUIr2MRvDiHq5rzg4tOoPmIhwOHxkRuLPtcCRTuaQGclMX8/UDmyYyn0SugHS0i0dTXJCOTF7xtelzlpF+DAz0q0WM2qGofAwq2YL+BcQIJQzJAtXhNS8n3eCGkm/skIiAXVWeD62JbBl2LYQ+QOPmU7LrAW7IAGjeyDuWSkcg0QelvXRHvgVpUvPMHEIzfIWqamp5cE9JEGLeBMb5NX5pqiTUrQ3o93B7y9bNcHw0MZhiSd2OA9Bvxu071sf1AzAFcl++xSGGWdfGofABN0Yg/rEYR31zzJbRpq2KoWl+BWT+adZqIDDlMuaZptcMkiKUQ9krZwDCTZnp3jTufS7/joUglcJkO1Xhvhsx13sT0DlWKK69NmnMn4sQKFISyOxsuQuB75w4p9Lz9faJeUeBuyfcjqn803o8K+GW+lMwPtzPD9dLHq75543cnbNq0XbLNWJ0ecRrXpm/S3y3YG/8DSSMhzrgprT1C+yI9/yWaGC9HWM9dmLzcKvCdEGNipZeqx03P3XfybXfV9U/45qLmXb07WH+gN0/4Z6LanJfs14vuljRmkOZXK8y34MTMjNF+Bzsp4YI1wfQapUYVhEx8VXt0JhQAVhG79CpfpQ6l2gVWn34Mj0Q+iO6h9nlMcQ261OPbgHvOrcLwAKQKcdfVfQztABhdQBmZb6GzfIlQY7tA+OwkBToHrF6DONuFJAfX1PHPBvTSywNiR5MEYjmoC6xpJljH5p4yzZA+woSP49Giy7SFjXtsIXY4GddYwV6ihwgfqR4x4RcDNY11+En42GUzSdoZloHO6fdIrUrzRy0638NAwJgP0F3GBhvalTr9VgG3D0iK+i+OizviKvlgG/dPrb+LRHTwySGL5aLwWjrS1gnxNRC36JFQmFOp8OHCu+erMoEcwRCGmRt34XGNEviKUBjnkuAt78ETapOCTAtRrvkTiq8hg9eY4m2hqUqQBXol0bdca8YdsNuaSMRBaaWGxF+IS5n7fbPdoILXyMFyVtpGcTuV3diRjclJjdpkmY19B2DMpQe1Tl5ZpiUHoU9asqUQyQmodeRUSj2fxjp1OlSnJgAmSAbBgKFCuZtktv+NJVXKeewQwK0SGGtLuUE9lvRLfeFDVTwduPscmRdwZbRVJwqYHFUYfh0pVfDV3pBC0P+9kwMwmU/X3wUK31bCqYF6oQDCoM9T1m8TTYrD7a9nJKTWvSWAQJi7xrMEGRluUcNmE5QrgCM67gBkS+CL04aOnEfOmVPpLk2BCnYCjWUMgDje8JTM5RnvpZ4tBIp6jx/FED4IRAsC2YcwjKSJOZR3tgt6azsFBWDqayoqRbrYVwMLcVQTXtMiXCZKm97wixA1lZjICeR2mWnlaNoU1mO/DPLNgmCFYwTLI8iXSfRDpOAMHKa2PDS/4QrqPGdWtiNfJGhrTty3tFYuOo3ROQsE/l22IENgkijMQzjPURUGKkW/LfrzVS06uIuegplRTwfzOxyOS6sVaIBpBtmKsZA14RaGLRGfHHOY7Kdu/5M2cctWubvHhHEzAx2Jovkq0B2iBbVoxTZRFUMktp5Y3p88Y264AqIatoQiTQ1QSbjlCs2HXuQk9ygRAEIGMVlYNMUzJ6du4Zg/zUAF8b4xAplNJYDPJ+PHrXoTkUTooGslM45ACOQ6cT77+WJivJBzR9DHXSP/luHdWqsQTtf2u7Oxu+YocIII3bpqG27G02PxX+YPAANsMacUJSb9tq2dMd/qoK5MmHl4T22xmM/zDVsNxn5khgJArtk3g8suK6zMW9VVFXn/sdpXyZIqqzgEwvV7crCUWMcCulHA88LTC6G7a1mEoC1eYhmi2WcWDfYQPv3ayq80Hp2/UD3RgIUeIRNa7AfwS3aCm/kh4A7YEouuBRMTxkv1lfE7byGr5e+teHrFQcbiyJCfhcsL+FdUVA/BPuLvqxMs15WFgI0JBxJLp2dqn64DgvYWPH1Ekn8UoySg7J+9toHOxCarBGCtIlBKmCKde6zKmnuZgRSORu+9VIAPhkFlo/ke4D9whDdhKQlWB9R+ZQ4cQg/g9EEO8Ax21RL9Bobe2mSgIBgh5Qx811yTFglYPrFw83egQEyZinbOe2ZUal/+tKzrpukPE/l7SDDdoPkn4qU80tfgva4kTvJ/W0hgIWIn6DAIiInxHaYBCJyN8/5eicrrjlUsBNMAs8wUx9s5XiAHZg4ldXHG0cHVSJ9WUSb+LPjQKLEpRij92KlIsw0PUSSJHiXK0zIKMpz70NxRZw2r4M2budP/UGH+m+kTV0+TzNaGe9zl9toP5MfqiXQyRsafVWIhhXl+fhuv1MGvcCoQmKci/qCNwyK8lw8iVImABnGHGZHam+agF/XLr5ePGz8BFIxE5lk46xXbKVZREyAXV/0nb58Rtkxw08hE6XnRl8wyDKVaCq6N9VLYu+RG5uYxHzLsVCMYd6ypybJ/eU0DORbAPYOrPgZcZXCkLUsy7ADKGMKqMnlp/fyuCFGDt0nqlU28QfeuSPwAZgglOMAUBHoFs5CQNiwUfPDEv6cwgon1ooFUPaXZ/8PoQOfuWVuZHN0cmVhbQplbmRvYmoKNDcgMCBvYmoKNzcyNwplbmRvYmoKNTAgMCBvYmoKPDwvTGVuZ3RoIDUxIDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnictV1Lb91Idka2+hV3KQUWh+9Hdp2k0cigEcxMexdkcfXyyJAl25Ia4/zbLHsxK+9mlSJZj+9UfYfF63ZsuPuCLFadKp766rz56VAWVX0o57/ux/WHs/Lwk/n37uzT2Vg085/lBv6+/nD417dnf/hL1Ryqqijbw9u7s7KYpqkt116qQ1c3RVMfhq4v6sPbD2fn/3Tx9r15ZDhMoXU9uNbVWNTjoTH/nbsw7f/rfLq4bIumGsfx/HDx32//OI83rU9ftm1fdE1/6PuhmEz7G9O+W9rXVdOcFxeXdVH1Zd2fV/ZqPfqfpsEhNPiPCzOFaiyH8w/z/bHthur843y/H7u2P38NP28vpqKspr4/f167Krvq/OXisiy6um3G6fzJtq0rN0Jl+oXGTxdVWfRd151fhW4/X5iWVW0eug0t4fmriIK6bIfzR7zon7oDYu5DD9f+Mbj4FHp4vui6fl7iH9+e/fmsWl7KX36yPz7v4YSav9e67M1oh2H938wGh5kNlmH2s9lI+x7qQz82Rb9yy48P8yoMUz/289q1ZpZjU5+/C+/8GH6aN9IXk3nRy+tznPAk+MP1wK/eX4xF17ZVPb8Id/9deBGf4UWElwbjPolXvXTbzmwXOIX2FdpaCqZ25tuhaMeqw+df/aDAHs8XfdGMzTjYaXdT23JKOKVX2gRJD1eMgMfw016tq9Zw7bIFzQTu15c49DPPOlrh4lN4CCh0g9YtPAVNPyzwUVfDzO6Gdxa4+Bjuk7nMlx+X7T6audz4X3DbjjpM1flDoPCYNJjJgsGOfFx4IekYcxcKkQ8LGzRNhR1DZ7B4v/q14UQesVf/FDR455fhSN9DylTRCPzqvZ/CY7j/Lvt6ntmr5mv+xDuDxrfK3GfGqaah6KrGMU4g1268dujtYMthte48j+bLtRRw6pnsui6avpkZuB7MQTaN83CXbdUV1TQeLs1Z0djD7TrZjzPg4GQ+S+h3WBjOLAAqAL1beih+8WsLFx885h3pOQXoAw0+X1R1MVaGgJfQVCDGvPmHaSJzjIEmi6oCQOGodBdv8CCcl6htawWfBLXuKZgtTNEdPWULs3lHVyNGYHcSA//SLUQAUmwWx6fj4Pk0LPzWppkFIxh0z6YhtHy46IrRdDBiB6/hJ6VAhQt3NcAuDHVHgVJyv9ugN3Q2heuhsxv80q3c5bwh7Y6LBIqum7uvcWsl5+68iV79foOdJba/EzelYOH6P20TBCFgBxPjnl2G6/gmCreBsY/s8Ws4UeRuW1APRr8PPd3gxnBP3bDuP6E4EwsOsuk2peZt/PLkmQmWGPjqFk57dljfIIs6ecKM4rbbMztdxUHsuBKWGpj5GNPXjH0kCixzaVrJI+6pwI1P+x8CDAn0w6Dw0CuTgR6xKZHXjpQUWEo+QSrUPOOZFFr6sWDYTxSEKC4cMzN4wsmSFSD7xnDbnT/k71deKcdZT/Ws4p+BBT46ueEBjyZ7DScvZIXaaFZ1K2SFmwAsgEESzoyI0ZWVCmcOw15pV8khBtqT3XZL/3W1R4+ITiknVIxGFW/w4oPHunAbOhIASFSPOwQj15OAAnfxKSBYGEnRdwTuuFE57iXit5QHwlBHthCvbM+623Ijvfd8Lg7IVUSYin5oHSNSjs9tgyJgFoz/c0Y3cDxRku2/LDVcfWVQnd+d0Kt7XhLgaP2SLLoUEAC1A3uq03Id/MoANGDGC0I9eVfZ/qmW/MwWiCtyuVW5BQ5bMasupqp3vAIthbrrHoL7yanRdRPuqqACHcVWWxikccLAcvU2gGJdFeM49DEAGiq7qVoAsG2dhnaqjFaPWRntTYA60IkAFf92UU3FULdCkQF8ABFGSEMONQQqwAtyCgUXcZ5jTW1GHQWsqEoD0uIGGirWm4RYP8C6x7pOKohkrqAnPUXSaD8zw4Hum6CFCGZjcgVuQXcWt83k+Bo6fSORLRHMYKZ/x6aElLxc5h5XZJ1oTbu+Gu25PHf6G9d8AENzwk7CYjOFII4KjHEsFksrCy0CYrb7zyzQx4yI+cyGvzoN7LxqSU4LuH9rRfxyRjTHKu/nh8aynJqAS3b5h77t0/3TdwPRNmbBLth+VMnOoEktjUBgwc4ac4iWWNWa7Ug4NqLNrJqDYA+D2SVIaQByiZQbqXzHaOPHYMLFuIBh14jdOdnLPbTy3TCNmoX6xUMv98vwpwJg/0YxMulVR54bJlNF4p9HEXdkmwk7fgU8fEdBgNt1jnSEVyQh7Bj3kF3NcTEqMGKFOckJVQcKONSapJijXjwFt5RsutGleTvV0BOpQUqlHOaEOYtACnVNZCy4EajCctJ5F16wsoYtxxAbhq1FaKt3ecq45cp1wK+qGqjVa2CTBrXt2x1pttddjjRPwUmONMWeD3ZcSUpicp6nekdRhFv2buhcwgDrAVL2VbwDUmmcMF7XT0IHX2GkM5L/SMwV4YTmmpdq2XG6H90EWY022q+2QXqCRSojH0IxBKZ7nxoHxRbU7NdbeqbqKyTv68iGvWZ6Ju+V6sxfcwuveTvJDJ68mGRWjPCLe6oVqt51chqODQpHvwKT5Oxflbk+TUJMEstu0LCouxrVPw5voDT+GjNp1JR3qwPN2lhgXXLEJUZuAnUq1LgBACoE2BA5ZgtrlpcEIxRhXBjsR40yLsuRRRCqpwMx4C4QOb5w44qAmGWAilsnBC0rz5oXMHpLmNCc/POarynAJd2f3nx/nyXFU839/6dIQkdG4QkUcKP5LV1j6IE3gHERTrZRlK98gGaBjBkuUAJB3HI+0Ydsr11rF8P68523x9xx/AJ2KQ9b8DOPW01T1OV4ktlKKG+RUz3S/oRVaDJnbzv4F0wtYBZIlqZj6guStwGyqPk+4CeoQI+8p22LUKwtWpsgRTEArHT6Y4SY9iIlPzZfLuN/pFtC7r9vM0kspPQNP3ZXs31txPe+HEMEiu+UxvTcMCntOcBSblC4v8M6NdazG7TZA6FurGzAFXfRagjmiM3hizIszMG+rmnqQUzkg2W0xVPU1ZRd+0Y/5yJawfU5I8+VleAbIxYNUSiIxxCrw8SjmlnfhOAl+yP1Nxo5XshboNep8pILbwDZK5ECR7DZ7JPCeiNb9kYKExLfcrGX0UhEJKHWIQ1DbJ9snGdEC4QYe5+6/R6YszGSGu3zwm/pSdZtsss8wVfwRghvtlO6In8XLX2Ih7fE7zhIl+69OaqaxqLp2mBp5zvKPXTFXYhE8CO81aT2m8UYxbdkQBqAFwHbxIXKRxV+R/+ThkqeEJaZcp8MzlLCVBkCK6hIcYi9Fu2IcPcVSWu/UX894VrDepFTxiqLkQ47o9zXcB/ijRxRw7xTnTMuxq/avLb6ZPyaDWn1IDwYuF1/8/IUBF8Alok4CcXWbhSSvupBJNqwXC1tB7AtgfgCSmAQX4Qj/QQvX4AJNGUsw3enQRPBPt2JuKx2j6REpi/bAHYMbI6we0VYAzGraL6xMFmnKxpOd8xJdZO8Iz4VF25jLs5Zdr2DwL6Af7+oim7sa64j/RWhT3GH2Y6ywgyT3LjKSjmFojjcp7Gq4LOg3khFstN9JQvTtKcxDXmVj15LFOYSxylV32DMxDLDMYp0WEkZUGU8KgJXUxZGMNICvABj7rJ+QBoLnuDr3BeIaeDxE7rm0tVQxUi/hVxHfjmgEI8rF1ufBItLIAYcJIZ3aqiCsXaEnP4/hqvHpzSHpwMDiCRrYVYBxsGrAC8seohucc15RsYXSRokUIqKNjH+pTuVOCK5x+6TJ/o1bC9KqWqwSpVT6u5QdX7WV9YxEVyJe8wK9HKAKy0nyk1dCzsB7dE5fcrB2xi2QmjLskPoA2jDaIgHHwIhlE5PoXdWOpPsZTtHyRp9YfZWOqPYL1GCyjg7Mmn6mQQzkOQA7ILwdZ0wRGqkqo00OY3fQZMUR+7SabXTRWkbZ32UVGQ7xTy/Lmy9110Zs6OSc6FFHM5jqUlxBEjCQ8LptvBtUxdrwqg9G7NxqLanPYFX8/IP0zd7B4iOttOy1TgneTzpgCd5sxNZSCXGQFPN7fj7bV2/V7F+42HLj96gnEyDLOE+5OFhot0qm01F3UI8qxCzOiNJD5MWbiVM5/6niG1wIVagTR41Va8zMmEznfNA/cR5owaPiwgqgBsUwOehRAyBGlG/tlRCRxNglXH2gPBUvUyc6vOcaAyqHk6x0hf6hIfigP7FXMXTUAID+hcx6mELrsEdnKYrL7VFF+R8d8LU46btXbz+Ufez2/uZaEkFiXNx8jCAlPmya9EanWUSfSkamJh5zIzNiK/jmmlz1DiWXc4vbChxxhCMO3EouwSJ4u71uoVJKxRHH/0pVU6NMIUSZa/ti77rBQqBIAO+QEXDOzL5BvS6r0wDNHS7sgYpzqUZdza/X7XN2PuASDQAIQ0CmaZIAUxHAvSgI4lM3Ch1x0ilWtz6K/bgoASQiGMunXaY64ZJbMGnbLo96ET3tMHR5/SUIaeH96Xm0BOdBHrgSSuIcYAgoQaDF2F4BBbv9YoRwGshiK1OlosXBFAt3a7BK6WWF0vIWL2vmBz0yGRTLhB+ZeYAGF5FabIawqTmTq9y9GD0FBPTN96/qatvbyDWdB216wOuCbeSC/GKQ7cawwTDjjIHibfJolbVGvEckmw2RC7XVMR+EZEmtYbJdJsdQevrUHGRhKrpjIApEAxwLckdi3XBZ6CLuA73ZOY4ClR11xEe5DIq7XPrBs3NYAujsG7OTXRjj1HDSk1DAiFyOXc8eFfG3VsCKf259PG8T4EshYxUXK/RPEYwtOUI0ZRu230uDfx96InD4QszLNGhVvL7totDtNbb+Tg92zKKxvIBCih4uZYP3gxvOPQEacubmwBhuAgVjOigvgGswNWDD2sQyYcgxMnoJiJsOQlE0b/8TxBWgv4ITXnyYJr/EQlptLJJDMfLO0j0Eqkg6mqdvUpdmXA/nYA08CoCDk3KlcBKYsC1EOmVt0yPveetODVKNybDfYGm8m0tiwkGEyEggcBIzCjCMO6v0rQVaPoIwhy7n11YDsI86Cmbx0SDFeA+xySawQhNX+hVRWUNneVLhNFVwLN6tayXxdD50FH7GrsWLOQAZsQsXg1FVU0iiedPSiYfhFql+k1UaiaUeTjyznhsqQwo8vVXSCQBrSkTxKYTsvY0q7Xt8/fUzVsSAL+vLd1SJaLx3aB7TOmek3YYk5y8D1e/Wq4bijGkOVN/EYQxqQ4y14BFvSfiehzLQIUVNbKRKGqPlBZquof7eBhtB0dpHtb9tMQ+yEhyO2WJ95fo4TNQGIoriB89DH3259oQZCZxGlnx6YjX/E9WriYOulqtpajpZS3qEHeQFJ6L7v9C3XpCZgPxjEScy+pTbn9Sm/sXdvFATUVBYiJ5OQMa6jl+0TI2sYPQi08ZAfIdmzcIkHEBr9hGd5/1ln2/IgLORjHVDc0p+7bDPnjDtoWz3C7Mhx0FCnlaXlyzIxXZOJAQ8fGJ4ZuCA9DDXzcsUVHdsbBwIu9vew3heZoAkBz9W3Z/MpQIh3OhxkNl0et8KTK8GJj6ZhBy088BCUSsJ+rho1Elmxax5htD1UmnX9KL3XcIMNjuVMhEkHrvmqJIJPPNrMrNsGWrkqVK1E6RCIBuCSU5QSQSDuR12Aab0tQ4Zxati3qsiXGJGm53BDpUgznZpxoXUy9FG4g9JThorzGI24PJSyJBNKnw4ybGM/LCGgu7lTKq7SrKyLO0UP9ALq87egm2K1pNNDVmzrWqUs2kFrnIa8R6V9TtBKGe60B9kIIetZDOoegaWbIqrWIUiUOPXsQBrYxnMgezEw8wAMmJ5t8JWxIL00xKGklpBeAK7gu10QlGqUi8J8aS1mhJhNPYYUgr0/wPE+eiKDBLtfAHphZysM4EWek3ZQPRgki8qdPlms7zmvYUMXsrEkou9Mr2MAcu71CWSDgqt958ZDgadhgPKKMFtB7ZanMDFjWo89oNaWVgt/KigIr0nbtonhQLI3NwpLwssQTjtsaSRhQr1TLX4JhYdN0IrgF2D5X6wchK+9fygte5+IDn2NOu7eJtUYdahJVw8seEnEaKq1xlgYiU7yWZ2g1b90UoiJGLzwNCIMfpG4sQZb0zJNAnbKHfX12bD5ZP8CCJNCqOEZ1HkwZF2owlJsAAn24q7pv1BKXsfxnoWlo64ZeNN0wcJxTcVW2ZBgepxQPm7Va1O8KEFCsxiBChEgCgGvWSG7Kb0jQuG44zeuYDAAExAghxgYCWVqN8JSZJGpnMyvYNQllipu2WtEDfQVB6aMgOlXbIskQ12EFvX+/X3OMJ908xW5KDFHoSJ/HqOB+KusNirq6p8K0yHcEvqjBbhkBcXo2Wx/g8UmrDbIACIWwo1gZLVloNLHKX8ZAFoCC8zldKoWJOvWaPaVobicam9rXU+dgBLZ2LMBsbjDIMQhRcRBX66AtOFko8jmMRRJUfeIGkdMeM/daOSevnOh+U0HBwH4v08ziFlEbhmIdsdjsNQVYlKu07RpYCTUUJn1Dw662k+ntM+QeSrcguawX5ehO/MEEbc/lPkl3guNxONVctFiThURRxTDPAqWFTK6G4TaCWkkF0kW93rpEcf17vgAPMN8s3AIK7adQ856G6AlPeqCdto9icE2Bcr2lFjFZUJ17e3TA0nS++PBXMx5S+46GXuJ6xqRAXE4DPVfj5PlGy1iK6vLjlap1qdEuKa8DzbHOaj4g8zORN7P7SS1QbbiFQybaA+yIVmTWIpJM4bkn7wovoytaAS6cQ2RV3xK9I22rM11rCuXvqaNU0w2ldhTY8e1+gviMgNtjObc1PJUyEiyKnBTwHcrh84u6r8sk3ppxuW5W14ORgFd5tQL6ixNAvreRKwu2JgVxG7cTnWTzXb5TUqYOm1pgtUCdV4J61ciOzJaJphan3DpUvACB2VfKTQ5U0ibbsnakwfCTVyHsGCH8+e/vPO76NWgtQcw3ezj/xI6VeGLcKY/iAKNMdr1EyAZwAoHIdPPoPo8r4ZdTsko+Ziuf9T+HBZ8OGsUJX8JXXBy3vY25gGETm2q3sOfnVH/3iz+97Xf2f6eocwld4dgQwnBB06j++Q62FtBJLziIOnfKDJv8ZC/9UnHOS1pdxxYKhf/BmpoJ8X00jF4NPKXAjgGJ/uWLXlIYC0rxfgPBg/ynbRhY/2qsEu/GFRSElimcbKbK96iFkX/AhwypJio4bc6V4mEVe9P8D9eXt/34XjTtR6lIQjwGIwrxwv2Z6Jku5mVgR+SLvWe4puCUTtmhcXPVWQb+pMMeHEJzhLCJ6SVRSAYa980K0WoAGethGPAk+TTsTP+jKeNPP1o1RSpYEEHgsA41TV10NYHBYh+3PuW2Cu0BeGVRSi0auUor27QNHFbeL0RruSl0nRRVdLYpt0VdtCNBCg6glYFfcg2vMNw002FOgmHbGgdM1/QGQJzFsRR9a/Z5uinxKJhCp5YqT+R5pg19Eij4pqQeg5jHDS783HDwcDyiRDKIGCxFeYbvnSiFw7Jkh15bN2/OtUFc2Ty8rV88FaASKJHbu1TnAwsH1OjJ23K0vt8aZaRufxfICle2Wu0/fITUkNGPje4hxejKtHbUnXX5Zzl4gDpF34hhF+1TOQihDI+1DR7qYNLmQW0ufWK96TQRbv27Hge/62pOa49dtu6klq+1EnNTj/hkollEqNfJs1CzhW1UX1G89rA0bF4Uxe9NDbdCsRNNWxdA0O/KKvyMo0Sp6XxPQktFNOmAkX7iKChvY+7CHAfRCTBRcVCqlfy/7QSNB2Tb4t6U+5VBWqKp7S4L/cU/zjEClf9HCXuzk/yBSktzP/3TVMWFwEVoGh4Akrl6UZ/frXoP4QF5i+/XZW9wiEH2DyUUH/3TRFrXZROJtgTmIe/ahg4/IptSxRUN4siFCqZ04iu5jIZffK9fLuutdp/kQakbVaUXaXLfhsySK4KZ+s4tYSOnZpcWqrrhneLUfgrURsZZEyFJ3NIgXyqcieeTtHtOHbQqEyeojJExYyb9MijHMhxoMkfuQXFCV1LIqaRwwX1BVlCbTDdLhRzosr5W0LwIAcumc181FGCcfw7ANVqZpDCyNIe/PfTdXzYJvjcrTCRkeUJh+iST77Ug4GeG88CEbtczDUMRbG8kD+zmuFrUFIsrOdr3KvG17cQeKOEl5Harr8iOdVif2hPpoapa5DYvZEVzs22p51b4BJtKv6r8huamjCmgShWhB/hNqdjxRSnKBjyIGwanzqU11Bhg+AC2KlPea0TjkWLexQxzpwByTeeYsPBZmSe22qm2Bhk95NzviztpS+IiF7547vxyLoCDOBW349mSIR+T5m6D9vzBzIwzwL7Fs++Pbsz+bv/8H73QNw2VuZHN0cmVhbQplbmRvYmoKNTEgMCBvYmoKNjI2NAplbmRvYmoKNTQgMCBvYmoKPDwvTGVuZ3RoIDU1IDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCniczV1brxw3csZmHWP3ONhckGRtBAEGayWeSTzt5q2b7TwlgLJIsC+7FpAHOw/yucgSjnSkcxFi/+N98EOwfyBkN4tVRRan50gnQSzYmiGri8Ui66sL2eM3m75TetPHP/Dh9OVJv/l1+PfZyZsT35n4z9xBP5++3PzLk5MvfqfMRqmut5snFyd9N02T7RcuauO06YzejG7o9ObJy5PtT3ZPXoRHxs2E1HoEamU6bTfGh//2M/3XW7Xb284o7/22Tx+n7Wb3n0/+PbDRbjN105BZGT8kVjowsXYz9rYbE6cPd3vleqU7G6Qw3WScsts/2qnOTU677U93e91p1Ztp+8FuP8R5Tts/DoTGK6/D03HIx09OfnuiVD9u3GSnbhg3Nvy5Pj+5aLYqlVvV6DR0aD+Ymjy0IpPJZ2rj7ZTbBz6kd2bhERRBWFfNC4/UPOTm9fVd1fIwaaZlrafwwPbjrMZfCZ8+zZ/CI2YYfNePK488Io8Uq+FrRRqxldD6KavXuKGmNmboRepFkeJijPJiVM3LiGO5GAvrqvkoG2yskTIuWvXg+7k/rtFPgsI7NQyTCx+jIsO276ZohU/Oyu69s7YP9pgoQeVR+EoBYRhopQaAtGq0A1kLgTy0Ijk1Fi/RjoSDt3w1S/HCalLqka9mPZk4xaFciEXoqnkZsW6eWVfND7GawxQNb17Nf4zLNU3O+u3f7lwwxF6b7S92fedcZJwwrDd2+zNsDBCnbKcH67Z/kh/6ixkCez9p+vzPkRRYadg3uu+8GmDj7LN9dvnTX+Nm+iQ3fjYPqUbyBKHbQ+9f5d6/3Lm+7/pe5T34JijdqqhdHbX7Mq/B/PUyfXXOw9dInL9+d/Ifm1fvtRA2yDPRhVhc2yzbb9+T88Q5f00U8TFRySHVdeJS+C740cEF/de9H0sq9sZSFaf9DCqev6KKZ+KHVPEQ5PEtFS8W6twoWWjVDNuhbE5TGO9roW2fCBbqwl8Jb/9uDjfMMEJk4cy4/eY6hjPBar3afoTNf4aG9yGuKyEgRkpZfPMKH/x7pCYDIg4QxoTbBxkHfoqN5CMd4RfY/Kc5gqLiEAIEjRgbKD+OHXXlnx6Gil/Bjn4k0T26D1Q4YylUpK8AFdYqChX567H7uL0jACryjgiKuA9UHOI8cc73gIqsuk/FpQCokAK2NlSgihfDyiqev6KKZ+KHVHGCClnFABVGiFccRGYsXkmtdbxSMlkiE2DiPY9BSuolBsnURQxSCxgjSqvtIqDSE5UktQ/YnvZx3b4ov2p/iDgkLKH1BTaDvVk1UXtLX8HejHbU3vLXh3PNkmy4VVG6RT1ZuvkrSjcTP6R0aavK0i1b1Ya4qt6qqbXYqqm13qolk2WrApNyq5bUy1bN1MVWrQXs5yW1kjOummEDlM1J80XzQ2xTPeXk52+CEwog4UO4/AE6qQ+z8wtuLrvMn9dezNL0iHhP4qExoCakYsD9M+pR88eGBLT5gxXBGrSy6H9OoogtVkGAR/hIhCMif5T7A18/qfDgQALKLySvg+7pE/A/n0h0PfSi79o3HbvRhgJN+gpAo/VEgSZ/fTigybvr4XKAsFdCB923+8Pu/Je5sT+o2F/WGcIXTXeOik2maShGomJn4odUbMJIWbEL2GjtJbCpmmETlM1pCv6+YLMe+avgK/xDRf6f5fD6IymUf4iwP5P+r8b9Y4hVNQkiI9S8Oz58s6sB4lETIHTvKECkrwAQwblSgMhfHy7yzzvi4SL/BBBkrz06FiBQd4cRgq1VCyJQtYtBZdXOX1G1M/FDqjZBhKxagAgrhFEaAmoWRqXWOowqmSxhFDApw6iSegmjMnURRtUCxoi/nyDiNz1vL+M/uTWeOKRWNTrFp5OYD8gc2jmbpRALrVPPp1lzgXbOZSmhQ2tZQhe4pHYeXa7vEy+eJ43B9HoNYfZmOXpS00KrdTyS+s3Jk3/4euvmkyWtAsJ1EcBUeGxIR09aab+1SLBBgseXOxViSd+P23MkeBk/eutGRVtfxccG7+ywvd0FM/DB2LZX2HizkPZOwQhhdbevkeDpbup63dsxPL8PgKyt8dP2ehdIldZq+xyfShIMztARiATPZ7nHaQpc87CXyOA8jyWLdYaszksCN1kbxlJhCUNGSwegct8hB5zCAWGU93b7QwSkKSg2k2plw7DzIihH532O/UnYgEBJR7OEV4uEo6asCINv6VNzrdsM3TjmWjdK9Qop6QwJ28udHj1DTzXv0N/9On24PuaYVcuHpiaGXQFbfd9pstHnYY4/w20aUKyN+lSG/uqcmUEAlxABmO0pLssV3fBRQdMwb23ofx77x2nwQ1gW6Cdcr2sFxt3wim2yZVxLLIJIcIsbBwbr7fbtLniysEQjSBhZEbkI17PM9VwclcjC9jZY1B0eWDdmc4lykSF+yCI+Fcd9GdyyDx88fegMPz7f+RCDGZMXIe48trfh+W+xMaloHEa+oaH/Fg2G7ef8VBZQh9blSMh1EeiTmRBZJHXrIAwMm2SxVlPrJcKghDKrN0h6R58iSLFXQ4B9vvZX4mCE7x3VB2AN0RxRB2mt1nPBIpjCqmKQ9FyU6oJiWSagWy6g2RjWQjmOlmQESV/X2TsxuSV9JtJgt09x0+cBXCKdW1+JBLBlVICufPz8dBdcsxlM1IaOhwWTj1R7axcA3gfgjudBC22GjhoDoosmgIMYIKIQYXXGYM4GXt5o2npeE1hq1ohModuFuYYs6SuCPKeVKBwLEIOe0sb88XMEORyfKOAOSb/fqSmE83Yq1ihJdUHhMgKIbULcZe4nQp+JpGfC/F9jN24xwonYXqWeaE+vKaqBaXAkmkcyUZPztuoDvcvbilvZrDPNGHAjAQI0IgRYIio2UsIMZCIIiNP7A0UhmB6Zk2yBl3l4QirJJGqvMpmEJsLwlfcpUGEZU/Waex/ghIK8q/M5vOLfZ5WSRlQOX1rof53vvnirYJtc0+Ac7CUBiobIWCuqu1Ma38QhQ1iZ1jNhX3qmwLOQuqrJz3hm9DI6mwdgGCqP4M4LxDASdPGIA6CN8GIgBv2XyGvDsog8LJgzizey6V5JcFXFG8VDyJTAzS0N+2W4gzirhKtZ1WQpCBwzOAQFi+OT+RG4xkEZxkuZUVqAcZhTI9i0sqdFHKh2UNy0DBGWnRpiF69hp24aJguNIkwQm1tBtqeiVhviUfOC8VsBDPS3zBP6T8uYvRhKhIcKheNMEVDvhcKSUBc5ABSjQhZHiblgl6FkucS6h1Xdx6gnwcBv0EpJWELMGG37XcMeMgCwOhOHauVDsONXTeKrXbzWO2lmUusREIkrBPThERCWS4CUgDddCEJ7I4ZLaOqtPC8zIE9VMbOc5sX1ryKCWF76PG8gVkPJD13RvbjENrqzJhcjxLSEJVGHTfFOIiX97x1RkEFJsYZ7NZ4fkYncJ6IAOeUM8oiIAvpvJHh4JumJ9F9IKjsVq1a3lDQzqOoUCBmB1OWL71DE3MNG2C/lzLgZDhczQyshADsf7PbxDTbflvs5ZUVQsiNVRVYVXIp+voEUF8QQL5kdAbMX2fpWK6NnucIoD0Za6bjo9U+ZUWcCUkZ9y4KBWZw5iFuWwOcyckxGlzry41dMtYPv/OBYgSslUUpjvyaR2I2I5mwRgJTFJwurNlin7gspkCE49iLHVKxMRmLSPE7uRo1iN1d+XVVG9L9HuQ7YS6FBUSS8kfrJlDF2rPPXZpnmc7RYIsqbTNqqOUGSYQYl5KLnFG+BKcHW63LzzrSvpYimEXHwQGZOfnrVyCdJdiSGSvIc6cCE75U0tbWojqXxQgBLWKEL+H0eSfY64noSTmKsyLLb3C+vx6rfYx4ehr0hychM6XC/mC6eHKb9cgcZJCaipMhwmZPOA5WHg5moNt2oDauskZyQwA8rosDZl1zff5aR6g6fJ/0IegQ0CeiJoCgD/H/lGhcrMtGFItBQCcsyWIIi7KkiLy8kYAcUiLEcTeclkCdTRRtRqGfI9C7LJ4fLLIWG8atZD72BDDruRBGF5GiJGMBZCkBVN+KbH3I1+8sycNkrH3Za71iys+fxuQp/d4Pe/itGAGQvkr3EKiDkvJLW0udqv+HuijoUIFh3WO9ywPQlS1JwrMOFj8apkVgTLqZrfTeF0GIpcjhHR72polDiE4ujC4J8GCZLmj3gRgQCEWUbbqTOeHSskpHj14bzgHEJAYnK1xAbo/ZyQfPRReL//bupo846hROgegrsaEtIPN5KdWayuGIueEv1QmQBVv/EAh5BqjVWZGWqUjFJ0qwztIZ3Bk5KUjzERnMrS/LhKArKKiExMmpg1dXfi46M+JwWjmCtAxC9aYNAilULEnfK5U2xelDV3IqonPmpw1KLgCM6nzuxv9xcs8LJrK7oVMRayzuVAutYo6zqZdK3ZSBVwslNqc3inHwpsKrJd8bZ+opHpdfyRBwFrC9DlLJgsUasi5DY/xLDOTLWD1IEzequBIOEYs4zWaynUgjA1oi4ClChfOSO/TIe4gyEamjoGuwxAcI/Hy59MqfcOrEUKosta1IhK+m1OhBLJIK1wFS2nFsJOk7FYPUPFAWAtIg1kiwMUHjOTeO645QlpFPMb1Ta6plj+FHa4sSeTyUfJnOlAizp0tAFccnJCFA2z3eB4F6Rr5B0kx3OcjzgTyCTzOVH7loTLcOOutB5JU7gSnLCjVLAKo4xkxIwt9okVbj4LpuE1lAal14SZasmvhCYkUYHOWkm11AgeRk7pSYeS6YEuXH3pHch3eEZMkufcmDR8IDV5m5WpC7E/EJ8XoQyOQYQK2Z4RMvLbOSaZ42KG1E+EllUzrgMDGiyC7Nmx+WSLC1fdziwEAvy1SFnEczWqLvAh9jfPq0NAWjQDWyyqoi/n388oR8f1NUN7cs593F1fXz7dzrg6hKBeGXoiPUXQlvm1PJH7tUmF98yaZw48ikk0tUZyEguFnVxresaEvdfa9d6eCV5EWVsJE647V4kVxcjCjkPfu9TbhCFVW6hUc7kiS6wKM3qXYIA97tQAAKU/KsQls1Acua8wtCobCQOx914KvIIVicUFHcuTiytl7P1wQiv9IpFCWHjTzGVhDqytwYDo/ICknP8ApJc9qV6I1VJ8YqMHOkSQ63ylwLpqztQBP6rUpmQOVd543Jb6L1dlRS1Y/x9oFhMT/MrtRXXLwv/xO4zQT/DpMPRqZhDN2tndZWMnY0vKXKYmzIC/FxI/I+PJ2X/Xu6F4mj+rmUF9UxamaogCiuhHX2hQKwWCPltfNT8P8xvTZQoRCdNlwkEFytGhaOSRrGcJWanrUS3EROYPozWt66rHSrW94NatR+xliLpzcglWo73QNo43kWPxO4LLi8f2Vj8BLM7rVKP2pgXxWg5rV6SytHrxvWZ5tsJwLU9bJpjA0Ny/8rtPSLrfzcOb4ETwwhorFLp+MML4uUlMQ44FNZFR1ylK1ClXvQDVjS3kvTycqdV9PhD4Ylj/UKHvJKml6/R/RJPTIDgmt1aAZuqygXcTclujLgh0aPdio54zWevpY+sEHY4fcWLfbKjZ8YNNbfVU9c3mWvzfSF03/ImFBJNFpxCfCLubGY5QnGscbfjNhcxtJkET9yqBQuDsfKYiG9AeQhf27fYHgBfj031SWtVdi1Ow+Tk4N2yptrDaxdseTrGw8vXfFfLzmv14fXLDNIArVMi6H9NBcgfW9lAfuy7lcCAkMr2jOfexXlgeurwyXl7jY855H6fuuxqwEiTl+WEOwySI+t7iMfAFxrr8/7CCIg3u8dY7Vy21hUtXRCYOV5Zch2/mbhLqyUCqHyHi1UyhPBg7WZYa8GLtMiJchu4PByRhJz75SL2C2y7yvVFhfVFmnTyJD8MX5yDN99kjDz16HhgXmRwReB/5LERv8HSBKNFgKGdhADB/8EhGwcrgB0QgEc8qRGXUD6nln2/WA2TD2WOef1mlqXhWuW37+j1SDhO69lxGjB9Kg51ROoDpPJ5nLQJ6DuHrN4IehdDKpnTd1LsIatNvCnALrVKT4lXm6o7JgXsk6BTfBlCvF7DrmAce++TZCPsPBIMp85G4vJTyJB/42HtAEmsr8m33ti7Q4AzbRg4ZMXrN/QOJxtiMtMKf3hwIspPssDGCRs3UrIv1jwzP0mQytxr/m39RpwQ1tOMfQGMMXq2w5fzKk+I4TM7Fku8MBfebtj/NGLvQuIz6li3HuJPQM1DDrgp4aWXYGH7+jA2Zs7/hh/Jj+KQ3+0hb5+8zdeQn+NTl7QcB9eg61+nqd6agVdWNvR5knrv8SeCGr+DAhyeIS3h8C27M4v3v5wb8k/PWG02QfPzz3RNIX/0x/7GkvzzM2owcZm0mzpLf2YpvR6zn1RnJ73c+HXDsliPixeO4294qaGOqKP+aHwBr85UL3mK98mrwgUtQcxDjjw7yR+/lcol7NVggRVDuMP9N+SUh1/WzlFG/RABoB/zUyT9alwbFq8zkxHKIo30StxM6shPtcgZhXiDjJUq6W20xJQh4JIGTSENYm85J1LxKLF895Y4ufsGT/wtzDRo+7CkjmhamQnyEhKixo1FsQQhNraOH2FUjf19FgA/TXxW6aHvVzkJTD3VJXNMOQ6TQuFMIL1KsuSn0o3gxfHY+NNb7MZmJCQZVPkjMjZOhcU2rfdXMgbdUR+AeJP72Qsswi/CfQkeCS+zp5cGw/fP4DcL/wdVkYr3ZW5kc3RyZWFtCmVuZG9iago1NSAwIG9iago1MDIxCmVuZG9iago1OCAwIG9iago8PC9MZW5ndGggNTkgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztXduTXkURL29RFysogjEI+Eli8X3Kdzhzn+OblpalxYu6b+LDJtkEqCQr5FLKf8sfwBP/gD33PtN99tuQEy11SQGH3+nT09O36emZXT7ZjIOQmzH8KQ+3HxyNm9/D3/eOPjnygwp/xRf4+faDzW+Oj977s1AbIYZRb47vHo3DNE16TFzExkg1KLlxxg5yc/zgaPu13fHH8InbTI1aukIt1CD1Rnn45xjp/7oVu70elPDe18dpu9n97fiPaeRpmGxlpbzNrIRWg/cbN+r4vo0sTf1Expd2sx/DqMd3YLSv7dQwKSP09us7MZjJSLP9xm4vBylGNW2/udvboIBp+y0gVF54ub0SZfnd8dGfjoTw48ZMehqs22j48+np0d1lVFdUjH4qL6R0ipID6hq5dmN5oZxuL+x8TG9UYgLzRbwJnHhk2Fb4QpY/X/92ksv6F2Bo6w3W/2tVwb8IxjZmlJ4Hf7wzg5PCbd+ub9vTjfp0ZbcXRulBqu1b8DgI67Xffrca94OHuxE4hpltX2mGxnAz+sv1s6uNFHvCXuhRDFZuX63fLMwoC/9jfmptRmSSeGqd43nqM4pFXUNtdSQgdgy106KhvrmdlIJSA2oqaqScO6lnndTxTkrhKJ/rnTQJQuE4IoHXcGk/ZpcO6WIv5CTt4MOjUdYNk4iPxsnBG3hENnITSER1YCqKk0OjheSgkPEkJQfUVlQi1HO0HnEwZm7+Xjwwv2rUwG9m/p4a0MbDyC5H0akHhdjeRGmKFI7yETgJQuE4IoEPmx+lpwXz22nIS9MvW0LJOcIol/PBqPT2g09jTGvvRU4YkObl9s2ClrVj5nRCCciGYoPXpL2CYexkomcJoQene1QJUO40RzvXA5/kNE3hqGkCJ01TOGqawGsEGvCcsqp/MlN10eQPmn4R+kp7fCPmzxGS/0ucgZC2IOFXAsQLUXwTW9CGJxj2rfCVlwref7utGGiw7zT0u6yIVxvBT9tn36uChxRjBimlhfpHuME5F0E3gsWNSsnG65x37DiB+zDG11ZwxqdwND6Bk/EpHI1P4DWMr+2ga5JFns488upGzoEI0GdI803dN3YC5IWcHj4Kj6DXl+tb9AkyN0JvNsMic2PnuoAsleBG8DOnjMXMvjOrTEoV8oNWPlztXS4SfBumA9VLcSktQmpEdcqPmjBDBd+rT++USgTRvUPfNggGkZOSUOBt5c7BwEbFcNKg0UGL5x05uLf04EOwJo0pT7JCdGGgrOHCgMIxDAicwoDCMQwIvEYYQOkK/4pxADsSMShn3ELWudpXsr0b8lmn+XmLApTr2Gx5tTlT++hn0czWTdjHwS+FHeyoNfLmn7PefFD+VmkHP9KQFo3cXq/G3nMedQ0V4tk9hoM+aqw2g5iek3fnetJOnOtROLoegZPrUTi6HoHXcD0ps+stbN2gvMJbt2ucitq+pW1qbjIBzahytoeDhDyGfRXaJV1pueRFDk2saOYFcjYiQX1FtZnmRTahjkV2oe6L7J46FdkZJUV2T52kFrzvUTjKR+AkCIXjiAReo8gWYO28/Idtu4ICCOz87k5CKeShFEL19jfQOosKbryD3zcSlJpemS3QlfiNRtH2+1fYagNx+DpIOQ6wndYgZZTXYez7bHHY2hAvVY97s3j4xO4OnB2E9su7gwuUgoJ1YQb1FSUuTKijC4sFF+6pkwuLBRfuqZPUI+/CFI7yETgJQuE4IoFXSJ9mmgZl/693L2qt3YuenM4GMsj4DByMT+FofAYOxqfwGsb3DveILrcva29fpkkOEAI/5JrE7M7i1bK2N7pW073e2ISS0IIR58yvcyyZ7c9rF2f5WtrCgPONY93CsGUmI/rAj9NFjXeeSZkMHKOGwClqKByjhsBrRA0sblpfbnboZgd0DoXEM7j7SA8YxiXfFMoNo+CZv8Yx3xfm732VWGoSsVF1ne7ir6VQmexgvCyhcp7jOy85x6dwdHwCJ8encHR8Aq/h+FZnx+e2WlqHjI63Wqw2P9hx6rxR1HkNqZOx1ZUDjsBzr/upD7bMAdXrtH6FtK2NzfmOO5L1gxfOFSMjUa6d7/A3qcO/ys+z95WSyPTMVSjqK9pXw5Q6VMOVuquGCXWshgvaV8OEOklteQ+ncJSPwEkQCscRCbzChs4YWU5Nfh6P2JV1eBOHd24ooaJtE9qBlW2Zx6cqmENhDHsw+GwCJQxAcaBL8DZKeud1CcDV8+uWv15M9KCN4F6OVi82bNtHN1GU00lcR8OUoXdoEl1oWOJ63lR0flZZUHJWSZikSLILkUSoYyTZhUjqqVMk2YVI6gWH6qLxkGg68J1JMdBOnzNM586juqKgET/XiOFjt+cSD3UrasVcUZRJgnsm4fi+ot3xPWWS4V5R4VS/oEYqpFbPqCrDRNsceji1ePamUDy7SneOYNHchHVEynDT6Pj98J/vXGTV1ZOZX0p64VeDtBwF4z8MqitKrgYR8niho5L3V4PKi/mtCy1GM7da4k3gxCPDqxY92qtF9b+4m0E3cc7+37oZdJPP5MnaxGUUi7qGdjeDKHVMLQXtU0tPnXJIRvubQQXvfHTkfZTCUb6x99EkCIXjiARew6OdKEXOM18MAoGICkxFu8V2rKmhW2x78rSGZHR+MYih9YhDdzGIiJcW5kLdL8w9dVqYx2L9LkPRqYNC1NRbKE6RgYN8FI6CMHAYkcIrlLhQy9TuxX/XzSCQieutM3BUNYGTqikcVU3gNQJNe5jKc/TW/+tb66tdDFJOcK11Bo62J3CyPYWj7Qm8hu2VHdxla/3yZtC6N4OUFVyznIFjHBA4xQGFYxwQeI04CEfhl81y7mbQBEuOX2pd0+bz9ZlneiEHga8VjRwf/Jo0WIM6FGhO21VvECkomzkXpXB0UQInF6VwdFECr+Gi6cd5LnyD6EBvC3XJuA7dTWRQtkFHLMt35WbviW1RK+7fd+tIGUGaaJJFfUX71hqlDhV8pe4qeEIdK/iC9hU8oU5Sa95fKRzlI3AShMJxRAKvUcGP4vLK0Yu4cqQ0678M6itK/JdQR//VC/7bUyf/1Qv+21MnqRXvvxSO8hE4CULhOCKBV8i3Cqoed/kDE+vsi+B7zvgUjsYncDI+haPxCbyG8Z1HzafLbdHK2yKpp9CSxsd7C5d1yLrO3I2YnvOe0TsXZ4kviqQbR9MwGlG2Rs98RYqpS4UauVChcAwVAqdQoXAMFQKvESoWwu/yhyq4rZPUNrQQWf9BrsLswdnbFl/petFwoascF/F3hvmBi1HpohG4j9b4jgpy9lGV1vGsX0bh6OwETs5O4ejsBF7D2Y0eFn+K49yrRU2Tb3OafJtqkrn++FXvRtw43wngX8M4uhXvF61zkYrZu41KMLUvg/qKktqXUMfat1D3tW9PnWrfjJLat6eOUstJcacvDBzko3AUhIHDiBReYe8GG8LB2P/wDaNDDYwdipTzGhiv8n2H3MBoo9zgxkOjXKMr+sX7F893H2oeBGBy5nSzoPPTzYKS003CJMZMZdLFDKUOMVOpu5gh1DFmCtrHDBE8XiUq6PwqkfRK5+NqN4dHehWEQ3VFyVWiwttW3gWec4nHwBXtrhIxTDLcMQnn/RXtzvspkwLPmcRrAAXtrxJRVRW4Y8Kiz3GVSIWTVc9cJTr+xV+378ffOgRLmNqetcdHwdcn44SAT6BsA+u57Z32/rQ9QtqAHCM1bM8BhupbTNZubzcGH+IRyvvZAJCDhBVtBCjgEys5aoffn7b3/9iJ0A7Q0/bvDbwfHt0U+kNnDX3cGJw09DaUlsor77Yfta++bO8ftsekAjdNABapztovbkICoqEQ1zaXh3iC5w+F5oJYPYBs5M2kPQZnEwwa9l5jC2RSB1nxy/o+DyqFzhMAroVVfDxN5eIY7hDVkuLBbu8G7YUpag/fn7XHT3eQxT0k0aLqAN5v47/b+GfHiqyKUEir2K+QgIjXGZ5B4fVJA5+0x1OO9CE7gw3WQJELuSvS0OcHlPmod7EgNRIFfXWnU0HPqtm1WeCsYlhXSD406mdVlBM8KKeAJvWAjRVdTLr8y8n2xS/2OZsE5/htqCu8g1L4CZ8fThr8sD1m9x2lxXkljAjlrJayhoK3yxkkk6Ko+njnoZzRk8YglqZEiDKgqUI7C5sComTCDKu2sr0fa6yPDZxwgJeP/ln1XOW3c07co88aguLt3Rb2jev9KvQJN+hf0FTYqZ6y7tHc787cPQPXuSefsQQfpmQiwr6m/pDLCUuKEgu21hnKbEVxvLDI7XkPR4PxIiQlwrq58B5pDhG0NIYkeMzFMEpih2KULFMpi3M5BAmI5n3KEtyrspwcSHKzzEB8H9C7NaEiCR+2RH6ChWVXp6LsU2z5tPiMgzOm+AsRxSrbEoV2KYvC+8wpDo8keVyTWHYsZ3VOKeGjzU46B9WTjwkuHO86AwlOjDXB8RUQSk8bnMpKpvp7I/2ivb+3lCLLZ3cX02JG79RUgxIcKhtQXdLiG9UaeCWp4FPkb+UbvhQh7ho+RxXcGVfB9YJgu3QFGpL0XmWFxr+FJ82k+iFbu65ZsFKFG4yp7v11ZzXrh8kzRVN4v1Dttlqns0/ixTtLfd9Vq2WCj9qihEhnyxqqK9G6VmRhszozrzKqmBxZ1fKoklvLlpe1/NV8XausvvK6Fji46ZwlJhOg7NE2Bygl8entlK/hkr/Ap3Yq2Qfp8AxVY6UeX1y2KtziraW8RxxTxhowv+WcngnaUsEOOhOQqdJ5XSMFPossT6sF+Hp3tixyDA6O0HT4EM+2mAPtJJ72S6jWtaYMjwjtc1r8/k57XFgriqfgtQLlD77WnRXDJemjVQExuFXfo6yFksrQuJb1wTYvRrv9PuvlqnOdtJdL8AstkrVcLxlmKa3hcp3ZsLMgWs4WanSmXJ8OFNaLa2z4RV2jFPP8UGlnWafs7U85AWfND+b9ucvFbDtyC4cvU1yhgMFb3OAtIpwOiVpxHSwpUSWLaC8UmxEksRk4PUN5fLDAn9WkZa589kGy3uNK+Vt42oxa0ah8/XxoL9ByNbsqzVYtblS+ScAuS8/UJWBaE49yfW5CYmS8hd1VkGANKZcv1blKvsSaym0upmYHeSRkO5yHBU2TkBt9QxGBrXkWxtJA65XESWyhrXGoKYEXfpTlmKYgqoTJpoCJ9yiiLj2vwOAJtydolI3RPIfl17eZ4n8hG+dn2EL16SrzYnu57KjPvgiMdtbUZPfI83QQh5I6lbTRL8fswXIYnS0ePLaPfHt8t+5wEScUt83Z0fu/IAF6vXaJAxUYfGq7SKeljPu4Cstn/C+4JIS+nyV3RtiLJ6mlgraMNFtRGEkWVhEmsy2sIuXzFRYRpnuVhTIa9RVqXkKp7F57RGnvVqFEhejpUifCgI/6mNV0vsiA6kh0bMNXl3l3LOTMdqj4RN+Xsx6+49CaE2zvYL7AlGLnmVoGqG6ad6FRRVv//xp7GS43Ssj3YKjRJ804Jt/bcNWrO02IE/pDe3wYHq03Ok5Og+GNj7Mr6NM6+Y/aV/fb40dVeZ+R9mCQ5k5jdbYLvwHSGINlyaNao7B2Hs+O15Cq4TMRfOWjqmj01X1wIF8PqbVUG6FlPFD0Tm78RY8U+f+PiTBm0Bvh5IB+P0E9f9x7BV4a3FWmOwvBKL+bl//CwTo+KepFQU+kAyW4FdTjDhvdYIUVdL4NSGOGTnRZbZC+UC+prXy8YyJW7BLOvj9nF1BLm/zRrLdcvkdnnF+wp41PsO2ZYws0QL8w91VoJc1JKneJuZL/UGt3XqZChoRwFfO8n7aosDPQEyojC+kjsjFNPfWyxKEjPrRhZ5vLtGeuIdJm55F1WH7lRIppawvTHk+tO4bXx20Ks1b3YusuDMCf4y617oqAsvEfUclTniZ2VrPOHcuJe5x17lChVBicUA2J4MYMad9iC/kth752IW2mZRjS5KiIt2i8lC5tEHTIu+oCjZq77ALbbNUyEkrxtBsBTL9kl9p2raJx+nxpW5+DnJwnhzX1XgvndjsBvb/LNd/pAVa3+0AMnnKLdrun8Ekd9EmLwK6BQZv7SKqWJW/3Hdp2paE/RzhhBzh0YM9eA0AgapF+kbcHYvCqbg/ucVGL/PvugaE+7NMVTTGFlM98s0oVlczs7YiFdvJ5lxPQBJ9wLZClZi6jS5QNf4WTbL49kPS6z2cyd3IVEcuVPx39C3pumMVlbmRzdHJlYW0KZW5kb2JqCjU5IDAgb2JqCjQ2NTIKZW5kb2JqCjYyIDAgb2JqCjw8L0xlbmd0aCA2MyAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nO1dXa8dt3VFkla1bwqnTuTKLprg1Faic93cMb/J6VsLFAEKvzQRkAepD6plKwksyV8pkJ/chz71D5Rfm3tzuOdcXVxeWY0VI/bhmn04nMW9F8khz75fHsQi1UGkf+DDJ0/PxOFX8f9Pzr48C4tO/8sX6OdPnh7+5f7ZR7+W+iDlIszh/mdnYlnX1YhSizxYpRetDt66RR3uPz07fu/8/h/iV/xhRWvlwVrqRZmDDvHfIts/OMrzC7NoGUI4qvpxPR7O/+P+v5U7r8vqWlU6uFqVkn5x4eCFydfxzsq2r0gTGxeNLkS66/3H8W7fO9fLqq00x++fy8WuVtnjD84v1KKk0OvxL84vXCJgPf5lNNRBBnW8ldvyr/fP/v1MSu8PdjXr4vzBxH+++vTss100yIZK5SxcUMa40VwZK9BcqxUuaO/XdsH19wxWl0ri85K6B7jUUWHX4Bfq+dP8u1Xt8x/MIr30lP93GsEfps62VqjAg++e28XHuxzfb1fx0wft063zCylXFx/s+LP4cZEumHB8s3Xuw2fnItaYnuz4Y+xoCmOn/6h97S00pZ5w4Xz03SCPt9t3dp6oNv5d/tHwiYaH/ODcCrEIIZvXfRn7z9rYf8an/nsK3VmKn9eitwaKybgVf3f228OzF+hq0m+bro6eubjc077E+K3U07lpEBJh8Obsh6yPA6p9w0Pg6girRNQ0148NZ6y1NsRahz58Ahs+ng+fEc7t89vwKQ0Z4dodE4MtCZkzBxdEDbYkZBfSCu0Wmz7q6PduzR9N0H4xbouuYl1CD1JZS489cBRUQ6msoa1UdiVdbkfziK4NVcQRJGdrSQ1a9e6xbV50D43WxvTusbWO7kGstevdY3z0RIjbdmF5xBHO7Rvg0pARzncc4OsEKLiHW5c6qP4jSmFVN6t9VTKhzfHhV1mNTIhSVqROhFUdfwoojHqdU0ob7aw50NH0woo1qoPOH6VLg8HoWdZ6jsgRzkQOcCFyhDORAzwjzmKda2VSRybdIqyUiUkg6u1zv1jh/Bo/NSLJ9b/Oui6UPv5wpF+V4F2UUi5Of+JA6r1daWz+GGsi38dKsSPfwGHs7dxSJ4yJnQeWpCby8S38Flt/fBJpFuWMJaNf7uEIe0MGsL/FRt9r4AUZHOv4RuyWdvU2jpLjmKdCGiysdWXMA99wZVQrRRMdrhaTcSu+6Ji37wnaKOIGZW5TR7xrVevFEjr/UtmTbHEKrWxYZHgp/GofHxH5hWhydE7RCC3GE/mNw0JaUOxQXGTDOMnJxghXX5CcbIxwfTI5XzaMW0zp1QOqwiVR+yZG5V+x6G7YytjIVfZRC5Z4K6Iq5K4Pj90NINixrre2s+Zs+uZ4h+y3wYW4sCOeR9zxTgM/om67E+/GCRrvtQjxrp2j8d6Kk+Id+m92uKNfdNEeOYirZnM92iAyBQ3jRlspNp6K8UTaIIxZ5koUa2e5KB7h2sOWi+IRrg9m50exNksIpbsenieHX+OqzaSIs0swacz/MPVIUHq1NE5I+L7FRvLbdM41DMDK52mBEqtZ6KoSxZ4dFQRo/HvkG3vRpZ2h0VWLEF3KCxpdrTgpuhqvs8OLdFgXX0YIm6ams7mEKDI05BqXpdjIK8YTuYSQ4+ksMafcysXcCJd+38Il5ka4PNkWnhFz6S2ia0sXHY1inBx/iXPTW2RkSq8iZRz5foZhyMyy89CX5itxPUxN+YAkKP81nPGTe5GhkR1895oFDkdkAIfef2g+/MPmhjC3t/nVV7QM2srjz/El1Rus+JAXXlhXN6NXNvmRIYPMe1xk0BCqMXJvV2WUC1RlahFURnpDVaYVJ6lM86TZKkNctFeZuChKq945DFa5AAYh5ALVlkZZMZ7IIGgLT2LRlnq7GP+WassI095GuGjLCNMnQ3iGtuTuKR33Pr4W6RfOIAMkYPfCtBl8cJ5m4Kqs0etk/EfcBJqfGNxlp9UPn+EN+sbACwO8LfnaG93b7NMTjjdRFKBlJr8jtGtQi6euKjhPxunqR+DJH+1qgfSaakEtghYIv1ItaMVJWtB6frYWEJditWAOgxDemmpBY7AUG2XFeCKDoAU8iUULhA/cPGOEa28Hbp4xwvXJwvR5hl3XE7uFNtbpu90qdpaIWz9peYAfxzcx+PX2nububqQIr2ik1GKNFLN2kYLF6+/upEhJvDB7O9ePFCS8j5Tybpk0Sqf3Xtq+fPIhbhQNskZ+LiLb2Xgm+TXIdviHIDP9xkeNsS2atlQqSjY4wJs21nnzBKy3mydb67J5MtYNZPXWudWRJE4aGLi6NycNDFz748rScOnmiQ2+dsGDvJGs42hrZFyCqDjuhjjukn2UH5Dxmmyk0D3lCzDZWS5Q279HC9yAvoWezNfw/dhIsRgnTGxkbq6n2N+wr/hxXxzXAz+FjemV3fRZbfoEYUkGgS+bFtEhHoogXKEXrjB3iE+9xg7xWgvaNHAnGDtzsbWlGM9s2upONK2KCB3WSdNyMfSKM7FpoDh86yB2GcVh0Kg4gG4VZ7ROitOsN4ozWGfFYeoGsjjFCbzijHD1S1ZxRrj2xw1MRrxbTH0v/It8LEk7v7ffd5Hun94R8uuW6Rt+sEsphLGLPf4ED6/QySszQLfVLc6BcST+u/PttCcy66l61CKohw+aqkcrTlKP1gPzFghpXyl0ffsT7uDPHY67thpAjhfCXfxPnLx4OnmpwuWpyjUKS7FxVoxnUphUbj6FJp1U2WOQ8yo6UQxLCMFZsu56Z5wHdm4ICkvPVhEOcxE5zMYTOQQ55mkswuaD4oRthGvIKE7YRrg+mZovbM607e3v2kaoUGKRhvfYTiUxwNvbwBMq6YOkKlmLoJIueKqSrThJJVt3TnyNYiIRnaOwIwy3Cbqvg40k8HhJdbCxUoxnkrS6myDJyLgo3CWJXR2jW93GF0usW4GQSap6yFguImPZeCJjoHo8aUX1XHCc6o1wDQHHqd4I1ydz81XPatjl/xa2jeWq3KIuiyLiKu+N87QdVwFRsVSBahEUyK6SKlArTlIgoHb6NA37jA0tdifnYlTs2ztBVpXGUllqzJVio6oYz2QuydJ05ursjCWOm5zdYyZnt1m7/ckZMlij11KZQgaz8UQGQaZYEotK2VVwKjXCNUwEp1IjXB9MzFcpI9thidc77S9zp10GG8dzTeMF5YXdJmpj+G1GyhmJtmGlEl2LINFmtVSiW3GSRDe/mqjRLr2RpR5LuLvgGLtDCK3c7TBW1RYYq3EYVirNjaJiPJOxJM3zGTPpdPYuY+L0hIB5+XCxw13R2cZdEavGXS4id9l4Incgyjx9RZXNajhVHuEaGYZT5RGuT2bmq7IW7XDJ6zMKJ88oBBnHLM/79endv5OvIc3abWLUIminXrtNjFacpJ2t96drJ/Gry9aOOPtfRiVgtLMxBtHS7a00iorxTMaSds5nDFbbPGPsEe17o4+9c0oxkbEqJN2WDzKWjScyBorJk1YUs95uc6qLgWk8bE51MTB9sqmnumwUGEPkf3OSY43i0f3u+5LlHTlMgMuU9G5wvP4eu1ABYehURG9URIhORcQVzwRfcoZDhvy0Vz7DcaLaukpuNXc8Ek5YQbn7wjtBoBGdoOiNoABb1XgieUlQ5pNXF8o8d9zPxz9gXJB46JF+3F8r615k9EZkhOhEZh6LIDI8kSAyltlXHtG0r1zRYV95sM77ymC93VfeWpd95bFuIKu3Lq1W6+bAe2n2COf2DXBpyAjnOw7wjJMs+VdFxeV+3vaVyfEVemaFzN/IiRFy+GSbEmE49QIVK19yMag9PUBP75IdDAe37oxSe5s9NRf1PxLYKa7qFVeh4mbjmYor83ShcT1VdK3revFmRDf6HuEP3LQT3UZYNZ4pujYt326APyNCnvoS/gamvDPECe/QYX70R0L5HWSXPUkoKKE+CEpoKRL9FVMJNSYsu3yCkG3lLaiG9gkeAB0SPAyVFLVWO2o9WGe1VjtqvbUuaj3WDdrZNzwyjNaKaLhPk/tQbFffw2bz7DwaZEOlcqZnpNbtWt0A97XkTBgNxQQlhaixkgpvKkk5URq6yYkyVgJwX0lOlYItIZmGkosOVAFstmwz6OUeHNjEUD6diGuZnA5lRn9p8iHjs1S+zORPRgjOZUY0uUxFh+RPg3lOjNPMt8mf4EKfvUavAjqKZq8Z4VwHwFOTP5m4ztrl/+aSP91tn/7skj/xJ9StTf1HT6hDsc7rdRDt5UEybsVZyZ9ST+ud5E+xLYPSOQ6NPt7QTfKn0ToJXUM3QjdYZ0XDuvvkT4Bvwifw4TPCuX1hGz6lISNcu2P+cVFjfA22G0j+FFu85SjODQDt5waADnODwTwPeYD2yZ8YW0tq2CR/GpqX5xHNejOPGKzzPALr7ucRzKMnQvy2C8sjjnBu3wCXhoxwvuMAT1j1GR0n1K9g8qe4nOFOLzJwJnKAC5EjnIkc4BlxpiILr5M/vQLJn3T67SEu7qFYF/dxHkdPPWJxzqYMusHkH49S//p2kz8hvxBN9PgfElqMJ/Jb3xXuUFxko95usyHBwNQXNhsSDEyfbOqGhJE65db9Th56npX9KXYMzfYGRQh4o2i2NyxOCvjWgbMDnnjGDeV/QuLAwWkaN2SqGE8kDiKZ565EslFcGjcGrp3MpXFj4Ppk89O4GRHrfHXyP2H37xx0GBab/NvyEjI0uxoUIb60otnVsDgpvoDWieGVc4+T/mIZukOIITsLYySljUWkCPyubTtqSlExnknR6m6AIiNTYjbC0I3kwiKk1aik6ecIadl4ImkgPyxvRX3irIpTnxGuIcCln2Pg+mDz08/puKISrw/ovhKpsNifbuFofQ/PmO4JrlY04R4UQXCVpgdCsDhHcNGTZisu9dHb/KDEjV57kttIgmAzVHIbK8V4JkmruwmS0pzE9IE8MTcYYatqEM07SNjKxhPZqlq7Q1gRW6W4oxIMXNx/C9cOH+DyZFt4htj60N6pvj53OyE3mCCBXz2Zi/uqd4rmCYQiiKPUNE8gFieJY+v5eeIYRDrSQH3qNhkrTi7iirQBHxAHgepgI6AYz+Qj6eB8PkAHCR8T86IRtqo80ByJhK1sPJEt0EGesKKDUnN/OYKBq6dzfzmCgeuTzf/DIum4+P5G+pXzonXnak9l5mo7oMluRyWkoglCoAgqIXqVEFft59NnahMvzLbn9Y53hcWQih+w5+IIW+9T5TjxRreogqKpQJCsUhS9hMwkK0nIfLLSWa6u5peaFY6wWSJP0aQghM1sPJFNkBie0CoxMB3qdmBHNO21VnR7Omu0zruqYL3dVd1al13VsW4gi/mTOpEkVhhHuAY3K4wjXPtj/p/U0dY0z5uZFU792aeF06Kf3YludqfWTrexOGl2F7uNnc1U4esnWqKbaGFbsvHUpiUt221aUZF+ViO6WQ1pWjKe2TSQHL51NXhZyRnRJDliR3IG6yw5YkdyttZFcsa6gSxGciJJnOQwcPVLTnIYuPbHDczF4n/E/7+0cPiKg30jdA9PTo92XEof0AWaFBeKICJBByoirThJRFpHzE47Qrt4Wna47VwQuQMXVlTlGlnFeCZ3SeXmc1d/3L7D3bSshKCs9LQl4S4XkbtsPJE7kGGeviJo9XabkxEMTGNkczKCgemTTT0ZobVM//lOnozwzseJ1WVpmV5ECdPBTqKEtQhK6A3Nk4nFSUrYenB2BjjqG1fIADdoXWMHvJuue5GOYjyTndXdBDv1x+g77FwzoyCIFl3bEsZyERnLxhMZA4XjSSsKF+/JTdlGuPo+d2SUgeuTzT8yqpVoJ3y4IyPuZed+w7erbJqcj8bRULyABHlDj2NCESTIGXocE4uTJKhRPH0yRjrvWkng9nI/VM2huSmRu1JsZBXjmdwlgZrPHUzGeO6mpR4E9aHHVAl3uYjcZeOJ3IFU8fQVqUp/+ZCRqhGuMcJlqWTg+mTzs1Tq9NOD16dLXon0b9wEkDuBxZ0e2FfpOF+lKl2LoNLW0kSdWJyk0uBd00Ua3faSfJOnj7CdXDA35iAqaaJOpKoYz2QuafR05kCiWeamZR4E0aUJOglzuYjMZeOJzIFCs+QVgbaWS9DJwDU8uASdDFwfbH6CTrX6dmzo9ZGUK6aCY3WUvnFkUsHt6ag1NJsmFEFHjaXZNLE4R0fRCWZnhKPudRlx9DdHlywpiyQCYzVogLFSbBQV45mMre4mGKuL8B3Grpl1sEphY6zoSWMsF5GxbDyRsaqbO6QV4TSWy6HJwDUeuByaDFyfbH4OzRiI3cNcISMcKgSmFuCycZFEMUdi2JJx7UlJys1CpKQWQUp0LyX6qt18+giLCulQ802khcOa9zIUEZa4X6wg2eQ7jK40+qpPmW67Vve6MpO+pCvz6SuJ4XbYu5HkhFU/DN1aJjTmou7FZiKNIDY8kyA2YtxaZlArG7rdWh6t09Zys95sLQ/WeWuZqRsEq7curda8RI5wjXNWIke49seVJfLS0yzKq+Zzr2ZmuMuObxGvbzKS0iHy2eGU7oVX98KrUHiTsZopvDk7HPI9Ozsc7Ul2WXeJ9JLLewu7lPENCay+2ktvY6wYzySwpIe7AQJrejhK4MvIVpjzvRE6U/YsQmcuKiLBYiqdJTncDpugZVuFC6qhfQIYQIcEMEMlRbD1jmAP1lmw9Y5gb62LYI91g3z2Dc/J4QDtk8NFomsqGpBagLfPzqNBNnRIDgd1b4eIbS05U05DN8nhmEoqvKkk5Uxq6CZn0lgJwBuiUiolbEmfHG6kCuCBbQZ9AQ/2e9nhVNS9QJPD1TxySuW/m/fx2f0PHxz/+fMkhX51waWTBiqGqFAuZXFJpzhlHL4kfiQGj8/jDEWuzh0/veT67/EGn6TAX62XMqIhDnlGKvi+sPL49PzCLyZIe/xPBL86lzEGJd4pgfVOUvhyJyWM37muEBXNVCC4st/603mUqKCDj6CUi/TrWmuScTIJ31crrSlUJlTeHYCa8PtAtTDHR+xNf5NPn64yHJ/j9ZG01cCjKmni87ePjyia+A/B1PrtaszxGV5/jh9LAxPrv6NVJSVWMrIQ41OU9R+pKs5Z4gRHxbhbY2PgXk+wgtJWreXxa3yAb9qt6PcfsQ/TtbDd94t2r//G67Syx1wTeI5Iw5CDL9gW0DugLamWdMg32NpPaQ3gxjUgfJxH7tyB7RxS1zOucz9lH6xrzOlvkSf/n3bXJ3wLH2EofEYry04TR/KUUq86zVL8W6VISJcvjPSLlOvhIgpROiiejD5GEXnE6slvniP8SYtNoi1Ehh7TykCGHg/Vpoj7AuPseRMHQh+RFF5dMCSfUR2LU7HISDj+kf0+UbfPtyGdwK+J+DRyiQ6QWlGnnrPt+692/RG9aRMi8q3ex3mKLgmIkbmNYz2iNUBAvED8Z79KOVhEAL/ig48Q9jnG2SPO9SuhccpH70U0ErvhG174/oi26JOlWicc0Z//ZesnbfkT1+P8E5LHIrZ7ooONHcbRTWsIB7/EyrBvH+00Aa5341S7vtsYOnwwaneV3n3eehf8T9vqMzL9ZTsNLkNq+kPuG2ehhVnKaqu8M24UGWPUOBanCopwKLF2cVulziwqThnzb0nqS1SFQiTGj3HusLICuPWQDKomb0xV8eNlM5JOczaD4eY60Qy8/vXQ5+n6k6akRKjIdVLrs2b6DbaPV9q0/u6nHPl7zwZj4bpbkDb0Yywj9+ldSrP4J6zuUH/Ns79cVOl10SEuACEhc14uRp5StraPU/HemQ9LXEqrQ0UfV6PkHCI4Fb0ELjzofvDJrarhU/mdkTNpRDUTar67qblkpXRCHtK/+mXcHmobGlKi87audaO1Mk4giusvtQrOepWstdZc3TxaWm1Ktt/I2Kpo+xg8t2TES+0jfq0c0cWJ7Jr2CiBrrXdpniRLOklvo9N2CUPr41imEyo6dMLWunQCoNtOGKxzJ4zWQMjQktg+DTThkj4Zj3C+4wCXqgf4Wjtgq1lir5mQjlTfaOJS7236k83daePx/GP3k/7hJAnuIedjUemHhNPq27hSHDe4rhrh3FUDXLpqgCd0lXbtYPe3+Rsv6dtPvFx/XM3EBsXVO98J7zC9dY95N3pvvPpu1/nJZY290ZtsPEJKSO9tqUeMcPaIAS4eMcDXeTerdOyp6GWYFfbU1kx+zY9HDMedmfSnTeJHo+JwaT3/bpsbIblksjgyMydnbmH/3eRNhv4zzOBQ0WFw2FqXwQHQ7eAwWOfBYbQGJxhaEtsnSmpZ8odGKqxZ4wG1DR0eZqgaYM08I6DbZxwrqbBmHn2spDz6UAnAfSU8Kg9i0WtcgqzR/X/9q7781ZNrvSWWUsOfODyQHY7/A5c9MuZlbmRzdHJlYW0KZW5kb2JqCjYzIDAgb2JqCjYyNzAKZW5kb2JqCjY2IDAgb2JqCjw8L0xlbmd0aCA2NyAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nO1dW48lt3GGbXkRTwLFibWRZMTBgaTE5zg77SabZLPzpiBCkMAx4GiRPGjzMDt70Qq7M3ubIJt/60c96El/ILwVq0gWz5mZ7VGUwFpot7u6mmQXq76qYtdpvtiMg5Cb0f+Bg9NnR+PmH93/j49eHNlh8v+FC/T49Nnm7+8e/fpfxbQRYhjV5u6jo3FYlkWNsRWx0XIaJrmZtRnk5u6zo+0Pdne/crfMmwW55QzcYhqk2kzW/T0G/i+2YneshklYa7dTOly2m91/3P1n14yNzRwrJQa1TBtj5sFu7j5w93361HPPi7HGsR9LY4fFbk93ZpjsZOftE7z8MLQrxTRtX+6Ox0FLNblO6DFh8Y1pPZhp2T5AKsOgtjCEUW3Pd8swylHN21e7YzMsep40jku4++H6V3hTanTUohhM+xCOlyWep1FJ67qF66RXmXsdsStyuOAhuevNdZqyOJQ7O6cuYl4Wen+S1Wzm7Ylvys24ytfnZfv5eaaeJgkKAc/q70rCkkK5eQHWE0rMh1F95DQOo/aaGhTmtetrEHpRKk5GuP8Mb/oGr5/QpvII8a6ndFRAfLY7ngdlhaYjJe2/DlLx18+R+AofNeudpY9C2nq6s4NW0yTooIiAzpihkK7+s1Ygfw+2SYj/nTl58Z6z4nm204N14rP0rkLomfpyJ+RghTG015MDT0qaOkfMeE1nzT+/1gvMj1IyjcpImfoPN53R+4OqCDM4ewJVicYqffdynh2GWc/kUMhxabM5FuOgVGQ9QVxopF4DTtKAsQCnRtj+LgI8pK1k4iaKfRBGuKZeoAle4CHCDWElyobXH7P3f4N3nWTWsxIt0nUCYmdcrxcNMrr+z/GmO5F1LB/reb6LsFJhEt4nQV3UQhX/Od7VaQDt8WGpz0mdCiOkgJWuK7w+4+GQWx2TZk2DVRNolkVOS3tlhnLB2UsfOtKo7m3JI0553IaOMDOTcZvMqhDIN6z1XmlgzIOdseKWeQAjXh9Zcd3bkWfMj6MT7B+DyI+l9LEJFy0Id0nKJUUcwbhE4eDFaAcPD90IgGEgRs06a2IoiJX3eeUkvLmzHI9EAy8Y/PNMe320n0/i7gsfDe2TRv9rJ5ZhlmqhT0Bm9nUHAJhRnSAR5fKamm/uAH1UV9HjWOe3d3z58EkyVDUsMhtqxwdCR8zwYrwHw3vOussKwKIa2gRg3t81ALangQbAkslCqygWYnyNF813pYHzsQdpdsnNSrxODgfOpsl1Xbaauu3hCz5uIXISoMK4vsTrKE9eimwoSKLOE4wPHkAoQGKOV1FhQupjQWHgWRaB4cNZJ47wCZAWIY4AgHqMOELiAPr8hHyGh8mORmmcz4bwgrB6hHWjUi4Aitq7GFMnM/l6tlPWJItsBXCf9+llMuLbn6hHpo/1NRcevObCD2rc1T3a4dQdvAc7RcAhwc2bGmUgoon3vKKKAB2RVI/IiejUnWyN0JJQZUybAcerih706NqakEGUbjG18CDqmtMssSwYn/KsjAEUuRQQyf21JwoKzniifl8VSqQHIwZf+HOwtoVKLltjITpgJfPR+NUqMSShxQMO/fipIcMm4MQ/AcZ3OnfQC+pyX9eP6lIDRVSHFvk13ofJz6uc0Tj3XWpMmFxo1in1b3di0NaHTueAVMnyJBheC17S+0lVgBeJnWY8ZMK0gFNe3MrldO4RP42ZnhKSUqcMVFVQlq43QAbxRriegC5YbbF+UhmCzxeKkAzQ5X6+nVshSt5ycgoziz0RWWKILnCZxf5lE5IIJQCDBq4XkxX5Wx74WTtEs1BLOKWNgaITU7tMfJZaLeKzqJF6kDYHWGyodp+DsCJUA+IJtSOcJdJrN14IWtKNr8AmkXOl6AyQJsmnj6CJgSAkSTUJwCAUEagid5msevgslwmzGNwlwyrCrCzsQh7QAL/4c1pF1gLTqHB4nrTFDqPSoC3VWMLDqEsEWjFEows2NxlopevdQCtfv6FAK6+dfKeRVjq8WqjVLkldO9ZqF22LWAtY+6FWXvCJoZYZ5Gw7oVa7NnT9UIuanhCTPNxXwcAYPxtpWSq3ItIq1k1vINLiVtPDqoOdaKBFJqZII+EBRW5/bh717VepXNo+ULHEJaSkBHQJ6TcscLjOtfYWJsHsqkVbsvCEuEHAhF014jowzGJUsqbAoKndnHDXP0drbl+xxBUquE7sjjT1gGv1IQcrePkRGntnIRbRhoUAMr5mUYY25Z0Tdksw8Fs8vPzrDuZZpr4tRuCYh1ks6LEqOPecj6+bCCgnQysV9bOdCKjMa2DgZL4vsjm1MFTHUNV6FbQGszOLbrgArGxg8KrRPt/Zff792oEpKUfOwC5OxOMDYyGt8lJ8wU7fQ5b3IdcDiYh+n5VGzVlpyIspmHRduP4LZEjvkf1Lrodt9lYsV0HaUEVHLiAXiy0yOYJW7YunGGUYlzwaLTsr300UE6OrfhTTbZ9A3NP9CRsiEElwXlPc4REq9GRIusiiaiP96voTnIczbnQE9ehKNDzRFZCuCIbIm7bwHLO52htYzmr4EGrIS1CGrnaGXl2rn5YrWwzisGZJYRv1o7Ql6KL3Kg6ukxEcMmzSwVcsyuBY2CfgaxMO9dqL0fLhwj3WG/q+F4hFU/jKrIr2YhkGjfbgfhK4nXOdElE06w3+UXk0K4onorpMLoKaGX0hqd7XePgoR4bEnpog1BMR44jq52X63qt71/qSXt0D1p2yWHS/CbJKBCOh2wW9zuaPGy5TJBhbvHxnQIxPmhpziRhJgr/9Yd4519VhnIEXhqeYCZLxFWtLwMpnujitX7KPyia1TISSQ9ba8g45+uadsQvz/frAb47u/uqL7T+EVdF5FJeYYH6BgH+/gmudhetr1nul3K5QLcasdhYibrrd//qYqRaLN71hXvVItOu9q56y89YG/f0J1+Xn5EH2vWmX5YsKzHOLUrG8yF4gI8fwZVqZcsZnc1nZCctKwt7OO8xTLj8o1hUy5HZLr+CtBT+GouKOY2jyTVmOnAwBVzP5GKGTTu2v6PuWK8O7zEsmYHjMTS7voA6+YnnErXefcR2c0Uk8FOREXzgOds5rmb1gAd7KPEfrIVF8UqPZKJOnfppx5fO85/imYdZz4fh4pCJQ1imYJUuYJ3mJ87QWd72qQd8ZwE1N7VIAgCZ+reJ4dl2UmD25i3jD3voEtrq/vu20HD/hTNkVt5ZKxXbBuWMWt8hKBRlLenUmQ8STvJWfyuitqsomKwc5GtmvbGLSt9JdQQu4il0sUR16i3alwqbQ19zNwNJlSX0I46IW7qY3JOuNND11NARvmnLzgh9nJpYDzZkkCXdAOr1q5rZmqbMec4mciDLAs8qkK2JQY47De7V18KboEjkD19d1kgbdqbgGHIoruzCEIlhvRdf1ty0rAnW7GNG8LIQH7Eobx8e8GT04vqISHvoi0iYivMrU14swbdEzJFvkFRxgy+jNH/SFJGvdomgxGDEVDoYABvEqbH10syQiJE2QDhVKs7/34LOSjh+AVIWuQr+182GQsUk/UsVz/KFL+r3MsbNWqaXc+GBgtEXNsH9ccucx75j/CQ/P/KGxWnkfzLyRfLlznCIGREB7gref4+2kpYfUh9MkBx0/9u9UwmhtvWyVi22Mnmir9/HwCcr5KS0Mhckplvv9qL0ekptOqJy1Nl6on909+t2RktNGicUOZt6IcVw2dvPy4dGjS/zoif8Fk5iFe5CNHvUwm/CDp038wRP8UmlZBrvMsfjYpAn8rCo+tnZYJqZYtbaHfBN6Vf5XTWd5UopVT+qhYqeaZty4TEB8NdFo9Mp8U/2638zAvnCGSS1rkuCmpgwztIo/ByCVLeRhLzjr44fdOvHmlfGxmF14vUjqkdmfp7Ruq5va5RHgrzukB9UIuvMwalpJmvrnX5RgMnbBjo/NSr5lh0pGxf4oily/xCIrNpUb+Grf2m9cvji0ygrEfslR6vbQTwiKRVa4qVi/wJa4+9tfI7TLrNACm49+w7LWoUOwiAQOajaUmny0mD1ugr5EdTS6X7Kn3MRN+hIu+lEB/+gowN81TrLrg7+l6EQcBayHYku/P5CfveIyJbJwij86ItcfUS/CROK8j2ercYolKMCuF7lT8kauzAkY3/SIhhNMUsgW4/BN1QnsnqUPtmqEEEls+k1ar3BObsox4GNquKAJBG4eHeiKVIzxeImsPN4V61/ML7EugUzA2iiTv6l4Kw/3Hyx7YQv8SFXJ39VVJeGH1MuwmBxXTNakuCKa9Map6TAZ+kNqqfMtQk3uot047JSpmO0Hu8n7NNfxD/2i9eLfR/7I9yvFOC3bd/xoXGCzbH/sGCcrrNze2uXgSIh53jjq4qMj5f6E0KhHtSJThTQaLkilTMsulR6RfZILXJjmeckXTNnnLKfYiHte0nZDjm0kssnkS/2Q/YD8p7kvf6uc7YuZyv92FvCvvA5oPTqHwBI/cCHc7HrZfpSv4tHH+eiWmzwxT06vtn/lPISzcOuivp/unLvU/nG2915im3/MTu+xMEo6vN++ly93hplG9AE/XhxmM/KPUYdeuNnQ2s2GF+C8eQaTE0+fplMjFZx65nz65dG/b84uMXFkFqqJc3o2mDBvIn6A4JaftzA0UPC50c2gVazGAnWaM91arg27CKSqrMhu4Az3NCnCPdnSGGbWGAxvDC05jM/UxhAH0pLTdKxoOh6WjHtUqZPpeFg6FnqczKD9odNmY5ZwqKybKJfvVdRldFlTSaQg5R+7kZGVmUpBCnmF1AuZct2yO+qSqZIoguB4NWlhkqV61MNz6jEht1KletTcTj0I92RK9Wgf3QtE11MYH7Elh/E15DiQlhx6bMhvY6CgHsL9E7XjbxHYkoPS05wgbHR5cYI4Za3Yvhuc2WhdLvQLoIIPK5RSaMen1Yb6xmM9Lg4dpnAojHSsrWa53J4TZEsOgmzIUZAtOQiyIa9hZ2Nc/feSnDzYu8zRxTjvoKD+bDcPejTz4o6yIMn1PwmAPsoJHAgVvwzG6xidtIgH+Qu0zV9mIvqI98BHED50OgNc/XCnx3EYR0Hch7Qed5U00X2AmE10EPF0miSceuZ8eln30Req64lINDr95Dzeqtl5HGwxVTJMio7ynaS23sV/F/KdZveIKF9QTEPdcxZoZF5Rvj6gHVVPxNECXW7PWWBLTrogOAtsyenJxOoWOC1+csOs/k2IvyeXIxBTQvv68e7YrzxqOW//CEM4YpW3Muufo32Sw3fxLraDd/xvYQZplC4NeFHGuDyN6AhRHFSrkahaq2B49Riuvt814GkaqQGnUzBgORlqwPl0HQPOE7Ky/ZKJZs13fek2dpvFCuo8UrvNcozMK4o12S0v2Wi2ctKc2bbkpAGaM9uWnB5Mr2+2s6XPUqbWbkJdzzS1e3//5H6Sjz5kJhev3tvC5Y+7tiPlQm0nnYLtiNJ2xFUnuR+aBdtxUtGmyZxWMB4Qd2k8MXAjY5q8KfnFyRsVfWNYWeZJ4UDm8VSUhrWizMGweLGDZYkym0iGVVN9npKoJGsAe6u4Q0YC3HVGUnPHjKRtG6yz5I6jFjwetOSk1SwetOQ0H1fGg4MZyeRcpE4piV9rmQYpla+AkP53ytLQ5ORH6JJpdnLvDP3zMbIQV018OWX+S+T407xwdwuVmG/hh7vwQ1a/PH1nF8Y7U9pP2WDhJ7l9XC76BazzLGwqtWh/BPZIoP9FxqDC2YvS2Y8lYI0rO3sf2TDO3rlGOjJQJ/CX4TQPJTKvObLF9EeWMKTw5KL05GMJOCuODACHHRxYLoc3LdXjjejgTcMd8EZ08KbmjnjTtg2y4vBm5PGmJSelZPGmJafpuIH4Q3tc+X7nDWIclR709me4EPxhRo1fcm45u2C8+ut89POd+8eFPHMT8oyTogiSThOCyEWNBEHwdCUEyROxXr5ghH99QKf4BkUI6KUo1GURhlOUWWBeVYQe6tYXofJrwD0J3mYkSLOv8C0+o9mr74N4f95GgSjDZPaKgDKRoWdeU4YAyrwYA75Bdw6DNME3hkxNBsmFGhAyfTIkr4Fv7h/Vy6+MGoQSNMhn7eOjvfbxEQ3tD2KMXAqMgVPAGKsExZh8ulJapfzor5FW7Wk2YUxu+WZlmHCjABmUYTzNQovMa8rQg8z6Mkwgw4vwNiNCDmS4q3tAhsgw2l4JMijDwLyiDAFkeDEmkImBZhn6MVQX+gG1Dv1abh/6Ze4q9Gu4Q+jHtA3CKrnjqG2GLxr6MeRk6RUZlLcmp/moyGukmpPICvfXOfQj+SVNKknABhmdKpJDzBjf5dNSaNiFj74cQMigoHvXVPBNBLem8h4FjVw1wC1nKeskWOKuLXF3Rtz1zPOauCuG8D5B3AT0alNM43rQS/FCLguRX9LTEnOzwCLzmvJzeb+1NyE/NVongkJ+jT7ORhE8/aRFVn6Nb3fg3ddI5TnbkcoznM4Ef8dV5amUXwHtiDMBWQNvVmZqWdYA1KasoWkkorXtoHXDHdDadtC65o5o3badsLMauJMwckuC4V6Pp1RgscwlWVfPzlOtyFQhjSolkto2uW0gl62E+o9MxbKcBFRNI4lcNeIrgTK1qgRqGwFy2UgoEMKRkGq5oKK1qICsa2kz1MMabNlfOnh7FYsHBPIrh4MFdHIxg+q+ZbmRAkapFacyLdWrTKI2BYwNeygHy+x1ASNcKGu2vD6liaI1Wy05tpHIqxYwOqfal//NFTAiIP/fKGD8hHUWWvtJmWiwnk4hWJ90XhHwzPl0rTpGP31S8XWMHsNq+DIc1SsuUKs6xpY7oBdQa/SquSNM5bbLOkagVzYx8TbRksP4ptom4kBacpyONS0oxepylsmCbqCO0Y24lpF3+FOLVcjbOvyaPfqxRC3rGBleTVqo6hib4cXgALjr4KDmjsFBbrsKDtpH9wKR9RTGR2zJYXwNOQ6kJYceG/IKqZw0ow9lv3+FjFJoriKUIQdJNuQoyZYcJNmQ1zA0NztK/T8rZJR++kjym04h+R21pYuO+XSdFxso0ZULoehU/e8WMqJ8QTFz5aI/zQKNzCvKNy2mdUQcLTB1V6/Yt2SqC/WKfUumT7bqir2cbNjV8fv8RvKSlYwfklCx1bAPiCamq+91LXjUM7XgdJosWCxmIhaMpytZcJ6RFV9N2qGc6ttMWE2EhSszIwjr9q55MZClBFoLv/fxpyiWwLyqlBZzE1LyK1RFy198B9WdRIjJxumPpogQPfOaQgQw4+UYwMx1J5lwgiEns5BMOMGQ05PJ9cMJaYqHecv6TrJEy61Avt/iDZdTJpDQ9McNcAqIYktEsVed5v0vIqXUqe5nvcXwACjQ7hXwBBdrW0BBISXN0YYCii0BZU0hebNfXUiAJyil76ColcgwmlmWYTi1JZ6sKEPAE1aMCU4gflEFmjRUl7MCtV66brl9dpq5q+y04Q7ZKdM2yKrkjqO2PAi25GTJLAi25DQdVwbBw9mp3/ryDyWtVy9pFbaI+uAUMHouMXpeOepzkS8bzySwK0ItHFo8nUtkXHNoHsC6Q4sYUgQwZGjhdC4BZ8WhAeDwo0u2yyJOS/WIYzuI03AHxLEdxKm5I+K0bYOwOMSZecRpyUkvWcRpyWk+biDsGuWg5fc7hxT+y1/DUi1dWKuHcV6vTrOJaGYjqN2mU7BbY2Zqt/l0JbvN07JeiuRkO8tiwm9EdgkrBAUWlF04RdkF5hVlB8DCiy+aqDGGM9GWHEy0IcP01+T0ZGZ1ExXLWDxMmRnNjkcWmRF5iXbrgJ28dcFL0n36ow04BUPRpaHoq072/tDfC0euHPtHQ8GWb6paKCk//V0JEV441aWlrCi8ZCkd+YGlSMYFt1TvghO1ccENd3DBwF274Jo7uuC2bRBWyR1HrXn7bslhfA0ZtJa174a8QtAvZpsV7ftZXbjWYoqyXoL0t2dwCoG6Mjlu98xqRbCI1YUo7LWrC+k0ErzAVysfc0L+CJcXyTJLv7oQ5Qd6WoBtFlhkXlN+sbrwBuSXqgup/G6g2rUuKySC9HVXRJDhVBHgHVcVZCwr7MgREKzGNSsztawyAGpTZdA0EmFad2C64Q4wrTswXXNHmG7bBtAsBx7KCoFalhUKZVIJIgAskOtn56lWZGpTVght146hbiWUY2RqVVbINJLIVSO+MCdTq8KcthEgV4Ly9To4krKssBUVkBtpM9S3KCsUJn+sLZQVFpvvdHfZhH0L+A+Xdradw8/Mtl8R3fOR0mprN78SVWztBl9jJh8YLj6hvH9vt+Jj1vu/JI5bC2CjZCTk06H41eMLbiTkO+5s891vOefr+/cOZnfOI8TiG6P5u5hX+rIofJlUCPqlZNhhjQzrCh/opxrS2XIBFafZl6X+Imj3u/xhkOWjkZFd0Mbg86M8a7EfTT5slL+6q9jQhtkD6eLAB2Q7m4PiJ47Lj2fjTnL8B6WZneb4BtDQLlh5H9qV73n6WrLwhg06w+8Qz28ll+ebXP48f2S5t+m4U2TvwujXlv/Fb4ohx7H4bnK5Wzy3dQ4DSmrPzi3AQD43z+9U/G/EMsmXlNlNg/k9T3gUYEGqt7Ec01fx0WPGstn9N8mocO8Rsv0vAWHSafGpZQ5Q22152k+nM5tK8gzNNuxhs5XHVJWjqqphkROoKur/wQ56e3Az+9leAvN4TEN7p5upHONXkhlzb3fg8p9MLzbczmP87KBw+Z1GWTH19m+uxJR2mYHrZEvQC7bbLnoc2iGabAV66CP1EXUW6jh8Ap13/0K4/zrtHuDSdJW3+CFbutA9qHms8t/NnUWBVb/N2x+ST8ATfOL3Jl+QOiCvRKrPSrOu3aE7oGRYarbMLg292LpiP1IhkOyHHDfw5ywDt/G1hk1Kl6UTGV5r//J2hFQpC3wr96wK20NXOyNxUVzhyZkoi7fRnk7HMMwNQ8xMGMbGBMW22cz31fntvjt7j7/ILVxiC+5Mve5Wtlyz/LZRxeZd/HbGzLiajVGqLRbJXVeI/e6w+MpOQ2+rTN4XwF089vU2nIwqY4Zxsq1rIzv7ov2T3S+KHaoyIL6qto3yu19047Fx8L/WoRhHkO20CS889XneUeeEZcXNqpgcMnu4gIEbephXkX539D8RBKmkZW5kc3RyZWFtCmVuZG9iago2NyAwIG9iago2ODI5CmVuZG9iago3MCAwIG9iago8PC9MZW5ndGggNzEgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJzNXcuOHMl1hbf9FbXsMqZTmZFv78YyYYwxliyT0EbyotksckiQ3T3sbkKj35B/cJZccCHMzitHPm7ccyNOVFZRgmEOyEnE+3nj3Gf9uCuLyu3K6T/5uPlwUe7+1f99c/HjxVDU0585A79vPuz++cXFr/6zqndVVZTN7sXri7IYx7Epl1aqXevqona7vu0Kt3vx4eLyH/Yv3vkq/W7U0q6X0lVduGZXD/7fci7/h8tqf9UUdTUMw2Wzfo6Xu/1/vfg338ywNHPVNFXRjPWu6/pi2L145et9+34q3Y/d0PniV21btK5xl/Xchqvq2rc8FmU1dib/leYfNvLf7oei9T27y5v9VVeMbV9VkHhYSpZtdflhf9UXzVC1ly818eO+csVQ+eahpPTU+o58765sep7tQnap2fA56uc3e787VT+OUP0Qqj8sY2+b8fJxf+WKqqvKuM/GJw/N5bUmwowfQ/Nv1xUvm8tP+66oh3roL+/Y6NdVGpvL22SVmr7zlaalH3yf64K5qpHm+66/fD/Xr+sKE6+16Mf9VTntVz2Ma19T2bv51LhyLBp/3OZTIpNzjSzENKWDtgQFIPVWP2/CTJ/CoA96ZqHksrzt2NjxXdPOfqDzvg9d3NF2DyEfNgg6eKWfusSyLTXWvzWjkvw3IT+z2Nd0jWCEX+bTMl0FPm8Y4YEO4WljiP/D8mEJb+KTGdW/x4nN58Vf075zcmI+694+JJdgqNdpzfkf9m0xtJ1zy2L7Nn1Hru890Rumlv2kp/vmdldVWTTN0j5s3JPSmp/iUU+Ju+W+lq7zQ5H8a80HCghka9n4sa+w/j2SvXAjbwOVeKWJcMuVisA1zlERoRLQlKUyUus+tAoE541+ygq4AVqForAtutlm1DDB8JmjtzKqazaXShMLPeO9HqEqLHapiVC009QyHNzSHEy928tp7CYaKafxCU+rvCdwsGEtQlPt5R8vQ9kq9AqjGrWBFufCZjCEBgbNrzMzkKJm2Eo9lCaxceco8C6QFIerSRYWRvjH/dpv243YhV8aHY++Yp+15jWuruQf6IR/s6+Kduhchlpf00q6Iz0Z7jQsWH3Y1AUTXckBufK0xSOv+ZR8r7cbyIOvW5VDMVGq53cB6xgsE+jHQau9CkWvMRHvzNLsyKEBpS8HWv8B3la43pIIQ7UPfujrEe+v9AUdPLGxAAWHovda9Bf9fB+ADPT655gYR9MyFJCMajn8XVn3cGXe6GHYvD2hrf7yR1rtAEVnquKmB6gTqmLeIILEsNdD2msjL8/03t6x6wIDhPeWXn94ul+GfGj/sNE+ORlLNdLXm42xQLPXm4ttwaDccilK+wfa8LOpNXpw0nQ1loXdfBcQLvSVpTPSFqwhLwCrtVLbdgL2C4buir4d5bwA3l2Xu++azu7iNMSu7f3lWaHQbQ4T9YW/GjMmEvoFhOhWaY5yVUq9Xmo2VHofmDJIBOqVsgtTWSngcUahSEkuzDy47y9e/OMfLp9ZVrOq/QL28HhwSHbH+9cGCK6eCv+ZsVYAZIDmvAzURfq19Df0VeVRmRRQSsehFhSl3N2n6K3E0zJPMb3z02jvGMQ8ZEfg98XVWN/wlxMcH5sBaZLhL+UawdXI8ZeCn3i+GdUC28rpqMqFyXI58xJ6RJK9nFLg+X6SlYxO4PC8nOnbPY4dkBroljOF3xhkMa+mP/1QFsYFgwG4V9HRvoqp4QLeIZ/sQjobS7gTqUr6NJmxrLPZXPstFDnqFKL1WhswvDd5suLndSKCa3bTTHRnOTG9b6zVE7MWhO0OV26VVR2lqkNRNq3hNF8rUQNOEwhsyj15svULLbpi8LK3AjTEmtLX+5jAptdYMFtCQi3kAvpHaOUipiL8nyGbBIDysaC4Tng6M6rQ/hYSBFKroJR3ShlsyDdsObk3IEUyZEQYpteUt7pZ33hPYPpeDmCuqdAAlU1FL5uUNeCEAKGcyIoQYIP/lgbqFqaYopioVSUo95gYPm8Z+aQEiUu8cgBV8m/pBKHAp/gQL3Mhkj7AhOYBIRPIwfLjvOl69+ybsL5wHtg2dYCEz4PIKyXjE5EDEBBI2zVJ+yYI1iKC5pP7qjMwEUDSURmQ5WeBiilra0lX1QzFGKj5qhGQxE7vYKE3swk3t9X8mhatQ9FB8+GRAWQFVApY14QJjCkKdAaN/cc1byJiWudpOiBFQOogX5f5Z0oVb2JePjqllnudG+W3NIIgS8nkpUhaX97Usai7wOYqEdGGMsJsBN3kukPJl7T/w6mzo9lbtD3LrK6ABIaXKG4iGhkrbmJBN0c8Wd2JFPiBKQ6sAH+dNpwOOkCOzZOHdiHy5EXSnh5jVUQ7rZ+oiMogY70WWhQt7txKo6TqkIdeTWkpFQFJbuCSrae06Ey0hBI9KrKyqoFZo1I7pIo3uE1ynUGwZcRlITXDRXLksqoKodGTqMxajcrjaKtwOrnCAQATRYEcu2lfnIdcrkfZmXOudATWIg+CRNX1E767kngT2MWhCewitAV35iHazZgoJdLTPN+XOeI6KDYte32lLAUevFkYC0AvqtulLBVnZ3lfp6BToui1j40UUM7zwBvbGu4dXbp7Oh9yaVqt1k4yL/K2cah1q5+H/STD6urK4D9DuOqycGW/RbgWaiP2EQ8Mbel6qXQNJGEZSZzaX1ASk2q4UxIjJMS8eoxaYLUvQWuRiGbnaireireZ0MPV4CG960Ls5s0AsxCgOzeMe9xmacMnpdEWC65D+T5zk2DQoh/PIK3l2XRF2XeEaiW7EnMucNUpwMoxUTKqH3QtswCDGHpAtzmwID1wnQdHm6cDk026tWkPQZfzidbSdypLiqRVaiXBDS7eg31NZjJS9FkQWq44q2qKbqjlwBj1xzSrth2RZL2KN3mVIc+zqkEIlqVo1aK2QClYlqKJbvT3Rnwv5CsjvVcOketRQXVoAI6o/gydkMQXez/erm1bpAOptCRLHbY65ahJNEFmsQGBGYnXUYpIlmJrVKmSNNa1UZwB+b/dN4VzTVOjuvzf9/6VdGXZRjp0qfTs16Kx/+1yQOtp4R1Yi0lJz6pXfdFN7ycIicFa4leqmTcCZWLkAeLzQmtBZ79WO4KjOM/I8IgKl9tPUPsxCnFU6MTlW5Y5FD0i6NEi3n2dnlEfkK3MMspp/tnag8na8CUnJiExHMoKmT2BT2J3sR4VREtOiURJPxNVwqpiFGE6B0kgTI/VQDGbpzcTLrkRQENqZBc2QQSgB8aQUxDSD7QpIzaPns35moM1l44wNafzHWRYxleZcREjss8c5SWi82kIfGXMYyYyA2O3kOEopCx/xB9X0NQXdaxKj55rg45oX+YVl27pzeXmVNwI4bBRC9ZA7Trf8BEC0uFaB0P6FvPu1Ur8yrmh6KpqdzVpsVb77lHPu2jn/UpdJfqG+Zp8u/dIY3TT/fZJ1Ty09cNKgp3HI55oTTsmn3DxPkyfQ7PouEPjvIVHuzuS/LBv226a3bMXF7+7aFy98815ytHvfP5u2H08XLw+weSe289XtSvGbte2Ht7M1va7xdreyUJ2U4V2tg0T/EPW0XWixo2ozbe4oUTTaiVTgKzMGooWfssmDFiuO7yMVlsx579G7uxK5TbEkHRLLpRhClGu3pZl2MGuLHe+QDftYFXW4649dQtdZg9H39awa10/bSVsovg6VM4PdXpoYBMjZweBrgR4qRIhhq6JSi3CwRwos46R0r/bXFm6C1tcLvTlNLUM3XJPiC2gbZpin0PyXotOZW2BWslA/vO7I8cvMmeL5XOxEOkbCmFzNrLCbw1l4Le4NRm0ZeR+ijyP60MT9DGhsV+SUYlmi2E8NpaMRIwqgo2il7Da3DYu5zTCRgNPGFXKciEE7jgx2cs86HyfH+kIqCCYL2jGUgY5/wWftL7tQc4MsOMbGl5msZJlzJ1/AsvKMOZcbwHqDmCrP0XquVRo2PlJd21W1sjljsY9IIuZZ4JjXqik4467F3CvicSQf6UhoaWQCE0p4dGSOTM4NZsMiZ+ikzk1dMykxcoismh8FvxYAMsZz2t2bgFJ6n15GVDzqKiZ2wPvqFdPXv4/L1uTdzGSfEoWcwiaNRCbwwmXKfkgRgDZQcH8HMDerqUzhxGc43Vh5SMysO+ZkJTL+rjOSNHffW4wpCwcnwcmmCQ3LpypSYZ4EzQkgxq5rzfO9WqEB4IusMc7QVPiwdoQ2SyDR1Xe0ldIWWIcEVUDqnedIXCSHzuwiliNKHaPEsDY6iy2WpslBajYAZxHqnMwr4IEbekLlT4oWaL0K+MIRvTpR7iOGNRsuRvl/HcCvulDq8ZhajmMk1VAMO9sQ8laqxumW/Kzl5jdBgMdZNg5bS7h9WOj7WOAJlzRWNsXoRz+ANyx7r/O36vC1KTV9lwXr4xly3Efr5OOyJTaC+0RD6++U+sw1wfp4npc1Ksr5u0n62ZxSOA8vYtP1v9vnh7yQetgmEjBSXDnqZ72U/RgZ/j4uvOP18zHu+rvwMc3fiV3TVNOIQ0oH++KSRc1/a9bqMAzY1F95Q9A4VpH+LTILpG/NVQVv60gQvwmxn1575B5iHX+VSExDqjTbQ5NSv7aqr8eQtU653ocggHDYWpQ4J4dHSou4s+FsWmKTaJ6WI5qU31qQgFEpzghjEBBhIkfXWDiE9cKYfPWoYD25Ty+GahhqhQ6w/75jg5L6T23uuYWA5zpTYJNRH2d4pa3FlVKthnJgK9bEt9A5BxrB6otv6YDeA5TSO7qSYbTwFAsnmpjMdZOjRkFzL4PLnkRmG0avwQWzG46BZ/wiEykfZher+okUaIbPS3uHHDjOVGiHGR+a0+QJC5d1ZuSxKz0b5mXSxhDpFy5pYkkBsbE8TgM/5KAenna2XA4klrL5k3elrU5QkZwQiRAwTkk5QywaKawDjErQlzn+ESbvaZtUUkeRcNQiXeg87qni2wIDSF0xrphe67pWLhRqq7LpoeMEs3UIM4FeZW63C5ObIEOASsdBji1LwYWVe9U+8lNqJuu6FprQg0aKvgEuAuRnspAQyARFO6Alzt08ViEhg5eBbDWNhK7hBFLYO0qk0s4/USieBzfUnBETQ6h/TPMC6lzmg7/gVE4E9Qq536p8Xv4LYRDLgIcg3tPhwuv13fPP6hNH9nDZhUUfLDZayZD5HjgHKB1x2aes3iRfKe3C4KEqIAQwsoAjzyyptDQh1CfrIyBGGFyA0RucU5hLw1PlXU+kW65Pafy4HfpzvWdkprbYHFfdxVYeknB50DKbsHqx5pKu6IrB0Og1NYso3MAod4X/YxYwKPKVyiQtRQSzePvAW+A+U2EUtfCx0UkefMYHsblN8Z8bZUDEHkdVAFPOBOpJ/JkW0s/ixi+NTnFP1lhRMZSJc/GBLVlhp/Y0lomsMlVUwWFTdTJQVETEY2fCZtITBE+B6rgpBHVIPEX2lQWZkoBFzpoMuudIchS4J02q28GN83+uh3NRQcInx2tRuwN+gwKTKY7kx7wFvgYHG6rcVTGLuQnD9wSdwWoGEdZHouVQ2+UsDzyylF5kqVAajHtpyUuaRnGUfUKUDbxybUeYw5BShqn8q8bCloTGzP1MnsK1XkAvM+cRTve54EMOcMYcvPL2AUDLVcX4GoXItL90ZdRKcrPWBLELWpYK6ev7ezhixo6w9p4ZkYmj7cTNbXiHfEUTgx39VCK+Vfa7DdhKaCSiXRwXL1rYKsOCuZN8ulS/2lCC71rTJCqRNUVGLdlrbLUULqqw/pYfa7kP1NxFKRSgp8x66RxrEyMEokv5spwXO41H4pi6CiZZGPCBWVFVr5s32WDAZyk4QifRsUhtId5sPHqRsOBbg3+uS1dFGiJ5BuxkNxz7pgLyhIe/ykRWES1Ys+BYO2ejoUKx5/YXHJGLdkAA2tnlFGignRjFxKOatbbe2q/RGpzGwRVY4eRgNOSEUhJ8o8YQOORPs0AGnr4S1iL77Qot4w54TKSROjrFM9YKUvDGVHxOvfYp9bt3Awd1KUWO61D4SE1T2FXpQUOfD9SzuftfGSqsS6aOjCJx/wXJ7MT6OC/LW2bh1D36E6S3L+6B3oXHLRjhzZP8MasrP6M2AHcvSQXEEXyQfFo3CwiP8MINZ0RAOknphl+w+pzCril00v6n+Kgc2sZhXWgiDABC4DuRdytM43+38aYVQQi0ayHIQhcOTejgiSwVCB8+AonVguFpWGMO7v4rfWl8U7iAg4IRqYanzTaSRrCdmZjPcABX6vevC+rE2Nehb1KC94FcwHYVOrkaAJQQ1RXYuEJ+RntknylrmCJaTk5tZB/1LQ8UpolevdI+gYsKI3cYiQcks/VTdbnSttaYGFdDOWwS6MiclHFCV7JVNIAGPcswQxRbPOYE9TgJxN5lobp5c1Gr7Asw0ksklqq00hoZFPPcmCHEZDppHKe1UBCpsCkzmBaTiUYd8Hyd9A4Y1ApvJEgNVlt1Ev5yZAr/3wXXdPnQu5zOgXvZCK3jvKBNhiPzjVARpexNKcum1xtQ0H5cQvsNuuXsmb/TbQjUhvBXA3JwgJHQ3jQh3QLPljitam/kQIqbwQnZPMSinJgVOUAdeIuafs56+sjofrn6IWsAS7i2LLmvKEoV0F/Vj68uYYkbA31OP06EsN8ZVIvomWP0Gdehv0vgouopDobzZI4DNB3wOi3hUK9ZV5W8eyOiWiDSoqjfdcWnoMwaD+Li2bxicsE5DE/B2Lg2MR5VC4nJnmjnyoH4VFyeCCe1I1GUBQTOSDJmOeDNu1W55NkgxT3C2Ud+ADBk/TA+v8L1PqOyl9MF8T8MfFgSH2GZDFOeuhFGJjhzZc3sypcHYzN/85c+tq/ZdXWxDugM4JDts3Wv5pJJzedK3wMaw6C803Jqowrr7pZC+Si8Rw3luRtbY4GDspnvkrcVzMTiGiRdYxFU6N47OhGg0TK6MtTdGZgHjFwhOoPQSgeEcJy9pjPiHuBuAmnPkQhro8LQEI8gcA0m2j/U1RLP+xxSIX2U0cpOUyDBCCdPubXo0Q2EUDbgBnRbyHETj/UMPEsQa0isRzVor/vZMeCRzzirn/UVFW6AejjP2CQhts46RemKMmgiRTQUJW8RA7tCtcPeGvWaWd8qfE2U3mnJCanYgJEidNOV5lfNwC6sKWlpw42OcJz3JVo08mPe8WcE0Bcl0BP/vZr+QihUbhQnMjaaWgVuhtv6GrCciMvLgHzup797E5s8j7ZWQKN3IrSG/yHJDyRxlIJUR095U5NKSU2kf3Nk0xUle+M1ZJEOPnEZMYh3MoDIkjkmqX6bQh2BtWhFvT/GgSSb8Pth6FYplJSbzRVaxmiMo3VucjIKY7b4sqhml6hcWj+5rgtk61Zs3Nt5V8T9BWqxnXXxq4YxtZGbtncNvBENLsm0aXMpoW2NndNqptNC5/WrJ0Q39foewP4mW6anAWzZwyhZzZN3x9ubyYtvaci/6XRetF+y/hg2tDAfRgqb8r8as9Uvwsi+eAStu4t/VEh2b007J+1sslydqrSYTstIcdqYkiYfem/ThO8pfLJxTcAbo9cWsPuSX6W2wvJeXZvTd3m96iSPQkJ3TYZIXAuyCl7ldL3oyrasSO+FjSewpbhM/e54kPhTzjnirBd8xNr5GHd9JGIf/5qfvpEvTr4A26NhFM9WOTfksKzzbXJG7lLa9SIkHcMBfB33KR+Jqr0Gawu9OVWzq4qVDxFhZkjrU5xKZiil/RzCCJ48dsMrImTX7g5ErO1Hj21dFbFnXcaS34OFxgzEF49BYyy+Zsgj+G94ypwo8xNpVf2V2oh/5zf7zC//vlPMXc6vxbv6Dyyp+foL5fzh8MEs5TlM3G2ECFN/tRVU/cTQmo8qDnZnXrgCGmKANjsqr6ZAwAKQpq7+t3F/wLs+B0TZW5kc3RyZWFtCmVuZG9iago3MSAwIG9iago1OTEwCmVuZG9iago3NCAwIG9iago8PC9MZW5ndGggNzUgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztXFmPJMURFrBe7zYWYAQGS5ZVMrLpxkyR9+FHSwjZ8gswkh+8fhjt5UV7chjJf8P+m/4PjryzMqKnZ7drwMYDAlV+FRUV+WVkZGRl9Dyb2MzFxMK/5eL2ow2bPoH/7m+ebdwswz/xRn99+9H0+9PNR59xOXE+MzWd3tuw2XuvWNLCJy3kLMVktZnFdPpos31pd/oFPGIn36SFLdJczkJN0sH/WZT/y5bvTtQsuXNuq/Ol3067v57+EdQIPfnZm6pKOpNVSWZnLybjxWyzpnkHtjju+Pb1HZ+110Jvf1SxW18G7Voz4bav7E7ELDiTfvsyXIpZc7P9cBesE3b7WrvbFPWPX9udmECT79Rf353ImRvj9fajJnnr8Y7BZWC00/Vqfb5hb7aX9g91tnRGHzCg6e/AN3YnMIhglezudzpZBa9Rj79fLX2jWdcUnVDGXY+j+PHp5tON0WLSXvnZ2EnBv1/e3dzbB5oKci1twQX3EksDaisK7/flhpLMYHEajXYYzRMovOvfiPGkBOOHJ9J+dxZGz9BxY9ysXJxI18NE4rNgzKopDB1Mvzvfv5cLzcKgwrTXUuloGLAXLbtZ1XS66xMn3M0OLFg88j4xJ/Z0AWZFdeAPQeksnDCdka/DbTYrw9RiAo3eCPFCShg3qWYVGU1En3AzK814z/QEGsH7nXKddW9Qqjszu64TtIXXgE/0FNDPNmIO6T44jjSzPUe/IaY+YTw4jlJOXmTMa9gg779cwZvE+KdxcjBFveZ4nPysIeB3w/TbNkwdVzfaZXtJ3+lDrs5bJ9rwaVgFJT/MwCt0NG9Et+625w9EddEx1EbEOKcW9lw7NJHwa0Tm3Hh4FcQoxDlwzWzP+a/hSS81V3teh+eL0mg5MMqOsVySqK2oFm09sJBJYGkrXEUN0wWPoRhJA9jp1nXxkM4bQtoz1lBYAxaLyigduyiMSqCEedN1ksBjdzCeDCfwaCLGkzEYP2Zx4hDtYVWyTNVc63o/O1a9hFXCOfM/raBedqEJZ02Q2+QZyKTKwYM5LypYpuWJErN3pp/maWKGRRiaf9qcfrAIg90L8qRUrq4UzEPXWJO41i5faQLyXHNFP5fV9O2GTxCMpi8Wyduj7OtgU2g+3Hx+sa3GgQwJ8hjhkhO+BJZxHTgJl5Z5PjsTLp21YIKCy2XEEYYREQeheSqyMVYQsmUaMiLNHNFoAi8zE57rbMBwNALByQoMRzMQnOxA8DHD4FjwOQOpVhqFtOHLjpk8cWou95OdhpARUrbX69W15mU/bZJ5LWIhMe1dD7JG6XtF3eNt9sCYc8gIBWSE7+1gK2qlNrCynnA1QyjU3eM3FvlbmXLtfvf2kHEWz+90Ld5aZvovqoKb/UQ+Ca4Pi1b/2k6gU5CNsfCCHzfZTgARuLT7zQa+1hLlRsZri37Hvpj8OF+Y9+pOMzYzxuvUeQY+amDlY0b28zo3H6am8saXJgi35t82f54eHzfztZ/DRtHN1jSXi6Z9etymy+vw8SI4c/i4UTZdC1vszJySaaMTPD5kP2/V7OZnbXwa+E69mikuIU71XMZ53rgMzY7LILwmlxI2TsxdBpkSumAPkAkcWpOz90Imo8h8v4L9FSZTSu46MlN0rGTGZmMvCq9KJrDIzYuTuV+zghQcWBzDLKzwBmLkcgsmdhYmu5YiL3eLQYKp42EBnirhxKichK+C9TNDGZf5GCdXwvcBI61DdVxisw1EFF5zXGBfMu/18bwKj0uzqSD+6DRKpy1JRtGWBEnHLUlG0ZZklE5bkqJ73JIg6bglKei4JcG9FIHnDMKQd52k8ByLRrxMK4QHEwm8DPeIH7UlAceGLYl2MSmM2WDak0qzSGn7/LdLZBe7UvB6x+1sLx7X39sX15XXqovrpVniujO8j+u1eVGXPyf65rhe+UjzfI24bvXI9K0dRdSvKthf7YnZjajsTYWo1KzMJOE1icoxe32ilBSzNAuiPmhfRMDNtOJm5iEpO8LNcrAs7OW5VdhLzUpXEl6RvRxZafJSeNEGRdYCosiKpGNkLegYWbF0iKwFHSMrko6RteoeIiuWDpG1okNkJXoJXXdaJJCzBawcIYtAU0FME9ac8UFLoi+jiD5CS8JHLZHWjCJasZaMD1oS3cWWkW5CS8JHLXEYCjoOA9aS8UELjR6eCI48xYQEVlsZP5HCDJjilxgRNhJ5//vxF2HaW2+c2d6NR5qCw8YKVqKwd1bQ0e3tMMe9tpxvH+wcrE+KCxp80hRMYYsHazpsckVD2c7PjHvYzbEEMs23bqe1ad8+AofapkOvYP1x/ecCeIRER/Nwmlw5uMBpreY6H2997+dYMfBao65Oa/ec1irwFBy3MGgqiOPWKJ3iU0bRaS0Sp9FoB7eKOq0l8KQE4yuc1irPQznD1Wnt1Wnt1Wnt1WntD/q0FiIocXZCobaiKANF0jHTzCjKNEfplFEW3WNGiaRj5ljQMXMcpUMXpXWWOq2l8NAdAo+GU3gwkcCjMQS+wmktkF9zravT2qvT2jqXW0qVT3Kk8XzFE1qldD4BeP4TWpgKEkcZjObpJ8f4QMiWqSdxaonQaIIps3FxQkvA0QgEJyswHM1AcLIDwcef0CopyznM1Qnt/8kJrdTO9PM6N/MJrVRedCe0rbnWCa0SycfWP6ENn1bdcxzQfkR9YW1b5rcPH9B2VMZp3qiMzUZlFF6Ryvwh/xK4zAe053F5OeezjcsUGyuXqVnJS8Jrcpm+9b8wlwfPZ8cge0nns90+poxKc2Hy0Kr39RxA9h7TtuFJi1EdntSs45GEVxyedJiwZ3TyUjyuz6aC6GsTko57kYKOexEsHfYiBR33Ikg67kWq7mEvgqXDXqSiw16E6CV0XRVweUxL4SkiITzPLoxHEzGehxvhK+QizNeMUOUPP5z3ucWt7ZgzhDwDL8nh/nu7kHEIWEZb8tGe6fIMvgunula7AAavdZAm/DLMDCdk/NpRF+TOlBv959x9mcaY/C8yDTp96JZ/sFvPThnrwwlhMaezgbIsKvNSiJnrRUw5McKbmfslaJmBzusuUJCBvB02vlMCxc+pOA5WBd/I24biQiVwxybIlGYQrs3jA4UyOq5c1Y3Wi+OQeC/9cx2+cqwsfJWpJfrAWglKwivylQMrTVeMLtLl80uIkF1wwXCMLQhOoQXD2Q8GuHR3gFco/5Dg+MZdqPxDHC7/CEEIj3hX7NB8Y28BCHST9Xljbpa8UaSNXskba3O1ApDGyNoFID3XKxSANKKKM7E+KazMJOE1iUpJ4SUQpaQLB6I9Uc1jaMqeK/w2xvI8Y334bYxF4RUZy+H3MhiL4bcn7C3Ch0gXAz4zYe/sjb+VsBKBWB9/K0NJeEXCUvzdw1eOv/gYtYA4sR2lU2KbUZTYIumY2GYUJbajdEpsi+4xsUXSMbEt6JjY4l5C14V1Q81GhhUlO4KmgpgmrLngiqAvo4g+QkvGFUFrRhGtWEvBFUF3sWWkm9CScUUMQ0HHYcBaCr7UQqNHVMlIp0qdGFEl87BVyUyQEOtQGyO2d1plS1c78/UO9r7cQX5/1sBOwcNaL3N3US9TtD6tRTJP6IKcIqu3f99BhHHS2aIq1NM8Ds8LpixRpOPV9hHk27BGQmL+INvEFDxennncFH2danjCTuVJvf9V09nsuFNvN0XlLuw3HrYXnZ2v6Gm9fdbs6Pve2dSZf4d67KtKTtEPlD5L9wVX228iz86pQl4AO6vvxVdpr1QZiCDw5Y6L2UGEByJjuQLsEKXh4EbxW8dZVfqYVPq03j/rdY4djG+9W2WLAsaLz4XHOrOTT0H+0b+ru99e+++m/z5tQWfYveTK4Cs0Rf/sHvtDle16jhx0fNlXvYvG8bQmu9vIYqODcJ3leD2odHTPk0Nzm3z/XWq8O16wa8nFgIYzC7DFier7QetZchhIAJzVxWF6Mu5XC7PDadX7bpocghedCoLFWf0zJP+oNj1pf6XkX8n6GGCEtRD1XDr3C5/nZKiYYTHMBUu6aLQkuBTy3a2BaRkOy/3GyoN2/37T+k27fEDFwMd9DK3TfBFRChi2P5W2RexLKoQD6eCP1i/uf0NHFTK8hSy4Svwud9Oo/PdeYH0IlQz/NVWUHlVRCitTSrNaFaUUvvzFj4NVlOGHnM5Nwi2+4LvwkUv6aThuDm7InBGLb9Hvklu0tqtdVvVoMYdSlxfW/DaBZc165vwIm98mrtbW/O6guezFNAc/MKL85MyGEcnNh7mpZdmaReHaXGEvJnjYMbHw/TDtmM7vxFtdJy6n1CIXN62xGxTxB1vCqxg/H8WzE1RFFT75Cs2XI9mVVHYFXO0L3stkUdnBYrxlCZ8LBVeLbTmsQBOEIt67Qm4WV4BNUGkG4dpcwRVgekJCP0SDNcbBmnDO1MYBF5YV3o+tLHNpLunFjmMPqCrIueAFhx2extKA+oqGnpdNG+zasDSgpknbqlsYZQlpozklLSGPwNKAkrqBE0K3VKzT7erWtESZQdr69kap6xZUccpuGo1kwyY0H/o419OK8UQggUeqMJ5IIfDYfQLPk2bEk/EYP+YzuY8rr7C8L1eCZADSu1ijJCHXhAQkXMKyDRmmPudShT8H5vp6psysxG6cQezGo3Ry44wiNx6lkxsX6dGNkXR0YyxdRkwSbkxI53GUhBsX6dGNkXR04yI9ujFmEGgVciiYSvwhOBGF4cgIglPXMRz7iOHYGQQnqxG8gqNqnw/KjyrgSuWLFyngQgecP4wCroCmAi7lWJi8pTw71kunzQdJJSrlCuBFS7n2MVROpYTNsYPLcJAT/+JmqupO5Xtm1pYtKunHuhIIVowrNz4IOZXk+twHwWwPqfF396CCpvLjg6m+xfjl72cu/FcIylV6hYYWV+YyX9GiPFP5bJN73scjjKeAROAxImE8hSQCjzGJwGNQwniKShg/7hA2FpoLcFh3sUPYc36Db4WCzbobfjINK03wsRGFV1wYBbebxXP96Lr7PR334RdI6sWeHn1E4EwggzgTGKVTJpBRlAmM0ikTKNJjJoCkYyaApYvvCSITIKSzRwoiEyjSYyaApGMmUKTHTAAzCF7oi0uXhTajpCgegQKiEcCKC0wMTEHHgcFKCkyMV1UyjBehJMPEMBJK4jBiJQUmRpdSEkaXUJJhYtCrkmHQCSUZJnyhKhl8ASsp8PALUhI94khLiPI3EOuR1nf3ydKoF/jhNzd25U+WkMKUv0o01U8OEKb19O2GRdHPPtkYzcLvTGo9uovlkvlP/Hweb+v2x1LCbQ1Rtdz+dPMfPTsh3GVuZHN0cmVhbQplbmRvYmoKNzUgMCBvYmoKMzk3MAplbmRvYmoKNzggMCBvYmoKPDwvTGVuZ3RoIDc5IDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnic7V3Njx3HcYcdhbbWhp04kiUFgfEix/FbhTvqz5me3JxIMRIIARQR8EHKYcWvlUDukqJWiPRvJP9gjjrk5FtO6a/qruqufu8t+SgDgUmQeFNT0x/V1b+q7qmpfroRk1QbEf7Cj7uPT8Tmt/7fw5OnJ27S4U+8gX/ffbz5hzsn7/6b1BspJ2E2dx6ciGldVyNSKXJjlZ602ix2ntTmzuOT7fdO73zuH1k2a+VWC3BLPSmz0c7/LyL/x1t5emYmLZ1z2zn/XLeb03+/8y++GGU367TOpSjt5lyUnM3k3GZ2cppdrPlWqNkt07LoNbTX+gruZfKZFJNws9qclRsfb988PZtDb9ft28yvX5Zft2JjrJpW69vzvCW/ztByyXaS8gXa/Drz69glv9mU/P6dkw+95mgrxcauZpnmZfP4RC9+SODyUb501uTLyFwuL05+t7k8QPvGOmCU9Fq3CDMtWZl2d+I11AnntcfN1v8605Oc5/WmP9kClBVFOh++YN/ctMybedVT7ptCrc/1nEk/k6ykA/mnp35KOunk9pPLUzFZG2rdivL09089b1Blcv8np2dqUlJ4hp9Whi/CjLRWKIcZfA1u9X2WWBMWP6h28RqHNCFfgibMs4LLwFwuj6AJfnZ6fGrR4BjjsHhkc3UcYAbJyYiFyP1XXu6r13GzfaXIGgvwR4X6Z1nsxuLZ5NJUWoNMjP/7xf2TByOiKUQplQS69NX33J66FmroeKYr5WdNx+2pc+VeStlqNgvDPVvJcWuhmLI9lS3by4QpWxuBynZLoWeQabiXtdaorQW6kVy7eWoU9jzLRFS+GiTWnp4EyNCjqHp6EgpDj91n6HnStPTU+J5+kCEfqPm6TsZr+exvZ7j53umZ1Fr6KRp+aqc8yq7hpzfnYnJ2x09jwzT0P6luz3bp1TgTezVuuZMaZ2qnxi13UmPgbtW4445q3HPnEWu4kxoz3GkcW+6oxsDdqnHHHdUYuFs17iXoxWpBEfzAIvl15CSonhwl0pFT13ty7GNPjp3pyKnVHfkIimrdZJKebiLCGuft3Y9PrfcEhNLehMGvV6LZEqu31H9eOZONFNp4s1ZMoAdob0/1igvKj7tVoWfC1LCTUmr2XqI3D4u28/ZVTzSTl6ZFj/+wlo5KqvdR7d4YR/tg9YLLIrWCo/FXpYBXcfvOnJezVQuuFjGgAnJjFl/BDyrv98CvyFbtg5M773zMy7J24WeV6F2E8GSgVrn8hIhgp4iyhQw9SNghtfWOqkb+a1xeyHmyi6BejzpdfM1Wq/yohyshvaa0j3qvSku7+1Hf9NV7x9/to95ptmbtHvUgPDnh6LOcS/vzOroC+b5BzHLZToWUavPzx+m+oS+ptmoD9JxNrvRdRWjV0xNcMfSIVz09ARZDj4jF0CNk9fSEWT39CKDltVnPCbXMaViEmVlKDEufbGEyLeDGi9Fs/uVpACvlf1XcYiFKnsqwKLbBIJ8Fj9t5hPlFGCGntB8/VCZqyg/x0mAEUiw0gl7wyPOzSvXttpMzs3cr3qnNQW3gWpYKk9obQkXm0JkyqwtuR1VXwanrG4X4BqjrW0hdz9TiBeeLIWXr1fixs5RohJHBJ6KtyI8/TyvCVNGrd6OM15oyJ+vkUYvJhtTiudOR09TpyXHmdOQ0cXpynDc9OU6bjpxmTUd+kZWXtDrOGhX3jOKsSUss7WfHK1UP8xorasyPKpksss4WZdzkp8A7dT12i1OZT05vrDO36qDT0rVvqjcHbZ1OiMnP6j2oihpSYBVvSXlL6tsuZvT021w5b+Ou5XLeQOVQeA5OfOeiZ2LvorfcyUXP1M5Fb7mTiw7crYvecUcXvecG7aXcyUVnuLNSN9zRRQfu1kXvuKOLDtyti95L0ItVLjrPiwVTZ2b52RNNIfYj0BWcyTO3BZCp3cB0hWTyzO0MQCHtePWFJHJbSBzGvpA0jF0hmTxz+whMIXF0+0ISuS0kDjoU0g56X0git4VEXYBCWl3oCsnkmduMaKn7odOxe+x+6LxXESH18YlfHXkLolTYo8/u/Hthd88tQm6v43a78qv8rYdQj5bKaLduzyv5sv78MthiOXvJb+9X6ia6GVZItX106gHWGP/rqt5/FpBmtYt3cxBrLkBYuf08PbUaTMStuesXEtr58dl+FhiWdRbGE0uxn5UCrmoBTLVKhg1UYBCn6ySUMEuwzkBc60/01NelAV1R8aWFwKWWny799Oh/OwkuOHKogEel2edsrR+h3rC9zeJS0mzv1Z/noV++WYQIxXrBXVbqFctwkZYxQYE81oi0ADhnWfEo3S/1Pqy8ecAWb66fFSF+eerLlk5aTuea3vBNROJADLi0L06lmpy3f1hKVZGIPEsTf1+6cMlW+4RtF64WMaNOoCbUvt/nS0DNIXVAd3iB8JUhhq9K15GcH7V1RW0e9Id/7mER2XVSG+/ZeBce1KZXNlub5T20qDT+dmaM9aPbaBJfA+czNBnVsnjkc/E9iIcdX8C8CYsqnZetgBduxjiGSkWQVkWMQPGxdxu9BxqHK3R0necBIl6V+xR5lF9lG719UCEAgdhlwSAEAZd42se+zgY/NEDJq1IW2wCKMZn4qJZ6jksFSTysxCvu+SeVyBf1TRks9DyFw1zUPU4U97r6G7V+WqnXoykQK4haG4BT61BWUlXvC68OVJWRmn/oN/eKglddQHP0Mg37Argciu/0y67GjLEOyh9ACuoMY9NYQJfK4T4QtGQQ7llrX0PHeEShnYCuX7Ly3jk2uYnQh2o8/uNUrn6JYlZqOziJnrPVDsCUF+PDTna7gDXZxXmSyoDWQMWG2JQ8gzxCfFtx7V79mdtljMoGYXE6T2AlW1xTwRArgmvI/UJotMH+GYNGBK0QGiLnBu6jp85LUTDFPZqSidnijrZh969O8RTHIdfkqwYHVNbqRdWHqdavim55YfiVc1iyoubBTw+M/1ypl3Fvy1kze3NXKkCy+uLUs8qkAdD8z5L81wCg5XFUEkLbZ6Wnm9o9dB89tSmlovuPw09nZhuBE1hTo8K4s1WdYyKB4NyAe6deMWZrLX7+UZ0liPW3pybsBzpU53VtCGpTFsUi1vx4LOlrPEPAjTkn8wpNplCA16swLao3yDx1r7KepxkWdtBlhWVABtSSBuAj1WZViAyXSSiLAk3ocMxPcOMXXLjRn9XnUfsv60+CIUyzHlDoqY1BPSwl1CbeZZtAWhuGS9iVSptpwTkjmGAAkI2BptRCvyReRGFABTyp1EfcGH5D/PHEmif+WR7OCl9pQVrWrmEP3MDK9H2EMTeHozDHEbJlJRULvk9XrlBBXbnS+VbNLcznu9glLaz3y3xF3tuXdeadj5yzMomZoniUIYCOsAtsS77v1qYAKBX5bP9T7yNPj3FUAvlBC2kBslFjbmdp64E+okVDRQ9+HTZwOL7IbpucwjaLIKaw0XhitqspKffJygcmB7JfBGvg/ufFwxs0sFulB16+i1elVZ1CxFpVlbEoDRC12pXt9teNLcdFBVa2KFeruo3NBrNQ7WZEc58d42esAPDCEcMfowPIveyWz6HVf49bnTAn68hZ3vYKivL+5xUviE+wY/wCILBEgjLIa0FuDcAU2V2ydi677bMQGyNd2h8Mu60vtunnJTHNZuPXzRPa99v5SjJwGhcCQWvcLsTyqdm3TiwQyxcu9bqsKVrPKP9IcwnM/lI61V7q1Ykc+Kfc0l5W5ouT372zuTyRm4e0ztW4EjvyYb6NynGrLS+cDgto3hHul97RGl+xMxAIBXF9NXLyT2owZA32g8BLhV+rLGYtPSx7uzzR6kJUfiTLHrOyc89NxigICDaT8XCY3dTQDJAxiuUJ9fVkMuxHiuWJOjinacrpoK/OYB1c0oQBPWouM3PQo6x28HS6LOypK80lerrRwswYhCxX2auhSzKJajgfSQ2FDS89zbwUNfw7vy71UOOMK682a8gM0j7ZROpmIgpTxmG/P81xCH61i+KGUdQq0vTvV15v77VfTSz7w4b76SGbOOkqyCzoYwpSrzYAo7FzVrKPt+/WxlFJQPOrTCvtZ7Wfg6jpnZBA5F/Lv9XGRTSPozJ5maICfl3ayqrHWY34euXUhlfQAodvG7nIoMk5kD9NiXxZJ4wBUA/M5fLFw7dDe6xCo0TCtzNMtfiXUIpBRaC2qNhxx4Kz0uHIoFh0TyewcazIoAiB2k0DK6yXBC6AgNYtGPKaywWM8sWJDgFy6Ol4WdkX5bpL9HSDgJnRzK72Gk/cOctEHnPiLpPXCGPKvEUAiObFD+vPV9kPG/aDUZlCzBcWDUKBII7YUSNcCHMxWiUd+Hjw+cDhLkf4GEPTwdd48JMeN5dEdaLiaQlPh8sQvIY8uuYyM1PVwbWaZe5UB5drlDqeRGcbPnMLs8rOOHDo+b/NSEixrAwE9VQ0bcOMKaECaI6hAAI0UkFIBLBa7tgMkGgLWAwdz/IOyHr60+iD+hs6jXy8MqAnixPtlQUXyiuNSnVpQKtwaSo8hRY2l+jpojS4yugEU78ft0EZtCw4+EPGnTis0leOQWP+NmqMX+/x8ZmWhEKiCEkmnFkvNwmQREHSMcTTyYWEa6LmsMHp+8IycbtRASQMvDDbirmo3lshuFuEX7+IoafeAZ7RFELPk9hTpt+1hUhYKEQ0CTaBO3bAoKpXe1eXCPMvQqPFLJfwbakMO64Ct7SLrI0loedfx/5T/vWX+VWQx+tVdoGaT4vJLDNhFkT1gx0xrRmv8ygbang6XhpqqE1rxvt5RGoNKMStn83zWrPxPNLrGrEXzaT6TWb9hQIUa/xiiXM84/gE3MWBk70jC/JTIL8kIUXl5+AySdfdzJEddz/4K2HdVrqPNKMaZjS6mo4uVZVlphibbG15Ol0aasdNa+UZ3cC1BpvT6AZuxc3t8g7hePd++UPqBshP4UVO0Q2Qn8OOzRF1wwoZFvMD3cimXXdbQkDstoQ6bgI8nefRcWNV7DyPriWheaATzVZRT8Yo1e4gdeSnxOhnr0OvEvkZ9Kqo+AV1M8DrKNypec0lepp6HZlv5HXA7eN7HWKNn9qE+fB2tbfINiHT2/kU4f1NNljLDAYxOijIjPIfc9QPu0aeCnxC8tfxC4fwoQb6xOvH3Edo3Xdh1YrHOpHHsatXjc9CPxoB1loXaiq4Txq8J/8re0+KejE7vKdm74zxntIqDFgPdJ7yJwDhlWj4hZpFnKfmw51Fw8dlXlG8ssDLL7aptSC0ofQT1s0JXQnfDbnikqGyzGIZP8qvrMCRMlK+uCMVhaIVdJA4UGhSz4LM4uC6NJcYErDHBA5UZV8oQlB/qnOgMuPIgYLbR3SgjDBeZAQU2O9D3mAE+haYwZ9zgn8N7v566DYZN2O3KV9WqRUvKsn0hukb9rtNpdOs24TGVNMxpQpCvagL6ieB21TYk1VqLlmNwLWO3Ca4fUy3aZYhE8h3rREgtRk7S0UjQGrgO2WZHk0jwFniNSJ6IyDqxhvpyXjKt95IR35KnIHsjajVIv+DXhXNuaDuB3gjhTs1r7lET1NvJPONvBG4fXRvRK/uZW6AqP0bIPw386gRyBs42J1QnIlBIzULMjQB3JtLPM7YpoCJqewLHXZqcToTkxlHJgZuH9PEeA8ODfQZwoOdnyS+0X8/OA1NSfiOFZmSfFmlUyxLkt18ZFOSe8faETRwmg4c1QJqVi6o4QA7UtgTnjSX7LDjWkd2BG4f1Y6sk3p5ww7SEdhelGEH6YD5yLI72rBne8ENezQWIM/GWPRkPHlbY9GRnxKsBmMhBDYW9ArU44Jah2IsRImMic1rLuvTjbFIfMlY2N5Y5NvRWNwoUGafsfDugMn6tNTVDlqE/oC1Bv0qLPCySz/KKsOCzzPcYD+czbvCp1R43mXynq31/Ry3ShXc3rbjbBdSnFkQTYlWo7lEaoeNVbFdgqJzc8moHak12i7L2K58W940Pmuv7UJ6x7m9E4djE+DYa9g9HpgvtULgURaBGQiIiO945qt0kLVgaPg0HT6qC9SgXVCTVSyYoBjdXHKDj2uNFswyFizfDhbsWIOfLNhLHHwQEMSNZREYXkBUfMczYvzgJzuWpVrzcWBDgdN0ID1FaTpwD3CaDmxGsh2TwiDLRa9Qp4nhAjtWuFPzmkssMmLHMt9o0QO3j7/oWWyOg/3jFuyeNRMa6FmQkQ2I31xiNcFICXansi9UayjKdnYnM47WTHD7+NtyWFFe53CGg6HXmE2YtzAMpbvvDo2RXEsgTxTTulKplQVLkqk9Fh6BMSqd5o1RHVNNx5QqCLVNFxQ+wRgV9oRUzSWrEbjW0XIKbh9/W+671ogsJtCILKZ1pVIjwVlH1AiwULxGRAsFom5WWj0ZT/l2pdWRn4KBwBZKEJskGnvVWChJLZSgJkm0BmtgocRuCyWe20KNw9mShZpViQT/VdmZu2EWrA7MJQVzQdFbtNjegLmkYC4oeosW20dgLnaDuXheMN8VWxqDVLBMa/jBL7lJXLNovQmTk822VXNs/U25/cYQ18XqMK7nyypAguviprN4R4BkxvXS/yZbNkAqwXVBgVy0MN/guqS4LiiQixbmR7guduO6eF5c35VKPEap/AGVI0sMlCNLDJQDBEgg/ojKARDPK0eGeJrjDENzH6bSchPo6cJUOm6si12YSteS0DzRGo9MZVmZnohRT7qCgcx1UAw62BeSyVy/xaDfXSFApoXw1BfILKZtSbAPmcXq99s1sxifooLk2yFfnaPPKaWIBysMvtqmX4gDL/pA+kn51PnFvm+GdFyxhnX7n+ixf4zdnBUp69v6GPqcGyXuQd+Dj5L1QGXn9XtuREUFDFOlldJukibov5qUT7m+xDGnRE0kO0pkWEZ5au62WX8CEaVauV8yjClREj2gYtEXwZdsvX2qlXkG+dOkOiTTCk7vsLvUK9wCKKsXLltXkz2HrysrnrEaUx+wX85/xYmzzdKVSxgnAssM/4QzQOwZvQu2MH5ISPINpun8V+T1e26caavoPsoK9mXWGTeFE3iyzuRMUmopLVnl9qOpUD+AlDpTybLTJtcJyYZo0jCU/BC19G7bkwbZCFjtThVW76OEiE1+rjzNdaWilDqmUh2XxRCxktSEDCvKN1hTRKDEFgxKpyQUbUZEYfg0iXy+jK+5vGDoqU5vUn4daCCbaIHNz1WzN5AsAgMkYHKvEGWFBFC+t5s+MeKn9ec5Ts7CpA9s0xNGFf+Ky8PFp77im/0EN4BFCrZdJIEDSBPdf+x9VucrcMNUEHzeDa6Jn9eeXXPV8ukPb1IDSXfB/USpM6YCP6i774FxR21hMZFPtoOa/STHbIZzEEqeOTTgeWSW2cw5Q4xiUn3ONmemTHkSB0nC1KQcTRJ2UcEHQZpvqbVBHRRNzAGZLUapdMpTjNVIUAighh7rsk42zhEFvViDbYjGy9URdbvmHroJYBSHrCo2chNoQi8ml0/1oGgiw9wSPtNjTXL732z5OxKqMf5XFIoa5UGt3aJTKDZQByQEHDOu4Nh1QQZUFZs1FJX0oEnHErUaNWo4WaADw9kMNVTAqvA+8IIQPKKZ+w3qAuPIHZD9FZoyynNTGMzzdbGmFbpmaxhCIhRwjxs6dJ9NACRZbJxI3rhYgJ/R75XY82Wu+rIbxojrBs7X/RF6eYT0i8hBikNY8S01M6dSmGGU2Qds7P68PuX5JrFPrqtN7LMjbTST3FTNg+yoNfvpR1dj36bJjM3D5z1SKrhRFyOozdUyWB4Y0GK5NqFPJBn6OFhM12yujRXPSTqHKzxg2J89OankMildPod4/jzKUO2NMjyjOcqnIuUdNpLBFKYjP98PSOu9W2AUqID32Z5k0GxO2lFCWVZKfGJwpEJPUBUM7KLejHKCwVNfsm47ai04PwpSEsp1mazUmz6DHM5R3pSajqTlk71W+PsWAG6U7BVWpijZayZJSF4W3jMvNvlyYWcttPFpBSCUnZrm0lWzm1ZH3T600My3D3T6ACfiQ7Ifzzi3CU4UgGuFuBsnkNtDKg7HhpqBM4YaVhuDIJbcL089qUMy2hgEcCDbgtyeG6oh7wvO0gu3LB3u71HPF0CqUO2yMomJw0m4bkHbaVGG2uEKLrm5SJJUN0nQkz9Jt2bGE/AKTyWyPsxNQRtcpFUMzCFidwDEjiSRbDrHZn+TlSERcm7uGOEzQ20Zn36c33Tgyxq3Jje3Yua3Xd8j+vCgcw+gBm0qPysq46cOVpmo1Gr7dcnC3Xhq3qvVmnpqDzHglJ+XAyogEuuT8VtvKMNiRTSEHOD+CZNPCdiVh7VQIdv0DFkjyREpv0GQiNzDfckgSa+ZRLU7zhNoWorA5nZ5M1FXmdA85bbsgncAvRRkS1nwFM0gjeA0r8K7naDuvALGd71iWWtG3KENyM3bkbo2zib0YoHf6nrAQjBaoj1jN/bRCoqav7R6DvEDZTXEe0Q1x2m1B4csKJl23cxRgxqeoAZwmETcLCa5LQ9ffWeEHKMXu1cBBXzKj90VWwK/B/GvYHPRQ/v2LT6o1Gvcgsb+NyJAxuc23jiEUsmLhwK1U9ltmQU+NiD2ys7YLSGHsMAJAg0AazstmuAvghe6zyfDpqBa+72x8UvZClq3KxEVxW74wX2993glh0ENr5PhjSPJg42xABiGC+ncgjYl9g4DUM9fqliFLOh4cZ1qYlGze3na7ljSFyeppP3b9nXdy+5JIyIpC0458R1igIr3Oy85yOhbHe3O4LSkeN+O3zQy23CjN434bUWu9kYvGpnlXGuCx++GSDbsUv9H9aUBgpGJ5X0/5khd1ehMmOZUrf49NPEqd7eWL2vnhkZ0GtGb07vZDwphP0VjECh9yuHTOSbmYqvTwrxxdX4qWrK6/Q7euGJc9D6um237ytXF3KiwL9q9RmXQjGe1hRW9vNVcVQe8cG1iNawph8mp9NI7FzXc6It9nZlVfwE7xvHKhfKLfqSdZHnELCwRwjzYjWD84W/nJc3aMitkOmOnDONShHz67HsC9NChcTzjbajhe1iogk7FKE2rhzsBzC71wWvbPnYHajtnW7YvxIV4whWnD17ksjaJF8forQXcJ8dHNax5xyuyOvIO/VFWmbB7hL0tYEXeFgKuh7BEHp7B5CYjaJgIE52W9+HKmSK8XwaHknTxCoGzmqx6m3p1gDN1rdfsnOX7I0gA/6ifp7MYYwKc7dEvSZKDBaWSfcDCimPrGBy56CpFomy8NrYD16wEBu+Ey09WWbt3woccRoHm0u3sdcXEs2hjJc988kaUWQXt2+0ebs1z0Qe8m8C8R+DLGu9+ZYaPrjhfjl1JElTnqPW8kIPewTAhLzxS8oeC8nGJvfctpVa4un1nnTxh75OTkphYvrz/FDwiV+Ih00hbu2J4K28L9gMZeoYek7mG3IMYybr93ca7YvfnDghtiytcrfrDlTKSwf0H3JoNjxuGQma7H2HON1zACXt+8O8xJKATl/JO1/BApvTiFL39bt5LpPu9nR3Hk7CvHdh4k3HzYJHEbLZQ14aZ/CPPBmKXbF09ohr2LUf4JR/ZzekjOz7FSs34JOjxurXVz9rFeVVkN6xQWXTFBsWi4C/mAKeLw1+MHuJRQg3jwL7ywpbzqav9+d8Ow5ojQHtb2eytsetnNvSZD7gEZXHLWt+rUg3JsSDcG1BmL4wsK+tak3fP/Co7HPC+J34kfzFg3LRKCUdMzuTYJnSfXV6i+yjo5JpbfiKsqYuT8rwaIgzcJ3tp5adsF6JwkGp+isbgclWVn1+Vdzy8e4TejDZbbdpOdiFuI0E25juKQaDJM37XhnwREfvAn+fNb+yzrGSNAhv4QhQXjV+uEBeJx6MojJmczEg383MH3mc3mlG1n+K6WKeGRqumYrnd73qX3Whnw+/5HW8WQ/O22CyR4u0+UI9K6jdIqjvOVG6+qNj3vnrv8fGdWli2gYvGm8D3y46YEPg9KbA+KhG6I2gy0vdFk+2uj9ALQz4KrQIOQiHkPCHqpkbmXpSnej+NvlKrLgV6pcbvkneRXLQk9PzAeau8BwSRNMFmYb9rfxAJJrMhuazXWG+z/uEAvAbfzGz2RGPyAaP4aMmzuuwDW6rr4eT0Gy9m2coS+ZeC+86DXKv60x1wKGAYvLc75HXf/tcoDmb0WrB/yTleLgLvcEkLDOya/rgRe1VROCmx6sGDH3kKAtv0qqtN6z21fnFtDXKwqntGF50QCfy0Uq9PQ8DErMF9UfGw6BzBpr045GFfI8SduVlx+1HxZF/AtCv2qcHXCCgmJYMKPaz2OSJY2717zmVi71PM6e+TqAbwnZ47LC0JxpJtbhSWxqH9AOrYCI7xdKz7ugO1BoZBOFpCPTPZtRjawXKybgcPItPQxK2zmXdKoFEHBKahCg7d9RpIa//u/b7N8SGOAcMx3iGyI4pW8nAfYUofmBZ71gemDbGSHx6yrAHiw7Jtts6y+R7PklUnWkyWD6h6zysEyxU3Dr/ypmtND4XWjb4YRZ4ZWSAifwwAjYRdnMFabqrUhKbxWPSXfHbxbPaeXey6s4ul0vn4mGOdXSxtOYv4sMOLpZrz+W798UtSKnxsohQan/XaXmbmnEyjvRQap8FpLwtzm9cGKhkcXgzlvITDi4Ng4NDEFz+8GHpIEmf0RKsLsUuc0XGTMWqP6ey4eWpsRpZxk5GjJ5NhP+LhxTF4YqCCQjmkgi7Ml9mB3jSXwFzy59Sn42Vljz1pLvHTVAmBcXR28Rok4u+/hLOLpTRFC///n10Mgn4JZxf70YWTQf94dPHo6OI1HEDq5Z/TJcFlmS8OLgNzvTza0cVlkLpsSf4Oc2woQ02YwUNiyx0KBpVrDwId03Wmm93UiBu64AZuCFN2pjel8NQPT/4PMkCPGmVuZHN0cmVhbQplbmRvYmoKNzkgMCBvYmoKODE1NAplbmRvYmoKODIgMCBvYmoKPDwvTGVuZ3RoIDgzIDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnic7T1dk2W1cQXBaxhSi00gC6QquTY43OswB30e6fgxCXE5RVWcZKr8sORhvTPL2LUf7Jer+B1x5T/ywEMqfyD6aqlb6nNnh7nL8rCmDFd9+rRa3a3ultRH83AjJqk2Iv4DP27fOxKbX4f/f3n08MhPOv4vPcC/b9/b/OPJ0af/IfVGykmYzcmdIzEty2JEpiI3VulJq42z86Q2J/eOtq/sTv4YXnGbpWErB9hST8pstA//Fgn/5lbujs2kpfd+68rPZbvZ/dfJv+ael2mZKynt50Jq0dO8mZdlmn3r97OTo38P49FqFhu72IDiNvdK080yNu+GpndDsyDfPTo/0i6wht5OzYbulB+a6O3f/XJz/0gGsZJeTeBSLmrz6OzoTmAxP4/9euvSc2k3YZjp8bPpRNk1yejFBV04Yaci4X/YHctJzt747V/sjtWkpNDL9vX2842dnMIYlN1+cX8nJmtjb9svHkV1WCuU3762O54jE8v2R7ugcC+93F7bHetAdl7sVtXH13bKiqi7pIo2TpDDAcdphJ+MDzagiw3cRGxi5tGgx3GowHLlN5iO01T5GivfKOGHJjGdZHhB9OXt2PRiKeiht6FZkKnp4F6NmwfTwXSNUocT6Wyjg4jTypgs0l8EOS3aSrMi3Dcr9CfFdIzFInVmaUNpA9HKziwcTy8EJ5JH8IdHzurwIE+je7k1g4KcF32rYCZtqdQXvJqbc/MLkcOuid6u2sJdBuPXVRtZWZgHZYLBXk5ZF3lAL6elzPO/T6oyRm5/mvRjfJilX2yT9YtlTrM7Kctqt73eJvrr7eebDSFPEKFNcK11or+RiflFYWiwDGkmNQfNf7iTfvLSue3fRlJe6fAcsfNaI9A6eIMDIvqYb0Tgx41vhGybt0P9XtvN8a3wK/AVWXTLjGwXvS930k3OWb8y7sYhEtbb7XkWbHar1e/ACCi0+SDU1V9FpsUs3XaOI5mtE5hTpCxECb3/bkU9rr8+SPNRSTX5RQbjOTnlAiaaCbMgph89eNfE8yhHyPp2as40QnZNbh6RXmPApPOIcHH5OLI+j3TwdtHpoZn0XpVc+/XXTcQN+PHOTk4FXbF478LTppN3dlaISQhJYk6W3wzyyxKaqfwUNLN0VZVfEN9Vhm+MiTlZGz6yjBYRkXY11S41FTdTH5uDXH07N2caQLsmaxu41xgRO9vAXFw+IO4RTtCCe5G2AfIrtgESmqn8FM4oDmgbVsjJr9pGDu0lgQ3/JInjcJyioSEBv8MmjifOeUPSgB4bm2K0AkOSg56TyB7YRLUIEtYRGHupBiYG2sAPSdAvWYedLcozaKua+DlNMyDrqNiZva6J3qZZR8Fbyzrg8eGzDiemkh/+vIVbFJpQ5B1SCikcxCs3QzxM+QmKoogWylTeSpNGqPVERYZVj1Lz9mc7N1kxuyW8fhwWrza+9Jf1dRTPG3AI4qlPlHDsG1WXsiBaCLX1hViF7ElD8hR+leRJ0SRmT/JE8gnJJU959QOoz5g7pRQ/5U4y/kJskdwJhlJyJxeJpowjLFGMWHLGcZNntRF6uz2+zmY5cShBQtrXjAzRMs4yaVRY0UAeZaS8eh6VhKIVDJDkT2hOz4JM4pi5dE3sEXDCBPlTQ3fUQdB0asifCuJa/gSPD5g/GWGCyLBPYAPeVIECR7wcBBHepwivPH1/NWmaZ4GTptJsQqs5VBbpfOikCcbM5kxIo5pqlJoHTaHOaZIEOVNFzyGpa7L2gHtdy5ng8SFzpsCL+97tAYQmcKJU7QGEBnlTEenB7AESJdYeUiICgu4SkRGMp3ufiAzghyQPKImImReUetBWtZtzmnlAIlKxM3tdE71NE5GCt5aIwOPDJyI2BEz/PLc/1MXbH69flCygZGB/NqFoNjFEGKSsWRDtRN/eNbGqcUiBCNPQHdU8DThDhCmIaxEGHj+HCIOU/Q7nUpojuVF/vcu4lOZ63m9rtLUQY2eDQ0xpVqm5GnGSTKF5uBBTB83GGKRTTXVKDYSGnHMaVCDGVPTsbbomaxG417UYA4+fQ4z5ni0CpGZwkKkWUaQGJlBkejiLgCDDW0SKMiDqLsqMYDzl+ygzgB8SJ1+ijHYGxRXaqpZzTsMKRJmKndnrmuhtGmUKXo4ydogy8DhFGXvIKGPcpOeX690xMg4RCil6FkSzMTZ0TWwmOCRBhGrojloNDVhDhCqIKULZMULB4xihDmQmEKGQobBJ7w3kZ9rycp8/eg+e3liNUGGcOEKVJiM1ItPDRag6aDZCIZ1qqlNqIDRgndOQBBGqomdP1TVZi8C9pghlxwgFj2OEOpRFlAj1PVsESM3jCFUtopcalenhIhRvESlCgairoEkIQGBsvA1MRtDAJUJpEqEUiUm0pfsIpWmEUjQkdU29FqHU/gilcIQ60Jl9jlDaxqmITuzjOui15rTLkX3vy/kze3DmmjpzRb1319S9M9fUmSvqvbsmJ1HS65ozV8iZH6yAJh8IIpm+g7LHvYc+X+xgdoZfDGZYj9ZNjJaarnl2TT27pp5dubqDlAVsLzeP99SBFM9eJRCsY/Tsmnp2RV1519S9Z9fUsyvqyrsmax641zXPrpBnP1SRTDkTfJHmASIkbl5TN1/tAQR8MPMAN8+bR3HzIntofCxYgOOxYI8NaZyAmW9oUOiwS4gXYAiGxoqOk8iecroEEIehsPAx+4DJz6P9LjKSgXABd0SKa2s7KWSAI5EM7onkCdAW32TcA5EC7ojw0Iutw7MFnnFeKJ2sJljFJlqFFLFA9OTzo5Nf3tz+c6w09E7I7Vmq9VQyrDjut59P4uJDziKsaELACrFJGe2X7YOGsdkdLzYEMie3pw16tlsmIZd53t6NQLfMfsaoqLev8k9h5fbb3FtcoH3ZoI92sU4mzMftrQa801DPGhR68Nv/Rtz+UxrkrOoQbFj2fdPeOo3MKmHc9g+FWWFg5LGDB/X54+gEFutk6srHdZnDXLX+n7D8YRnebrTOuME+aEDU7Z8Rhdbb413wTV772pmSpj6eNekXYdyurz1owC/bz2/LoaGbjKuHhrfYHp4mhXtvwHq652i0mJlv6mun7bWiBTe7Ika7GINZJHSZIdznhojGTfrygZDWEgP5rviB32kcIoQ/cWw9YnQXKJy2gmtee/8Su5gDNY3M46xKDon2vL1/xooDUf3NTspJemnx8z9x4kLm96S+dG93HMwi/iqYNnaUy9qWEI1msJcyE5TbflJ/ARvLvP3PKZF0YXCfN0E04GannAtOzUfSx8Gzxa42x8WLIYOMvgRxOii+82yss+I9HyIQGLc26lB10z5B7VY34NQ8gGlQX32JYFEF91xwXSGn8ZT3MIPfCgJHBL6uEmowZEuI6Ne9NVNOBqOJj++3n5noLLTDU7sZEAISqwUDX3UCqX9tVm0VrFE1a0Rz9PftJ53aJvTmlYHI1E/ds2ambeRoDISFCzj/iuVhiHjr473b+kUIeHKCFGnsAkzk9c7Yvv7YOniKuwW3iQbOD/HCHlSDCvbn0n5O2IUAgZNd8AazdQqLixfMaPOaONAHNeJpWyNekWbI6MoQk+6BQNASDr9xyik5uK15mgV1W+fNqyAPtmluZwjq8fn/sm9ldRipMBB5OMjXVGQ7edZlwQ4MTda1xAUsEqVID7jnQ1wY6EP/6PknrdMN7r/5LxAFYo864JasVSjKLNmhIAK3+4kcx/d/7AA2NQSiaEvmKTxHMw7NEpJnwOTcNEfxqJhgSPJlNUHWL6L51hwR4uQU88f0RJ1LhhKun3JvsSkCybjQqMFLYGcPMP513mVOjb/8KdoxCChOqfhtzGlZ3sRVzW/R+qRLupQPuYlSdJRk9hWEr9iJhqnxGUJnypFazTDCwuduMy/8mLPZtdVQ4+BWnSCry6HSA14O/dvOxDMqskbZmzaUkFFIkVnTRbpEC80gnAbvJXqHfR3Nulvc+oI1NWRWzJI15wh5hulJ6JoY/JmxkyHwMyk3WTnBcxrogFYLmrcwM4M4KBS5jtYBCsUke2KEhCbUWjIAvQ7ZSAp0o80nYuzKaRjYLOYyJdJLqLNb/ZwooRqe60ZKsuI8vUDc/IryIptpnur32JCyxQQ5SMv4ZL5XlCgCQrB/1aAC/yyJw8K+9DXWF8ksghVbK0lmoZo3EuxP39KBXzUnBt/4ru8zKu3iRryN3wuXKo9r8ch79m6Kxb7wZeKr9fvVZ//UU4ZZHrdyFdn3WoXaCpXBf8AD5Rc/oqtFqIYuRNuwW8Q8ovPQzInJJYqtFCP3OIAzjQF8lU1eEH5IJbHw9RKWxKZIUuqQeqhoDUEBxRraZvfPmV8foi+FI4W4OSu02VQCeSs5mpfws7oE5Y86ykjLpldQESKntgK1QlT9GAQ3CDqz2AuCd9pUsBVdP1/NnIzw3CcDT9RH+FUObUHRQmctv9K0HH5aHwxAkFqPMhgwNjJJCnScJD16lnaBDtLusbO0GewFwTtpS5ASnTsDOPc4ghPpAXwVSQcHOAUmFxm/W0+y/ptWTRQ/A4mFOWGBiD6d/Tuu7udy3+52H2fQD1t/Fl1zPhYevrnoyoU+asA32ge/3+nrl/bS661aiR/VNbZmF33U8ubg5+VYstt/3IE+NWnvo09eRrHm9+Os9trhD2F+zH5I8tEubkpaJen7Yf1vJ82fErZC909z+A/LfWcdhH+uNh4Xj5Snn3KHySEjDqZcj2uzwdfa0NQU9TA5IYvLnhbuq42a44qpmX1XJnQFysE1eTqhLjh/Zeo8WQ3UCpyJE2f8iBqJMzuKKs7UbOJMyIcUZ3B2we2viDO7PlHrY4jrG8Cg+h5chmAO7vrcUs4Ge9cH7uJa9RG4Wv+iCwKe4Ws7QPU1V9z3+f4zOlTma75X4+ag92GZAV+rLTJ/2KdVIs9UZyLgj3bH8RBfu2UsL02eib9UgHVi6HO/53LTwHutVJqddOXpB8BRejlMFDVp/Hkd/mI6+b340Y4Ht8d9Mv0x/sZ6xdsJp7G3K83i7fTiFuTtWvNw3q5a+sG9HZpDrLdrwP0fVr07PmU/tCsOTGNv18QZm0icEfmg4izejhdn8nahO894uxEMqu/BZQj+st5uz9pJRYEG5l38D6rK07O7RFVeTn9y4bhJq6+wmrYhL2f13hZAH+7V+/tjDIxlR/w8CnJRaB5BE+aRp/PIX1bx+253yvOoirArQbsC5TKPkHKeuTL3I0aeHyJPtq9Wu0wNheYREmdqejqPDinOMo94ccI8MuOKDqDDim5ATys6gPYrugE7reg47AXB6YouyKObowDmkbnR+LXRDLQBzA3SrwxyIAJgbuwMkWIErIMaiLDQKxRuxbpGiwq36iV+Sk3C763gejLW++TTCzVJmfdDYdfvQS4usWZujxHscXv7V+XgzNSdQl/5iXxmfj5nz02Y/WalxlOr/ojlD9y55rCDG5+jEx90anC2/9ShFX6t1GixRxnoAOS0O6C4ZFftcTnAXcjGO0voq0roG55nxBNiv/WP2KcdhIw5JIUSnwKsFy/t3YQnRw7DJroLXdaDTb58YOXghpzLtEIodACDdvxhb38sx5il747R0JEpDOfCIxr2sIV9zheE0OODJHxBoEgP37bXvsRSYspE7gw9GKu7IxjoDJ1VPOWFzx67rQ5iPOh6MEpRW15KqNBkMBq5hNWqM2A0xAOgkx2mGCefOyqxcFrsT2PKEQw6i+GrOWIqFLx4O3q+SQtLwLde5iDmE3wQU3+e19I05ABRlVopNhCaOTGk055WbsFhKzqOXnVgBfUxVyKBDqafclW0F9eA7O80XhfQRzJEjBa0fIeKuNhdrPyvGHAeVqNcCG6tXPqzYqSxmpnEVbast0Wni0LWms2A8lEB4LKzdq5p7BySFS1N3m4POYO9WtYRd4Vms9Ehz5Uk81hPZOVi47dlOtVC1WOpgBEG7PGm0nW0UYLuK0VgdFiI771tB4d7TxNld9ftwyNlhN2oxZR7W9SiTW3eLc3AWWkm5Nq8eoavfCC10XBvK3ut0qu75EPiTPlkF+9iVg4dnv6E2/RudwNfcAfweBFsWr5iEV1t3aaj7WlVt3qxzt5ibzB++yIFX8PnBEABWQg3EjkpIUJswCeT1/PZTZTIT3fHdhLahxnLm9oKU8/Aa+zdp1ZQc0qB63Fp8Boh7HrC1IuZC8fBh4SVliasoJevs5JoJN9i7G1FNs9smqjPRr5y7GNRsRoUytoAJvk9aXxeJu/V0lT+wjTrQ5+BOhHUD8zNyHgbvacsftrEwruMFZKXdw0hKrsQ7Y1+Qc4hOVkf4okOmGRbgAc6WYHSyrYhor0ZsQPUV2hYqrcdEc1hB8fdsINGYNfCKjFi6zj/KvbcvmQTC4PNQ+MQ1WzLBVlxCG0wHDyF4xGeGGTgqVMGfqVDsbzHqcWC/3iC9CrYiILFxytByXpRIU9KP70MxuxxOUYZuBx0C8BBtwN20i1Ae92O2FG3FbvT7YCddFuxO92OfKevKm13zVnmegQn9gZw5mMA5w4H8AEUqBZX/wTBC7uE/XC3kPW3n0kZVqJTOS/MjpQ9gGCqESYOr57jtYs12wfUH+zCf0IK4XBivUgfNWdwYl2akFgbuOovI9fm1Y+gtBVxddKUfLATPe305In1IBHf2C/iWqHAqqIq4B1WxPhYwsZ1SJUtzB34dj81qzAz8gFla1Qg9TxEa0ww8DXRvs+JrJnqjfGcmRSJDIIXvGhj1QcSLfgfuNggNassM/IhReuXNcEmJ1u6aneoZCc7gvH0QvezYMtA97PgUeH7Wa7uZD0Uol4hTOq5q2kpUDEGoQEYI2oBjhF1IAxgSiQH2gIdAu1IpIA7Iin+ApE+/g5EANxdmpDCMhDpw/JABMCUCA+9whlUvK6j3G2XdoLiutbE3bDQ/PgHtzfmh70xuQhz2L0xpdPf7LrM3piKE8b/APfGZPp7XTWEQ/MuNMWM9sZa81B7Y3IxtXLmB7ZuPdD2mPS6/uGml9tjL7fHXm6Pvdwee7k9NmyPSbe4IeEbgSHhA+CQ8A3YKbMDaJ/ZjdgxhavYXQo3YKdcrWJ3udqAzUPTEI3U3PYYB09sj/DM4AjPnY7wAyT+IRGA08HvnPhLI8a9TwCOyu2xs3ILdFDugJ2UC9i9cnvsrFzA7pU78B351SBmsthgwIm9AZz5GMC5wwF8CA2alMq+3B97nvtjQXMKJ9elCcl1cLBof6w1D7Y/1pR8uP0xb2PRKjYfle65tlnwVjgfJ/sLE3zatGmChxkEf44tNaukM/IBBR93eFakntxE6arb4WHA2EC6HZ4RTEZ10B0eqR3cJ/ndHb1UatzhkRLYNfuAMSYU4BgTBsIF3BHJoaJAh1AxEsngnkiKIECkjyADkQLuiOTAAkT6wDIQKeCOCA+9wg6PVDZW36P9DLlk3HpRZNrriVs8cixiUx7uZIobNLre6bDZqWAOce6i/ZvP7sW3vLEuVZkOdcdo2+jxSmUtU8N22iihCrC7tSwMof46XX0ChdCxsu9pexlxhAqg+auJykBmG28+TLdPWRuL6eD5E1pE3O5xAdxLcIC6/ZoVwC1caYpKd+HSwNvkIox2+w+6ehFQadVrK7Grb/0PdyXQb0qlXDBKKcE93G9UEVtYMFkGwi4gQ6ewYEmBLZB6QiuDmR4QX2hgZyzCb9Nyb1HkRhaeRSQ5xCNi4X4dA0Ktz+u1RUVI7b6OPO1KnPh/fic7mGVuZHN0cmVhbQplbmRvYmoKODMgMCBvYmoKNTc4NAplbmRvYmoKODYgMCBvYmoKPDwvTGVuZ3RoIDg3IDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnic1V1Nkx23dS1KtCyPXExkMyIZJ65XsmL2U/iaja8G4CQLR6VylYuuiqWxN2EWI85QIoucoUiOytLfkP9LflMWXmmXlS+ABu5F4/Z8vaHCiCVW8zS+ce65F+jX6C9XQy/kagh/8sWDpzvD6jfw/+c7X+64XoX/4g16/eDp6t93d+5+ItRKiH7Qq92HO0PvvddDKkWsjFS9kitrxl6udp/udFfWu48hi115TC1tTi1UL/VKOfh7iOn/sxPrje6VcM51brr03Wr9X7u/hWJcKmajtei1V6txtL1b7e5Dvo+fhNTWj26E5BvZi3GQY/d0vbG9dsJ0R7E0KZTqvlqPvXLK2e7R2vUGSpMk4SMs6GDt+0H4cewOMffLVLoYbC5zMCLXGdD9kEsO2kJ+7v5Buf9ivRl7b6wQtNQqF4y0sN5nUEjXPcP7f8FcnyP6fC1k7wQ0ew/Bh1xRVatL0mNa1GbojdQKZmGvtPsQE5zW7jwtg6ajRTredFEK3T1OuexoKYr9eoD50xQqJWqw5D+K3JHD2FvjgXaRLVX9oQPGa93JON3O6W7ASsmlx0uS6+u18L2V2tdFcQWQS0cnIYxAoB7pazNCs/tPsId4/wU7Ap+Xbh1j/kfsCB+WpC+xL+T+rzJqJpvc5IHdSNlrPdniY2pCxXAol5oJDDbIgsRuiV1LRIdipAMSzK+NGUMDP97d+f3OOAwrMzrVj3alrVyZ1fODnYdnkDrH6hZMWj/qVSwwqtwqqRwIY0xuRG8Gb+KYRHnKMihNSiCl6YcBBm0I+hfH7Mob0A1hhVfdm+sNEEobYburRal+sJa9tNDP7q116ZcZ3MoYq0O/RvgTe8WDQhdQeKsyLrWzbWoZxBWTG51vaK2Z5Dwa26GdS6CrKmzgVEQDn8kZsVPkhtVoBuqD8uALOfbGKDr47yPx/m66VKb7MMqNBGU57f5NvP9+mbH3MeUv8P5bwGHlgSCi+/lagOkAT7sflbm/fxg4rqRzovvJWvXGG7ii6FUs629KtmtIGUqUjRoG08tOl5quYZnJHIV11lQVvFmS8OzbCGdFL2V3/aRRGXUBBQ5Qdf9co1Y4nwk0kU1Txk5oMPGM+9EgTlBfUGN9xhVgbWpljERUlzqV90xqPQw0tSn4xPBZapizgpZWmwGSKm8nY7DUdFo4drGBU19aODa6gaF1HHxh+xshDgQlUCDNLgV2V4CNvbYOSHgluWRlewuJJpdc3d8YN0JwameolTZEhPO02vvej20Nk0bGQVMVXSDyLCDIIRJjGmLFkGtCG3I1qb0VBTXW1uSapwZyaSxb65pc89RALjZ1nr5ZL2PXB8spcAunzszhqdUNnJo3h6d2zOFtaSRtb8ZEIx+lTINmvRv0a5AOZl+DqoTwXYOTBzGN+tX9GOUD5FH0DtYYpvvbIHROWGVLwncnIRzGilmrhfLvd0y+a41s5+IB+VVF13zpinq/h+C/rMUASxvjCzjabC8QVniY/slebmH3SP5NEVKizgNN6ns3QgzW3abqnTPdRvW9Mq25wsyAdZXJUW6cJkeBtwbrDrPjp9WbXMNMDUbJKjszsdrEtSedWUn8EQyTFl6Cn/6e+olSISGYjuT1lb20cLSXBk720sLRXho42UsDb2svYozL8zCq99chKB6dUcF155H4IdL1HRpP5PHJpkHo+stoDmaEjjia6d01rOKVANP6OdpIdR+tBE3ibRrQoJ3kSavMBNovRj+MZ7UTGAThRbYTJkqp+HGL48eti9gBjLq+oBmQCZuZASyCxn68pF4gy4UwHMtbOLK8gRPLWziyvIETyxt4W5YPGlaT5/UKKZKF1TLlGDESzikQNk/iPiyLOsfWN9bQ9wGGkoJvUoM6qwuA9ZF0mdp9G2DD5e0y/6RQBEmm/iIsh1F37oI0JzM2V3sPoSKsCS69S0h5WL1wlG/hSPkGTpRv4Uj5Bk6Ub+AtKW+87qfxM4lSxlJZz+QNy7k59g8IXUWOg3Y742CpJWyvtKiUG02FcQca8tqwip0MBVRopJlF2RVDff8JJ/9shaQiX9auk2lbsFPBmDZkIyHfv2INWCyptg3YztAWOq7YLeJMryRBhiUKkZSr1TqexKQ5F+sM3yUGQq/Z3l6NXBewDhK+RIikN+f3rFrV8rORoAWA1+6n5LpejPEG3r/FeSoSpN1tgjiVOOZM2Gmea8SoBmhZA+dA8dU3rNITUCzFLKwYOOhJC0c9YeCgJy0c9aSFt9UTp4qYvwpB8eOpegKRjxNwaYqLpIISm6LBipaiy2q9FjeWtKWGUbcjlUSkgxjhD1lt+NHcHmOzroUd90FImZtiwDC2WOW5IRomFAjz4haCvYFzgjc5et/expomR3w9sj08aJNGZUXZvjW1CTnN7U0wcDShBk4m1MLRhBo4mVADb2tCVpUV7D/HvQUIdsbuH2EknA2yQnjLr7rebthWthCu0Qx5aH/c2h3rrFQhGTFoyuILuUg0iHN4SJLAAs1Fb5zRra+LrcoVbL0axMDhPdYyf0oqJcT++wwrF1J7D7rkFLgEzrvc5QhfJY1hu9WQ3mYrIo7mehPDbuMBL9pGxgMuNKw2XzsKznxbOJpvAyfzbeFovg2czLeBtzXfMf4E4TIWkf9G13P8Xsv9580Oy8ImYr59nlVmawVV+MxslIAUqiLuN1j23G72zLZ0MLCGGcLTo4tWV1NwzA8dq4ckDBwp2MCJgi0cKdjAiYINvC0FTXxKfAkMfHOBgSUI4rfGt+Fcu7OxtA9HlvNs+E0U6Qa/T3teoqWds+3rrRln2CfaDBwZ18CJcS0cGdfAiXENvC3jtISYM1EOReMdlhSEKm38fgGmGLvojtPTdI9bC+0ucnTWb5fom3C8ldY6pq/dOsPP05aHlR5dIj+3r3fGz0Gy/GzgxM85PPGzgRM/5/DEzzm8LT9V+JnP5Uvi1Vb+Fp5+6H5wCrJ/yAbvV5kY+LJEU4d9OMksuG6eQo522/8VO3IFi2kYhu+3jTXXtRg5rrdw5HoDJ663cOR6AyeuN/C2XJfhyfR8C+Zqte/SbIAsPJxYelrXWkhGqp3HTPr2Efls6/L0J9vnfmRXRaLXz06OYRsBniLRi1ZXc1FJz0WiLRy52MCJiy0cudjAiYsNvC0Xwa9OVMTNg0zFVv+WnvLyjGw3xJe2w9ktw1f9bPg6J13slnCtmUYC5ZzqNiyJUPCYMDQVEPjQC3d6dMA+9yXRa3+G574a8nCK2cKRpQ2cWNrCkaUNnFjawNuydBDlR2U41aesp7eLXc/+SPYm6wx7brMUGXV3iRsX27o9sQ1w/1xtqOkjDLth28KRPg2c6NPCkT4NnOjTwFvSR/uht+2GbfUQr4zPz0r0eXW2NcsspXnde4N7rnK68mE0yrK4fUZTL3cuSy7P4JdvvqodootWV1N2sOwmZQtHyjZwomwLR8o2cKJsA29LWTfEdytmlKUk4tfU+BC+fnKfWUAer5GVznscd877eLCmY1pRaYgo2eCS2/+vjOhmO9Xselhcxo8tN8Io4fpqZcM63+tcU25sw/zk9C9Yb3xgN469GKZHDenNh2IKyjtus5SBgym0cDQFBg6m0MLRFFp4W1Oww9Ja6Z2Wl2+zj3cZ6W5/gVEFEq8mVuAf897kYoVLX7zjY95LbEMlvMp5bqOUgSPbGjixrYUj2xo4sa2Bt2UbDOk4hZptKHAKaXi/vrBQoptXaR/I9H4oC5WfktnjVxoYYpJfw904Oe6sUs4fgFrnEtuNh6ZVLSCx4qbRvaVmMaRpK1tYDClYZfWmakPPVsfGs2z0PZw0CsDmqWF6FK5ltuC2WBk4MXsOT8xu4MTsOTwxew5vy2yt+6UXc8h7itNupIg/8J9tSP6Cc00fIPjBKZt9+M7X/Y5Exh3OwVss+2apSyFrthaagmS81cx0LDu9ZyaiNq42aRc6dPvDJk34MZyUK0xy4sioSl6x5x+wbcaH7+9TTSbjMuPj4GbvKzkW9aqg5I0nj2khFKzebWrLCO82ZXT+blOTOr7bVMqevdvUpI7vNjGpJwOYpY4dH/ODMSGHCp6MZTwJBPvIoPDWrNCWXSlZY8kZn71JuICCvRTUqnpQ21ZnnHlLMaPztxSZUjLOvL1Y0Nnbi1wpE8681ciUkianLSXj9VuaZ3nh2lUnSwiXZUsHDdLhzevpxZYO1hSwDgIrEeB9tfLxR7cRS+ctCGHCGwfdR2vwKaM2rjvKCQ/zBSQzvYWoUnUP8fIg334QVkXWOCu7LzK2N8/rw+v+gMEYCVhd5Stye7+AB9ztxyFSGCBsd91xuX9Yrh7h7aMLlI5tG+or5WFh6LksX8YfaWkY/nBkQL7E0rHGPS47GbW9NayklIXcT8OLw72Eq8+4nqVRdcKnwuMVYlPho5Dh4IOQR4bDLdLJDoEp5cdVJCUWdFCuDsvVUbl6GpRXDSMsDh+Vwg+ZVpB+YcLvmLIXGhGHQqql3jC5Pw2Xg4rHl5zYioMTh2+fK/vbaCvg07rfQGirpZc60W8xM2JPwsN6L6FdOK3YhOel5L+EZbezEBlj3jvYBLanPYL30pDBWoqAf4jmHN8VyYX/uVR4Z/ohPKx5lGA48QIHD/v6Ym17YQ141peYEseWgJjn65Lnf2YE0CabpHB6sthwNZvqiJGWPWOyPA/7N8rJMFLSgjIOIh66oWx4OdqsNr4cYfBkbkq1uO1nrEhbkcCjNMhK4lx6apkoRGjsD0rvScLvGO06u0x9m/qqu48TExQ06E9rCQHWAHeflSxPODV8ieXQRs4Npc50yDRo4sfoPG3bbnh/GNyxGIlAR5Zr78eJ5aNQLZNC7kfJWJSqhRGrzHlO0a5V4fsfi7FQo4vMdxAk6nLOzYLV5XJOMjrQKd7oCoZWV0CFx8IAkWD9upFjiZCJx5Zzj+0sZevSZRxm6yj4PTh3VXzY2dmM0/sZQxhCR0LnS3Dp8WrBpWfwmJSdOzZ36ESbtnLoGC1MDiRxFBbzg0N1znQ8xRme5s8zbbFhvDvP6bZ152xwkv1i04PwYgrvzmdSuq03L6aKbvgzphTiCUkxk9JZ71h//hBTYg++Kj1ADAdiyd373g/ShO2XzAk5Fk78OiybvfOG15s7hTJLrj3PMQEr355bd07fXg//lr49qIETeok/OfSZuX7texs2J9D1n+jbp4sTXHuSvRwD8E5zwbWPptdOyyW5yre/LcL3h6LWKIaoHtQnUnLmcj4puQ+Y9qBjR0Lu4erls/lkhX41jj/UeAeFj1SeGDvYQslw/9cc+OfSNZL9a+rlIygnUY5UQvKdbPskM6Hu5Ps9/Fvo1veTvnESe7LGHHF1YyOxQLgdnlOK0bAmQlU5k7wiWwaxRBREthGkW0cni/oe39xcEDu8904e/f8oUs4N6TeEgUzmBS+Sbz9h+s1YBKT8KGs9VoNLrv1JWTVQtCjraSWeuWnZtHzF6NlSMs78AaN5eJXLaRc5wKZRyqB0Ytp9xmCPaNNX3FqE2PgdGkGWyyJ9/8stf1AXUKfYvRdbwqFaNfIlFSomipwPV62C3DbLfJ0XwccciC1HrKeNzIsWGlen4D39vH61gRWZrJbQbERuB/3/E7yUkmZD+dqAr7j4KC0CeDWOs22Ws5dEYsLXYcQud8B18v8XGREmuP2/Bi+UaZkjr1lDX0Pw+yk+79csnXRr5UqFH+NNj4rv4am7e+yxvA/Kk0tybC85mfu4nNWL520fLhQaDzWuD6bmz9PGc6lJ0ukA4bR5kZ+h5qO968OoD7nzutkTqkl+cgQ2dpocdn1cCv063jZmofUkzx6b4AU5rbwkJad9H3OdPqDd4w/rzic9r/Ck5yM86fkZXmLS+jTwkuDB9CAG4htRth7JAdPf0QOml8+SvvuJHKYD3sMGvhrSqdLppwfdf6dTfCeehp8TSqWJrEBM6sNL8B+tw/ECNi4IC5sO65F1vdNxT5A5uhxn8wsE65kRYf9KinwIdUAlV8HiQfDp9mOOLYQOPFtJ/cuWkSqQpVRyMnZ1SHa+fwc5gNl3wy/ZRlMzl5w7Ts4FJ8ShHCFwLhYufxd2+uUwVOeZ77NHk5MC0AyYxsL9T3uE72G2tL0kJRBGO0qXMIYwsl9g0j22tbQ/aAkkLRkRPIv+m9haKxRNuc8OGKmLnM9+SNtFTXVKSop9CqsiB/121GjZVlU2S1Qx3+cNldS6X5pywN5H4yFVPWOn9mU5tR77Vx1qXwp9dirP8nyqopFal086aDtCEYHpMmtC/LzEVIAd9Tg1xrrwdCBpmQlrX+SLtBY8o4vLIx3qMg6WRyBSMu/BFa0hJ97ndglJBUIVs+tRgQSrJaYkJWZPrLH6UkP+OAL/nYU7xYuRoljfwvsOFDNejJ4U38OLJXrpZ7OS6GzE6XxJfXuacE+odapnIR6ttt65qYevLzwp7CflfsPxeL/JP6tsiaj5AxQDZVTJRUhfF5sl6tNwwqr0hb3L9ov6xLd1H7tNyl8y6nzflftEYgUmJd+6MFSqcn5S6jEdlhlfZ1+96Is+kKIml2TlUihSf9gDW5Cb1XxxJXZmj2v2UjDE9GAPedzMC7R2omm8f4iXyY+N0uZoT9oiP7Y3voRST6aCxilQAgVS/ahspUDPUHZI4JOHyYzVNzfwEzR8dEhM+DEXU4ZhsuHtb70chEB/wtlh9HM1pNja3pkAu/0YiNcLZTXSEPJ/x6oYaddSdJY7thiYpwSy+/So0Ib/9Mw5zTG2S3TV51gqe5zqRSPgvwezFJelQEjAas7ibjBXwe9KQHGGAI2xrDpAK8NVBWiMpJC0i1FZHqRnbIIXp8j2ETvgJMEBOx7HpbWHlVBMtw1msnhJBkEh6nMg8k8Bc2DUCosyVEgIepwzHeaLOiDJkxrkIH+Dx6AGCLy8g0t1h5zWxRJIq6bYZBjzbt9GjSHVGBdlSXW6+OGb6Z/3wj9vp7+mjwHdK/9KCXY/fC0+DuSajwOJcNDheJkfBxJWT+cCpkGKVf1+56+dqYkFZW5kc3RyZWFtCmVuZG9iago4NyAwIG9iago1MjQ2CmVuZG9iago5MCAwIG9iago8PC9MZW5ndGggOTEgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJzFXVuvXEV2lsGBwUQkEGdsT6JRB0jontDbu/au2hcyiUQyzGgiFGVi5wnycGwf2yB8zjHmICV/I/kv+T3zyGPEH0jda1Wtr3r36bYTLFCz6l71rVXrVtvPV20julVr/oQfD5/daFe/0f8+ufH8xtT05h9bQH8/fLb6+/s37v6L6FdCNK1c3X98o23meZat60WsVNc3fbca1dB0q/vPbqyvbe5/rZuMqznV7sZQW/RNJ1f9pP/b2vpfrMVmK5teTNO0nv3Peb3a/Nv9f3Qj2362ekq6RKyGYTTj3X8UR+qUq9J1qmnbebVtzRC6whfra69t5kaMYu7Xr2+2czNKJcb19c3Q9FM/jes/2HRNN7ZiXr9hx/vs/o3f3VDttFKzHJthXA36z7enNx5XiEJGopjHPtA7OY28difnnlRXMhRIKUF1TLXzmIbWEfUwZEBGdl0w8l7njU5PTO1qmGUzSHrSYf9FNzRK9XT/399sh2ZWoxDrP/U/e7X+xUZ0zdT1YrH8dip/Px7a+6nmh6n8jc2262fRKLH++UY0o1JqWL8Vj//LM12ugTNNYv3epm/UrPQvSr2e+vqj2OydhBqKlW3ftqrp1jKO9E7q89uN3gHdYhpVNsDrsQoG4FZMo2i6bn1z164MMhJF2qCsfOeuaeKHqRGBvceQ5mMLFklB66ly7CJ9HlSiE+ocqWqcA71XcuK1e6W6RJVxzH6eQW3ZtrS2inQH8rK2PrNIjbNWrZnWGPghY1dOtktkZLcWTraTZmQ9O0Q+mAUHLQW1MJj6ZpJOfF7TaGzkqJeqf5rT7PqxGXWl1stAWr610kCjOaeO3WjkbllXznMzD3wELybNpg05XLR8j0QtERMw3BYPCFyeysDFas+jiFS9pTm4ytoaXDL1LWUOrrK2Bhes7Y+vXKVZ+jDOSAhzsl0MI7tZc7KdHiO7eTDysTAau8ZfwrOVZFKLrHeN+Gq7SWkRp4XKdmw0Lw2TlqVWfK3/MAkSLR2FxmHbqfUfGzk3ibEfY8V3vRxshwxYK9+/Bpek/X+5Bu3eYVI7dK8pn2RoDT+nKLx/moh/sxFtI2c1R+IwBnZRopn16Xt2uZOWR9pvoxwlwrmlVedmGjrZrz+iwjs0+ihJ3GtEsdHMFc+mnwZ/Nv00NfqWN4ejBnc63WZsVKv6LmsOzlUqq+CRg+3IbaR3SYpZd6v+j5aZBIWapIPurCi3cLLlFkZ23MLJllsY2XELIx/LLVpyTm5Tv9wYRXWYVG/u7bARbyawvk2VibA9gTEIWP/KMoMa9Dom2ujdjTDqrmasnycOycoTjySG+AnVZhKXhDPLmETPXwxzO+zLJXoPxCwClwAVJYPHHQSPO4dwwSD0PA/kgnRgBRcorW00w0taRQK51HN2iMs0C062IGdkB3JOtiBnZAdyRj4W5HJuuql2J5QyOyDaqbFiygQ9YRJ0JRA0e9He1kU6QutrG6ENPr2VlPg6Zah9LwC9hXrNHtoN1671z4/i+ZNOE5E0ag5Bud71QR6IcnJipbCfe9Pvy19SgnyvrxMAeU62kGdkB3lOtpBnZAd5Rj4W8v1kD8dsoHKYUiOV6wG9xpgraX+eSNcTyLXwntS0/mAjxqaXIhPdiVfAfSB129HYsJ5TtBgaaGOxEdoe1XozEfDvIfkPByQDzdFy9bw9akYVgLd1M6Lx/TKNkLolw3J9bY+50H1NyyK36TUnkbWBQmTK9cyKJyppaAVvw3cJh9DfcLXXLdiFtoLEHBVEspqrX62yz+XPttPCQNPz+ye2uhm58VYqv4OuKqKk3WVKXO8wNqlZH3QpJIa+1TNj5KAovvqJFQKlHZB1zslOoJRkL1AY2QmUkuwFSkk+VqB0U5Tmr0KgzMOiPBGDNsb0TxXvSCpQ7FSk5qKaepmZa9atJEfKGPk8XE9EdBAmfBPKhrdKfrTTemdjnMyi68JUlGaMI4y8qbWMqTvU5zJV3GotugVvI3h/dAw3+Zv4pkW7lKLpVB8kCmGxA2eTs1AnoGeCky0LMbJjIU62LMTIjoUY+VgWElMwYK/MQRpyusUwzIRfrgMF9JcMj1dSP/d3KdyFIvQuOtW7CyL0JlPPjpHtr35iOTBF3yPZzskWmIzsgMnJFpiM7IDJyMcCsx2b6eXYR39LTRXsRvjyW+Y8qHjHXg6CM8UQ+ADGZuij2LoF0fMR8wYdKTrVLFsTFTl0uByCbYin5RDkZAtBRnYQ5GQLQUZ2EGTkIyGo5jE6Bo+E4OsVCEa5iZ2+x4COW+01HxMxVaFmSUTSLeyCvCrSnFfo+HEzyMl5EABygGwgx8kWcoBsIMfJFnKcfCzkptHGdA3kktR4G4KCQIWrpgcgRWW6EGn1Jz5MPCermXtIrWL5k6hYEoxz2Zqrqz8LHfQTxueS5ZMJpJeIz+PHzfE5jRKoi4Bs8cnIDp+cbPHJyA6fjHwsPscheHr/LmGJXpVBAXyvbmYR4JbhKt8JqZG8+teZgCWOh1IBzfmDVHxpmmfmy2z5nZj5skmnd1DoJ3cgyE6jtVPICll2J1a1AdGObTMadk5gx04H2BlfzDCCxeixyLp+FsaaBueEGVQjpsBvUlsfjEvG4GjPpTgnWy5hZMclnGy5hJEdlzDysVwyaFvds0kfMcS9DH8RBSsMYxHim4cBmEv2BGBpPKYdMI23e4chcWzzcMVUyjaHZ3uVAa7KFRyeoutbfTAo7+fVbUaB/raD6Gdkh/6S7NHPyA79JdmjvyQfi341xEhi8ilczxwJzCdWCVjVIrhc2Q6UzBktm3bqdVueNFF4s5dzHa4cxs1MuJv7g6Pdh1MWTLhDh8uxOAjkIQZki0VGdljkZItFRnZYZORjsShVzN/ikvhNFriohf4xJHmQpBYigW7kl5QwYDLK1Ag0kbs18StNnlUnkAJyVcW6uNHrcX84AIxZ7JCOqkMOV0C2iGRkh0hOtohkZIdIRj4Wkb1qmIG34HM6zrzbX4u9De+9Bt2s6bgIyu4cIbqC4/6lziFHj5TIKwrIFj2M7NDDyRY9jOzQw8jHosek3nvN8q/tpSaVPu0shBv358+iz6o0yoC3CUu411BMYFnGJR0WopjHF6ZCxX05mVR7XMG3X5UX9dDhcshqwY4gy8kWsozsIMvJFrKM7CDLyMdCVkhtdTLIUhBht1NIwciIMqGABFeJG/anCDtXDW3lcHzL6pFSK49Qj6QOsES9Rg99txlPiMdn2m6F6sXUZIkOMOfuJprKrWOQ7+78A8e14VqtlojWqzLu1UtiBS06ECtwsmUFRnaswMmWFRjZsQIjH8sKrdQorVlGb3NoRmOmy/HIpDdPwcl0iVejLmCfwaHuqeD0Ir0SqNw+sNeKfprSBBBYDxwsF91igt5eTrZ4ZWSHV062eGVkh1dGPhKvcvZg5ZrEAuCwWlCxqGjEzMGs0zBTAWYVh1BKob8Nb5It8syQ9qVrUl9LjSbT0bawY5iSdXO3gkrGvVWfwjwLLSQXs6W3CKm52wD5evFqkmbd0DnuXE2zazVy6BgvtDP06XKy5QVGdrzAyZYXGNnxAiMfywvjbJKA8Usw8jbWu1VFM3dM77yFTtM4ETiKsPp4B0Eve2UIcfzlGvamyaE7WuNDdPi07mYRzG9gBNKWpO8PYNcfLEyDvLOksy+nwV26H6BT+BCtH7t034e7Fn/njz09/GXxHG+C1LmPVPKgb051tbabPd3jfZine4FaPt1jte3Tvdh38XSP1bZP90DtwG95bbPwfg7hR9G1lDx43hx2ETU7BqKYR7VKomOKPcvUc6C3xfZhqubOSB37bFPBrAO96MU8wg3U8hEu6CXQ817s49xILR7nol48Pe/FPtoFvdjDAb0Eepsd2rKMnKCINC9KtbXtPK3rlVHctRJpvh7w+Y37v/hi/bn93EAn+n59kn6ujJIghrYb1g8jT52n8m/Mz1FDYFhfakZtxTwM62fW1JuEWp9VOhVCK3ztuH7kiK0S69P00w+qxZNuZaybVmZVv9pMjbZkZqnnFJn7Kz+TVob5mapnsT3p/0USA24q4zwvT6WLXbWpnPyc/AK7ibZKcz1LVcm0v4nll6n83+NWk6l8nDol/V+4Cp2Q629tqFLoA/B7MWqr4CyVpwMk5aS93WsxTTKcqil/5tQ9vUtSxmyP01iTdP+dnZSapQyzNtSPE9Ufu4YF6T8N+iJtyio1ekFP2GxV34v1k9T/ZfqZysn4tQnuHvU8lpP9OaVbbW4wfSlNM1kBR6NZ4TnaLNLXi3gsn4QJqPjJDy0L3Cc/xKzvtl6stl3n1Zb1f7tPTnh2N/6Pro95titzrw6zyWz9jHChWaNSzdDPFFrfJN4JFSQt/zqClBDpHjwsT2kv5jRjSW1XaO7rIEtl3BW4r+ADN1mygpN8AFd+7zy2f5i4/yu0LiIIThjVHFjcw2n9K210Ka2dkENOwi/jwlB8sgxNNNBT1AEpJ1Qy0+exVcYmLrfAoC5yND3MxEePYvtzOOolXAye4QWskGQW2QKycfvLLMx8PyLmq+1bqJqND8TPeWXZSXyGmnEkRY8FH/GvzQYMc9tH8TIOcvCV7ReB0mY8TURS7i67zgzbjaO+/idz0tuu7xppvkVjnEb+YzS/Tfc6kQ7fo3uHSMjvEus92yits89yolXJFUeq4ovrnnnV3c2dfVEZiJ+nDhraKlzS5DjO4bCp6uVCOe4qCWOygFPU/iTt+wvaVS5mhrbPoAvxVjCX54KMjeDNCcqh9EmLSsWw9SN/2WtzjF72aHYyzr5N5eRnk6q29ap2+1ZQ+BHZkoQE2Smy6R4q3civza6bNEwPujb/wcr2sRVU382gtJ2V5vNp/ZhBxSiBBGBPIypOUHsBb7xU/ggpsbSYaMbxGmSS0xBPY08JCQ/wlV4ZaudM+C1eoGKqKIbbSasBreqr+HYjDD3V3c+x7AdKIJG9+KIkA9w3vvVBjR3t4Bv/MaHWSCyuBZ9TrKYtPF9a7T3CJZ9D3iETe1q7YUMFcHpVtZ5Ih/+IQMF7k0unMPV9rn48sTAbMgTpLMEWHuqPcFgyFrtmg4ixFWZqxhIJfpF++p2RstNXgBX2U0+rustdA0SfaSgu7luhRxikvW9772F8lETIafr5tedMbT0TwZBsVsLZhdo8Gdd9t/4hVsW39ClsVWjIw9TMU2aUVrR8Mgd/p7eDrHQBbXAyM2ZB2QpkkhVZRNZJUEOQ/V28zWpwrph+dtzcRgs1n0CEY431e+Im2TlShlQrXjoThZ/JVeRrpol8ncZJxKohtluLxndpOM1xvpKpAn0PFbFYNb7dapPzI9FewGVZHVRf+3IRCr+nSwmjn8JTTRcj83KosHqjauTSxc2zd04wo4KfpeKTilruj5uKCeIkS/O4SOhP3iJyqZ8UOmdpcf9Y0YS3XWuCekP1Vg/lpFsiOi5iKzIW4fATOu0t9S/4blMHRFhQoJC6ZIhkeRCpXemBi8Kgxtp+5Q6rzFdQiTpGPJALmpRjlYf0lQB1iTkjY8nABZnq4PRzk3MTv2mIeQO66EqTI6LXT7CqfYUKhEqM8AqfE0lRMdMXb/UwblW1IWwfOruCaoMXWVtZkHBX2bB7ZKM5dxol4zRIh0dAYjyqiA6PAGrR/wqZK8wcNAyU7uNM6Yg/q/qD1f3GqrjwxX0ikp9NNJyxf69FXSVzhVjzFY2kZJjgb/BduZ0Y5ymTNiyoYAD0eMET9XuIVmjOv2A6VaFGnyLlnJQvYZErbey6dqpFq83fmIBOsJppFHSGWgmYBknXld94YIaZXw/KgbTJWFG5QG7Oq4mMMK+qZA8L+wEeE1QfswMrx5WqpxUq9iOwSg+yGrWpcC/5Oz5PR0KdIG6N9maP5ac1LcQhg2ohl0mAFKED7zIkfC0ji/6lIU7aMopVCy1g2TcXW6nY65jKCV+TCcxoAg01T8pIyqQh1vaHuIQ+vUjbsaxxXEkvoxZQp/Vvlfl1Cr3MfNJFjNRvRDaEOGGuJnRDt2SwqthNZidV1u3Eh9K+9Mv5zUY2Gn9irPBAZlnt9neeoaqV8FzOQ2GKVc9L6I3UXdZ0vF4mu6ZV0X57WHiFi+gQUV4zmQJso4ODHH4BdSXXnrii3dJlEQkJgyNEsENbt9h6Ptg5WjiZeNqtc3riVbN7dG7BTLW1o065JMwq2LFm4tep2mtTI0wE9v/NXhOjavS6qwpYKH/J9lrotuKRScshzcgQVAnPHVte10VL4EElD1lXobhcqeYUKiA7Pvc3hJpV9ti7Qqbm2SyY0ey307yEieQFoYDBe0rkQzBuH2BRc+AMu0Rd9MyTZhdIqS1MdHAizBnJA1qx2b2KGx9sziOkHZKl537zMEBSyGhYFYfvYjNFpQT3rXY7pIQ7b2qaEYOMKBAVJ+uydAjlRDgU7ljP0Un6FDdynjtUZDrk2kxQIJYiS1lfV1xBkTJV03vCVJaWdY9gFXo+a5EhEJmIsUlFVB0cEX2KuiLlFS72Mdd2aKYx6g6Xu/0l1ehMmGtptBVGCJlVn8rJT6bLF16cXOSGcoECvbirygRJr0ER45dZ4X1K24JlDey1DNnvkD9w1VRRdHyvlb9pnq1VEbSDfyaMXwhNa8sNHQEVMbpI+UVMqjzBfX2XrDISWPo4MkvygITbeRSZ/k5ln6+Z3AuE/4imQHi5ZhXQXq0xOoAr3fOtL89SuHbOL2kyVbEF8i+xMFqWW6E9TzjJg0RgqpmDJ9NjHM/3Jgueh5OZKpn7fPBFW0ukTP6QJY6LVZ2lJmWOtCSTuEHkJXjoAM71CWJZrCng9Eos9TILFHppiCwO5Zk6BIRWnssbPEbYcqGTXQxzZVsHPfSFIucTu5wqqZo+iw8GjxDRRSLNH61xMZ9sjFAaepFtFtVapEmTmYbMtuFxBROnfpKETEr4JuVECBHf0Xcx45uUZzgN5VxXKvSAhC3C/HsyrOsKyJZP6v6iI9xF1ZT6vlfmkyQoKzWXTmmytaxU4jdyvQ5BESmqmgoGBjIzULH8xqkAMAOfpygYpsnunzDsHsl7vm5PffCEl8sESBDECR0QDpewQtVkctsofdKzEVI41wXmg5L2UOB6ya/6ZpYxgrevcZZ21nuowlB4C6rBqdCMpXvm8rJqui2sMJYnhRO3h/4jGDXEmUt7KO9pqlGYEke4Lx6ZGubNPiwsO9masTITj9h1uxW1V62TVEXcyn4JXLWdqGtioUI1mz5UeEGSXIgQhhmHSH5QTxCRYLZ73cilQk9K2+kVpxPJriWioKJsxX5/m7BFKkA2gCEh6lMqRYJhzlSTB+1bfcMGht8r7y9M+gQu5TFik+/LY0HuGt9B3WXkK/wnafdP6Z0D2DY8Q7IwkO6ghlqCEWHwj+GGgN0zm0+o/4WXbN5/xsE/jfnnlZTDOAvopc7SqwuoFBmDYQb9iLzQMy3PlLbgFxgV0fkyrc00U1Omtd0jCtShOkX8ad76so3sBBVQ9dSdUPkSOaxwZ1VmB4LlHHZWjZmFCiRmVkbH7LGQkFhWNQ9NWghg1wnBWy2bvVC5ShsBi4HPCje3J1e8SsyvUFh7Pi1ASK3T9iktYLeplUkPfPXnS8feU+QM9s3IYBdohNwwBHphFhVD0oUMdra0yKqSCR4nXtKZk2NPiwAnnSlAaAYkCMBUNKVmus2Po2f6qxjJwhlHeYAsiB6n/XdtiGZuAziodCFqzg9YzcGPEdItj/WJLPYUlJsniZglDBRdJdkfUn5Cr58VcSwkcICna0nT2kfcJBf8lju1SAfYJipTHHdhv6LEx59VnoN+awRC+Iqw5kN3YsV+6SuIlUVhcpAdUNHFQHMsoTJnMuiflO9II6TJp8W+LidGLQqViuTDlWuZ6cDVtqd1rco80SArLoIJRYppcC3TaJbC6h4sFTGzbE1hxiuzL4pHTxWlA7pWKioODj5h+bYkBuDDyzM6GSJnuOnEjwHMsLD+mG8UaC1ZxCiUX9Dy3eyCGaOejuIrYH9LxrtOzGjZPcXnWP+zJGZO0GrhW2K/iUL0XSViv49RBUar5wv7IQ72e+2zuUY5wD7sl3vhgAzKqNOqTKe9gulUDusd4/EnjcwHd3cpaRxeqN+GC9si1bHqTEUPmU5hZZgExO6Ugs3P4WBVz00Se8AxgwVJxQt1RdeS+WsJ8QSfM/WtsO6hAwFmyh72EQ/MIJgFcQ/Pow3ez1OKzS+Ir2rSN9C4koHwIEEZpypU2PGsHMKwwFKmDBbMeMdJhcUQ3RncUZi/uPQmDb7T4iEjLWb2eRyyBe7jkgXt3scXF9UEofj+aw4vvaJe48SMhwtVaLjULQJk6S5fSrS5mss35dTglEEQ0ofPT0mrC9TVkq6SffwIrCp/AuoxltQ1Yv8lOX+JQF6DM7AL6ml1SYUHI1SeNixJI6gaPPCKzNBMMkYQswgHmED9hSK5CNG3ZJhJQNiVKB7woQn8cgQMwOz5YYZeao1DvaIPMwg5NbPo8i8zgEhK9XYXvVY7RlH/NEMYoZqL68tZ1phjoRLOeViIVK18pwG4LcismZu5nNUV8h8KH7ztYP2vIR5AmeEBAmsRgXLNU4IJ5GH8Qu8puhC+9Zn3+v8jVJIyC92rpEu4Nhpe+DR7EOArxDCCWfQ+z5/AC4XUG9PYchaHGUCLlzqsyrz5Bi3DnD+49rOKH7aqJRtFgFG7n/4mNmnyAZD4BimvBlp7raiLLrtJP1u04eFVWEkU+wqlkhJjvRpJ1VKrC4lS3UTvJ6zOw6vuDLbKc3n9SPeIhzP7SBLJs/BVETzJEDuvsAyfpju9tiV7D1ucx+DSD4xt3TM4ySwYEL7VMo7ROUByU3Jv9V56ss8DC4NVM3mBWo9DiqX7wHdcf9TgK1Ss81M8HM5PCX3VA8C+QtVZESrs9cKpYrtE896CtuNXVlnhSvls4fSpqU88ibvMkKvr2Ps+y6lnVQx6iSpLiFtODCNSBsRWHsEZ+KcQStH29GweR3lCxDPLKiiE5MdEy0vPOvJbFD3MqGZr+PK6G9DuV/EpkIS60OvyZwl4YlY3NqpPgYtKkNOPP6Q9yj53RnQr9DPpFItVyWBXDybrK6TUcPzOXimisztLtZCQcbL4pUB6V1SRY0SKF3wJIpf+pU7yHJJy6g4Eikj5aMceO9UzcJ4qybZP1/gDyBXQ3oAh0SK06IXBRdrYHTkWvnLtSUwoPzoaUglQhK7wM0Iygfpl4xFT8RHt/fXN6iM/zj75qyOv8IpUTowj+BVD4UVF3wxT9AqqhUbQzDqKvcET29AZziuofXASTCF5YQn/4lYL9kvRKNg8u58Aw6dWpNElOnfiAmG4cfHHTHjY6ePE0LqYcEdO5QQQXy7hPQqKCkfBFMrVBr3CJ9Slz4lfQu4ONPBAd6TZBljByD4Nk+sHOyaNPzVVfbvnO6h+IY5Aq5ht8RL94Mfy/nn64hehMEcUTr/4eang3+ugfw/aVnThDCVuLPrRBT/vZUfEc2Sf1JzrcQkvIK/C1O5qLhrq1zsczdt8/LgfpprCKeAUF/itmb2/UzBVAr/Jm0MyxTPbJFK9saulAVFhFr7yFD8gafBC5QwRKMTrST4rWXt9ByJziQmJQICfUsoiCMQQohdoqLCHcRHrksEq1kWYYeXj0cQd8in72Iv9W11+d+N/AU0UyJ9lbmRzdHJlYW0KZW5kb2JqCjkxIDAgb2JqCjcyMjMKZW5kb2JqCjk0IDAgb2JqCjw8L0xlbmd0aCA5NSAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nL1Yy24jNxBErvoK3jITrBi+ho8cgxgLBHvZQLfFHgRLMmzYkte2AuQ7kh/MMYec8gPhcIbTNVIL9uaQNdagyWZ3kyxWNeeLUFIbofqf2rh+WCjxPv+/WXxZRGn7f2UA29cP4sfV4vtftBVaS+XEardQMqXk1OBFi85YaY0InZdGrB4WzTft6i5PCSKRtQnVWltpnLAx/1bF/lNj2qWTVscYGzU2UyPaz6ufs5s4uFk6p6VLVngfZBSrTZ53dd9bh+Sjz+ZLZ6SO1jQP7TJIF3XXHIo3o61tfm29tNHG0NzSJLK8baPscgjTbGnOnpovbV6+DilVn6rTFNNX0753S82XdpnHvVbhwrQNO60auOZ+SCs5nP/cLr1MXdBouWmTVDqFk/g1a+h8apdKdsbZvMl1L9QsAFocer9GucCHRVOIcUPN22kJ4AA2Bj2syyJiWU5xYPSUWN9kUjB16f2sI5k+FfiYvH6jdEZeAcyaxvfUHHapR8GWOsH/iLLgw7AbJVRNxXZoCg7uaNYW09JGRu1dc01ruSXT61OYUtT+bPkNMORfsc3Eruu3KdbX+IrjpTARp51dr5N176eN206LgekMjPpZsEeAghtqDuCyVjOAOclwy5797JgLYlQncxpzxBRqqqadx7yOZFBWlr2O/kvfCHQTBmz3o6I1IWRSjH24pdNeepvEUivp3BB0Q7wDbCQGV8r45pF6/6JmxZZHB8B20DtctJRN54iqAWbQqDcVLvV6YoU9dk7N/TR+DvOebNYXWKWGAlebyfSO5h+5UONeK+9wPnjl2fbMwSkrHS44q9PA1z2lOJh2yVXI9+B/JGj+TeMAaJ4Nd+hrQGlGUJcqSiEW3AMKC+O/Q4CfWi276A3ejRcubUYyBl5i8z7MrhclRgzAjYPf/RnLTpJRTDHYcbIlMWd5B+bPFGUO9DK+eyUrXkZY6mao33OKlmXkD1gVJPOIxMYdCNge2cTECJkshbarkIEcaeMeK0cdiMHGUME7D2y2RV4sRUa045UwmpjwhOtUkjp1hetyxVjyCERKkZqOmpJYKU2spWgcmkBg28n0iATJXupTDJTrfcaAPa1EmiTJ1FKvnkhBs6aJ7r+dTMErJACsAmx3BiIsCDOI3pEDwbPZlqPeR2RGhrqBGYHFSfTX/+EWbmkvJPWOYDUFIB8Wq+8+NR9Qt/CwdSc7lUt2Kt6hYt8RGA48BB7aTsYcNKLbs1vcK+c/qBbcYdGq/3xF2Z5ZPbzh9BTGd7j/tZ6G8wG9o5qfLPGgsJ4pG2j0pSoe1Gz9iqAfcIeq6UzF57VDlaWSgTqp9Or4vE6rpvdTzbceic3KGEIltrNtR7D1rk7o7oxPwfSZ27d5gJoVK2/wcqimNjTvWyeNcc5eELIZ40/Nd3hHpiYt5ohh6w69sEo2qzcqn8B8PgFY7Ck5lgBrbt9gPv/gYZ985678LP6aW+sMTawUDy/C8QNIAQseAArdTN6q5m2w1GfGx9N2zqB+Prc6yWCcH6ktV/w2K2KYqSCU+bXKjR57MVGWothOeAmdiVxPjIaVUTVd4MSSHfs4MGSqsHkicn0qvEaxugTj9CmEL+6fYQOqJbxYQEOBtl57BsD4D2dZKw9y1b/dPizy39+SeJW/6NfbrL7C9P+y6kX46i24hAteFZntBEG+hMaTSq8/gdR2ne+3+2q1+LjwSonUddL7KFwwohNP28XuDZ8yI/tdMgNTeid0fo4bVz5jiv4zZgn1cfEvC9tSgGVuZHN0cmVhbQplbmRvYmoKOTUgMCBvYmoKMTMxNgplbmRvYmoKOTggMCBvYmoKPDwvTGVuZ3RoIDk5IDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnic5X1LsyW3kV5oyKHEloIiOd3qbs1YvpY80r0yb3XhWVUaOTzyeEIRDi48M5S9EL3goymNok+3+JDC9t+Q/6QXXs3OKwMJIDMBZJ1zH7iKJtUdbB5koaqyPiS+zARQqE/P5knpszn+LT8+Otybz34e/vvVvU/vrZOJf+AA//3R4ew/vnfvyT8qc6bUNNuz9z65N0/bttk5XUWdOW0mo88W5yd99t7h3vnXLt77TThlOduotl5KbWUmbc/MGv6dof4vz/XFpZ2MWtf1XOWf2/nZxX9/7z+Hy2gXFOI3Vmu+1DpP63q2zH6y6TqvXVyq2dllMvGnN6HCAj+dN3aaNUjt6ibtQbq6cGWooP2sJ6viTzOty2b87s8IQ7jHH/d4Em4B2ksXwNDWnv/ZhZncpow+f+VChQd1mz1/9eJyCb/WRZ//+UVAZ3Gzic8Xkfz79+79wz2t7FmouEx+OfPh72dP732yI9QzCrd5LWKl9NpXVsrQJZwmufezUNt7j1LjFN5yVougyKwNSm2whiK3ljSxrXRLUlukTpMUjiT5pjah9pbuCFJjdZEb7V1fO0jpGsoueCD8NL2CRdrcMjbBuszpyZeFg92LAdVOnODrxYBIFlsUJz068Wkm2O+P1sb+6Jc10gF0yL+8cOEKenHnb8R+rRarzfm3k+EuKzfXdy60n5xf3fn7z6ONb8p5n6vqcNI3qerb+VJ+jXW3aVZr6Ll/RRXoLNaH3IVap2Caht/1beg5PnAAv+s3L5ZwfWfc+ZtJ6B10RzsHqtHq/HvpqfRWqfLZhZ2s2+alutYP8Vpc+jr2XfZcRWhzh1Vum9xizrZI2O99THCGG59ErgYJxW/ST4Ydu9prF9rN8e7hSa3x5uxyi3QNt3eo9aunWqODMN4xPZYzweLCE9F1/YUKnO9m4jzlcuXL0GjborgWXw8kH4BOd0E1XqlaQm2T2YzCRzeryW0dWZJLfyS1RFU1PFKgIFsbmAvOTjmNvPpp6GaB9lx4sNifDrHXLVh8love+FKMlbH463v/7ez5rbpeILJoJbHvJR/8WvTBoNo/3PLCvu3U/w6s0CotuRtreE8ovd5vzLG9QU31bUSf9dQ3EXLeUN865e7MGjqKV7xJ1g3awOQmAbLPxWe56M2Si1AZi7dvEhOJ3zLkhrWJcXbagn8MTeNXTrSxTd4QKYlJX2k7LED9Ku9KAr7IC6EV9Rr8N+uRxGbsNm9S0+G54RzjnXX85Ddiw/vVB9XfCtfZltmpHXXlHixLi+pGZSaxoYOslrHOHw+ySx0cT4gM+GPL/oxiOmJ1kjFIBbcRu6ObZ2b/JoDKKCmwOaekVEQOSpUHUpI1ZrL2DijJWh2u6NclXr5hJIYLMTu3C9bAnY+qbFVos6v5P7AN4do6G2JAWFmV0jC4rJUMkfFplqrZFkOMPymwoHt1Mb8NqVGMSgPAnt9sJhqO12I3S9Zmt4WDkkFztjE8iKg22eaDR9c6RN0dT8Rrs3tX2BcX8bV43LlZZ1LwgSBqHCBuMwX9KGPoy1KRzaKNLivX8hFV+z4im38t/vwH/Cp1XhVoMYXetgrfW2mK3htpDt5bKYQNvdQZlPIch+par+scp6sNOU6WdjlOWzvlOKV2cDpFDhzS1fbBvotUb1R7M4ImZrNMk9Vg+mRijNTWDqxC6IU+w5ItLdQOfYk0qZKtzHT+TIcLsuYS5NBgvTw1mSDnsR6X54CjlSfIBTknaC4HGHt5AkyQAzS9/EqDPnthYZCHqNCv05Kjwq+V0N3En8ooHzgFpSGsCz+DIoH8VCO1q41k20gDRetptY3Uu5AUbSC1IYWc1NaeFsKHQDKN1GxbDFvaunqbJ9fcou7S3ui66+kZhXFUxNamo5v+b+gScVTE1gbV1IZRkSyNoyK2NrNGERgVyVKrbc0YXW1gjFLb+5obutqbdqSJnWtuaGuH9F5Rbbp2Md+mtrekSUguam7oam+WabKqmhva2oEbND2lmmtu6J4ytm/4Iw259GJosk6c2qYXQyP0YkC7EydYezHg14sBqE6cEOnF8OideEDXD/3Q5uRjw1Get0KcsIWIw5z/+OIyjvD64NZfp6GfbyU3ukKE76ZAB8GHv3kRwggzVxXfgoBjVb50ThgQNnZald3KxZfQo98/x9CbznlDHAd5nX7+pGaH/HOF+MQod/4dEv7NRXhgq8JVvyOe9Bd41/+A0cJ3QbboVHE2bnIh8CrB41tCBPqDi8BPbuMipjl7nn+Nx79FGU5kw0DrUwiX3r8IJBkyduOXGKCxzKhELW+xDKcM1+DxdDFtQtBuzx/wYLrc9kck/AnGa/wwBM8h991CdD6nkOpvI1x623wi+c2rONb+mK70HbzSJQnv40VnqSbds9KzToECw1PfOtQ9sAwB2GUrxVgZi1dNgfa7irHr5FlXSTMjV06Bjlx4mdtOqLFZozUsq56WtRbqyIChyzyU0GQYPkJgH0k1n0jN8rBNPcGFIO4VaT3LRQQ6VR6Iuw0e6Q5Qh5mjGvUHEkITx6WAJVq7CPXcYGmN0gzLiumf5SKClyoPxNIpyLPvAE5ntpDDVXD+BeaZDNgnEnIE7H1uufjzuxdBkWmeHQdy0QsHkvvGZ7lIQELlkUD6JeaYO0BCNBK6rRSN9GKIRjpxikZ6MUQjvTiT3ypFI70YopFenHvyKkUjvThDvI6PRmbI33MiEuJuZaelCffVGqKH4H8hjgjhikYXGn5WDjhEJZvmUQZzwF9Hp/kGn89BX/0WTj5IxyExsT74BQPqlYnpqKkuOvugZlC1SXJCiBQipkTvIZ6fQpgSpc6GLqO7xMXOSjSlTpxMqRVnU+rEyZQ6cTKlVpxNqRMnU+rEyZRacTalTpxMqRUPMCWrJDtS87wGoO+0zYwuYXo12d6Loc06cWqzXgxt1ouhzTpxarNeDG3Wi6HNOnFqs14MbdaJB7SZUXGSCpqtBMBWwfQv9G+N3XbFCDu01bfxF8s8GGf8MC22mD2fz4T+va7zev494gd+uKQDjBO+QUzwKsbkfQ6yWpdzkDh3PTIH0U4HIOyXKwnJ4epjKQth4ImpSZVxQEayBaejMCNhQcMDPJ+B+5glFxTBSblFNudD3aFKbqFtlVtgcVhugZY/PLdgfarOLeII26yy0UVhBaYQqz2WMrXHfay2VXNXcXwLwa34p8xdIZqp8kBwbWD45U7QtaHZNl2hO8IWUwpFcHFeLvkWwQWVR8IV8607wGrdYJ6bYUUJwiM+UHA0QahSK2SY7150KRbCV/mvkmIhXqnyQPhKijUewQAULAvp+nJEsA0/tBWzj14M4UcnTuFHL4bwoxdnehSzj16c+7uYfXTi0l5i9tGJB4QfWseVHl+N7IOTinYKATvUbfMsF9VSlhNAZSwOcHAbTJETuE2vKKS/cg9B2kGRtIPKA7UrHmJXu8yxKydk0g6KpB1UHqldJOQ91Qp/rZzsULVURF1S5YGqFbLb1Q7GXUg73mnLIA1pB5VHapcHaWTtgCbVImbWvRhoshMnmuzFQJO9GGiyE5e+J2bWvThbm5hZ9+IM8fjMeg4s5K87ZZTWpoTsJpJTce48yRNnjcQMpprqKauBWaD1Zxc6pC/eWy58hZLAW2RkPuRhzazQHKILc+cZmQmgr9u5uYgrXZaA91/T+cwBvf8ZXuDVZkJtmxNysw9N5k9OCtVzPSGImuNcz8QHaYWzvpOWRs2hUdaSo9Hl2dmTmITNm+VJWC6WJCw4TJ6EYXFYEoaG3TqB7BMVd6C5WBzovJUgHSpjcZwDjS0/NkN0a1x4Gh9bV3F5NN7HPMUT8j5xqm/qpknaCL1C59BjB0W1VVCqccl2hhKfeFyOM8PLU5wbCcvTvYYmQwUspz0sIRjCPpO8BvaZXFQYSEHlcX2mRE57neY2uXXgOlthyWzs8vh08mMJ4JZtUqBGyIFjJeRSEZFLlQciF6O6O4Bt9Tv2d5/n2AUecfr4sWSpD49m24hiikMQxVxUGI9C5XEolgB0PJBOb9MqQNnMZ7KI4RGzyaMTxY+PtUSHL0TFhC8EdIRvKiK+qfJAfHMILeMLIXS+mz9TzvAYWpBDEN3LUxQtyCGMFuQ8EGDy4jg6OSdBLuddnMkro+VyDjaT3z6adpuDw1dde/lyjz/0EZ1aq4iOQrhQtJst71XFylQcFdERuGJEh8pV5pPDENIGKg9VLoUh+9pxX33oPXkoMu1i5ZHaZce+rx33h4feWxresFB5qHZxleqeapWTOfQuKK7dRV2g8kjVskfa145T9KEncMvVgcpDtUt8vqNd5PNyt2biWhBHNu/FQOaCOHK5IOYM0ExcC2Ju9M3EdS+uWrqZuO7FA0h8dXE2KL/EBO+1LrM9/1fAwjaQ5PdoTESawS4Ty5qPgpQX4oi4NRs/YKxPmX4eZIn+gXkNGjR4jU6iMZafEsOzF4i+IXkIekeP+Yrqpjiy81zS72vlfZ30ms6799778S/PFxxDehWfuJ9+D4AcW+0bX0MXxnVosCct2Tg9076qRa7IIr+qpnfKTerOR4Diy15T+OlwcIs1JmsNDjwTk8N/nV7UhBXbeltd7fqL9q9fWBtwsAv36vOsY6ZRJsuhy+fis1xc1jJZDpWxeHsO0xbWh7mlvDE7LObXbo05J135l9ccIQs93kyLvMiRCWk6U6xJ6cP9/ew1BUvUBkCk1AZQpDaAygPbIEdW45vALIE3GZWmCwcyNXpeqhc46+XQawDPrizdfSLmaE9YvtW2gVFVGwg52sR7v5GXOVCTJG+FTZKK2Aap8sAmKRHb+DaxTscZZ94txFl61i0esL4ijLowkMB3E0hQJJCg8kiQYuB4BwitcwUPmeFD0Qz5AIFgXOJKfjLDy2NDMQRtin8Q2lRELFPlgdCWwHc8umkopse3WTkiDsU8krj0xFDrLr4QjRO+EEgSvlAkfKHySHxz6C7jC6H7suLQBH+XUZJD8N7Li+/u5BC+C/LsZ1p5CuAFeSbBTp77fSsvRtvJM9itfEAU72krgi/p+o8uSsg4HermwihBVeMvWBwWJSCi0vgLKVfZTBl/oR0uUuWByuXxl13tsoPm4y9Mu1RU1fjLQO2KN9/VLntGPv7CtEtFVY2/jNRuUfuqFc/Cx19ItVxU1fjLQNWKG9rVLvMyH39h2qWiqsZfRmqXSVzWLpG4EsdfenGi8FacGbwTJwLvxJwB2vGXXsyNvh1/6cRVS7fjL514AHOH7K1sa1US5JW/NsBGETBBBnEZcPgrEnajEF5L6Tsb9nhdXJti8RUAaT2LwvUkNDzytviqgXhLcSTlJi9w/xTHltgKnW/gGBUNPTHldjQ6PvZDLi8OmmxxL5s7f5v6pRo08aYaNMnFMmgSN8RggyZYHDdoYrfYVe5i0ASvfMNBE3FZyX1p0EScVJ2lMZX74qAJtQGwH7UBFKkNoPLANsjh0PgmyIMmyH9XGzTpRi7qzcVsvbmYZZuLxcrX3lzsdKzT6D9uQQ63TUrN2RDPzPLF41nipWRm+4NBaGoFw2owCG0rVR5oagXS8baW1+VwSB9JnVQc2XzMht+ObzfAkIPogpCDIiEHlUciF0PbO4AN9iyqYHsoje2c2B2DnfNI2lmAYEvRF8KWiohTqjwQthJ2j0fOgScV+vD+SpyHbChHAHZ3OwGGHgSphB4UCT2oPBK9nBbI6EFaENlRGtsR5JAY9PISYshjO4I8u0N5bEeQZ06Tx3Z6eTFJeWynlw/IEMwWTUlYZlNmB/ladEoBQmRYbXUEoTBN10ozlvRLXqNNITGFtcemNk++RHzDqc34czHL1O7N9iUb4crWcqiNtoR0dq1GuLA4LKRDuxJHuFC5queUES7UJlUeqVwe4drVLkcd1QgXaQdF0g4qD9SuhCi72mXPXo1wkXZQJO2g8kjtFrWvWvGe1QgXqpaKqEuqPFC14mp3tcveqRrhIu2gSNpB5ZHaZVcmaweuLN+tHeHqxeDIOnHyY70Y3Fgv5gzQjnD1Ym707QhXJ65auh3h6sQj/NfMt+g8taNJx5JZpUNPi1Ccy4b2qfI8LMErLFm0F1kSleto0XNtcuWByhWW3NOOE9+hp0UozlVuPFA7ZMk97TjxHXpaNLxhc+WB2gFL7qhWEd+hp0UoFl1y5XGqIUvuaceJ79DTouXq5MoDtSssKWqXWHKWdjMVxIklW3FmyU6cWLITZwaQdjMVxNnopd1Me3FpaWk30148gCW1wj3oXpp5ABp8pswAVNLLHEJ33H5oYxcVh/fPUsisKSDXPmnky95GabUpG/OnpOXrwph+Vtgsi7zr6ukERXj99ug7teGBTyYoNigZEo8/qckBo0sWA503F8vkgHbFXUNlLI6bHFA6b7w3fHIAr3zdyYHyzrG4r444WNa/sra3lSzDG+iP8IYi4Q2VB+Kd46HxcOeJACTAG04EZFI+1ERfgh2jq1FrLI4Ldhr9h0wELDD8yuxQXKMnvg8pvs53pbWgaGAFuSq3RotKlQcaWAFyvIXlLa84kJM0j8JYn/dXmmaRxvwJLogkCC4oElxQeSRcMYy9A6zymL9Mfk+Oz2c+lLhR3E2YYEuRFsKWiohTqjwQthJij0fOOTNJvbUZ8r9/lTF9QgcCTkIHioQOVB6JTg7xZXQgxM93a1+dleQQ5PfyKjJoX52V5Nyzta/OSnJOVO2rs4K8Mrn21VlBPiDan2FXtK/Ues2M06EPRGJRLdU4DRaHxSWIqDhOg8pVNlPGaVCbVHmkcnmcZlc77kQPvYuNRdIOKg/UrnjcXe24zzr0Hs3whk2VR2oXHdyeare5rKu7ILvypzWjHnq+jUV8xlR54CMX+pWfGug3uFdphKUXA/l24sS9vRiotxfnviuOsPTibK7iCEsnTqzbizPEw0dY7Gpxj8Rbbv7179OOXCp9L7be4Hkz1V5WXTKdxilYAn6VL8LIE6m6ilg3/DTvTbdoDg8RNwW/6w3BsjdZ2XdvS81/gzf86Z4zMqFV4odFrpeR+5iRb5ucKqUvxpi4cszHT8o3e3/Jafi8VWl4LhZ3N+sqDcfiKHdHxjw4DbebqbaAPfkSI0zSLcvJt8c4nkJz7aejCHSiFwQ6F3WVjg4EOjvHO0A6v5rICUlcwSduZPZETEIJJCBbAikVdZWEjgRpUXeC0DpX8IgbkokbVIuvIfNxNiHtf3AiI4MUFBFOfgsRzkVd5asDEc756h2AnLdm5jjvbs1cnqjL+gQ5BB69PEUeghxCD0HOibTL+gQ554Mu6+vlVcN1WV8vHxCBhKDGfcWyvozTofd7oWhCZMXcIBWHuUFEVMz6ULnKZnLWR9pA5aHKpaxvXzvuqw69JwtFpl2sPFK74th2teNO4tC7EMMbFioP1W5R+6rdOutruuDOd3DiRz+FJEsQR67rxUB1gjgynSDOXUVKsgRxtg4pyerFQHKCOHJcLx5AcW7BPeH+Jm/ew3YLovlbNg/MUiz5KzgW98n5Jr56RskUe9+MzYLKKRjRIn058lSylfdkXsxN8ypj58Dpd//9TRO/B7GxSWx20p+HqwfL8Yr7i2/2EKUUK358c1t5rEUxe5NXzasODc5j/sfSdMpNUiyzep5ilWLxLcvGUywqDvMtaMqjUyzvqz18rzLTCTTltrNS44rJmVnDHXc+YHQyNxPyDGqSxDfYJKmIbZAqD2wS8ArjG8RuFjIxxlo8BL50Vttpc/txcXnGNi6W5OArenlyFoIcvIUg59bfxsWSHByGIOdN1sbFkhx8Ri8f4DTit3q/WnFxwenQkxUUVRUXY3EYdyGiUlxMylU2U+Ji1CZXHqhcjot3tYNQl7TjllviYtIuVR6nXYmLd7XjpHboKc/whs2VB2oXGXBPtdvHxXUX3IuLFyXGxb04cV0rzlTXiRPTdeLcVcS4uBdn6xDj4k6cSa4TJ45rxQMozqy4D9QNFsEXlQ41KIVOAuFxOsHiMDpB7WU6KcpVTVPoBLVJlUcql+lkV7vMEK6iE9QOiqQdVB6oXaGTXe0yQ7iKTlA7KJJ2UHmkdpFO9lS7PZ3U5r5HJ96sEp30YqCTTpzopBcDnfTi3FVWiU56cbaOVpybZZXopBcDnXTiAXSiN9zvizaMDXFKiF7UvBphTbTeybNvsDXtjd/fXExIfcz6p7Q8urT+obbWvDzaOM+XR1Nx2PJospRxy6Pj3v61DYoJZrMm2i02lPgMDC16FreRfMLmvNjogjRSQCDzTl7cI4EMlQeCnN3jeIzzB444xjQHxuarJmkSS/zA0WU36yp+4IigrIixOHPELlUeCWV25uOxzPupyFhexxyPrIIVP3DEsOTepIQehCVUHohlCT3uAMu0kQrH8oGEoDj5er8zQeElhxLpVONMhBwUCTmoPBK5GBbdAWzpO8K9CcYhpfscjKPvhrDu/GDH8GD+meCrApM8WU14pcoD4SuT1eMRDI8/SXzYbKf7QDIxvj5dYM69j5TB6j4GJQ/m8lJABiVUHgllWgq4AyWEz/luzSvpghjC505cRSDNK+mCmLvS5pV0QcwZrnklvRdXZtm8kt6LR4TPM266eGLA0X5ZBhwzTIc+5olFu1YDjlgcFwLN8jZoVZxw6KMIz7VJlUcqV4KKPe245z30fjkWSTuoPFA7dNN72nHvduh9n+ENmyqP1A5c4Y5qtx8hqLvg3giBXcUBx14MFNeJE8X1YqC4Xpy7ijjg2IuzdYgDjp04UVwvBorrxAMobla4a9QtVzu/Iq52DgzoJ7XZBV9Bt5wgKzYrx6+xxPn2s+5OhbB/e9lXM/sl+o/6+8LHp9of8WRYmMyVvhYiz6/HdQnMZeRicRnBYrjLwOIwl4EWOnp+PRrutZYwzy6coeSsUHzPkWMsBe+7q5kJ80wfc5USIsip8kDMi68ZD3p+uZYTjrjK9kbrDQiuRKtzlQcSXFB5JFzR+d0BVnm9AcPqmusN8jN26w0EObjEXp58oiAHpyjIORt06w0EObfkbr1BL0+eUZCDa+zlt/eNwVp2dqT68ob/GadDT96xqF0V/mNxFJcTomL4j8pVNlPCf9QmVR6pXAr/97XjLHvoOTgWSTuoPFC7TMn72nFSO/SUZ3jDpsojtVvUvmq3YUA/6bYHuuABJtdxnXZi8N+Lgek6cSK6Xgw814tzRxGD/16cbUMM/jtxorheDAzXiQcQXJxqsWUzqf4blWniS/stMAz7vmf3sYdVcVL8YcoD4oZN1Tc0lZvWEJtyIVuT+2oMmgIvbvIUWtmltl6nmxOF1bo6Ubjunk1Xeu3RxO/Y+vL1U+92tryl9IGtLZYC+5V/jPRr9UxpYPrJ2ZdjZlIt1cxkLpaZSTVXM5NYHDYzSUY6bmYybdzEzf9mr4me+uwaXard3CQ5WIIWWIWgTcW5yqwGQpu98XhkU2ZlVnOtPZqEl0MrZI8mBMLe5306hUAnQkagc3Gu0qmBQBffPR7p/HIot+GbW2OKCggkcE8EUirOVRI1EqQYQtwBQimJ4ghdM4nKz9glUYIcQoteXnFkl0QJct7xuyRKkHP77ZKoXp4iDEEOIUYvHxBjeHd6C5vyk9zRq9JgIQ2ZfZtHA8XDsdSKPGD76XA3m9T6Om4doU6kSxmRQ8/IsTjrKl3C4jCCRuzEdAmVq6yjpEuoTao8UrmcLu1qx1n00HNsLJJ2UHmgdoVyd7Xj9HXoyc3whk2VR2oXuW5PtVunS3Vf20mXZi2mS70YOK0TJ0rrxcBovTh3FDFd6sXZNsR0qRMnMuvFwGWdeACVhQxsvcXi7KzSoQYlk4neLF+cTcVhZILai2SCylVNk8mEtIHKQ5XLZLKrXeaHanE2aReLTLtYeaR2hUx2tcv8UC3OJu1ikWkXKw/VLpLJnmpp0Q6qVnWWvMKHdIHKI1XLK3z2tYN1MKQd77N50QzTLlYeql1aNLOjXWTJcDdpzbkgjizZi4ElBXFkSUGcGUBacy6Is9FLa857cWlpac15Lx7AkvEd/xxvm/Jq96s0d0y7dDMhDSSdGFwq3zAynseIfBxE3NybbWF+2/2zrje5HC4QN/q6jdbC+FA4OE8hzOXXfV28LkXUtJkYHk9T09obHS/GZjBpeRxD61KazGwWb1sXci7FKzyQ556F17xpQltcvF1s9VD3luI+w724+8TiMPeJZj1usCQu0bFVhxF3xxKXbBOu8iS0OBaSnTdfuU04piIClyqPxDF7+vFA5g2wbwYkzdFPVwcyxxl8UIkBCUUCEioPBLIEJXcAZJqj50BeSuNHrCvzba/3+m8JfPjwEoMLigQXVB4JV4yS7gCr1e9YnPjehTg4J74rcGrj5xyq8ZXbBGYqInqp8kAwS1w3Hs/4Ua1FgjSOzLFBXnELvCfScPCjE0DmqJKv22ZAQpGAhMojgcwhqAwkhKD5bs26bUEMIWgnTiFoL4YQtBdzL9qs2xbEnOKaddu9uDLKZt12Lx4QgsbXG32yoTxdt8yWRZ4shvtLYd7zbQpMqy/K46JG/hmbdiliPVl3Msajkcx8OKDCJkvleb+b7E90tQnQJQS7PJjtfZ+at2Cbi9pSt0k2mYvPctFbk4tQGYu37zbKwGcHqIWH8Y8yC0wXhP+Vnb/YTLawFPS1bqkntHFpGbY+lLXc2xilH100umi2sLaK/fknk0LxR/DdpFvmF6ZMfXgTqgd3CYEaBOUvwww0GVuiNDS2VETrSpUHGluZgR5vbPndWE5UD6VAq5l2ju/GrsvJLUtPbJjF8ATSJzyhSHhC5YF45kxqPJx52hm7brpw1U2utHtWqBOuT9YvxnSMPich+L3K8l5qgeRIsQVSESFPlQe2QEkdxjdBmY9mFn0pmak4Hy0u6mUgQVhBIEGRQILKI0GKCcMdIJTnoxlC1Xy01z56FjnqFROJ/agWoUsxFkKXiohVqjwQuhLVyuhBVOttjve0mXlYK8ghru3lhfY7OUS2gjzTWitPsa0gz52wk2e7a+UpvBXkGexWPiDAnbd+g6cQmilLCh5q/J7lYogASqQWK2NxRGiWAijU7aULoOqA9zrH87cqR3j+uHJMVygdnTWk5qzMuDhrbL9UeWBzZmctWdpt96wInqIFwG4qNOFWA1CYnU/VEwCpiE+cKg8EANzA3uOngRVUraKAMgqDuqTKA1UrozC72mVe19wJkHZQJO2g8kjtshOQtQMn4Ly0BkEQZ86S1iAIYnAAvTj3FGkNgiAG9u/F2dqkNQiCOEM8fA1CeBbc2UBask2TZmzkoiyz5p/IlQc2vkFjEO2K5jjNdf25syuvt46bNddzZ13FKvJh20WZZQtXMH+Uldl2daHruTEzbya4wckpefGxvC2S+KnYakgUZtbmkGlHw+n2T97dTyX5D7tWc2y5WJyNVdUcGxZHORsy7tGZ4TxXO9hd96OxpScfanYo+VrctoXla1gcl681+o+bM+N8Qtkum/4SP0P8gE31XG/ODA2sIFfNmaFF5crjDCwDeQcWFvcw3HwF5NUXYou7z1ypv6Zwh+AE90RwpiLCmSoPhHNRd4Ll6ncssvqM8dG9zMSvIQmDMv2cGoKZnDqCmYsKgzuoPA7MHM3dAZ7OqjZoeMC7tuhAaFM4YU6tndpNwSMhB3EPIZeKiFyqPBC5FGnuIAeRZr5bu4ZfkkOs2ctTsCnIIdoU5NxXtmv4JTmnvnYNvyCvzLFdwy/IBwSdqz69D9LLuoa/IHLog5hYNKZKoLE4LKZB7AYn0E2jHEmgEYDOKxgOQKo8EABwEnuPX7HooefYWERdUuWBqhXK3dWOM9Wh5zHL1UmVR2qXaU3WDmjNGDGB7sVAap04cVovBkrrxbmniAl0LwY+68XZ2sQEuhdniMcn0N7cwYZHlIAPprqQQS832A/J25vuvdxXfNSm3du8ppcebMie7uSF6EzvKiAdfo7JtUPEN3lz/EXfUPVvgT91eLTQ3CWDhs1/1jhlK29jKr6iKiZJ15wIS04pvq/MPFguFg+m1iorx+IwD4Y9ZnBWrhdzrQ2YbvGBo7LGWczM5rvIzLDNEu9hm6UiNlKqPLDNwOmOb7H4pVVOnVefGb883g3EfGSm/tjvWkvQJt+B0KYiYpkqD4S2BA3j0U271vb4xklgBhBB+eSEHdMWyvf3oISghaAEf0tQQpGghMojocwRjgwlRDj5bl3iJsghxunlKcgR5BDlCHJOp13iJsgh0BHkvIt3iZsg52CPTdycPb2DVYkS/oiJm47fm9MwsL3OJs4TpOHwrF33ykLG5lA3RXllQc38TWcqDntlgWAc5wG3uFuYfOVPa69w6H0GFOcqbxv41OBCxj9y3tG1scmdHV3D84gJTi9Onb8V577fiVPX78Sp57fiYl5igtOLc7OICU4vTp2+FQ/o8yFsLeCmrm1S31dxzWHT94MSflKqkdrV6snpRhqoQQe2rqV9V51V1VVTsXRV9lpxrIzFcV01Pf3A0X3Ygay/bJnQoOfNVlGeF4rsReVYeeDzlgmN0c/r02yG9LyZZ8rzbsmAy/NCkb36rN3Y542kNPphMyO1PSbbe8in4iZcsr1nklKp+9rMI3pG4RZ3V66pC+SWpIYAdJpqZ0ZraoecHqUmhAi2Jrq6dkCe+qLVpGDmv0Zt68iSrSd5psWmNrcDY+cirzq8J+lCmhi6dtVdmNSSJnojeebW+imDzVFtsyImhXLr2tYYhmvc7r1m4uYpY/vO2kr+oxcDUJ24cF4rztTQiE9bcsD9OPXH4bKcQPw1H5zC9R3vf5Y2EtUxnkPpm7g+5DUw8KrPqHmbVs9XRUe/4ZctboAWu8m8edj6Ip3JdFRLoKhZn13SqWws6d9KoyckpF/vn0vJzg/4LqtY9UIcP8lQH+p2yuMnir1IHCpT8aqctd8qefwEWyXAex3iOnLh9Nkn3t6UkHO8CMWHJ0D8Ptb8/lVeIkZIKxvPbl6xd4pD5aGQZjd/B5huC0TkIqY/EAc5AtLMSGl9q4B0HMPs7fXhCahz0FCg5ryRIwwGdaw8EuoSYexBXVx80S4HAEW7WGTaxcrX1+5EPBBUWwYv0s8hAV75WJISP2vQOIIkza7EHxOGUKEIN6XO6BVP11cOoYJCqQtWim9+ukWo7b1BqXHLGb0QKikyM02sptrR1QlPmMXNRWIEgRfxJM8M214ki5uLbOzZY2DB30HtL1LE9UUg3sCLkCalt7QXyeLmIqL0tF2te2YVUwg9I7EEtojMMq/L+Y8v5mlRVifvVaRnIWGz2zYpd/6fLtykvHXr+QcXZrJmU+dfRH+92GU25y+K7HMa53vnIpy4xjdez6hiPtlu588uLvU0h8BgxeObPTfxuJ1nda7i9rlmsYof/hgPP8Vf4uF/vlB62rQx5x8Ruf0z3fIpXv0Am6fr8OtDPPuziEB4cH/qNk8lJTUenutf8Nwbyt7Jp+iNn/0cj7+Q7v0BCn+Hv7rHDu2VGyeOiSXMV7WlivDrBf76HMgkWFkwlRBelU1Q8Oyz1IwbNiMXuvBLL8HaZsXDHROSAbVuZVB3cysWn5WiLq/3pcr6mi//7No4qGMrO99R/KsifBmv9HIjAhYf94QKxJwt/iXS/qvSXi+NIjcRflVM5KvSXFc/qfVHV4nEj0ZMs8/biFcRkyohT4mXHPhpZUx8v/b87zBewtjoefkRFY9jeps+/4RCo6flMItYfo2e/YMqGAhnu/CTIg0rHd6LlvLh31A4RLHEcxZL4OEXN7j6bhQEvzbplE+b2Eatll374+NYMNQ+6II761N0BxFPfjDtxciIZKWZVlOCVTgFFubMLs7BM2LIFek6T/HXcxZ1gWLasKiTtHnOdCj1+ug1VPwX4dJncZu/ySvb6QAw7jyL8Kj/BCN2JoSQFCOKWjw9Ct7H0rX/AD1FBYv6+YUKmeymbWrq3ZNJ9gxDW8KOVPgMr/x/kQro3HdqJsEn3aZt1m7h4e67CD0T/gI6s7dc9r/xju/kCFpPIZZnNlHa43NCjx72cxx9YZG6GL6nc6yz5/8Tz/k/uWFLf41N/DH+eoG/mrbOpsAY8tIsbtKB7i43HB39bSEiZK7PeEZY+IolcJgSssMfFxn1YJ7a9OkX4xuqSF1ZzuP+Rbj41fPFP8AwdMDk75PRG6PP/8eF1lPcMCjhAKc8k6jwC7oOEVKlZUlBqT2eC/ow82CqvReXM+rNK8/IOeWlq7LMyncMqbR7T4vaCLeMJ3HeAIte3bStqxD+/FfkCKkH8n4n+OqdblfOqbpdSOLUPDup3205SLvU8St7qzq7VDa+Sga6Mj+tWz9dW/Hez6i4T2MTcT3IGpjqhEvf3GRcaJqbuXQ4OzSNkYQ7ZlwO04WkIQzWW+oxlytenTvySxVoO4RHe568nMM9OZ5D3mjHlZezj7pydQ1Pnng5lg2zYrhNMKodR1gOn3Ll5ddduHLSoZz9tD0cv7d34gnuwpWXa5MrR+dIDPChcJWac8plMs0t2ypSSe5LWyFeOPx7ZDySERK1r++hmLJVqMkpVaziZ+yw6OH5Ndd5ssq7a/n1ol3r16E79H7dXsOvg4W4rfXrXk9x1uvqfh3CFWf3/Ho6rGW/jn2c3OPdOHbQwu8mH+XwH5D9foGkTYz4IdNC9sLlOv8YLGhafBy3lcOY8otskgItus0zPvAsdIjavkrcyG22+NGjhlplAWRUTPgpGv9KoSoZ73EeYNdhZiz5ffZoHUVpdYJkXkg3JM3ogmLKc5yX+/BMcT9AFUUl2GNxQi04S95I1FaE9N3jiP8XbHiJ9P9XbX59Rpg6qNtqP1KOP8vx3jxpjW+bvJCak530d4X36ZYUlUqkJV+Gaj7NWmpd60aPy47XOUyosVWvXaT8cg3B9+8qvqpZj35JGQzFe4yXft82dxNXvUMhPIvmiTL+nxDQELUQR2WOttXc0JJONn7nNpyjhImpJuluGFAKyp5hDkOy3zT+oVGcZJmhmvmtMy5NAbye/GZ0COBD+3XxuxkWv5NNoCmgJ5QmNSVHSA35hQQ7wVA3UJyMWkvqMy/I3vHwux1g1Tk0xVj3n3z4o4aTmtb/XHSukveUWnAnTkfNSs8lU/6tcD3xCSqeggvOuvIgiZHsFBcwIiMdjaWPjx/VPrbc8bgrEpXcCbrLYSkJ+ITuTWdLbvd5+4RuXsQnZDfsmzjU/JVwSTr6CQ9Nixv8SGocMYj9vextikL0OL8RMgyKFyTPeQL7bBaLYvsKkZ/6ULjJ0xs04SGurTJzICWmGQX27PAp8xIvnzB1xvIBHQobfy9kA0LXB+Mtsf/TvSzAmCnQCfeMXdZSOz1MEsg3IluyUyVPIwfy9WD91RwVHZZXiTQjMfucRxdiXktcV9Gt6TCeH/4ZDRB+zD14Yyd1jsOEXVoYLypR7slRgtKbmzHt/PO3QiBMnaGqWIb4tMeu9IFwDmOAp3jznVFDZuw9330gnc2HKI6SO91bpmznXJy5axfdKrU5vgolF8sqFBW7Ei26xeKtV6GkNbfKeBiSPLRLal6aydIvofClUeSWwrLCwK1shcFLqOefXsu8NA9XTMTYayxCeWkQ+xICPkw4ehGKUsukq9WMYsbbrLb98giPHMeBgojQRvDohcEzK9yz4N24kYvRCgYt8Ge8mpucthBU2BAV+zWmaFjhk/iShFpDvvWChJ9dXM7xJLPCeOIyhVg9Zj3xzfLNw3iinza3qBjsrZML0boO0RqcHxcEPaefRQFXXfQpVXiWLgDTySj8IgZAyquUBoLac0wR/GRWA+NWwg1EoXj5z0n/UNOGW0GyUa6ekFDrutZPioo8jUjo2S5xiLFclF3/Yzz+dO+mWb3fYs18ula2Qioh4TZrM9TGKNQq5ZBRq8Uv4Vp4hdRUK0yjpIU7dlrNQgFvOSwoZSy/0gtZLVb5FxcxLfVxSDzk1KvycaaBaYI/5Xv9PITcWlsbhyxF/aVL/Zp+PuUKFgXIaF9Ij8qu9A7hy5T6p4nEP5uqKmAtulKMqcAqsMd5Lj4Eu98ndIsXx59HPp9Mg92KacisJF8UhgMlM/8iGYzeAlWrymDClTJcXi94d++zTnCh1N28W8AZLIGxVsjI4+tMym9nl2qGXdU+hu/TIuGoirHiHWYYFUHpU16hMBY7TjQk9NjVpx4L3EVQfkh9c4eb0q2WbeP9vDqONKWxI890nP3c8Pg7dBI7vyKKQkTseMtjgDY7/nlHyaHqr+iiv6OfIpExyv5C1OonueWh6ZmD//8u5MVOZW5kc3RyZWFtCmVuZG9iago5OSAwIG9iagoxMjEzNwplbmRvYmoKMTAyIDAgb2JqCjw8L0xlbmd0aCAxMDMgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJzdXFuPHcdxBk1dzJVASbbkyE5iHMSAeY7DM+r7xQmQOIhgIGCC2NokD1IeVuSKssDdpS404vyN6A/mMQ9+yh9I9a26eroOl/YuZToSJMx8013dXZevq/rM7OcbsUi1EenfdnH/7Ehsfg7/PTz6/CgsOv2TH9Dr+2ebvzs+eu+XUm+kXITZHH9yJJYYoxFFitxYpRetNt66RW2Oz462N3bHn0EXv4m9tfKttdSLMhsd4P8it/9wq3Z7s2gZQsDLuN3s/v34H0CMsjAhOrAMVZQUfrEwsHCLM0XSK7u9lNrqJaRLK41cVL4KRi+yXKmwSJ8vhYaeLncSxvrFw9T3FgZTxmy/tdOLjVKr7c2dFIu30Wxf2u2hlQ1ebV/eiSV4EKGhf5rp+8dHvzjSQmygYVyc3xj494vTo08OgQZBKYNuuDTBz62liRJR7STiARQwtw7W9dYWZSsl4txaKTAuotYj7jwzb0D7xLWJfT1Kc6tUnsxEIK49s0qtQ1+lVN62B8aRBZmno1nbYKECwjBErRV2Hc76m+CiqBnOGplkl3lM8OVBddi1nUtB4lxMkZU922Z3VEpTJ/xOihbpjQvbj853cREyGLm93dFb2Ou13uvWTgYIHKdpy+LPJvk7xAMEkI/abV/dQbga7y3099DSagvh0Af9YmcWY4N0aXwInSgtBNR3MGAoegcDap6LNRQcYmtvpLILDPbDnQUdKhWHZZcZROGHsX6Ms6XoLX4GBTSFBwSIc9s/xbGItu/ulFusC12oDnplA4Tf7JfFNEqoTiBaVtZQAsgzhg1oQbvN8QOw9KswjaRUsCQZvJMQGZDY7w1cG6hEgt9EGCMvU3kh7fYteB69sIN7EEt33dzeGSDLYDyy2ufg+TpsrI8yufgZ3LqIt4/arbTtNjdut58e/dvm/ErRoGXS+8YFD36Qt5hX0haT5/aLK0kG3aTt0PmwmLqFEPW/RtVPXa7pd/SDtdMnlHX6oWlzjT/rz7stX9kpKwY7AIeCas1gh3Lb7ADab7epMd5ehx0CUdX1GSGIRHOU7Ur8QeQPyrxJPZ8JB0IGr60DzbglGq83MRFrjrO/xDGYbd1oKm0ImZQHWeP54EODpSwH0pjNvg/oe3JBV/X6syUaRmO4QjiXRWkPZCUH9uiau80qhqA317vHQFH+wHxwhaAHFZyjK6QkgrIJE2Jf6KOdNTZ1hvjLnW+n1bngYOosWZHp8rHGoxPlpkTPgroUsEkaufhxWcS9dHfnaJ8JJzo6vW9OsXvGd36IoxN/7ylq35o6RvTObHfJ662g3KK9CkgXZ3BrFGGPcmudarepMd5enVuM8cmHOwlcG71AerYYIK4IDEAkrwyuFq8gsyUG7/xA1Nf5nPrYQDwt8+D8XkGuI42nlrXEIIcTu+xBjOycrXkNW62JW7N2UShrKH8Q9Ga/7LlSl//yTgfQhJPEP4xKKTT6h9FCEv8ot+gQpfE1+gfUcmnfeQ7+YZXI2QX6x4dVkaKT/EqRJchM9EOaV5zAGi7ZjjyFqkUIPzNokkxGZhkUGEQJG6nH3khdrBWqMqgDNh2NnmjHYc6asJlAHZux0mlDpCqjBuZ/tzf7C/SifvWjNQn3ajm4sCp1c6VWUDcWumu01mlrNKdBMwr15DQaoL2tNmYsZ9etSznbWq/L2al1Lmdb6160FyqdWkO0I6pcr3KFZLQEqOmtAxbtJQyn1lpYMm85VtDzKkUKXVlALYYSuuKO4Nk0M16Mw+DZPDNeVM7gWbkMXnekNV4UxuCVoSY8K2Fe7zMdih3KlCFJ3jgbYVMpjHKjV1o3cgBIA9RokrwWuv353kCqugi3RgOkLDasUAd+uISprY8QcGpCA+xzWQKwHszZ5AbeKljdqq2GCmiJep55D10LqdR0plXB+UyrPughbaJGVNs4hvrUOthAWsuRAtatlZK2z8+akRqm1pkammzIFQYSWLcGNLKti5+uWwOxcqus3rtu7U1fpXJqJIF1a0Bdbx3sSAJT6+TZfd5xJIHZljCggcqMOUar8PoYbYKLbWY4G2GCi7ZnOKt1hrP+JrgoaoazRmY4L31a5ZVq5BL5IhdkvZRV3mKFoDQ9eAk7qKOccLKl7hCf7GEdASMe6/U6mBQdvRqY6khDjiJ84Odxc11hpIHu4DyGjAC7Lz07eoMpS0in16cUOp3NvYnHl+Qks07UhUhKJtrrJcwwZJ8K5iklM7p3dPwTTLNhzd/rLWtFLiFvJ+if10NNX3OVgehn3iZMakWQ6fiwUbxcguhHDuWHkdRfQZSnVM0NMCgPvLCiK9E57XKQLYLX74c2RkS7BPk0ntaqxra0msZxxR3BcyDPeIlkBs+hPOMllhk8BzOD52ie8RLODJ7jmcFzQM/rvXpE06KDdwiahrM+sXdOmMVX1Erwx3JZfoY6uCl3C49mBS/n2LnCa3ae4GLTGc4mneBi0RnOBp3hbM8JLuac4WzNGc7GnFZ59bxMqSUEJi/D0zW7g5oQFJEJMvOWSifkSN9AQZl3wCi3OlmSE9yXkK3ewl9IfoQES+tsJGUiiEzqW3UmwznntzsB3u6Xb7B1PMr/6bzSwvr19xdCgH+1U6AnCXP+Htvpu3ja8Tc40g8qlmfffrLZ4En56103WQ82lqMS53RU25/s9un3YK8CXdCr9Bet/hsOquEtevbWn8+/XkAqGtCRzsZ4eFRvQWS7TY3x9llPLg77nKrnC+h1hfCf+eTiaZKBTtzgzxb95RWaQww/UTHwq1jv3+qnsG/uwDW0dJ5XOqdpJaMlmh4o5lG9RdWWxtepaaeH8L4+RYekk0HR79AzwRYEdzr4t0mPKkZXajDl0/HV9k96gz32IkH2NoLv4tX3+9lJkmQixKbdKrQDqfYGUEUNy3CXjtmnv58WUsZMtRzYaPtel/Q2J2nPzH4/SvKw1wGBfhePyvZdJiuJykRJP8Du6z2xehPsFo7uiRV2HaZB3+HBQwmc98QJLnviDOc9cYbznjjBZU+c4bwnznDeE6dVXn1PlDpRCQaNdCppmKa55WWaG/gyzY3+Ms0qi5GQ9aty4GBcrA3SNrDYnNuA4LB4PxlPRM8lNBVeJzQTXIw3w9l4E1yMN8PZeDOcjTfBxXgznI03w9l40yqvbjxIKy130ISXL05CY7Ci7IJeI1UcUKwU+YexfBYt9IHEZz2kVsNhV8QXONIw0XjYEUmWQeZGMpO/7uJf3knIuUWUY7LVEpL+U+N6HvmtlcR01svEvi9UClRd72yMoJYCCSVpCoS315cCoZ9eewpEIuCFSIFQ0wMptRQIVVsbX6OmSwr0HBRdUyCi6N8xBUpvfuq4FXTDb+9S3OFEvTMmPrUgvjzx0RAwYBTIUZ51JDEmKUalMxqaOH3/6enOe3j19iBJAZWlE3s23XmHy5EOZzbgm+zmqNhqf4Kb47HV/gTXzXGCy+Y4wWVzXMN1c5zgsjlOcNkc16u88uZoo13U4Wp/fdn85F3cEO/0HfMOgsT3f4p9hrq6bXO/c12ddsR1XR1KDiW1kaa+pvzc0zETDZdLN3iVS89w9jgGTh43w9njGDh5HAMnj5vh7HEMnDyOgZPHzau8uscFt0iaSz/tyDjAnr+Y8BzMFxyXTTd4RRgzXMw3w9l8E1zMN8PZfDOczTfBxXwznM03w9l80yqvbj6PLwr9Ic3n44oJCwq+tf6ZjgENgtPvsE2wW/nFWkj+5KCh608OGCEFXgtJXyKgkNWXCLOQCq+E5A8UELXjex6MkAKvhTivyUz6qxvZcSchFZ4UqzwrJLv5LKTAayHptRBGsSUoZiEFXgtJb4s0dP22yCykwish+SUSFLJ6iYQRUuC1kPRuSdfJ+G7J7MUVXgth0ctDORyKZJ/eXVSVhj/cfrTN26gIHgotqNwgptO3ATtENyntixCedvv3UDpKB3vu9gQ2caOhBvwqFVfeeKhGLxr2ZU/a7kLpIIMXJolpDWtnE7ePIBGEKk74gM+BPHR6boSQUPSm93ehaKaPH+DjU7xiH/9qJxXwFWTG93tO8qs+5ClKP4M1phpTbj/G3vmdNVi4u2yYU26SCh+L8SqvOyJ2t3ZRkfY+x+cX3NgnCD7Bq2nZYK9qnFSuFZ0HGUvDfHWBV1+WX2WjAVcxjc6X3ntTzBjRjBS0I3jZ8z9q8EWU9I2B5dV28Bnnmo9c55KUB8YS9L1anT6rMN7UbzpMtP32Ub1Nr73m29IYb5/1wOAgT+oYEklSrvxDG+CP0JFemIk8j3WwAfECTv7/i7l+fy55lhO+wH6VndIlbZZ6TPJPOyhOIJ9Ju+zeLD6m98jP85fZkIrr7cN++aRflte2IpQ9Jx3cpEREOgEV0IOOntIGUsKChE9pUhvrpJzFGp+yLKjGrJeyiUova31wgQ3u9wZtspCH1QHSF0QPsOkJBfHy9JKxHpP+7eqL3V4sVinvcm7YmpIJDNMKUOoZSCse91H5uRxYd9KQj5EKveid6gQUju+d3/7nzi066ICrVtI0XUPOdN5B0qms2kZjtp+WHx6CGfvnb1hACNiucUHVBaRYsak9tX3MCaBtv+qDFQ3B1laMlXtd9L8JQKb1gJ33r3GxBCRNT1EqWTd5frFWkQ+aTvtRl/oQRT3pz8+fIippmwz1hFfGCTdDoqFTKpagrdcjasQ2LOn0WX9+ys/gPqdDFrxg56JwLqI/F/UbZwkVF24esQa/Cin5rq5bXGtvYJ8R2m/2SuXPfFL7nxHiIHw0Rxiw4wWlI7w8QWYiHHOWqiVT9NQen09RlcK6MwSsN1oYKtD43aRToEURBhOGxueXqMTeneWfYUh8To3UqeSCNoBKKEiYPomZkcvqqL0lkf+wX3bxpDuZ1eixDMMOq04SHBgTqr/mkW0qTlOP7c5PnheKz+hM8cWPCxmll2HxcI5EGonfB9wABxgOnz/m44Sd1ik3Fs9FF9xcxhlkb7L6AEMRVuiKozO82xuQIVgOJIPNe0thtr7a5sUDyXPTurhsNadsg/8ia/jnUeXYnGX6L9dM4Kzf/m+PhXO6lRSngVUJJKTH/flJv6wz8M60fETJnHN5SJ1CYSut02fCm/QtXmOrMVyRbUjGQ6b7EJnngj4nfKFUSG23v+FAkoexmQMJ3Qvu+ddkrig2wB7V2hI+JM+/woRkzkLSWIQaHiGjkP4s+ZHnuj9fulTR0YC9LNtUdivadVM1LPWU2875cF9lh1mASweLvXH3zv+hPNQlZOdTkHvnxDv7y2pnr2JLBu5UHT96WbWeWPSE7SI7avvlR7uBGQgRt349sEmcne3sEiCYw3q3f1qnc05XZH290xOWC84vYfxhn2gz6XzLa5LsM7Mt9aCJT1A9w6IYaifPmWiNlFEojZD9+XFjlLo+Y6qtE1YdRYvFWdVr7oF60ucDvlCPqd/gkoyH0M1AEnj5FZZdhKR+vbbqiq7SCtNfdZGuMX9qwGYVgwcwdMLTxQP09imTwAkI2C68o7XUkAuNjJZn64mRnhyUW5t+Qsu5Rl4ksSM1Xudc8pzXAZk43ebe/4/0dphXJtKtdHBZft8nMcVFygW32beEKaVlePzNKcFuj9PrbbCLqkO0+Ns+mWm/WZV0ZIYnh8KmDnswRWgN/nUoXprbNbdWYZX7tG4fLA2223uomqW3/ZdGtwT7+mBK1cRSS6IEqqWPuRST1/g/JkdQQthD5fIFa3Ny+dSlpxLrZ/3yl3m20WhYcKt373Vy6g2/rkwErisxyb6LfVacZNLP22FIh6iOfr4ziwKKpIdGhJIesOinLKl14/cyjk1xxjqtRTaXXqYmvyFJLnPAdFk+RUYg/tBm+vE6zcxDEk78LeZVfA7X+Yg/CGLPjIZka5WXpfAkJXz3waGewUtCMPzRBNUqvf5vdjutfKTsAvzXfIu4+cqh6+UH6S/SqagkjdXJd6cIJhLGVLqC1E87+5G1EVIm6MWlwfr76ZdNOw8oZNJDFjbrwac32Oo5S9N6P2eBJ8efHdXbe+n2Trozht6RZ/1/31Sr9BXv+5+xJdV4kMWcC112WESOqVVHBZZnQ/FhrcMjdyfEJgA9Opd+tFMb++xvLnDn8LCHpb9lKoVMf7IovYK0Ie/v/h/A5etGZW5kc3RyZWFtCmVuZG9iagoxMDMgMCBvYmoKNDU3OAplbmRvYmoKMTA2IDAgb2JqCjw8L0xlbmd0aCAxMDcgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztfVuTJbdxZkgcUeJIwZtnODPyhrZty2K3zD5TuNRNtmOvDkds6MVrRvhB9ANNjbxWzKFMStr/vM/7BxZIJDITlVl9uqdxqCG1ZEhsfCdPnaxE4stEAoX64mI4OH8x5H/rH58dHw4Xf5/+968Pv3i4HEL+Bz6Qf392vPivHz98/j9duHDuMMSLj3/1cDis6xqHchV3MfpwCP5iHqeDv/j4+PDyW1cf/zp9Zb5YWdrPVdqFg48XYUn/P4D8Ly791XU8BLcsy2XAP9fLi6t//vh/pMv4MSkkf9gteKllOCzLxTxMh1iu8+bVtRvGOB9C/nMKSWCGP8cpxMPgAY3LePAToMuYrgwCfhr8Ibr8Zzgs8xqm3T+zGdJvfLWfF3BNpr0ekzF8jJffvgqHcXXBX75x5dKNjmu8fHB1Pae/ltlffucqWWceh5DvL1vy7z5++A8PvYsXSXA+TPPFlP798sXDX+2AfiBwHZYKO+cXLexc4EuMnvFpGgzpaZoIDaOjnxzcbCgy+EBoTN5Q8RhZk7hF14LGio6eUfik4KtbDem1/CKgIfqKBz+NWjqhfA0XZ/og/Rm0ghXd/GTugmUeyp3PszS2hsGqCi7m0zBYBOFIcNFDwaeZYH88xpjH4zQvmQ5gQP7p1Ziu4Ofx8u08rt0cfbh8pzjuvEh3/ejKT4dxWsbLTz7PPr66cZpQ1KcvfZ9F38dLTUuWXQ+DW9LI/Q8swN8SY2i8csshuWaQv/o+jJwpcYD81e9fzen6Yxgv3y3gNMJwjEOiGu8uf1Tuyq+NKl9exUMc12FurvUTupZE36KxK+6rghEHrBvXwziHizUT9se/ZHOmHz5pudZIBL/Lfwrbiau9eeXHIf96utMYpnBxvWa6hp8fSesHp3pDmTD/YrmtMSSPS3fE152uXOL8cWDOcyMKX6dOW2cntfhuIvlk6PIrpMYbTU+49RDW4OjWwxKwrzNLSvRDqyca0XRLiYJi62BjCnZu9MSrX6RhlmhvTDeWx9Mxj7qZmi+xOYWpNrMwNf/Xw3+6+PxeQy8RWfaSPPZKDH4zx2BQ7R/ueeFpO6j/CrwwOm+FmxjkSKijflpFYHubu+odsr4Yqe+SyWVH/eBUuAtLGiiTk12yrNAHAbsEyB6bL7E5hRmbIEzN+3dJyMQfheW69UkY42FN8TF1zbRIos198rZJSQJ9YztgwdQP5FAy7Eu8kHrRLyl+ixHJbCZ+5l3uOvpu+k6YxjjKL7+dO35apqT6e+k66zyMbkddewTbaFU9OGSSmAbIEgXrfHUmu/Yp8KTMQN62Hc84p2NWZ0yY1AgbeTiOwyD8PySjCkpKbC4pqTSJg4pwR0qKIRxiPAMlxejTFadlzpffMJKwCzO79AvRwSpGNb5q9Nnt4h/4hnFtj46YLOyiK9MwuGy0HFHwKaJuiNUR85+cWPBvqZw/pqlRzkqTgSf5YwPTcL6W+LHibXGdpVHQaGPcOB5kVKvt8ymie5+ybsUT+dritxvb1xDxrfz5OA4eSWFKBNHaAfK2UK2fMWF9GzXZLPvovEgtn7LYn5Nl8a95uvyxvEo7r0q0WFLv2KTvW7Rk7xsUk/ctCmmDRsdAqJzjsGycfDvHUdIwx0FUzXG20mWOU6VT0Kk4cIiSnpJ/V9SvLL0GQ5OwRqHJEmj6FHKOtJVOrMLWS2NGTLa8IZ3GEmvSTLaQ6aYLny4ousvAocM0XrrMwGWuJ3FMOLZ4MbmBS4KWOJhR48VgBg6m0fitij57aWHCU1Y4LYcZs8Jv1dQ95D9dcFPiFEJTWpf+TIok8nMbNC4xk+0GTRTtD0vcoNOYJkUroDFNIQ9u3X4tpQ+JZDZoWNectmxl/Tocxs1PtEN6Cr4den4gMFdFYus6fjP+A18iV0Vi61AbaaiKIJqrIrF1s40iUBVBNPrYMoaSBsao0tPUcoOSXv3ImsSh5YatdJreO5bma1f33UhPkTVJk4uWG5T0GoUmi2u5YSuduMHzXbqh5QZ1l7l/0z9WyUXD0GUKLn2jYegEDYO1FVzMqmGwn4bBUAouFtEw3LqCOwz9NA4jTj5WqvK8l/KENWUc4fKnV9e5wjulsP4Wl35+UMLoAhn+eEh0kGL4u1cpjQhDI/geJByLm+rghIJwiIfFxbVefE4j+pNLSr35O2+bdZC3+M+fteyAfy6QnwQ3Xn7A4F9fpRuOLl31A/NLf0K/+p8oW/ghYLMvgkMYD2NKvGry+J6Rgf7FVeKncZWQ0Fzcz3+kz3/AM5zMhonWDyld+uQqkWSasYdpzgmamBnVrOU9McOp5Rr6vFzMh5S0x8vHMpmuP/shgz+jfE1+DMlzmvuuKTsfSkr1n7O5/LpOheTXyeVa+zO+0gd0pWsGH9FFB0uSf7PRs50CJYbnsXVsR2AtAcR5rc0sTM3bToH2h0qIy2ESQ6WsjNx6CnTDhedhOwg9dWv2hnnxh3lpQZ8ZMA2ZJ5Y1hQ2fkmGfWpLPrW55sp16Qgghuzek9RKbZOgi3NHuMUWkM1gdVo5aqz86YUv2YdPqbGrh99cbW8bgvLBlw/QvsUnGK8IdbTk6mGefwZwp/Tq01vwTmmY+ltYirn0szFX/OtjcQOBgefMPr5Kah2EYpZlnP0szy8j5EptsZhDuaeZpzjPQHTNDrpIGtZWraBhyFQWXXEXDkKtoGKlxsXIVDUOuomEc54uVq2gYTbz0z1UGmN3jNCVl5S4e5s1kwC0pt0jRGbKMlMx4CrDpzyY8p5xl9TIHEeH5uxRS35arPRTJ36OlCetzmLbEKUWNAOrVZeusqa86T0nNpOpmCpQSqJRPFfJP2f4hJTEZHWMaUV5Na+LgTFdScHGlLYyupODiSgourrSF0ZUUXFxJwcWVtjC6koKLK23hDq4UneVHbhiWZOiz9lnwNYlvluI1DH2m4NJnGoY+0zD0mYJLn2kY+kzD0GcKLn2mYegzBXfos+DyEhZ0W02Po4PFYRjfnobtQvl36qt36C8xLxGc8ZOyFWOY5GonjO9lGZbLHzE/yI/rZEFwwveYCR5Qxq5nKEsccYaSV7Z7zlD86JMh4tdrioLJ7DNrjiKMZ05cmvkIzFfWFHQczVdEVscphzDuMzH1qH89M2ce6M7HdkDVmYePzcyDmt1mHuT53WceYky1M49cfxscOl0GG2Maudozax73TOdqa7OylatfZNyGf+rKFlmzCHc0bkwMP5/FujF12+ob6/bwxTLBYnNJXq6zMTYXCPc0V56NncFWywqr4MJWPH94KqdghtM9sWYFw4kJAkytyIpNGKvzMDJbEe5oxToP62/IZC/YO6KGdDbkNgvx0ZyEaBiyEAWXLETDkIVoGFnSnIRoGIe9OQlRcO0vcxKi4A5ZiPd5O8g3YxIiucWPjgx2bPvmJTbdXPccgDA1O8S5FdbR2bibUVG5f5GBgrWDJmsHwh21q4FiVzuk2kXyMmsHTdYOhHtql3l5T7XKX4skO1KtNEmXItxRtUp2u9pB+YW1k4O21mpYOxDuqR3WamztgCbdbE6wNQw0qeBCkxoGmtQw0KSC69gzJ9gaRm8zJ9gaRhP3n2DnHRmvMMVWjIS6HVszVEYa1lEyEjX7MVK9D5OQWDnZGZWQWDkQ7qhcJaQ95ZBinOQjVg6arBwI91Qu89GOZpVhnKQj0qw0SZUi3FGzSkd7yiHBOMlGrBw0WTkQ7qkcspGpHJAR/ti2cqRhICMFFzLSMJCRhoGMFNwMu23lSMPS1baVIw1LC/esHI3rCB/fbZG77KaLKWdLXVEnHLLwZK5zm1WVZnG6Pr8gJn/fvvLDwU9TlOAbXJi6R5Vo8tN2HXtIBg5nrxKFIR6W9TJcZYeek73/kr8vsuFPvqQLPNhsAViHYrlhSl02nVzGblen04xuyKvTYl3pqfWtD8pmziF1ylLrRh9aq1IHszCU8nNZGMImFobiGutzA1mYm70KQ+zY2wggw+FRB0toulopKMKuX9UKY2fyAN+5bDVBriYHNFeomq6+sVjwSEsmr/2hzj6oe6vJ5HyI+xOEu3ZvseBu/94jOg/wlKdtwUfWeuu1Zcun1mB8cptqH5u0xAwnJ3HCpFm4p0kxZzqHSfMDc61TNtsAbtz+8swipS3XYI7mmgkmWy43heWycFfL5Y2BZzDbMu24oXCu56IYam5iEVtXDNLer/+RMTEZcXJKzNYD4Z7GxBz0DPYcw9o6uCykPpMOeeNuoOc3Vu/1Tgs2ZEnfnJy9C0Nm4a6GLPnyjiFzwlx/bbpwYxAZs4XnlNnAIWe28Jw0W7gM+wJv4oXEJelJXA5pgTfeKXFpbIF3yJ2XMS9l3Hpv+Otd+tzmb9VkR52w5SY+cVDzN2p2y9/IuFb+xsqpdGOS2hThnsph9rGrnYzNRx25c5O1A+GO2tVAvqudjH9HHR2D7Ngi3FO7HCz3VGuiyVHHmtwkXYpwR9Vq6NnVTlL0URN4lOoU4Z7aIZ/b2gGfL5O1y9+Agc0VXMhcw8DlGkYGsHb5GzA6vbXLX8O1p61d/hruQOIzP2J8i3KsYklU6dgapbLkvMjtD9zsxpKkvcmSpFzTNZUlSZsi3FM5ZMld7ZD45OYGoR00WTsQ7qhdZcld7ZD45F4CoR00WTsQ7qldZsk91SrxyQV6Vq00SZci3FG1ypK72iHxyf3FQjtosnYg3FM7ZElbO2DJebGW9g0YWFLBhSU1DCypYWQAa2nfgNHpraV9Ddeetpb2NdyBJSd+FH3EiuwitxeKgi9tY2th3oAIqe6Ui7cP6HAarhL/jZnV7j3OZFSMdRm47DrdloFntVkwY/BoiU/zubNvFszPqB/SnyNVuN/k6YC4dbltUMA8D3iLz5eAB838uoztjKBq/9ZVjMkMcZZhbBjYZ46tj7+sTTrkpQi7blNVH2HjOvtXtzm/HxcoPQnPvVuZPI5zODR1lA/okDKzuGJIzqJY+OhEwVz0gWQOSiWoD4pwvz7AVKJ/F4TRH1ru4EJWYywam09ETctckTAef/mQDi74UBZltgVrNm/DwJQM0aEhRbijeTEZOoN91xkK1ncw8HNRkT7ht8YTXkb5UFWxhZ1lSKO0jg9nAeF+dq5pXX87x+zHrSObWy6F/z0W7msUrIWRZICn7JKMVIQ7Gml2Z7HQMp12w2uLCk8UrJ9zyGyGdM1tZaWarYhNR9UD1zdq1US4vyHLE4PalLlQ/cgc0dfCVjcuCDTxZ7shXdkXs3NZwBb2LU2ybxHuaF9M5W37llTeYUG32fFhwCWV38JNXrPZ8WHAMgJvdnwYsCS6zY4PDTe+utnxoeEOqXzKi4K3Ch5f31I1n0m4TZVyk88kBOE7HwB2MnMii5pFGD6dbJtoTFKbItxTOcw7drWTAfiow3NuirPTsnBH7Wq03tVORr6jjotBdmwR7qldDpN7qjXh5KiDTW6SLkW4o2o19uxqJ8n4qKk6SnWKcE/tkLlt7YC5p2CWqjUMzK3gwtwaBubWMDKAWarWMDq9WapWcO1ps1St4A7MHdf8n1cuVaNKx9YolSXzsVOCJanZjSVJe5MlSbmmaypLkjZFuKdyyJK72iHxNaVq1g6arB0Id9SusuSudkh8TamatYMmawfCPbXLLLmnWiW+plRNqpUm6VKEO6pWWXJXOyS+plTN2kGTtQPhntohS9raAUtmBjVYUsPAkgouLKlhYEkNIwOYpWoNo9ObpWoF1542S9UK7sCSYc11v1coVZcttgsdg+35afVaRF0mbxV+cT90zpjfMrc2R3qq3doO7Wg7Mu/zfd98et78yW/Voz7LMeo/f/jxT1/txLJaevdyg/f3qG7/Nn0slNvRiDaFi+I13xxPDEqYckPqsyleXMsjY/94iu9xcbL4js1afI9DjdNFuDb7Fd/DkOLzOWrv9cKvWHo3H6Z/ZJWJzILHYFU4H5mld+4BYELugdKkHijC/XoAU6OdDqjJTlO3xmbNjOLS1K2p2S8zIj7tuC6w5CXafNv1bFUuGIrCs3mwlVluvba62ixRSysdtQ2hOTRTcmp2NGm9cTPZ5A6XgbYmm6wsCHfs8Jps9u/wurP+D9Hh0kpHbUNoDk2Vo2OHk0l3Ovz+O+uZYp/eVD/f2Vj/RH7HWqcgYizZHREjNgeaafi+xAhTi+5xKcIZyTtxSRfFN3HH8M3t4k6Zx5DRSu5LRsPmQHMg1zee10lPd7uN0ZXU+mZnMw+AfG7Z7enWbjDDYrvB5IDtVppktyLc0W44HTPtBrMx/DG1Xd7AYT6m8SaXU9vlDVxmHmq7vIEjkylcDlS1Xd7Apa37bpf3jo7BbLfL10068glSnnmlFLw5UhlmIN+jv9QULU2t+C/7yUqeifD84aYDk08eR2bvMNLHkeEOI/uw9q/Zogv6yFEnybkZfFNOpGa3nJm8yUyaSblmvNQMj7Qpwj2VwwxvVzvMMJpyImsHTdYOhDtqV9ORXe1kGD/qIB9kxxbhntrlmL+nWhMsjzqU5ibpUoQ7qlYj6652MiQddcCKUp0i3FM7jF+2dhDAgjfLiRqG8KXgEr00DMFLw8gAZjlRw+j0ZjlRwbWnzXKigjtELed3Tta93aILqnRsjVJZ0o/Npj5qdmNJ0t5kSVKu6ZrKkqRNEe6pHLLkrnZIfM08mLWDJmsHwh21qyy5qx0SX7ODi7WDJmsHwj21yyy5p1olvmZbFKlWmqRLEe6oWmXJXe2Q+JpNRawdNFk7EO6pHbKkrR2wJP7adlORhoElFVxYUsPAkhqWDLDdVKRh6fTbTUUKbnp6u6lIwR1YcoADFl+vRReu7fN8AFTy85ASdjy+ONlVXFSspWQnKWspFyVl9pyQJy35KYaSkcd0HbHAwlOV7xoLKKhwmGf7nS6npyW3evBBfCnd8MlpSUxKponHH9XaS1JQrr1gs669DGudxYAwNbutvcQ19D7sFBdf+Mp3XX2p5wOZ5/KaJ3U8tUpA5otqhL2B/tje0GR7g3BHe5d8aNfcTYpz1AnQBKo36wLU7JcPEYt2PBUIPpDOcOq45WtRsONe3xSH0QLNJJv6sjSp84pwz74s5trvTJkRHnW+GGbZmSDcsTNr+ti/M+MwH+CQjrA5DzpTXFPKv3E19Jmsed9i8YS7GS3XVCu4m0G4YzejIc9AkXgIuTSksMRgjQrJgDw+rCUTNhfkZmwuaLK5QLinuWZ3FluVNZOdcHLimYNrKzBsl+DLPITMVnJXMltpkp2KcEez4aTlDJbL27s2gZgf5mjsccNapjpVSBgKsnk2FDTZUCDc01Bl/rRjKJg/DetSlw3ka0MtHGZQGq9pl8JhDmXgmDZs8RqCFI6cpXAcnFu8ep/C0dhb/P5TqbjEr/sp6irpQzsd2+6ipM83RTBqdkv6yKJm0kfKNT5DWYxvimA9lcMsZlc7jKdNEYy1K03fFME6aleD7652GL6aIhhrV5q+KYL11C7Huj3V7nPZsR2C4spfEKM25Su6ZWz6pnzV8ZYr/dp3XejXm+UrDRfy3cLIvQou1KtgOXa35SsNS3fdlq8UjKyrYGninuWr3O+j+Uzc7Yr8qNJRE1pqhjXK58+42Y3fSHub33wzqRWENkltQLircshvu9pJyjpqQktNoV0W7qld5bdd7SRlHTWhBdmxINxVu9ntq3Z/frOu/EVLWUdNaKnJ9wjCPW+58pt915nf8qvSceTLRUwDzvymYeA3A878ZsA4dq0nxwwY3dV6ckzDwG8GjCbu/uRYnCY8bvrep7z/bTl63Q2zfrvgGppDy1UlthS5RfX2Ni8rt/fe+GZyjvfk11d+P2C6ifxGynOf/I7Z8kI/w1f6M/pB6wQkSLZD6pX8zusby7npl6icC3FryuXcdbWrQuVl5iE/Hjr5C3XIu1nDrR56bMdIDXfLJGu43OwW7siZO1ZJp7w/Vw4Ts7AmvEvayKio7+49Z+M1TFLDMVmrCPc0Hobj/taLyZnCdHbrYQYga5HCetBk64FwR+vVdOEM1iuHy0jrmZvfRX3tmSgYGRVIYSQZfmrWwkYC4Z5GylnLGSy07DnXY2spwzwv6qmseRuUqQ+XYSs20RoLkmy2ItzRirUg2d+Q5XAZbcpcjzyY49Q6j8v0zoNVEr7xcBlhX5n21EST7QvCPe2LiaZtX0g0l8naLWfAkGgquCSaGoZEU8MYNa3dcgaMRGftltNw9VVrt5yGOySa40wn7H9DipfVTMe2o2q2M6+yeMnNbtkOWdSa3LNyjbvUbIK0KcI9lcNsYlc7DMCyeCm0gyZrB8IdtavRelc7jHyyeCm0gyZrB8I9tcthck+1+0/u2yGYyD3mmc3mLbf1fja1QgMGilNwoTgNA8VpWA6VTa3QgKV3bGqFGi4Up2GgOAV3oLg4y7c+3LVWWFU6av6ApmtqhdTsRiekvUknpJzij0lqg8IdlUM62dVOMsRR8wc0XVMr7KhdpZNd7SRDHDV/BNmxKNxRu0wne6rdn05ad9+lE2eW5jRc6GQLI50ouNCJgnGomKU5DaN3mKU5BSOdKLjQyRbuQCcpJ69HPf41vhCwVoWaJ97E1lNRmBPlOnXciJvr8Rz5aBEuwYnzRMTGS7twx1nWzyjXP1Wiw1c2zuFVq3EhDilFHM//Hsb87vpV7JsVX/rOVS5qhMnJ9PP72kSlMBfm5bAuchbEdY12c+U0LD4fLv7Ems43FZJXKMxNoUlVsVljyzg1qSo1u8UWcuV+hbnZHfLTS0tzpP916ho/pDF4XXZpZ9N48pBCTUBT43pRJW73zeuwpF9cZLHlQ7t3rPqVVYuhLil8Q11SmtQHRbhjl0BU6N8hcY1QrRKs5amGkOND9PGwjg3YRgq8x+2j1BYOsULjJVgYOEQLA5fev32U2sIhYBi47LLto9QWDjFD4z2CxvBNO8O12umoySo349LkxdTsx13DDWe4snKNz9S8mLQpwj2Vw7x4VztIdVk76bk1L2btQLijdjUv3tVOktpRU16QHVuEe2oHDLij2v3z4nYI7uXFcTHzYg0D1ym4UJ2Ggek0jEPFzIs1jN5h5sUKLiSnYeA4BXegOOfuc9hpVenYGoXoZGjWKKnZjU5Ie5NOSLmma4hOhmYNsKdySCe72iFDNGtsrF1pDs0aW0ftKp3saocM0SxusXalOTSLWz21m92+avenk9bdd+lkMBcmNFzoZAsjnSi40ImCcaiYCxMaRu8wFyYUjHSi4EInW7gDnQyOTgWt8z3YgpKyFzcswXgM0+/Ms2/arJKn3D0PipnzzoSw/DE9kVl7/9h6Kz6Rmfq95oUgTM1+T2SSp/R7IjO/DLj1QXOCuXkMc5xjarXHZhlv4jn5pmqrUsBGloO8hkc2Mgh3NDKGx/42DjmtjI2NeZ/AI7k6bRjusbW4favdPGTHhhVrJCfDFeGedsRI3t+Q9SHDVzLkteWgxrvS9cYeNqSMIzXpYEOCcEdD1qTjDIYsJzRKQz62hrL5MqRH1nYWu8LElpOhtiZEbDkQ7mm5nBCdwWzLelgnw/9yManZxnPjyZaDNPVN23zIfE1KUrf5kL2KcEfz1W0+/S1Ynzs0LSiG7WM1WO2NOmwhmZ3VjTpsIRDuaSHcqGNbCPJh/LXtKraGIR9WcJNSbFexNSxj43YVW8OSuLar2ApuvG27iq3g++fDiQ3oKN4TFcT4dakgopmOOonJTT82FURq9spp2KLmlJ+UU5nBJLUpwj2VK4nCvnYyoB51uM1N1g6EO2qH0XdfOxm0jjqkBdmxRbindrPbV+3eU/7NENyb8vvRrCBqGChOwYXiNAwUp2EcKmYFUcPoHWYFUcGF4jQMFKfgDhS3BHne7J0riKjSsTVKpRM3NxVEanajE9LepBNSrumaSiekTRHuqRzSya52yBBNBZG1gyZrB8Idtat0sqsdMkRTQWTtoMnagXBP7TKd7Kl2fzpp3X2PTtxsVhA1DHSi4EInGgY60TAOFbOCqGH0DrOCqOBCJxoGOlFwBzrJ1ZjY5Rm6N8xn6FJCNR3cGmc6FS/KfKtJjurnd3hw7v67ckYXUp72uj8jN805HZXTw8OJrThPr27eimO9M9vef4Nud2wdn0LG0FTVqNktZJCH9q6qSd/nYtBTs8RjlSOf3LGqRnZsmIKi29BU1XraEaNbf0NiVe0rNCTG1qaqxoYszaGpqnU0ZA3EZzBkObpLGlKYzzy66/abtdhcMuZQZjA0pbSe5sqZwRlsVTZrSVvdcbMW3uO2vqLhki1sYcwWFFyyBQVLltzWVzQsXXhbX1EwZgsKLtnCFu6QLUwjHYj7TamvoJmOOpzl5uCb+go1u0U3sqg5ISLlVIyYpDZFuKdyGDJ2tZPUetTEm5usHQh31K7y8K52ksmOmueC7Ngi3FO7THt7qt2H9qaD347AMdH+YVQEN3izuqJhIDgFF4LTMBCchnGgmNUVDaNvmNUVBReC0zAQnII7EFyaNS/3qK6gSsfWKEgmfo2yusLNbmRC2ptkQso1XYNkwtqAcFflkEx2tUN+aKorrF1uCu2ycE/tKpnsaof80FRXWLvcFNpl4a7aZTLZU+3eZNJ6u00m6W6s2ooBZzLRMJCJAWcyMWAcKFZtxYDRN6zaioaBTAw4k4mGO5BJPkbKfGz8VmRSVTq2RqlkkrIpSSbU7EYmpL1FJqxc0zWVTEibItxTOSSTXe2QH+QMUWgHTdYOhDtqV8lkVzvkBzkhE9pBk7UD4Z7aZTLZU+3+pdrW3XdKtfV+NpMvAwY6UXChEw0DnWhYDpXN5MuApXdsJl8aLnSiYaATBXegkzDTcY4jlWqbNwrmt4BMa5r9/IjLturV7IuTE7aflKptfuOHmF1958ql0DAszYZI8YTlg1zFSXO21d4QWV9u2D51iWXdJTa7Re/+0o9bHX0W0lWTon+VyDah07jzpkQu9oonRa0y7IJF73GIzdsd4b2HwR3G+FrsM62Od2wHCu4z9fNap7MgTM1u+0zZSfvtMy1v/pDuf7c3f9Sj4swtaeK0pA/FNiujDi5Muw3AucmmBeGOpsV43N+yeECctKy5KfJE1XG4RfGbjacShElaqwj3NB7mC/2thwfEndt6MkU56gQmyFFdhDtar+YzZ7BeOSBOWu/G8dkMdfXiFpkpHXUeFeT4LMI9jZTTqjNYCOvcwkJ3q3One7TKQAYMqZaCa8iwykAGjCxolYEMGB3XKgNpuKRaGoZUS8EdUq30H2+WgYxchKPyA2uFm9d535FJUQ30ovrNiQBfqCYdoXS5z6/FcCfmjWiQY9slFKdcU4SiZrc4RbYz542kXOMYFAdcU4TqqRzGgV3tkDplEUpoV5quKUJ11K7y7K52yFmyCCW0K03XFKF6apcJbk+1exeh2rG2U4SanVmE0nChsi2MVKbgQmUKxoFiFqE0jL5hFqEUjFSm4EJlW7gDlSU3sM8uvF0RClU6tkapZDLFpghFzW5kQtrbZOKaIhQpV5qkTRHuqRySya52yA9NEYq1gyZrB8Idtatksqsd8kNThGLtoMnagXBP7TKZ7Kl2bzJpvX2HTPButiUoDQOZKLiQiYaBTDQsB8q2BKVh6RvbEpSCC5loGMhEwR3IZBjwyKJfXIZ6rNcD3hfIL4UVIJedTpSiPrlKc/WU8oZJplKyamK+S1a8Mfe+J+7fbeNgukB+NcB9tDaqSenDIQXE5rpvmdflxJNfP0Cfl22Hfgo+X0xswOJtV8Ja/GDeYa+KMsYxzUea96c+svYlDdYRX89v3mLox6lJWbFZo0x+eE5EGWp2izLk1v1KK3DEVxjW5gDDkwd1jWEY06AShYTB6rnb7JJjmxZOIZuWJhmxCHe0aQ0//Y1ad8kJFjIdW3jjs9vukhPmAq5lc0GTzQXCPc2V4+EZbLVMjaFOHC+/s0PTkHysfW/cPn7KxiwRioxZmmS9ItzRmPj46RnsOYa19eqdx0+v7SLWDQ/w3vRaTGFIiOlsSGiyIUG4pyHLU6o7hoQsKi44WWlfi2nhkEdpvCRSBg6ZlIFjNNjiJZcycGQ6heOQ3uLVOxWOxt7i90+o/BzogBxcqpqHKPIokZH8qbHm9z6nWeLxDHGoKicc4krfthaqTmYsXL7Cj5NZxEKhveb1Kiet3m7xb06pm0zNdBh0w5rcNAQcQcU7sfkSm37EIVOEqXn/EeQCvGGYe7gbFbkw58JwGg10WqVYxTUeWnlTPZQCfVx7RjzJInrufco5b3y8ZfbiEaAmk809scJmxZ/ne//wYcl5fv7w45/+4r5ZcymHxmnOtdPXY+GV/KywGvlZaZJjFeGOfoYLr2fwMzzgR3LUE2s1ZrPamg/4WWZ7Neep9X17SsD2BNZne0KT7QnCHe1ZpgS75iy1JIwFxzb01MJTdE3hiZrdCk889G3tXLPWKtSZwLDNWis1+2m3+N7HU+JKtXRFM6EVAYOfj3t663kTGqRZoSDHK03ytCLc0/HQeruehxO1pqjInlearikqdvQ8nNXte578waNWJ8zS80C4o+dV7fp7Hq7yn9vz0CDNjJ09D5rseSDc0fOq9fqHEFzll9bbmSDdIi6UqTcbCbJ4NhI02Ugg3NNIszuLhcoqv7TQHVf58/4omJf4MMh5mIHDPEzjNUVROMzDDBxD8BavDKlw9F+FY5dt8TIPM3CYh2m8wzxsCvo0pjSDcJEVPLb2e4lNt/g6ocjC1Owxgyh5Pun22uX57bzsLp/7kUf2PbPUvLnPN1a6eUWTurNx45pYUv8V4Y7diYml5Wn3TI4yyW4NEFeXunBtDVBJsVn5IwOUJt1xEe5oAGDQvdsvpUBSraGAWjckXYpwR9WwbrivHdTXWDtJRLUYx9qBcE/tSjFuRzsIAvhr2yVNDUvO2i5pahgCgIblSNkuaWoY2F/D0tu2S5oalibuuaTpx3j6yLh7kp1c3luGJU2WT23hwhs9alKC5tBsNaZmN44im/TmqNbYN3AUGUCRUpAGQOF+BgCO2rv9hnaOmpSgWXVB4X6qVY7a1U7SzlGTUpTqoHBH7ZCjbO0KRw3mdlQNF47awshRCi4cpWAcKeZ2VA0XjlIwepu5HVXDaOLu21F9mijXoy6sJ394N4VYBKhP63ixmmCvEXyPy/nbB2Py/oe7b6q49WM7+Q1u7aYKJdgsN4oz5MO8piuEr+QBn7iMaeiNfbZkhDwnHZ39DIt9Vvojax22eWE1bLkYlsOYHUe9VG33qOUSPwbfJMTYxGDj1lEmxNzsFmzIuc1aJg6nYztyazVu8E01jpr9qnFx7H2yHZ4+JQc1V5TEOvxgFUrMFftTR5GjbZqSNfUyNLlbQbhrL6Mhd7sZqlnczZKJa+mLuxmEO3ZzLX3172Y8G+sr7Ga0TVMf5m7OTdHNWbhnN1dD7nXzfa685KPTpSFv/6TQh7bkbY+hF+aEVIDNmZvCnFm4qzlzHnoGW5Zj6LVT5sKiWNwzj6E3D/d/pJ1SbwciK5bMiawITTYbCPe0Yk2Z+xsyWeFgDe5sx0fSjma45vchGIH9+QmLQubOFoWkky2am8KiWbirRTHNty2a0/z6a9tXYVp4TvQNHDJ9C8+pvoXLRGX7KkwLl1y4fRWmgTduun0VpoF3yPj9fPqgtdf1AbRqkaPOIHNzmWX1gpvdEkqyXe/qRdsp+9ULNoAKE0EaoAh3NABEjb3bb9j1qLk3N0mXItxRtUrFu9pJpjpqHotSnSLcUzukNVs7oLVltqoXBgykpuDCaRoGStMwjhSremHAwGcaRm+zqhcGjCbuX73Ib1aJ+w+NcKXhz4znQ95RexkTyBUNXZxYVnHIsj4peoq3eGudXXKY/JQX2s5RckB2dXmzQehUZxjyHCrcfFZGEqWSAzwJGIclb/qy3+lknmRwYg/5rVb2SySYV1mHqM0aNmbf1CGo2S1skJt2fgjEu7k5vu2M73mvj/uY86PhDPMj7rNCNtRn2PTN/Khjn0Gk699jeTdG+kBSljk/Mnf74LMm83Ryaz8EVzJdIWQyHTZ9MynqaLoaiftbb/TrYdkx3qmtUtc3u+RTa6b05BYzJWFmCHBs5tL0zUypp5kxpbDNDCkF/pqaKRk4JBUaL1mFgUNaYeCSStVMycAhszBwObzVTMnApbG7zpTcutLxKDfPlNz4Vc6U/JLI3/uy5Bvyqkgp/qN22/Jstc2x7Ypanp2i3LPLzW7lWTZjv+i35uO/7St/0UaEo44Xucl3DcId7zqHjzPcMp6EuPHJnZMQ0/2YMwoNw+BXcBn7Goahr2EY+Qqu7mXOKDSM3WLOKDQMg17Bpw2cOvvmMZ+fc8PNkm/W0R3Sn9m+Tf+4IUWkRL/g45AvtcSQNJwOzm3QuESfOrBFVbo6RSfTVWzWdFU8wpyFqXlb3923QUlX2QbpvtWyGStXO9hJOuGHW0G4p3JIJ7vawboDa4d+VrWDpnhSOQt31A4XKXa1u8fIn2CRIl95u4z0BdFXvem1jIt609AUzxv7V/GXE1xn6NWH6uqFtyMr5YJDPhTTHkPIf64wQ3280w8Ervnt9i0rAh4ZDWzE0bM0kuVGOs37CQ0p+4gth7bSfvA8hBJDXMSWWjdqx5FdOk6MS1oQqPCFEIeL2BJxKx38zJoEvnYzbgQaWRO/Mo603d5l8juWDgvZpLJ5Kx1DEHbNL+luSX5zl7l/xylaoUnDSJgbuFLVFkaO2MA9ospAz1P+Jb/L7AEXoD75srx0xOdUkdB3aaPNbQPQPM1rPpA0D5NhneAMpvJNoaPLxxdO7uKav/omjyUuyvzYmi4J8JNLsVHcFK0fJ0kxybIqNGj1Y9tlNeTRs0hFmJr9Ql7toDvS9g0XhsK+7Hleo/+xOWN9ZBS+Hlt2FcZ+ZHXW7k4NtnIzAmrsFs8aZuGeVq6xu7+Z1/Hg72bnvxBea8z32c7Sa03RH+IvLTg+5XYJYWtJKzUTEU/XZeGOtqZMZMfWNQuo2mGOULWDJmsHwnfW7lTKkOL3dJ6coV75xulRXOZNnCgoRprpJjBnEgiuzl3wnvhRC6dMwhE6pqyCtsqPsyE9TYHQMM4XvIPeUmQQmkTP0hAJ9R0ivLkIJBj1IhPjyLrbiyC8ucgq7j3nHXLTvr5IhduLlHSkXoQ1qaNlexGENxcx0dN+tey51QwJCL0mNhFCHvDDMl/+9Go4zC76AHs3K3pxde1imqK78fK/X42HPENdLj+9CocYVnf5uxzO5zgP4fI3FfstL5d8dJW+uORDOi5YEL8c18uXV9f+MKS8YaHP13gZ8udxGNyly6fdhzk6+fEv6eMX9Jf58b9dOX9YfQiXnzG//Rv/5Au6+hHew+bTX/9C3/4yWyDd+HTqZ15YSnr6eGj/gvteCPsIv+JX+e3P6fPfWL/9KYG/p7/Ubaf+ws7J1bhi88WtRRD++g399VsgE7fG5Cop+yr504G/fVH/DOnPLHpdZa9zRWAqXxCu5KovtI5UPWDvz+wsU3GGXPpbfLz8+yuX6G5JnfiiXpMczfJC4VL0MZvzd2zEF0ZPf8QfZxXyaT7+8h+TWuswzGO1SP745/Ttg/Ud9onfsuvxx8IfuYM/t74j3NXye1b9U8MTPpXOQ5plzC1ROP2/m05vaMNeVC84SBDdaEmuMdDW6t+UC3lrFPrJdEzGPmp8sP6iJWlh4isvjR8UH7M+n9PHv+Lf5m//nj5+QX99vr3DMeVp1h2KH9RdnCT/1bgkfyr04SH+mdU5v5OS9ev/m7I9UyG+nV/TVwoWx6n4xeiSF35Gl+FLn7A9usXsxIZ75p5/ob/4R168QhceczYchmmVNvstaSs+PuVe5uWFTcsgWVwl4jyY2Lr/hzBj6IPzQteOax1iY/4dP6dwPTjg1jzTmTO38rq1uNTvK6sJ5vz3in1JbEtsKb7KvMFcY4fGhjk0Y35uhTz+2A7r/42yhxOcxxf6NV/IDIQngvB/gbpEMidZvcT67Aijc/KGOUQIkL1HxA2Lck1m+7/GaP7IiKkeu68NyTwYGsFCsGl+ONFQ+tT4jvDWF/Tj4kI8YpuhpvnuU+vb/1jsmujnBLnzb28oAsbHL6/GcczJqaqcuHpqRVwTZdTmS2wO0yArJ9S87UxuNzXGwolf6XAJKwfymKjM69gVPPPl/7Dga6PIPUEYfy6kSDbV8feHVun/98zrdXPVRUIULvI6KvpNMXg3UCRht67fLRcrRxI/iyKLo/MnLkRF8P8BfB7zAWVuZHN0cmVhbQplbmRvYmoKMTA3IDAgb2JqCjEyMTEyCmVuZG9iagoxMTAgMCBvYmoKPDwvTGVuZ3RoIDExMSAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nM09244dx3FgdDMpQbJsS3GcxDhIgvAch2c8fe9RAiRy5AgJhCC2GOTBzsOSu6RokLukuCQi/0byW/kIP+pBT/yBVF+rurtmz9IkY0mQMFvTU11dt66qvpxHm3kScjOHf8vD7QfX5s2n8N/da4+u+UmFf+IL+nz7weZnN6/99JdCbYSYZr25eefaPC3LoueERWyMVJOSG2fsJDc3H1zbXtnd/A184jYLtpautBZqknqjPPx/ju1/tZW7vZ6U8N5vdX5ctpvdf978F0DjE5q91mLSi9pY6ya/uXkM330WG0uh1PYIHze7vTGTkVpu7wWoW6y321NscGcHQxF+dtuzDJR+++VuP4ePFHT9YLd3k/bCANplmsVi7fb2bm+nxTghAKufDJAjt8/S97MRBX94LASYBukJNrifECy6kB2A57u9nIQVQFYhe9bbpzs7Ka+8o02xAxbIon+M9ENLDV15DcCC/QxbNiOthJwETshZu+0xNiX4j+N7Keg42z4zdQ8rovy1FLphVGKEWbTOnFaKI8pZB7gqhiQpD4M6jooDPUxeBa2LqoKvGaKUppjOeLJI43/ficl4K+G9kJMXoB63KCX1ke/r052epNRabZ909Af+HbOYvsDHE0pf6R9V9owbKcF0A9lLaPp8QvDHU9Mk6orUlDBCAmlARnPKDoL0dwe7OLt4PPz3qBmkK0IhUZKMFAz/BP0M0afzpC9yAbcnGn0J4kjsstLV3oG6I0SUjM2a8F46B87OB3R7rTR8tmz2Yp60TkgV+iDR+KvQwyxtGQDSmhsUf0XeoxNi7BX83Un1XMjKW2iaK54pdeWWhVp58746KVnteMb35NHX9zfwI/J94yeKGyLvey8WuU3ePx4cMjS9i0if4CPrxojDPmep+ihLPoo+zUXSwORIJ0Hh87QG3wI7N9apyfs0q7252wuhDADCoxEwf8n45LWaRHqSHrgdH2dlJxBW+GjWxk0OptG9gc7AUWz/aKcmswglt6/tQJ8c2M329SBWZ7yT2zd28+QdoFDwfaD05zev/eKamueNsQ7Quo2Gf788uXZnDagrUAivClxo78bWQi+iQpUVFe6BAWNrbyy2NhW3lPMytgaLUwg1rsKtY+gGKBKu9ILjkYobpXSEkrnClWNGqZTHUQrpTHkBtm7H5jw0ctssSwJCN4StGWwRHPk3gBOjRnDkyIA70TGADwd466ptbQjYLOgnoI6abaI6SqmoEn4vWI5w2vrtr0/THKTF9l2EXq1fvY1fXd0JH3yqoi2TPuug72APYEBuUXb71g5CR+2cge8dtDTKgDlgp1/CtKoNzB6hfzCdRRgwqO9Vg6HQ69WgRlqMpsDGtvbgb80Enf14Z4CHMGc0w04ULOBGaF9/Xaml0Ks8BQmokx+AEEbb7Z/Wvgi3b+xkkIdHpOBAOxlU8HfxMYlGzhIdiBLZa8gZAvnFb4ALyqYZ6y0gIzAVJEk6RydEOiTye6+ODVgiYF5doI84TOlmmIfeh/eLCz6WfEQkjbx5dwdh0uS1q17tEWi+8qDiQCWo+AP40y71z/v5Tw0xSf4zNK5/fnHtPzanL2QNSkQ7sEZPS0p33gzpTqTtFy+EGXgTUjOrzZRnEML9tyn3qcYV9rZq0Ot8gLI63zQtmvFn+B5F+eZOmrkRA7jQwtkHI9/Dn8ra8mdoXP98GWLwyKmXJwI/h1SW+rpkfSHOorx8jeo9YwzEFbzdm5mGsEU7tVmCW41W9je1D2ZShzSBYGsMJmTkRjve9Kq8Qr4NCfVmvwT1ih06DC3oqN65XJihVTVWMOY0KAUhphXRd5RRIefeZRlDoK/1c0fjoNwKPXWEwAfpraUjpC6k4iZ+sH4L3ygwZhM+LpS/G0YHQTSQzroqQi5vajx0cLghzAOjAMufor9NepwG8Vn46/q1fXQ3i6Xk/f8xdk90p/T+49o70XcMUHFiQhjhOzPZBa03M3UtykkfvIVJrkU5Leuf9/Of0i/lz9C4/vnirkVrF+Y/dAIvzb1AcAaJGARUITVEzJ3A5eQkxLV7zj8Q9qE7pzrWOJ4Sd3B6LyHSEdrRbgwRyHpYFzWIwR1jNadASHrZ6l5FIamh/oNAX8NHjJQQ/xs7SFFDckb0Q8sQQFf90GoWRD/Sn1UhUuOXqB+QyYWM/hXoh5FzjC2qfvwqM3JGJ98xMhmZXlwT5CUlMJoLtRfehcppnt3oQQNm0jPrQcGDQMLcOIkr4RNjZpk9qA0liUbowe3YGrEG2OhALRuvUrLBUqWWjXf8ITb7i6pF+PRXvRPGXNkspkt0U55mUual2zSthZYsrYOm2HSAQjY59AZQbKu0bpPZvnVKZkvrPpkdWsdktrTGlD250qE1WHuFSos57iwYLgFUY2tfU/ZkhkNrNRtCt2jz53GUczVdvVGzpYLJcEvgUTQjPAmHgUfxjPDEcgYemcvA6YxE4IlhDJx6KAqPTBjHe6nlmbVA2U/gqyDCmHNScQXzrCvRAESI2bUqlc/m/V5DqDrNtod6QGh8B7Wgh5Mf2roFDE4OUA/zXMQAXg9o1rGBMxJG17VVkABNixopR9OVvlccXYFjRSu/QJMO60oFqszSmvrQ2htPWovWBfStpRQG6TO6dQ1D6+gaCm6IFXSrkW1rgC5s66ynXWtwrNwoi/Z2rZ3GUUorWyfQtwaoxdbetE5gaK1mR+heWicwyjJ0OHuuiJbBfRFtAGfZDOAkhB6cuT2AE1sHcOJfD86MGsCJIwM4Db0f5QulyNHyRTA+mspKZ2qGIBUtu/gd5FF2tqKE7mCfbKmOAJda1MM8mCQdmA0MeaQmlQjneTpe6zOM0NH1SkcTEdTPJ4yO3mPSEvLRO0MIHSpz363FS1LHzIRav5CUiX71eo0wBJJS45QUnnx27eZPapgNY/4QW+aMPCxBEOif55Kmy7FK4+ir364hW+tMzexFqB8WLy8mP2PVIa3SBxQSDD1Ea7YBA/9AETO0Qx0jLwsBIyj+vmmjZ5jBvbjIVc9GJx0XpnHKGW4JPNryCE/GzMCjNY/wZM4MPNozA48GPcKTRTPwaNIMPNr0ON4XNupQ3g9SLKnH76kWe2tnPbkMNQK0Mj2mpajVqRmF3EgWUoXivWicVsAWwUGuIziKlQEHqY7gKFQGHGTKgINIR3CUKAMOAmXAQZ7jKF84OoNsPYuzj75Kjc3sIDMERkQ3Gb2XDFXy6sTBEUXvA0K5ii6TlHFfrz7r/bpK8pfVzdJsu7pmguhKrTRepZWv+vgdutwTHKIGpXqPTeYr+o/GgUbXXzwy8YJ/u5PAJgEkf8h+9P1a8vj72tOPMixGmFot4KXC4nYulr+DnIlcMEsql1irFrn9yW4fqphO+jKe4ODf6geZVnEqE96n9Td8P65fQDjqqxo9aK3hfvlzluXP2Hh+zvWLdY2TqcaAOpc8/qWrFxdhBmdiG20uequr3rpGscIEyoDfqjn/VazEfjcs8ithHc90jtNSLIZwunEw98ufhbW58UvktFWNcb88RvvAk4bRH9C6YLGB6wj8h8BHuSw25WHShRLW9o+xwb5+RWzsBxX4w/r0J1g/CZj0AqZptrLKgWR8DVAuCoZhD/aJ5O+HgaQ+Qz4HMoL3FdMPOExTBc71aWoxQR47AfT7tVzW8LE+flj93wcVExnHB4j0RxXTMDnOgklgCrhLYEZwUdYenCbHHpwnxwGcJscBnCbHHpwnxwGcJscBnCbHfpQvPjl6gcYjrAzsJaWKvK3mSt1WcwW31XSxjIAMQKbig7ZLbhCmg8nECAcQ+8m5QXJeak5yGdxLbgAnyY3gKLkBnCQ3gqPkRnCU3ABOkhvBUXIjOEpuGOWLS86JMB+shTXw+AcPayolumaXiCh9boEksZNyEnNcJGMWe7+D833fpZJN4WupWzlCN4t2MDOSaIPQRiKUv0P0b+wERN7zImif79bABJcdEx1O+EpHcnhBJuCEv1WRUNa8B60BlUjIaU8jofrny4uEqpq+9EiIGMC3IhKqnG58UomEKmtT45fJ6RQJvQJG50iIMPo5I6FwHEEtYd/qONlf51B90MY/OSs+HP8oMBgQCoQql+1p7mIVGWo1NO6YuajnpyRS62OVhEmCJwvFe4x69lxMdqmoJitJn/JncJ/yD+BG8fqUfwCnuXEEx7lxBMe5cQCnuXEEx7lxBMe5cRjli8+NNhRpLpobm8ekJ0sJw2E+vI4T5vUKJLr/UdWtIbsOs9xzZ9dhQuyza59CKKG00Hm/8quPxqxj4+gM7qOxAZw0bgRHjRvASeNGcNS4ERw1bgAnjRvBUeNGcNS4YZQvrnEm+GCMpIdFP1Lrg4khnBh4BdKD2ISTXgb30hvASXojOEpvACfpjeAovREcpTeAk/RGcJTeCI7SG0b54tLTdcvQH1R8onOEGaqHBTsGqCtwWJEtiG03j/RI4tGDAu2PHjBIMrhD4qOMMpLuRMKIpIBbJPGgQoWadscHgySDOyTWKUIJbuJIitsjKeCesdKxSJKaD0gyuEMSNogwjM1GMSDJ4A5J2DdSoP2+kRFJAbdI4naSiqTbTsIgyeAOSdhlgjxpd5mMWlzAHRIWetiU/Zolu7jMHk+DhXn/19s4i87eQZ4FeRvYdDgjsKvQTYj6FjBPs/0EEkdhYcrdHsEcrtUSDy2ZyWk3q+1ZgT3GmO0GZA7CuzmdmssN88cQSdwPh5tAAM7X9+A8VHiv51lAyhtOAUDKTF8f19cn9Yl9fS8cuVskBMa3MSS5h12eVOwPYIwhxRTbW/XruHsNBm4PdXPCESnr67l9iuP2FXYjfyIX+vVpfX/G9X1UgU/q0zBskFcWTsjWEs+9WFLD+HRWnx6nxVmYMEBTijuf8OtNeVT9gejuXHVQrtnGNb+gXD8n553JgWiJ0Jl99Lt6Ipp8dh/PFZ7Vc4Xs6V7+2OB5PsGoKJAeQSQn9M5oi3IclADZbleOM96tp/1IB4/p0c968A/7ag4118eGgnJcsT3ZWI9f167Y49mfN2etC6rmjCJ3opUecOZOxH5Bm3INyBHnL9N5H2EhTa1ahweHyYnShpbyHg/fElLO2E55UvjPyMHvlaPh/Nnlk0rYKdsbGc5Z17Q/C4yoHrJ08YNcPRldGvw3GcO/hWNsErxEMzKC+GmvE+EQ82P2/PuzAyN/yOoE7ZeXz2Cafp6XYLzpmJgPzrSoDaHsbjk0fYbMLa+VoQeovwoFSNC9pT81LeM8F09Nq7x94S56J3LLQ2PF/X0O7fv/aU/xQ2g5LaIeEA6NW2dZGpzjweyz6kiIyyDWTWy+IpDrZ6hLA1HRKnw/YQ8aoao2tWxTcvJ6qU0NyqH2qigBhCxyXppRTOp5kygLCghjsDXq7tes6qHrbA0lIdv+a7lY4aBXwG9EPr4fFMYWpTTYEgKqRJ+xvQPJGG6TWzCKPdH7FJhOL3Ap/cUPJ5xbJVclsN5rmBeCtbPDX/U9+f19/J69GQJb8lcyNNcrlO/P2JEiqmaqYZ3cQzKZEAIvRntaPyI3OdzFR3JRQPIJzquCX0MY8zSripi8d820F5wWvYWg8UmQawNJzU0OD9FhMKFH53/wKgbiZ4hzIV7tuDblXRnez/CQDU3aC0tK28eD4q3eunCHvYUG72IgwMb9lfert78UrHQq/HQn3GSs8pksIsQ+/GI7QyNdCSv/t7KAfM9fR0EvQPms6hkB1ktfCKybWQr4qzxP2rAYV/SMvKc8yGiXVpHWrpNBicUpD0b+M+JKiK3fXZn5S5DLu5XWPZZHYE3p7TNs+xysqWBTkxix5GudCpf2Uk55wid3o5TMBNKRCQ1GJytxQbGkDgfZqijD63/Gx9PwaL3RNmg2dUQF/OUO2goRlSks0IC+UmW5TTOIoivP8HPSQXM3SfmK9HSr77S7LYl8T7A2N0QV6T3hULXhCF5oUkj5bX8dUH+jyleUlmI4hBTCgadDZJP0r+gJ0Z7jhCCc6monqNIgjWA2IdQs359Qpa+Pd3PaEs4YkrSl4kerONjpfTrZgWO3xknaFWl6Dx9PuabnRLHSWJTXRUSBgqxZ1jTEnGKD80Y1L6bmThuaI2UV2xENKArwNiIjXzVXSRUpDBRog8UH6YrdZikEu1WXN9zagEAFMeewmrRMvQ2Xj+7QiJz1+A92ZvIwNt8aMZNlr93dVhR/jNbSPFTMiYT8BGuTHjA5w8rVbsbYWmlflNgoa+dQdnTabczlC49cYUjOIhxn1noGHYwrCJuwgrAXcoE0LgmwhDWrF+otkLdplzO8GJ/woQ6mYuQqqmc00SrfE6TNrVeFZ+W9p4zGNKwNLnLLYXprb3xqMlUSPV2I805VCILzlFMIvqIw1nUuqGyRgCx336SQF/LmaHi92FBrYrIPMvlj9sHfO5cv0xN6krMioUzswKrWURfyScr2u8aJeRlOCitikCSQJ5nGOZ0d2GLF/VqCIoP5bX9Z4moJjR/BKfeeBFXs95+U4Ke5co7mBIwE2Pzu2QFK/gndOXv93RH9/uJUsnH8LINv0LkceVG6PVqRawp8wx7qmotn72mai9zotXlVW8/rXXv36utGQeoVk/mhS9SEDXsWmkRtzU2lecQWnVjwCsfQlNS7MXnj79k7nLExdeE1n2P95OONfWUSIy7jNncTKHFEeAkewdldC8l0mYkjiJo+Y9Ow9YR1o4SStmRYSFnzbnmgJIlls5RWy+JHWjf1Gk7jG+/R+dnkO0r1W2IYyfZPOl1zA+U9mvl/1domf6lo5p/yTRbGu+c1l1B65cu3LK2MpmnmftneJdzjcPHEspWwkwME0PIXM8BLlK9KU/be2EYEF39/zBG9yR4tHiktujJ4X6OJ7yIeKzPSWcievsY609C7u6AiLhzE5UtTESe1I+KJSE1qbZEudmbkEHGViKy8v01NnLtHlFlWI6bOLosdUVdQ0X9Twyv0Cn1xNfY0FGQvugg5I7rf+aFmQaLxuLz34otZuKh4wLuN5f/1hSlKwNdcTEbsrFmP6hXVT2KpNaevBqpakyJIH1VMT9hOsfiLxpHiLScULfyQnj5unDYRKu+1S8BBeiXvn9RuiacabuUORvmMxU/43tRmuQY8BXQBlPPbR5z/IyxoPHQhdrXmXb5qaulM+e5QqMfekZ2nQEgNvaqB2oWu2tnGm5Gq+gnj2PiVwJX6Oni2WZnGw91hPRypBJD0FHPKtZuQa9MhHGDL6yF9fYS2S7J/9qZk4gMxcBsjmzaG45cR2UJE69rwemSS+TFftbsM4gj90m0zOHSje338COPl7GdS0SddaEBkURfbsCIehfjLmCS5eU0wqBtktZfIqLkjuytBdIxpnGoR99fssJq6TWHc2QXDDqP9xzqUM6qDlFQBVj6LbhpllPB3CGzuIy9K2Ghuu4YdepBNHYO92XplXWSsYrl+1i49sD8mQN5/jlP07/vDAZwUh/vfO/M458zvhDYtvXarooHsmRYrnrDvz2mRlHGLKz8ScMKlFrTBN3WWO2L7bWbsAmQD7ybcrd7+KZcbDStxpQRevvoGoYfjgIMBdSEbGfeITuMcVjYNwUlyrUrELxcwY10r8iCpBxJJdssTX2Vam0ZLX3dIoJM2/9lJq1pcGws6RmPpYwh4uhoJnaNJueXxanYRSjWuKZms/QhBqvJYSaFNoaRCB2muLm0TrE0po5r0037DyLjbZswaVnYDHnNpS1ObL66O92RkZpgaX5nSJlvK521ZuFWCONqVHz9YGQFPbLNdh9m6yHZLg3jqfUr9buD2YBAlbDSLZSonBNXlu2LdAF+r5H/rY40AYpFcg4dcQvE8P0TTrLwzhVFGDdfDfDK0M5bc56h61YgcZ9GHlNbK2rWMpfTZNL2Yh/x0cy/Ph2Htqf62CtncQMScWDjPhuYWx+jCuh/IKYvXkZJSh72wOCzBy9omyyAVE+Ko1iLQEpWRpgQB8YSkAV2RKO6P31Q8cbHmx80PvtQO2N+i4qNR7JYQSPfNdFuT1n8OpQkPS/D1BRvSNUFM+ajJqLrgrAv+mpU2Jnok7/uqOJ0EaRIyUMCFyBtajCJ7MRhxYVPyPVZ++Z2752xAQsKUtV9QIhFLaXq7WtZixbiFu6kKMHsRD5XLxxpLV69e23pcUD3mXPldOj6mmHLngMc9Yqk+FEc220KYOYF4uQ3HC3a5dFxMHlw39spPhSjKFy8DMt02FbcSaM5OMoEmIWbUUVN50eapK1En2U9Zm06lOC6yc9vr2U0zBL10+whZgPsW1BHYPY+8C8HAkd/xjbMAV0jR9WbIS5QWpPSBpysxOGlwh9uJweNa/6mvsMdHuJWwEhN7/le3mIXlcYtq7WP11Eyi0q/Jo9BAdpCS94fkQfB/xQH5XbZ8YZ8dmFnxWWxCyrunFm/y+ku4Ur0YMrsesJKnD2NU7RLbSpRaBsNX8YeyZ082t6++mSIPFy0isXbdl+b3bLV7zUHXYfH1Cb6HtSMMSCEvRGY2YWcrXFKsSBca8xK3W0fQrGo9wQA4utqiLTTyJSFqEakyK+uKQ1LWbntoUvz6eKO6H7LRq4mRmY1glz0ZN+wNZ2JEuoWKSftRiryJD/XDHifxAJXdl9qV5dv4mikTrGxtXHEJaxXFsmeHLejxGfGDur8Wmnfbd1YrW6t7tZgdTL2WNu+VWNn2zibX6DX504rtVvYywmYzfbcI3e11YvNt7mdWyTcrWwgu3kvGVGpar0yqs6esCA/hurg0trq0efiHeFM1yAR3tOl/OJXZTbnYdpYtwONwv5qyaj15lwJGIl7ZEuHlfuaZicYyAX0Ysp5YjkvPXdh5zDmetUOHJSLigyd2NbFfJuoPAazHYfm3UMkZvYKJJ6/wB2JdPOfoMv9wX3gqKAyLip/UWPiE5T6Zq5gjZmUhLhwqkcsY63fv7/dVlLLIFd4r8pPV/Dl0jP9vUen001YY9A1aYsjoh4ii7Z2thvA1Gvb9EYcU56UxpAstMaTj494moCfb5RJH/fYS+7ZK05WiM7vXLM1P0J2vaSxSerBmjAtGTZxJV9wyTeunKmcfDg+uBs0MrpWY+OsDkyk6dfYsKtvV0UW0hnrqIQTspHeLDoDZT8mLdS1SRw05uAWmDIDf8MNuGIrK5EIwe1aDGWd1f1g9H2EO+BeRw//oCWvwvDoT+clq2yyYvZqZiHzP1ob5sxrsZpaV06oNsReT9ZAL9/td0sxyFy7nM8dySNkAHdfB1S52gmSPyLJnJ4gxEPpIEjDs3e+HRWghn7E17eFkDNlg0tXd1kJHti53aEMCs+jynNlDR1aYurDbpmBavv90p8GutW51jGQP/G5o/sjp2sUV/MbwkTF8SZfw4Dfd3oKBMezOQhbIy1MidK5kCQokMQFhQWEnL9qmZlua8qt0/fHuXJVnBnA3V4fBUwrJpH33OF6R6JFufR6D/4/62m++9/X/AAklKwFlbmRzdHJlYW0KZW5kb2JqCjExMSAwIG9iago3MDY1CmVuZG9iagoxMTQgMCBvYmoKPDwvTGVuZ3RoIDExNSAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nNVd3Y8dt3WHa1W2NoKdpHbtFEFzG7vVval2POSQHFL9QBM0MFrkJbberD6spV05hq2VJcuo89/mMQ9+KPIPlJwheQ7JH+/d1W4Ax4KF0eGZw6/D3/kgh/erzTgIuRnDn/Tw8MujcfOh///x0VdHdpjCf0sBf3745eZX948++EhMGyGGUW3unx2Ng3NOjasUsdFyGia5mbUZ5Ob+l0fbV3b3P/evzBtH3HJO3GIapNpM1v89LvyfbOXuWA2TsNZudXx0283uf+7/91qzG5zJoiZroihpxGDVZh6npWFB0iu7Y6GldIPyj+H9X98/+u2REE5ttFPzYOaN8X+enR6d9ahyHDNVOKNSwSQMYJ/ETOzaiUyfjQDckLo2xE5mpQoheI2Avkhp6YdnUeruWCoxaN8iawcdZ+Wf/VgOwlhltzd2xyaIc9s3d57Paam3P94dy0GK0RPfoMc7ufzBszCVWo+Sv3/TCxVOqEH4CZoGN2mhtn+VX3qVJNE7f+0ZJyus9G9XczoLlwZh5oMG6MugtfQLqX5n0ITSg92Y2QzWkuZLPzFaac9x/1EkFS3WawsU17dIXfRNlR0p2Vd9i9Sgb6rsXiV8qdKMOnV65LIBfZHS0q9hkMw0GLsq1j8tEz+ZefuD3bEvVGZ221+E6bZycnr7o0VxlLUiMAQl0NMctWCcwsr2SmJm64l/T28xVibA805eiY1neHOnh1mOcgqq5bVstE5ub2fi67vRa2vo2PYWlbP3HzyhGm4UHKA1P9rNgx5Dx1i73tsJP3ZynhPRK3exjHILfHlgtV7S2kKR6lw404oQ23vUvtjU2agVBpUyCAaVw9oA6Is2tPQraYMWQQ+MHgcV1YENPBtWNofsEc5cT0n8YpBSmq3YiXmYZ235bBIne/01qAO4/iRAxiGWvkuTVuuy/2T7dp7hv6VKjzPxg/z0dppfxvduLn0rlf4kk5oZnSyeUUBfZrSlX8P6nuZBxgnd0HjRJHlzkB73j6fqzufhhZg42OSxKb1Lr93MjWGL7rVDiuip3nJJo/QlFO0WLVu21pnSvxFMogcL35g302wzWuqtf4mJYlRW10/T+4QvzepaXm+6KkYVe7oY7FuZ6KU76RXGWa+LSSjXT6Dmd1Iz3sml47pGnP+nkh3TKGesx4C+6HFLv4oHFPXYO7NW9RygoDq3K2dlUZIbSGVv0oi8Qaz3suqRr/TDYjqSpOhB1YbwxyTLa0F+8afEkZw0Gx0mGVzzaU7Q9C6aM8Kr9/LTO3uh6f1USq82/pnQc5oiy6cU0JcpbenXAE2jL44+rfJT6i2P8YrNMIJh09Wx50YxPZmZ4cw/ZN+AEdmsln7A3uZAe8jKmdSbHH+Fjx1GpZgj8QOOJxWgzYXM1wmbGKIkodoxN4f1JLsxGMSoevL2A/QIowclt39D0IRtKGm09c64NdzW3mkV+u9IXmNORzXCmALQF51t6VfXWb96Y0xxBZ19GSeZKQwUi521qy8VWANr4s00c9iG5uKeDRPSOK/KXJEOeGjvtvDG+N5qTRy9uke7lJtGZOQQPWgXoF/dyGkrBxWN3GuhT875UeYTPhZT9302bcoNWkzJtLHphVbuwY6ZuTiD0IV5u/W730XzW1s8ZSWeX0Bf5relX8P8GjvMpnFi4IJ2eabYnP4LKQWev3/1UidvI5Tgr9GsM9ZXuQniSz8x0FtMlV6FONTRD5SeYjkpMnI3s3W4hRgbrV6o95Iq7FPqYM1YwgvG90ClWZODLh3PIT3qG8r0+B2mseR6tfaOaA+2bXC5V2WFaVNSiaoYlXiFM2ORqGqELImqRK0TVY1wT9WZKln6ylONsytv6UMmeulDSsR/DfZYq2EydfrqFrdfx6FWH5PEIKxyxP49685rTZbHie0vd97EWzsXtvg2T1ilwPN16ByytxgVm9JbB+w2S8oxz6F09WobuyeRFRVwXxprcQr8ZEsfprTmNiS0BoDCd0B0cqctJVJpixfNUqWKC+cy1au4LlU8FlQqHqnaSabMEgr38vRsoDJHeqPMLf81KLN3WGM89PPdcTA/zrqJZ2Cxl0f6iIOVn/EgGayBww7hbZShYayUwi1TtCle4ZFVDlJu85fSMroN/Mk36uxfq9dZ6M+yVmVJi5fpZs2UdQQxCMqT3AF8jbYqk1Wh8CwivfQsJOK/BtWR8+WDkkupQBMyVrn5bmauxbR9ydqu2wi9fZqV7PePiG9sYwZ66kYFfm4njec20pu5bfmvYW6D6/G9NnEvE9AyfVryElbMhYCbzC4tDTDMX2xbslitZRym2bWxbOVvNntKddzKqCAlW5tIj9K+DYeDWIpofrI3yDlug5x3LqSuUmF1jfRGXVv+qwc5yrt57U719yvGYZsfWTdxZAND6z1B0qIcbLe8F3AIv2Z8XRcNkZb2C+mdrmFiukCxxXtIj4CWkUbdbJVHAq8rUluvKxZUXlekNl4XEO7liUlCfY30Rl9b/mvQVzuFExaLwv4bKSyLeQuvCtgzHj9S/MqUqAhq250qpll1+Fur7gekr7zWN1Gt9ZGQJjy/VDAc3YppUURlfC8Mxzuof2+15pklejKQAV0U0gJdjNRWF2NBpYuR2ugiEO7ljWKsPPpIHw3ibqkuU9sGRuH1fksjxlNtpmqnyoa3TYz0WgqkikXtP/owPjy7yPEyfFZs9tJnvxKXVOV2k7cLL35szXbl6nEYo7fzm+XMmRReE0/o8fnO64+d7Bz2s4X0eusV6AmVn+7cMPoZMNuHQdWcnoXwRPD+7wJxdsaa7SNelX9fjmpOxFHn98NjW/9UcqbXqfgsLC9hxBjqtH79KqdSk8M7J/T4JL/OWp8a6p36E1Ze9UMpuf0Tl5QfQ0tG72K57VMiPgshppZq8mTWvW+a4fG1Pqe2fL3zoZaYneOtBnNiU11SqDx9nvosmD7r8SERQzl7a50+a9X2i7X+2cxl+RIneA/AjDLFCZ8T6ylJparasQyszQgG4nmun1UqSehIjyKzjtS/NNZe6vNG/1JfIwOjPqFHatYLImLWrxfF8jih8Lg+gdWydrEazpaJtUIfHKJeW9L7rPzL3fE8qIr4JI8baz8eoYewqZ9mAbhVUbVno4yvYtUXj5yjSPqyriIp+FDkRSJ4red0BPbJzmvDZKbAKufZQ5cNoo+9b+ON67QJFnKSawVfELQU0MVr0zosv4A9CbAYIDHWp7n8/ACKFWq+4IyQ6aUKEgimQKM0xwniZK8zwGMwAVm/JvDrVep9Q2EVR6ESvGKjvqCaOhO4MBrJOb+j6glbWU0FioFGPYJrMNU1KT7otAb/SKxMwO9WXRz14LwBj7pI6yZN74oiST7A6XIRnRORwPsENoBRQWdlwcvWG2/CCWpCdx2nTjBqCeupYsZwKTAPWj5NooPw57Ax33JrlYiM9RCqAp2b+Nh/R+8ffOtRHkM8cGdRZcZh1jqpDOshzUED+wtoQS8hr5521FYnIhY/SQ8V4C2OZQl4zMFivthmXXyjNNhDe0xEhm1NmysYheWF57PIn0WqPyx+hmgMEblmb7Jnw+CBIUnqjFHbD3cqJLZt8f4LeutpRhpWF2vMCa8gOYSsfKJyAQX0HE5QTh4n9ijpfTLWn+K1f8p9o6TiPYBMqCajBrshn8FlPtSYRTpCv4Gk54p0/PDkeJV0LNejEkHcf4ZA185j9hGCkgDMqpTza1LO00JlU1BBesrMeVGeB/nzPMinWLlanR0VsNdOVVYgRhCSpI78MU2dK5399SXyEU7L4sW5ctvPoBWk9ws3CFj2wr9N5Y+p/AVSQqYuJTonX/ugvWPEx1xYKi9GdXX+5kEbTc4fVG7sl1dBSGRwxDDT4z+GR6uMnnh/ug5EEsaqwCERtBHMPGMDz2o4o/W0x3REJzcLOOT7d7wCVi/NSRFAIl8BBhIHnRhW11OoV/UE5yBy4dB5foPZy4ovPb6vemOGWWbU4lHFi2QZn9LQsVBhBTAj59pyTt5uWFdYTkIv7Ml/RtjEcCzgou+4khItmBXpEnoxYmFwL55pADDVzTQszZpA8FuWf5bFn6DihwhbmF/Dogqgh1WIco5qgMEKL+75AGs500Kmel9kh5SV/x555WRsyYkt1kPSQGUVhQp56ZTYubRJ9L3JVC4b6mRlR9YEqawH/wdXXOnmUsMYCOIET2Jt00Yr0oNwp1dBB71BDVx3aB46IJiKcQtxXV30TwwF+gO4ZKw8mZI4i6aujpYHLe2qUCHgW5HKyI85FnjEafmRZ/bKpEf4XLiMAZgL/5QeGfqUKxWkaRkCnufyJ1AWNWwgKAgQrqyPrsX211X+cyHLMpFb2aSYo0CvQVcKJzkaV6dCoLs5zGDyT2CtRcIDMZzBdrfGA7h4UULfO1kYuOtQmNUUFpNOMocEomBUTzkOTs4gkv0TdAaoJQ22JQ95LWatx85Gb3XF93GmES60QmgH+KLUE/Q+k3+CwBB0ZdLhKzkWFEX5NNIFBPNs/MrYxTzmDrKpAhmWHuoB4wWHolPtKcjkPUY52/NOznaRrjh8ZZG18yWC+9bL0zLs+Ypg5gVKzrLdIoZIvy+GfXFLLQdCQrQ28rzc1g/Dhe7GVIzxYDlDqz/03LgkgJZ64REljGOmArcaRo6FmwZSJeUUOx22vNusPEv2pP2aQyHVIsoU7mXhyFFEtGqgGEabNRAGRDgweYRa1UWwbqsrhjXtpNRU5Z2SWBwDFUESyBb247g0WqxhGKZg3rmKvZIwHL49RBI+5f258DSDdTBjB/R5o7EVEH5Tm/3S+D1vMw1jcNUIspjHFTHplPtWjZY7wxl6+VcpvA2VC5ClHFiRHq39mgA0DL6oVwRJlccZ85xn9D5z7mKAPs6cyIUynMg4wDCHgAznwggy2lZVqVyIToe3sEFTmKWlRHCxU5AGBR8LYO3bA1R1r/blzdYdo6yWbao6eF2Hl0BQGT/Fnikfq8W+SGc9d2KS6Ip0dj32v3QoZdzLVwG36VC+6uRAec/rTE05GHMBT+kcyoTWYf9IVbvmoHnMkFTxZxw/Qvw/YGQu0X8FMTlIm89WnNX7kymALVzgOqyMx0TsxPGMZ9BwYBrXs8cTnkKLu06+J7NeMv/JfWPDHw6WcXOTcOsjlF47RbiHN6M2Geyw10dg0Zx16O8BXChNFdHkwTZjHIMz6CwyuGW592+ZESu3ipb5K0LX/D7eLqPOHgRBeNAJx9l8jP6IFkQZ+lDDwYGVwgVKW6dyzsn/S6BQ4SOmVsE9st7xoVCTEbYxI3U4XWw401j0s2rN7jTO0JMZKDZKsKd00WHpRJKMt3OuKpcXS/Vevc7ThPF1fj98o2C01tzPwVt5xdJdjxdMclucx0lrn5UXERnAhs6WcaHEaS6+4+5FsTSa1DZ5OqRXMFndHH2Ji7g8pFJuB78gWGXlsElnEAOKgA1EcXBPs7OuT/i6AKdNTlE5zI2y8o/Ps8HyGkRhGvLqmX5y88uI+fFu1vXmgErttxMGMfP6BLWV1f+/O+HCxpLjawk7YpdLZaW6YFaJlV8VNy6T3/4a+nIFTL+EZmC3EB5BLK3LahKmYXI5B7mOoZnMFA3NCkZrXdpQOqncK1w6qMARxZhCT4cF11yJ0U0GXfiAT9siHVVki/Ijczx4Z74jzCowLcgdheycb4DbgvU2aZAgRdzlbLfIUjlb62fo8MzDeqGE8nMoCp66bsLvGlWeV0HnMvRtA5cD4vxYdixmqNqLORNrcwym5mUOF2XHcKb4EVJ+UO1YHspdVdf/U2gQyHVCIhCedNYGbwpPoMSWfIuIvfAkM1wgP517moeKgRblttipwEOieuCRyqFjx+SzqRq4KUjv/xKHWmzDVMDB6O3OgnYfOth4ut8hfZZxziNOUhY4FvVYrdmmtXia+Q3AYyoeiebaVedf+jbbt/rcoGd2skA8SSA0wkcbH32Ee5cArefacd9vPV8ttx/vwueCTgqOqfBMA0OZwmMC0LSh89vNef0qKCriH/DxxCYfcH6IcmjFacbIyA4FzvR4l7w4dkhsyu+X55OiqB7Gp97Bw7JMv9lZPhamuaxrE80fE1A2BVr9dbdQ+Q45FrwlVvwNQ08W8rKKxD1bGXTy9iKHpmrsu9yhKVBtJ6ZirYGp6EOfkuCUGEpEsbaUqfpE7Xl04IDGwUPmp3Duet5dNQRVxoicO1c7d+X3ASZ5K3biaajP6ZHtNS4DaFTOQnm3Txhd5N47B7CKTzgyFX6edihPT/4dTDJBhGGpweKExHp7u4xf9oUDb5v7vzm6/4tP0qrmAEwvh7YpYmBUyQFKTMoNZvtf8OB3u51QO3Rf7vRg/RRbDpAwzuydP0vdb/fzu3EszoBBrIbnPL7h/oTWJn/L6iaxkeH0qZk3If2uL/rNMv48MhztsXYjzRyv7N4un16GMQ/VF2eimSm8ZGaU6W8VBTaZ0SyKPmHavyMy6fYbmf7nRDBmuEcbMYd/iUDocTBhCuLdseknENg34X5YBuvHbgy/flBdw/pz8EQfOt/0jbLhvhJ54JX32Sv0nbMc7UY4OdWXeUGqkJkqrKFLu8Z5atk9dc5UP8OZbowC3MZYxK2k1i03pq7NtnJeqc7w5rXkpR0NeRXdkK92q/ky/z5oau/sxDeUsE/lL3AbvQhUbxJ/uFxA5Nxoy9tz0h1w+6/XCRdpvdQl+PCaMHz7Dr7QhF3C8j4x4JtgGbW4/KS8obS69IJfwpQYb+4t/VVb2tzGW1WCG4G7SbfJZPGvZ7/B+8PJb6Dbt8P9NtKG2/F5RdfxmLSDrkmgW2PY7weAC0//YxeAUaj1kq3Z+Pjmz9Y6dGXSPX7vSmzdB7B1Fd5ZiGy2h2w1+4pstoNsDfeCbC13AhqEYUa7eMWCqegactfU0J1IbbvTCk90DboZqU03gZRI16D7rZS1+62URNcA8GvqFW54EG6Mv0iwui9xm2d1QfGVD8zT+PjQd4LMgSGv5IQTa7Hlp8F4E/YaYvxWFP4ym1zYPedEltCHNQVsGzZHAuG3g/s95zJ3zty1FOuxSK33cUJKoH0Fo3C4xch2HYrzZOtmTwAm9DEX/BwZ3mVQH+VICaz0UpFc2H+U5VKXNYDvmgqpoBxWxca386Vm5xhec6gijSbfbP30exU6wIirdzqB6XhaL73TCce0y5lYL3g6oc78v0REsnxn1o1IjAwfdr1sSCJ9NGjsy4cko0N2saUGSxepfkTI6khtWvZJmjFT9UQXNfk5ANx2hNxqmgA3pi7Nds4HE+FGJYo9QvMAObSjJS+iW/LVQxIhxkIBwvWl2Qh+L4OUPbeE0pWwnAH/WBf8jY3b1fWxi//e3ASrKj8e/MIFe72JiNIP3iWGtSV6kp0rlG/saUr3UlocL73CL3hD1OJXh8LPOQon0mWYUtnikssUrDAj2Ixv6BUJYhOPf84jiFTSI5u2m6iJldiLPq4/chbkBUX+s0ckH+yNSN7qRiRGDXZyf2GdvYM6OxzuLGG7Cxi5IBlH8URtULxhX1A8UWsUb7kDigPuCKpNU3wD7SgiVTjJ6HOGYLWf6ruTqE13gPCF3ohZupmodTeRlEBvpYTuAylL94GUhd5IwdQrhF92Dn6NrG7u++3R/wNIJIahZW5kc3RyZWFtCmVuZG9iagoxMTUgMCBvYmoKNTcwNAplbmRvYmoKMTE4IDAgb2JqCjw8L0xlbmd0aCAxMTkgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztXU2vHcdxhWzHsSlDSWzSfHQA50aS8e5VdIfTPTM9M9nZsRAg0MYRN0GcBSlStATqURJJw87fiP+gl1po5V1W6e+u6jp95z0+OZYFi5B0WdNT/VV1qrq6pvvTXd8pvevdn/Tj/Y9v9Lt/tf8+vvHpjaUb3D/+Af39/se7n927cfff1bBTquvH3b0PbvTduq5jH7io3aSHbtC7eTKd3t37+Mb+lcO9j+wr824tpfWcSquh0+NuWOx/e1/+P/f6cBy7QS3Lsjfx57rfHf7r3r9ZNktgcxxH1Y3rsDNm7pbdvYf2vXd9Ya2GYX+//NwdjmbpFjPp/XtPC/l9S+7WaVZq/6GjzqtZzP7RYe16tRqzfwiZPQR8zf4iUPtJ7Z+Wn6TAi0J9frADp+Z1zdX24/5J+Umo/30w3bAMy5xaQLkaWvLCNVv347x/Vrr1/HDUnTKqn/efHY59N+lxsAP5Ipf9+DB1y7SOi+125n9Bm5oZPEUVlKZ8UEqyVmVW92kFiRWbgqWbxmFQqSlajazVTwsZtGAc08y4AoyF0t2i/Gg5+dH92i2LlTwvML+uB9i9Qhj5Xls5bNX5SSl6HzebkMl7pOMvSoEHuNl+OGfDJ5EwewaZkQL0PcLuEercY9p5xAwPMylAqL85qLWb9bjSgcITWeZf6qVr7B/KWxewWjzQTwqH+xtzCWXhsyg0tkySmdiocdSxoMep9/Pb5PnT8jwIvVZh1N2PZ/mN3UHPs0XFxdV1HNXSmWV3VH03jqFKAjqPGP44neu1SYrqfoaBHJVOY+6KPoVvPcxYh7kSWLwoBQp+EdCgIvY5goousjVjBvJoD45adXrSenfUS9dHJFelvvRTL5mJbduR60Iiv/Ob8uKHvqFL79tRWl/eI72+cCzMMo3GzmQalQ8LX2IBnh2mybgevHPvxi9ujHrYTfa1zsy7yYy7ZffZoxsfXMKAYmuo7OTbWXc2bQrGcxeMZ7Z6phuNMXawdDeZMFjvPCkTRcbi48Nx7sZFTXT6f03kNAlKKQgNIZt7YhCoRUpUIhJC+R2xITLEZlzBJt3PgvawYX+TpH5SFPGpaIFR69Low5MwRuvYeE569kWu7DHuI7GAwVraTlYY6uXVTkMTY9Nb/0P4vlMGmuAlcwM8hinTLVa0IooRvhcZGDH0UuBMwvO72IDJrLRdpOHEFDXsYan3eWM8MvVJtg4tNyANHXn/I2rqgGXFvRVA7ojSDxgm2j5d+Pe5aF+IK+zVb4kFSO1nnNDPpcAh7PXWqBCLWJ4zQ+ykxapEN6ssLY+L/rxI9ovYuUfUzuWf0VAsA33+z0GP9KyiHbD2buqmafGIZpcNAdE+okCU4YcKkvAdHZJBIjZ+ulD7DHV90dGVwbzpe7tSmScH8+Osd9NlYX7BMG9NnTUWxnbZ/o/AvJ5CebuEmoZhsoMy2Pa6Qdl/25Ww7bVIrdO8vPIN23Q1q3XYf/NwtCgw2kbuv5Xl6q8OutOz7Zt9m/Rl2k298X0x9o/vCSYqlYlqUJmuVtsTUdq2YshUPao5PRiHqZfFMdW1Y1znNRAXWqEkexaSfKnVK5yWyUnHblqWbiVLV+uJOcF81/31nEzSagV20OvOCqWOntqtIoBveWG18j9PnOzwR1soOyvE1/OMvV6IbxSo+baVW8up683+xwfVzZOVzf1389z/0rsvg14Wtf/+wYrOOtlflPqtwvZv8muvFZGhgnK0sG5X43o/5qpeK0w/I92iNXwzF8Hid9TTqjoz7H9SSr5KSh5dOGHul/15bh983OBuLa8Dm/3N0tFbZfzKoJOZOBPPrXN6clJsyTfK80qlrBxGUR650NZUK4uJOi5jonuFyfRC1apQLUom+jKvoPSyUN65zmEwoPQwzLT0nOmL6UFpu0hCvJMO8l76AVl6HYjKVkSGRNJD5wHdd1PSQ4cA3Tdd0kMjJf2lkWK2aGl9dLtO8wGrVw5Hi8vzYlXllWA/rQYtk8o4TZ8fTT8MnamIdvFgrMkVRS3Vup/bDLgsztZ+s/mwSJ6IHsmZjNalg4xGqpDRurR2a6BcejJcRkXpZZkQ7zCldWkro7T0xGVUlF7sygjwDtMvxsQPlNLI1Ahy7Loghz7W5NgZQQ6trsmxeTX5WsI5zd1ggnAOBxdKWKfVYqdH3v3fRQzvjWK/0/PvFZB7tfwMeGv9RSd4bjWhbFGVFx9EGktJ8vpfF1vx3WwBYu1G24X3tzKV19TP2hp4ity3y8+bGaR/WOo/ZmJfSh7Lzx9aE7PYOgdKvCVesnBv69dmsHZroqx6akRA/eeZeAbNkeuVspMyL/sfEHNKCneosbdpC0APS8kzaeXKS9bK/cjDxaBH61EYClLa+f3ON86NctR1sA7yTGeA/LxzegR6OG2lqT2aATZWHNmMNkhhBTkorCR7hRXkoLCS7BVWkIPCCvK1FHac/W6KU9jXnfj71e5bPjJjMXVhehr1h6ocUF3yNDqFzlFKTyk/qq9pCsjbzs1LrxUllezZ+98rU1jYf6dgANV80qzCqvx6rbz1D4I/7Ch/6fsHi1brYAeRYNCr8P1NkLL+b2rBq1yhl1k5p/kWxSYg7+eFeC7k3ZfMjSn6cB7D0JNbRSd9vQ1h6oxqJsALwr/LxLuy0ZHrMLldthZM3c4cjhs9OIMw8KPEdjFt+BnHwVrG9eVGtoPtKj2/0+g5B51pSEvMmYKOIAfQkWQPOoIcQEeSPegIcgAdQb4W6AwWwb6GmMOcla8I5ti2NDCH9qQeKt/U77hAWq8suMQCyzpTyLkNdasoxl2ksDehYhTFub0NOS7K2U2mgV5nSMegt0J0tBPtC1XZQbUNMcIzmV0MRjN4Ih07Q7UR4l0CsKddkzOELRV6qdmMDiu3cOouZXsap24jC3G3jVMWHpBzJMgBpyTZ45QgB5ySZI9TghxwSpCvhVN68juDDqj+yanTMk49xwiiev8Ygz0r18eARq9BD4AtONLgf4eGz+TC6Y2Dsmus1VCWBCC+y+Jwm8upXlvpvruhKLfoc7gAyI2/iySnqyUnDHq3mjzudlLjuA9qdMFpN/bjmPJy5m7qJ6tw9HUwZ8PkY/l03hoqegv1k2jjHeSjlJJ3qF7WKOcXOgwv1DzPbtV1fYzIA90jF+ecDnQGhrtSh1mtN1GtGBiOCMfvtIFhmOagjisDBkEOwCDJHhgEOQCDJHtgEOQADIJ8LWBQg98FdwL2jYOy0ma7T7WQ6DAGA2WxpNfT/sfF62nq6OSjeo0Z6ZGcwGmG5liseC+jmrb3q76yappuNmzkfoB3Kkjn7qDOdWhNcSZKDoxppZANj98FHKz2gkWFmbFzD6M7d9BIn7e1RJsYglsnqiWCHLREkr2WCHLQEkn2WiLIQUsE+Vpa0g85GPj3fk9ntOOcbNqGmcMGk5Zo6stgLO6ZJF7elcVBtEbgCrqqwBbeoWLQcM5mPXTLqluyfmcDj2VwsNUY5qg1zZDwFKHjfk5H67S9h942Mwit4N48L93qApE+JGiLaJP9/Z52BjTwtuhsa7rO6cTWvnQZodHYZVKtliptLvHVtyAHtZRkr5aCHNRSkr1aCnJQS0HeVsu0WSzVclz7Tkfv6Ceu+/1k1nWhW5x5tzXoWSL/bdJJHTchlZWneRh3PrshTB0OAd9CmF2IvzxsSCRhZcuK18JW9YaubalzgerXN0oSTq9DXfs2DrSTrr250csyNnA83qQt2G5MVMG3KqqMrxMlfgNN2ZunEgZaIHaTTphf3VtvWKk1aHtIMKFap+QWYiSOhVhKqkFpvq9Yswj7iolHva9Ylw77iql0va8oSvt9Rck7qTkvHfYVc+lqX1GU9vuKkncCBT4mljpmqi67jZZFP8WiSveUPM58VCFR9Zloh3rmQx05m8I50isudgpUoS6GT4HkEukVl5CWkKh1WgLgEug1F5+uINsSpkxyifSKS0hjyFyqNAbAJdBrLj69QXKxk6nQvEV6xQVTXzZLbLbCYzV0IInAMUfu3Rv33vpKZMktIkvO+xPmy8ySG6dpK0WuH7/8FDnrva4iNU0SLSomokiRE6U9ACaqSJETxTHVt2NaUrYA9YkkObAQ5OumyI0uaX/5k6fIvcn8jr+kyH0lUuSIT1Sr1DTXiUZeaAXVaUmk1m5CpjNblKmVLZKlnc0pvLnNEaW9bSmluW2RpZ0NAbyjDs4y/WgYe5NS0jQdEkkPnQd0301JDx0CdN90SQ+NlPTrBB7Gvvfrka9iipztqhb+bSKKFDlROshopAoZrUt7VzaXrlxZWdq5soB3mlJe2ruypTR3ZWVp58oC3mn6tZTRQaHltySHrkuy76Mgh85Ism+1IIfmCfJ1hNO6R92sv64pcgTkYZy2Q/EkuBkjV+bWBpBoENkIZjEiEJoirGC8VsbOSGZJ3Eux6t6Nrd0kUutNVGuJN20Ht0OGnDWpJn8Gc6ngNVjNk23zP3q+Igc5rdGXFJIcdFeSve4KctBdSfa6K8hBdwX5Wro7r93XMVlO/VklrrxEslyVuQKyGlpbZTCjFG54H1HmCs/pPZG5YmYSgLyz0T4Ytby9BVhnsAMFBMi2FoQLmSTDsbvOSzFqtmuYS2DmGcahk4hFGku2G7Y3PL7M5EgEtDUSqhGlxkhyQEJJ9kgoyAEJJdkjoSAHJBTkayGhWXOKxV+g8M83h+9IFe60ZsDcD5jDdxMhYZWbMswz9xxJTEBu9FkizBqGjtddyPQqTlyPugox8Rxh9nkbkJQeO8W3qO7I5rZ2hc4F2Lf2XFgyyMZ2MMjjZJNwMo/Tl4R5nJdBxz5l5XB0FOSAjpLs0VGQAzpKskdHQQ7oKMjXQkfLLGW5/LklDl4hb5DM8VYiAzTcW3kEImXmEslJbuhfIjnJ72/QaWs4TtB9IF4LzPCPJQeFPngoyNLOG7wjlUldLR/iRKIUj7fivMFrpYWa+ZJpoRkX9GoUz9bzuCDJHhcA2eGCJHtcAGSHC5LscUGSr4ULo8lfW/2/5Q1ic1kU8rgh3SyxB2azbWTkl8nHX+MU9biFFOlqKYrWrZmNH+irJg+PQ98tbIoa6YHXSsTkIHAiEbMow5LOquDKIMhBGSTZK4MgB2WQZK8MghyUQZCvpQzDlAOhf+L0wK0vYG8ipNsyeUTCb7UAHqUskfdgkjhL54bfwYEPXKQSy8ZoO0bdOPGOgdU/+Li4ZRduigZeLiewkHuvDG6DYBnyps0fM4fzdFKgnuEZMZIclFGSvTIKclBGSfbKKMhBGQX5OkmBg9YON6+bFGiNjhWWbq0S9vJvmFRGMvrIdMAMudtijvnGcCMLkG0dA7Zv0mprMWdrIfL6L/dbCt5IAzzDPEoldMTgp6ywPW9uqXjYFXeJ+H3PcjYbeYGXTeU085edylmrXHXIi1KZyDICE1FkBAoWfhs186i2UUVpv42aS1fbqLK020YFvJOO89J+G7WU5tuosrTbRgW8EyLwMfEZgYnKMgK1maYqsyySqzxLSFR9JoqMwMS5zggUXHxGYKZWGYGAS6JzLj4LI1OrLAzEJdIrLi47A7QlTJnkkuici8/aKFx41gbiEukVF5fNAbj4HD8wb4kukkEB9RoZgYM7wLiREIjPv+bH3ZYTTcFB140cwZxlSJIEL9DhseLwQXceJjmckxydSQ7UpKdZ3nM78XZwp9ZRofQ3PiG0dVR1qq4+dtG18T1yLCg5i/s+bkM8OblfaA2/IwVIbWl09RKP/nUNI1XIg0XD2ZUbx2HDYyrhedrsGOcQDx6tDzcnH+5KZ1emAyNJTU9pA9PZmmCWqsMp2YnQqVpytDM7AxU8J+dofoKHqAwBeQ0OET7Guxw6Wg7Ihcembh5feh9Sn+fRLONGSj6AjSKHmrYOJy+HsabnuFXyhFal7Or8QX7tfjw4drDLw5xPG8dyGukBoPSg+ng8qAQQV/AP4ERsefy1tez0+GsgTBXEkQOQCVqJ4/PDAf4JtwiYVQPosH1Yib4SdEnPR4pr5PzicsByA8DKIboEc0ADxu2TtptYmNpNDiCHNbShebQrdVsxxsLC4L0ihPg4XSJ6D4lg1WpeTvf2opknYbE2DbzFOuOFVM92sZHXpeXIYgIj24f8Et0G4IOEZDlxVnMsAKzbrFuw3sDNgjXNaxBSddS6ZeJ75DV2JD6Abtjh2rid7Dw7YjiKUmXdrnAyc/teAHrEfmnWqKxJi9DSF/nvE22JAjN0Jl0EEVyp42i9tMm6pceYze4kSRq6+hML6Rg4cJGWrjqH/wL5X1+IE+ezPqt1Vvu3i7NA/AZyCrm0f+7wcgJfQvKdahMGpNpy+Dm1fwASn1MXJj3HTa1AJFIZypx23uCZ75+Wn+VyE9K/K9wzAX2RBgYAZ6qFBuBkd1KpsBk1LDyrLRnQ/wid5Gz5hgN0aVZbftd/HNzdPataGsrfOpU8M3BRF4CNDKyAH8wuaMk/XeQiM8u2ZErHjKeJoseM/5RfnJBuCWrdDNRQ/wKcuQBhxu7uSCoP6jXUAn+UVa9h+eUnXCvwbR0R3EeUP+tyxJ7+TLqzopeYZWGMIsAinvG4er1WgGCRetLs4PlHqM5f5SYxPBQlq1tuiuSS+2zY7QipK8R359cUpMwZ+1eg3PxuHN+ZgXnURGNaF8+kt8jq43Os/hg1oD+Fq2BYln+Svm9djoPv76kuJEq1YRDEqyR40VGjitaC53S9l7wNaCC62LrFKDZxXZl9Zx1Ld0wpUxZMbQ85XCKULwQSIz8bfnVJLBkHzQMNXzuN3bQuzIER1xpV66WGV7Nze0MWKculHhzByHNyVw+5oEdnzR2LuhJc6QocLLmoKc8JRLm67JD2PYNDcqWaEBLgQITWThzFUheGwstsNHEqz+eNokoUDbd25LYUmGrclgLvHXmbrZMCr6EBfzjg8oiIpBfYIVylFyX2OXUhiJOS1IDAzZUjI24Eqg74qdXJiavujuGKnMr+iqIrqJeMC/T9mkheRrOy6u45syWJFQOCEtCBN97gap9JiRzwcOLnSZlnRYeI3LlCIOSLdP2K7UwGE9/W2Yxp0eFLfkBub8mBmuBJRWmhIRq6yP35wS6jlrlX1CMiN5Q1HCkcZi4TwT9QV+5KtmUR4OQVLz9f8XVSDU8Kri0ar32BliREFqK3E+47O67WQtkmlMYQb4atnhoLuc3lUeruJ/n55vVapAmIF4+Thx6Ygcptw3VqWOkQSrRzWT7NLza4EcEllf0aRWyeXT6MU+oSt53xuxAvYAdhp6qgSBo3GLkmz6EXQp6XFRrGQdbChDg8xFyakm8dpI/TZH7JnicRFyhDifiYTov/OY0lHJyiznO39BOPOrdvWiROVKmQuUaDXVwuM3ONWFQ4/ySHarwo1BKuIUhGGBDPxy1w3YeqyjgoHLvVmjwCbgRwyuomgZsWgdrepUyZBiK1sKPyqZ3iy3vviLa62FJVr+/BzBZgjWh4LCkMrVt9ti7my/2S8TUewcZ+NpHFogIvNmQVhE7jLW6+LdVtrkEIp04v2S/iVp1obhiCad+I3rJb8U6HyysXPDEuOFLFVmPL8XYcdE2qIHWs4H6rgvj8U9SFilVsi1zSV3VBrGU34pYKTqNy82JBVO1LunQnKlPBAalwK2T1RJFhoBhasqQhviRuuYNWOG4RB0qsTR3CyCugK7eL3OiJY10lOQC5Bsx3cFTrk+qBdOEFeiwWotVeOwOoNFXldQI6DADTFtlTVOfDjCPEHS6PG/tnBemucC03DL79gUJa/vl2bnRuCgt6PqDCDvT2ggotAboQezBWC3PIiq9ufF3WxHyOvBm2VqNuSXyptZ0cnk9ttya+z6JNnsE4UaEhCgy359gN0IB/A3zhhj5hKyazQmzsWDGuFDCLE4d3Q1PDN1Ml2Mg3HMr4/GV31oK82ElZc7DqxKaI1j0TWBb6lfttK1A4bf3BhFcVzNlhG+eRwRw7ewz9lFehls2warettqsSE69yXTG+BpljfXxOYIMgQI1L9WXCcJsN5xts78iRBtLsen4dt50ft5YPeWRwBS+vgXYjCJZr6Qg5u8owRrdvGY/PWSyysfnniw7YBX1OBxtuheSxIiN8+aoIkW208riEF3SY+/EIzmDDHX90sll0kVX5Vv45U1oYdy4QSLzl3yKmabpDxDLxfxKFZbJOzlqMTCNFIr50f8ON20rMgKliuKqtKGQDbNmKFKSObFV7qe0Rvfi7Sk5tQiS2oSRhRSrYSvK7TO5KbHbLsKTnbFkRIT6GT0a+NVF2JLJHm6KFUVb+WA4sLsCDEcPUTUyjivY/aOmh8Cb1Sv1aAkANZxhtbOL0jKoy31puI2hgMz7+oGFjUlEW10QmgHuhuVJgg+R05LBnjS8wGo/D3nwXIPkyEWBcKkBP0rnyW3JizUqxrGQvQlTZ9PEgf+x7k1a/C91BiHuNDI/7jThMagJLlfhpSLwge4bDRFGusZtU4AJvGLMMirfzyoP081+8Y2A0zxyTuVCuxbgOOBWVC43cXjbqcUx+lrHmIpol5TYyktSQJV/e7CAL9/aK2w6j5puobPTfwxuphCqC7GLRDfZk2ejbXo62GcvII6iR9lOyLhU7cM34GYGJktrVTPCMVfGeF0wIrs40ca7oJ2GbumjUulT5ILG6zzdAp+W2xdelgyWjfb6oHvf/i0JezCuR6d+NaGkK/JgS+HnZHAhg0C+zmYjBI3W1iV+pgAjdVM8b+zO/RyYADqE0EdGxTDWwvRY0XjBC2diTAIaHVMXCsVujDDdbHkG+pF0tf7FMSFp7T1Nee8e1uwsLEugqnpVw/MyE4gwhK3YrrKh8isqVlttr+blLab11vnEknjo2nKzcq8yJzGDdv1N9IaOXzh2JAjcy2aoOulp4OUz4QrcnN6eVfHallWe10wOS/mPX6+x9mpI/NHEFiCbYARbJVeC7k8ayJxjYpdPlyF4yQMxMDPk1ktK/FLZz+Um+MyJlVWZAihIGpOJLpNA0XJ3QdcYML+MeogH7QkQzq4ZBSN366Kkxe4QtSzHczP8L8o122VzZWoUi3sB0kGe1mg97srmcl3wUY5K00DyR7TQQ6kLiFd9TtDnxdmGcMgIzjtYMUnadIcrO8SY+Lm5S40PAxxB6djm9lUAT9ohK9Jm8DzNlWxAVm4pz0eYygQqlpcWiWrPUuwml7tFBy8QXSDWwxnV0PZGyLH+e1hMf5nzbvmxe1Dvlche3Tkgex03bvfUBwCWCTakq+FUOef4rpKDcAUupq9JNDz4NaAup4E9mDNBosPX06aU/eetThN+P4Bgx/yp9mdj3Gu61gvRZtu2aqVQDN52mxZ21SZ0mln7G3CNb/6hldBtsqqaidbTNFy1rD7KxgfNdaWJTwi0Y8wLVD1SrRd6ACxL9HrpA5X24+1t/x+BHvLV7AhpVhdasIPRapezPaiPkEqvEyLXhKTzYUNcvsl61klIKsgQ0Wzq1rmArtgrxuG71rCquK77Zra1MsbKKH9fmolsbnM3YtqyVUIuPp+Dz9meRuQAM1IHYNnm/eCwP8Bxu1YWfs0/g0U/yDXwymTOdunfh1OFpFr5YnLCAaIsz9jwR29XV8MpKAQBeb+cM3grGtOlmW0kjIs8dpfQt9GMKdAmcLigRolNJJCFAyH21VENz3RO+NMa7ZDh9jLhlG99wF4Ei+MZ93fipK9tEy6Dz+8z+BX2f5zLVDmbzG8fQpjqc7w+awPpUmo9zQqDu41AL/BDnfv64uqRiwtG5hBlPRVt5Iul5Kyk1Na+Vkgq8D8K1jUdxYXWJ6E3ihSKD2zuA1C07zZ/hNEAu/AU33O+8IuTH76c/SWBCAIoiECn6JEeikqyMttRaQgQMeS79gbWI7khgyWTig8EPB0CWbk578Idb/eLG/wGC9H9YZW5kc3RyZWFtCmVuZG9iagoxMTkgMCBvYmoKNzM5OAplbmRvYmoKMTIyIDAgb2JqCjw8L0xlbmd0aCAxMjMgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztXFuPHcURlsHc1siAwy1ESiaJkM8Bn6HvFx4iJRKKFPFCtFIecB6MvRhb9toYOwo/mYf8h1T3dHdVX8a76z1glBAUmPmmprq6urqqpk71fjuxmYuJhX/yxc37B2z6K/z/9sG3B26W4X/xAb2+eX/6y+HBJ3/ncuJ8Zmo6/PqAzd57xRYufNJCzlJMVptZTIf3DzYXtod34RU7eaQWNlNzOQs1SQf/ZpH+y43Y7tQsuXNuY9Ol30zbfx7+Ddi4hc1OKT4rLydj7Oymw1vw3ueRWHApNzfw8rvtzsxeW86Bx0642SkhNv/amlk66SwlfbTlYnbcmM2dAFpvnKHPb5aXyPMH+Px4uWSab462fmaCKduMz/WsmeCbW5S0XD7a7tishZIw4TyE5b2wgfZWGYGAZxmMENzbulkr5dU6r6g4uXlYRv1hLDYZ607hSsBqgDwt5J+vuFqGAitQWcUCQDoUob2FFEfltcfwfObaqwAG6xHMztp7MLxoLwNtW2NhtMyAEhAZqnEz7dHw+aJYKTl9f6BYHjSfWR0jKZnCncLqJr5PxB6qa2APrJJ1PBadOOrzNtLewMvFDsXaDK8hVyIBWa8n48U9SR1n1rdhZkUHd1GJR1SYYDLcA2epsslUqn/6ejxY9ML8aL1h/4isN4bujmXM54tpK6wFl+mCMDvFzAxDTjvOZqUWkb6vdtHMDRMmudDolNjw0uHltfSaUZTDN1H/3lQO8Bgvpy0EAO5Y5WCzz2KKuKcHlcsJ/DmzsFKF9MaKr8yk33VulxVjDFyflPfJc+LoiFt+HKW23q866Dzo9U21B1pmXLikgoUZEWboFh+Mhru+JRSf0mWI3kqEOHr4+cHhR19uPruLEeeIRixk0Nmm4mIMPqDLOLaZvPgMp+O3Wpsg2GeHB18cGMYmrb2djZ2UFZOeHh0dfH2K1MEN8wDQ52zUZCykAy6mDdOSNgg9edi85RXpTH7F61maySgf3oyZw8vbHVDAhN3mN7DVYWJOuc3lMEfBmfSb64/CfDQEvQp+kVAcb0GjWkqlNxeD8kD+igDBl7aQ6TjuOIwrNCuq+fYAchk9aelF0M79A+HBg+Tbe+lWeJ9uI3G5/ebgH9PxKfS4rhjhQJeTgZyKp4zqUpH5Ck7khW10I2GzXNuGNExYwDhESC305s2kBrAGfPu18nishZ0ElRuvySuET62lL841RwnmZ4SBecYJllWDYd4oQlL0ymCJAcZ5EOlxmsRGRhPhs2DMKvDH8IJY/PHlYHhWBIW8td3pmUkHe3ZsbCtCnULWMLqLd5MEgzZhbIBhy+zAbygtXSXUuXdDNfxpd8MOvAiDtytRyMuXh5pAlm8MzG1FN6e2TDImsi8Sg4cU4E7bBR3aAGX5E6248bNzwuOSP7eVBd9igHulqJ+Zl+HhO9TVIn6Cahm7jBWWZ3cNEJctxHsln5NziD7WQUTRyrMYpOGfGKLHoOUF5PBRnnEhneqpAXUF1coUPEa2jhr8NlLDiiRcasF6ahn2X6E2hbdifkA9RuMUOSTLEQxTIJMZ4FHsHl8E7PFl0B4/Vd1kLZsJqT0kQCxWT0rdhDsBRiLy98cFWOWYR6h46ThYs4PLesU5E/3iJrBf3JZ6WdyEdovbUcfFzdTt4rbUy+Jm6nZxO7kDEctqBrURqXs4itfBixwdvAzYwXtYQe357Jas5AX0za9vdfAHQm5exT17ud3VzHkBaKiscc83vw172gmJrk5Lm1whGEUwAa7BHma5+RU6tveLJ3gX/daugG9HSbgNvrCneyc/fa88RboPtvAfCOmWprqeu6BITVPddJtSXeXBA6ZbIMbb06a66zqXmoHgqPNl05w6v3wKY/gQcXQtiYLfGSnu7QLOWYVDuvf7p79+qoJhipooONtzUnC8RY1G4n0qWAnwrD+CfpUCc1/R73tjvWWwaHA3Xof0lJEXnqZfxSzVb3YMSb/xFhUaifeqX+dXtBucXx4JHJQmzm8A032GcGUdCFeTQngfzs9Brne+6KUc17VTTijvYkMPWl7ALtD1jDNcM4nxL6Nt/BswSXDDJITFwqQJiz2TDNdMYrQsTJpo2TPJcM1kjD5rnSZUeozHAk342FQ/oyKV64pUSiu+3yIV2ET8/DpDkUqDnrzYf5HqmT7eaJFKSWlI5M63OXLDopEiFd7uq0ilwSzV/3KNCiLJLxUqqdKvFT/vCpX6pUC1xwJV/n3qlwLVaQpU6v+2PgUiqD6z68CQ2SWwz+xa6iWFS2iXwnXUMVfL1G2u1lIvSVmmbpOylnqMxilCupLrR5JOZoBHsXt8EbDHl0F7fA8JvrIG7OOcGT5Ttl/cBPaL21Ivi5vQbnE76ri4mbpd3JZ6WdxM3S5uJzfcSJ/VXH1VDOAgXg9HOXo4DtjD+1hBo2fxU9Wn4u/Y4F+ikNFCxNbOmumleqWZgVRaPL/qVayXgPyMFFfybSquSKcNKa7g7b6KK2VB9lxcIQv93PQb6yWo32zVjBRXUKEL8T716/yKduPOdXpUDxjAced2cLaO0Vd4D+9j52r4+nLn873Sat9XVwDVvWfrQMsL2LnpnnGGde+9M9p67wGTBOveqRcmjVPvmWRY976+MGl8fc8kwzWTMXqO6krcu64qsGAX0J/vYYFlAvepQ1lFDBrQnlKBedT3NaUaC4zMHTjmW4gSgsHQmjY+3S3dnisNrX33LKTcfenHq6ZjLA212sSangsEWWm2qtqXMpjfkapunhsxGl2m3jnhc+tc6Bcb6uTfW+7BYSpPp0wawMb9jKThkYhKWi5vDjncST2u4Tc0k50Ctg5jW2vd8Jb5k9bFYzpUfv8ePictm9gFSVo6VxtQ81gnThabTsmwYwYP8fI/qAzSq4pd3USFX691kuYR1jp7BxJ0qxyEPcsqdzsjMLhxkhIfDhXeNEhn4ie5obTS92IwEpyQnfoO16HFLJMxIvfKcjIOqPgrbGZNegfX8QTB1IDpZO6PHbW4Glu3uD7G+i+pChOUtKjWbkp4cMxm6NJiA+dOslABkhuOBLbUlT3u5Bl3ukRUFp/iOtLQyEmchiqkciCAWm0hzbZLfGLTsBqnKGtXlqdFBhBU7NElmaJClNPLPAVCatCeOF6m2rzlKIGgxr/S9N1bnNRNB3lmVoexpV/Wz9qWdIho6eFoL6850bIB6amL/P797c7O4ZeX1R762BVdPy8T0HQC34yc6HhPVw4ki0LkR/lO44QXg+H1DDIDIuC43b/u0X+6Dog/JqRkiOrYBiXIMt5Cz5FWBvIjsjJH+DwJZo0ypGO8eBl62CQ6mmwuwdHIVP56OE6ZfkC48oRLB3x1hAgN5EFxI7X6YWZa2WoXYwP7V2vd4wW+PTr2Q167N0rDBhI4okWSnJBeeYxKT0bsb6DqSWq26qbSoERoAF2oKdis9qfM+j58eDowJEfNehg2Hwxt8mgl+YlSGUk3E3FN3xMzWjyMIZWMLL+urIIY+r0mN4q6SvLBt1zj2LIoFQOa+2QCWebCqz2Tn69uqgHByiGWDJL30bC/GqVWJ440JhBtyAjTYgj64VtVqBuyGl3mIy8Qd9c0PzCSTi9GV27nmG6D5GtSPOJ2Zk615hKPFOajQckXKSVnxVXli0hGMj7CM2P+49qfwsNzdQKpxeemSklyaMcjMquHWshmb04hBQb90SQ8YxSek9yC5CFV1pVP2PSfX80lkpLkhbzF9zjF+rMvX44PzVVpyMAfnSkNIbtxsTDwimhhJx7rw1FnmpIs4TDx2qWCQ2D4WZNMJxMa1weqdDzbGGGQL206HBufn8gVz1iRA2Mn2d3j8aIMz5mR2DN83o9V2zCJfcO8nQS86hwaMUESEU+abEmKh2fP7uJbRyNZznp6MSbw3fG4aEoinY6ED1+vswGO/W7twzOD1jckroMYgIFh1YMPPq9bw2ifV7E1J6z9Ucbw/HYRoCp8lOe4rU48qvppt++yCnepkyruu+ffR9Uf9hNOq/32UUml0gm13EcVSuCB3vHZGuOjUtLZpgvYaRUoYBaz8JC9s/DnA5b69wswEW65l+FXatCq0txuLhY7eGkL4dfCTOkv0Bw+jSdhmx/2VlFXUK4YL+VoxXxPLhRMp5Br6Uvh2WtRHph6TPjoWZg4Q3l38MIjwabAp2tXGiyJUuD+J8lZbAW4nzp1oopAAgtD6VrcZXYJpXNGWi3xJwKv2YDaa4XUvPCWyg6oAUVqZV2tzo7ag+FkVBAlg9TapuMizhYl2wIbhKPUHbyI18NeywF8uh9+BksCkWiGgCzC2Rb6hzTyCno+ewvUsGYs/QWMD1/cytD+4fjmErH70OHBLHObq2WHDB/3e8WF3hJuIHzE3pL89uUyDPaTyBkcCzNVDvunrZqZ1sxsXh/tTRQidrDAmurYbJKfv1FeIs8/3oJz0OCdws/X4ECMB/Y4b5T84lazqt/RC1CqCn2HS79jWNx0ey/fstzvuBCzZ+h3HCxlOKYQjBSWUppme522x3DE1gjwk2TX/lgWkHVPFyytuw7FYF8v+yshzjhljCMLg6xfw3VDl32lEIbWMC7hc9958hI1NAuxtK4Qf4gWSezrWijMhwLD9eP4hx8gpDhiVJcwXKJpXyxJ3suhDCVgfnrzIcpxfYnC3DqriT7eDFOWwjnRRBdwCdK7xd1wCJ3E3yTcEDwaYY8vHmeAR5fT48/sczgEXBeCnM+tAxdw9Zefkrlx4A7K7wXV852xKri/FoVEc3ay51UpSbXBdozagkIIZiQE254cwhEvqKhD14AWOXShq6OOoavjHINOT2uQg+asDnMt9RLmWs6ADjhL5QgHK+qQ2FFT6ZqQKJltYp/ibAQvnFsYxBsxkWPqc5snmKBNJ///EPwUJLpy81GsUCkNXuetZY8aoQxs7ewZiPldLODr6ATI8yskwJXnlOviHnnlZsn7weHk1y6OBLgycNNEFGT/anYs9fhELGSFV5fxrd+N+A8lIS9d2ULQ9xJU+QqCl4bvEwJU9VvESYLHzBJcwg9Y4KAgRMzLt0ghDt4i/E0w5zqYWQjGsoEbLwKBoU6IFzPu4WiYHbyYcQ+Pqc9txtrFAPaLGf84ZizOYsZ0Jq2qoq29GqoEDJbudFas4INvVjy03hX4beT8Pl6+C7mHA21ICn5Spnt1KfUZP3teKi34DhvyvFqymA9qsbyBjFz4fYg1oDybMM3e5VKP9m4Px93Ywcve7eEx9bn3rsK/rvPxku6Gzxy6YYjx/j6W4ISytY8dmPml0eYhZkr20cXW28Yd9cctt7P0hjIlOwbdCBV1bVQuQ/Mub21bQ6IMs9+D4ZR5sfK8Mhy60biBmVn1047a2ChTfmSjPRytroMXG+3hMfUzfxdmG5Xh4yx9F4YVZNp47+hXXv6aiabzlK+ZcIwxCJncz0fEHl7GiN3CKWLXcKdR3ZbBfEFJ3s+RlktvSdbOeiaAmoJqSZpMF0U31LAfkBqcrKpXq6YGlAhoZZ1zt4IvOXdCac4NX4Ph43L5LhSsxnkz+RXUFZSHP55KVZKZG2Se8eagcvjdMaPhUB5V1YhLwtvjzjDNwoXbSoUDLhlvzjsraxG1hihRjtSVcd6qfICeoyUXMr9ZDDpy4fYqHoDOd+QZ/qumSnWf/wI3sDwaZW5kc3RyZWFtCmVuZG9iagoxMjMgMCBvYmoKNDIyNwplbmRvYmoKMTI2IDAgb2JqCjw8L0xlbmd0aCAxMjcgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztXc2vHbd1hxPXiaUgsV27tbNob1sYvtfxGw/JIYeTRYs2NQIUbtMkQruIu3iSnvwBSc+y9YLa/0b7D3qZhReF/oGSw49zSP545z5JbrtoggRXh5zDQ/LwfJPv0W4chNyN/r/px50HN8bdL93/Pr7x6IYdlP/P2sB/33mw+7tbN97/jVA7IYZx2t26d2MclmWZxoBF7LRUg5K7WZtB7m49uLF/4XDrM/fJvFuot5xTb6EGOe2Udf8/rv1/t5eHs2lQwlq7t/Hnst8d/u3WPzg0NqA5myYxTIvaGTMPdnfrrvvug89873kx1uwv1g+lUGr/xeFsHLSclMNy53BmhkXPQuw/PdhBOywSAy8Jwe5wJgdhRmkiaSt0PCzDKBZj3K8VOGrh6NXaeEI/uHXj1zfMOO60ncfBzLtplju9++Lixr0TltfCtRLSDmbazaNZV94t7S4srduNtb8Vw2zMsjuTcjDroqTFlzr0cLMY5CJ3bkXcqq+r9sL33ETELBa1//7hbBnmSYt5/+LBDMoqO+//6CAHObuZ7l865JmJ0VGgZyPXqbn/rhPrQm2GimkUqcHt+NJ2l5ObTu6u1ZIa1KJlbjDlmGY2AYk1HHcDDjgi2GTw9o6kBay2ZJq04z4zS8/yfkde8uu9LpGjYPZDleSG2UUonzP11W7oBF/0CHoveqLeIuNW0wx6Oyj1nmZbLmfTe9EmQyVbZEe1tu0izxlMqxmobsCBvBa8aAXAJ8kgtCVynAY77YyWw8TlT9rBRQzL7HqLcRij4Hj7+wc16EVbsb/J+P7Mi7h5tPt38gmBze1ZsY4PzoQZrFj0/uX89Y/zMC8dpB79aTpTgxMso9mdOXo8D3l6/vowDaPWo9n/CJ1NIsKNoga3p9o43Ln9J/kj1v6zgxMO2kmn/fe8uBJmcehp3kT5iwc9jvmgP3K7KZ2Y1qPy+/MgbW745/34z0nY9E/fOf/zkxv/unv49KdLaS+41610XF4er18/A1onQmbDTu13xQFp7fmGxX3XbkZyKbf9B17P2MkYyzaGUL9M+0Yi+7Xc8SOn55wytdqpuRfbAR0xs3SKqxjxbeJIxl/vHcQyyHHef/TQodSDUymWMdVNUpfE2nFEM/l5Oy5w89P7t4mOj4IWFrOdNVuPV/yUlbRWVtpFeS5SQdyIWXF5E+GGwSMT1vAgcQB8FTkt/KlljnAK1zo9MInATi/Q3r+wTksY64SB7x50Lm8/M/PkTYQaOim3m6rFxZdoXGpVi6FzhjoFPDIFPLfdnTISGSpLxQX6EoZGcTW9V8XVYF5VTtvXEAYtxlLJ1b2DkqsxOyjArCbLMMyyVIhNb05dpRCVVJXmmxyhALxibsCOPIRE4d7PzJxqXI1Cz59/6aWUM3PV/t3D2Tw4K8bJnFfDCTVyMu5gJ7nA2O/FDPwRiQDW/hpTb7mdYw3CURRCln3vxU367EVEwGtASDNSCP0Pk1gpx2dkESr69WP66s8RfkgJ++i1g1P5i3JL+QMC3oTfsw601K8yEenkZaIgYVB6xaCF14b7P2adX6cx/oTGeDNjGKn9LMtp1vMs9xxWCSOd/tZOeUZp9RZ9/tM0ql1llJoWJ9ekd4syMQ48KSf/l2el0QE7NOaeXcoqOSlVsi5nflBb8Hr0GnA4qC0Y937mgyqDc/b/B/X/wEHlM6mXauXrHx68Eei2rjqnTjE6I0pcj+9Z12WwbikUBw75o7fCMZVmcF4u2RRCy2lww/Nzx47InyL8DPh+xv866vkmAd+hn29mgfLTUggsxjkxcukR88bmEIkYSPbrkJj3O8RU4kDoEentFrwe8AYcxEELxr2fWRw402OJbsrPgofgPUN+Bhlr/8XBqQcrp7nkd3AIbqLzyDifHc0XaxW1HtK/Ooh5UIvhSNkhJMnESe2NKpR050jUmkQ732IQ8jlwMTh6BRfzsyuMm9k8/c+OWvHo6I4P4NEWvHJdAw482oJx76d2pSOP6sXNw0RX2u/gqM2yWO4YJwdwZZ0jDqBYnOmgZZJq7zJ+8FrBx4sd3ho8zs5aVhW4WdGxjhwuGcqcJUF9hVpm5uqMLRIHNRmqlWFOjQS93Xmg3kIzRwUQ6KCMwFmVjkpNeHBUIpQ7Kq7HMsW+Qo4FXJk2gIugNkOFD9PzJUnIDSGP8AqNgxJyrWyxVAhLgNdY/DQzFjEXSwiwRHiFxUFngs6GLaJCyxXhNRYIfdrwvk8QWBbXlyE89eGNW+/+bv8hJR7OYWbiy3ykrqj9c/rZSYjc8+aLsOO8/5SSJzAhckFZjjiscF/dJehFSIjMRfv9iHWc9pe+XY5ONX1J+FnXx/STjcWJ/WJVbsIY3uEh/dwa4au8Rrt12vOy8J6XhImRfc5pAeMzBO9lrGzQzzl9cFqs89eZwthXisnN0C+stZkWDyxmGASnHWZ3wqLg/Ji6XtBPhpV1oHl9Q8B7K1V6mabIBEoJzhnnmaovs9X1Hn2zo5+JYaVN6zqbmXdQGZWg8Vn7XT6X1BW3Q1I/pVHp+werQ2WF3t/mK0HbsjXUBad1PUUOlyTgCH8u+ZQUi5W+v+jscO56PxxIt5bncK1IDrBZs72+Cq7DqJztleORtGoXnO3yz8eEf10VB9z/PHCtnEXOzSYj4czt9eD1xJlUa6rSj/E3a0ZkHiXPgxRhYRT0hvF0nss4GpWGSRMWR9/KckqvpbS2QadEY6kHnaYMlV7pJJNr9kqq7o6hAfU0iyrQsHZuwE9vtfmcufXac5iSY5FWlJbkJ7ROhQORVpRyIoVtV2QClFjTbXnz1VJsBO0T9xUoMkZ5rFXCCe0Mb7NjCQyi+yZgmYK7OOZX4E+YV5tv5vm8u1JhnAOmfAqdkcF4+yZbvzZJs9Ca3uTr5HTC7PZo/2d5Pmz1XwbJp1coM4OSQaqZVRxHa8dE4ukzM4FBHf8UlvTK+xE6MSjrO2ZLTVitQW+rF4JOZDKrEfR2UNbbZkNazgugxEEtw00RfzmNbW9VzGamzIPXrm1v58FmqGRzF7tJLlOVYQpzb+FhlgC+zqeFB8oBfKWxhT99EMLxi1q9jWGWObnlqHJgU2Ws9LQsPuxb5bFG5XyzpqsDygrKuCys3lhz2UzQ0Zb81PS2hnBM01TyU91bKsF6W1XyU9PbjiPDPZb8VPd2UEO9jS35CczSUzJWHnqcZA2Os2nAgewaHOlrwIGQGvysPDMtJqkXdXDCclr00gklvVroDxC87oaNYo2F8CnrWU4L5ygexc6fH8u8VOOXYbFpduaOKgNBeagxy00W13yjCCqpcdKDlDx9wWK7r6Ocx/soaHRWhqqs9rqcR04ZAgqisjDziEJZMP3yRlUK4mz4lX9iKUhip1gKEv4pUu1H6CyuWwrS4Sll3eIRS4WinpMLQTpIJ0f6UjAqDt7RMrKI4FtoGdk+vdNsXhXmWw96XJ/6oDfgcNBb8HrQG3CxFfVBb8DPfNCtWUuponJwfuwoh/UkWjNrH75l036UGWPmXBT/mbhoVJJzUf7n8+GiTO9zYqNp9F4ORBt2eVSV6R7BUtc+BIbOBHUjFJzSog7gGsmqDiPUq8OCrxokEVwhCVoyIbHZxQlc2CIJ4BrJqjwzJeOu4NkGSQRXSIJOTUhMXpPA4S2SAK6RQOgzhO+meYolFscjeKy2uHTyF+3c8LmIXbC+Dw7O/3FOuOVxPR6xgH1TXG/ksQEWiQIUWEBAFWpjwTqKHrFQ2bcwRNgL0JWjOjuyMyokkMXqYrRymToBwiLEiEkRo3X6dElLXAXNqrBd6Dzvf58XtoifpPjR4yYWFoM26fu7sezC2zAmBWWK+FKYt1GcrnLry7jWbKXmhN9BYaFLGOy5YIE9vzLGuaCMVh5EzcAiQAQJxJG1h3CVewHFNBpbxDKgmDr0Aoq03qn9otPOAop5ALiG1woonkLLeu8htS+C34YYU+xtzPwyjplfFvj5V9ky3h3k7IMMdi0HdRQNsyrDGMXtBvTTUiT3PUo97Na4wmDUwnMTJGzaSGy4oZHuT7ADWqcT1gNaCgBp7LBYwYVNhrrtTh9Jah7o1AuCqtx1gV3n3D5R+0wLwEhhwuYKZQu60jYhKM4Un8rKFzPxzUDnQRPU5K4adp0IOuWutp3KXPDoFefild+czy7mnGG4rOTEauBWGYCIFR9+thZMqlE74xsmX9jZI7F7Dk5hL5RdhdqJmWuqu2mH2M5kT7sWbINd10e5/YojLQL4sauEW7hkBKxd8a5pWpaAM2eRYrfX42q5xLmin3G3ZjOZqLElZlzZlS6JVbh0USQbBhIeE0EN/bS8b8pQMkHEvlrKmUnrqeTpzlOPZObe9fhnXLbl3tpsYCk+am+4d0XLrLGKe9ePyGw7wYCpZXFFNiOwyt3GDp/kYc+bwRJTrl0NO1XnR45SrfDYUaUDyk4Na/86azQ7ZY3GxmJn8RJSCG0K1t5atL5DR1N3j3NEVsrrTEHGxXKnDIrlWWH3oMHOO/MBmeLOdM4x+L28fwxvx2BhGUS2a1/CGUUUQii5/wZtS7GZlbGpjKoMoUDZwqEPeYdQCjl5q51M5yi1QrbU6Lm2fiY3BaVX+TRNhb1d1U18S6LqY+x1MZuHqikYMlLpd7PJA5v/gyH9W8YssOyA/bybz3GnwKCoVmgsDVHwEkmi1Y1YbLcaozGHq2qJ+8gZO9n+EYw1Wt6q2bqd1swJTCUx0m5aBcdKLKRy3CJybdrnmcC+h5hoYQbOOT9VoLKjg+EcmSBYqhHDYDnDLABGFxPMjBpYkfKfFYkRGS6OqGo+2oHxkkM7D0+iN24qamALdpsPC1TSORcyUYjcqRVplkx+/Cl5LSs0S57AMWeJZbgh1E7S+0OPSdBcZTnBSmdgUdYTkiMP6WfhmyWJ1Fbh+FFZBRk5RMxLOlLqtXbF7RSHAb7fOLHvG6e5lV1wqATEVWnM+Rv5T+DxdcrD+qjIE3fLarm5fbT6Kei9xHGfEccxh+BhrM3Rg09YRymDj3B2DXTmtPjZWYw6ri8ilDs9uU+sU8rEP7T8TOWxMCLficcd5Zaw3iVosWlr+3RSJaD1tRWcUY6avqeU5PXCfHEopq4K6yzV8UVSpkkW5jpTvfln4VEwRorTx/Y8UcLa/z07VZumFtZmMFBVSNnAZ9ZHqyOblcy7Ei0LS+0qM29HB3ecbKa1Eta+cvBrUUpxdlIKLyNteyMW+7V/l4iWXsFe6roUGid99VWzwzWq9D1DWkTPmOmdvv8EqkS2LLC2r+8Zxa96JYt5XBhpYnTHS4Gjz8Fl38xUK7SKRRarTARkGX1ilIHWtbDX3XIpXV6Xb8T1aCYewmRBBgZlUYgZ9l2y8mXxCEFbxzQmCZcixlD5kYX0UZorl00j/XlGFqq4GJNEflok8y6auXr0H+0ZrTTAHwjZOZoA1s//dBCDtkZyju0lSY5X1uKA6EeHGE5wXuGoEssOXMQFnRk7eJ2Z3MDNSvtO8u2bzDft/vjP4HtDeAT2FdMqtEOFk5V3nYyuu3BT7sKt2DKlikr44+X1n+NDQIwb2EYjFqw0fMFLaCyo1xmCb5oRSm5iXzED7DNUB10wZpCEvlgoX4/Gddq4Ops0M1N8rOielCwmkHwa5qhgArpiv63qx6EZlNliPYvgXRuHxyr4SS9KF2k6KetKMwRZPKL1cstguc5ibdbFN4Zo8O+TGJIkhhoKjEyCWuYD7S1Oar3gm53W+nH7cSRilSal+nQ4hS3U571GyNQSjQd9k2xjDgXzXb+ubWOPivkD9H3Fq84EkQsXEZVtHCPVz1yOwNq7zkekpevmru1z6b0niUtLxdQwBcCKO0QnxOUiKXfqZT0S2L1T8cWxXPy3SAwWKbbAtuOwGJHYttVaVcBmKMLJcbU+5DZtJdtUjD/ErtBrwVYBnfxuDDAjZXUiSd4VAhd8Xwhc5kB1kgJxqF5RQWr/buTtcafvCRdbPH4YaerJ23SEYlcFQ1wPYuh99oUGRVa4lEVZPLUVCFaXoTFc+PQQiQ8mfhqZGIxz9j1zvHjZQqq3grUIVGzEjPcr1N5kx3zzV3XQsj7939b2XJvKi/i7sQMr13e6rhcw2Uhm9iImkRZmDzKsMJDNzg5M+rOqpvYWZpPOCiLJ+Q0kknCFFI5jl+OuC6cVvs+IFTx2uekrbELg6cJkZSfLUZgTYJUhMXjYIprTUSglYeuBxwqFrWI3ngOK1q6RZWAICrnQismIX09M6lzkp4zGKdvqbFZMon2as4QMeNmRWnIZTPVeIxA17ieTRWA/q+Aps6vOYYd7XLIBT/MTbm1xGRHjj4VzBmKmv6/VRygYRb4VxF+YTaAdmnjQbGPG7sfUFQ7aFYxtO5Nb1N4k0St/sZt4BJnJknEpUJhiZyPFzlg7Pg6sw2YpwWbUsBFMKT4HwrFPIY7MpDuk9woinqq+K6Mqojh5rA8ebpFQ8DIoXGFfNeGr/tIUWgGkg3FYfXPXf3uZTXDKN3fqT5lEixLrnMOaHdcm8swK7Rln/pW5+D5piowxh44ZZ0zMFc5fklGsa2l8+bdjpMwOl7d+2NMVzXk7IjtKgbPi5Tmo8ujn5vzNZ9QOM0tt5rWb2LxElMhMSZGMzD9ZNrI0/9IKwbr9br4UUNB4oq1pEsay2OeEqZ2C9YOUM8OsF1i9BVwjPH7HNEqDbpcnXc80SsOWVe0R2FbQeVT/hbDiE93xUxEBW+Znt8QuOZXQf7t2NWwhszQn0FAHmChjcrl5+SLmzJkoCp6j8yzNXFrz10kTmRzI91aZkKVVhkNRxTM3tcljDXY7GSpmqJEdVmZ3hHJWa79eIjSLXricHXFuk6UDDDxgJ3eecPNloWd4wFidWNQ5IrEbrGKlr6D27CHvCrLmTHTRxIpMRv657WqBIvQ0A9O/xhO0q3JnQzKrLPH6CVGfNAAubW+vJ5W4YD3t9h2dk6UoQ3CCOEnSgi3W1bElLg22rRU6IcaUuuJlu+7rNEdo6VUJ493MPe7ngolxrvTbKqSanfPh+yfUXtSr5qs5PdNL+iCH7HmYrU9WRbuo5GsrmlYUtiUgS28WUXNuVqRs+ylJYRhiqpGhpHA358m+YZVqmn5+dIjMNfELPTv+06+0v5VZVUitPpMExT6V6O9kTBiGToVwE+hgQYNKOjMpCUtpqXao63vH9tNLr055gw3FDxmD48tO1RWFMFpXA7ZFCwTrGd7gYPcf08p1Rp10ZGy/E/WE/3sRWU8UobMkxJj2wVU4FxAKcwI0ayiFWVT0hAhrGmnblGyuDFfaA+rf/u2FHH0ASgtXff3yMDnlVcUbKCPe6hFwdSui6t4QTR3Y1SkBd6afEW4mVlwRTWFqRx29rpZ1ArNxw3IbJypuY2v3oqcepmG0queZ4/Di5s3OpV7R5KUnDI1fGCQiqGlhKRJYPIJrJk8P6t0jUXLFux4XEE+YrGqLU7eil+17kELWhRexK6wTLSRwx/5+PnagKkoKv8iGixILSJtsX8uqd13aU9zq46FF1mHrpnU3urkVHz0ZwUklJ6kzjEjeh7vU2VweJUT1KZtbioUzFLPFrVrAPnjxL7JzpEjpNemgUJaS/fFm87UpjYKuqWtsaeq2iQib07Je5rSSppRE2O2/7FWgjP6NJ83EUxktDO0m6iZpK92UjzL0gyujJ6KCJjG8TFVIQhKfZcFerrbN6Ln8cq3+Lx1wQ3mGP4dsabNwpIY/qdCDadGizplFIAJZBQNCAwoYErFWNiJwvkYIGinHMrlsnVWFslvuLFZFxDIgK+rGN+bpAYkRds0rq7oTO+E2aV6ajhUa2yUipq0r9z+d5xPG9c5sWZATkf3zOVr9czhw9zJVbGdH8RukSO7kMB2uqCkK8hNSVGlSFcWtPdv00PoN6xpzKP5vkcms/L44SOM2eWpK5KbwF7q4KHoKH64qG76NJFRpoqnRTXJUpQ3HLJTQPmFbqmKoxT8JevwuST+ti+0umPyApd6ZVnnim9eRWmwbAby6vR5fGRanW069q+X4pKZ5cY5LF0JH+mMFPUMAnDLsQh1/JyPIw0TLdjkZswOAcQCNhyaxeFLCoHkCPcqcRGpdXZSOfGr/BG1LKQtT1ytECqP6RDO2tsTQUPWd4LrW+hxbP4lX7x7W9MYatQxySHjPjqLNhfTRrnFeCumDnTr4rM4V7EqBvvZCQeUfMpFVBwVXOcMONC4EuY3sp14pWVuS0k1KcFsmfgadvtagr4TPCYJu6zo7twsjLbjyLoiJ0RQB6zZWVF/ahh4HvGl2J1cH2IlVXqKzA89e0Q6qXpsCgpOcPXwZHft9J2RYUld2ZIs6siT+Cr8RlPPdrecFolXEO0AmdHamG89KHWDytfPXyLeCa9hhPV4Wrukz543dzi+sKGOOh6aY43aRpVj3ap7TgXKcT4tHae1plO1NRu/k8SL6ZCvhurhWT7aeXS7xqsvW+5lPfLGuEwin8l1sTsFSkZ7ltq6LBoddGS7visRpljxNaK4rznCOForpMnESF/NDyHqFqbbORHUjJaAarhszAclUeJu3F/EHVOFoEBZR+C2KntWQRsAmHI4WnW6hbAqubrg60QWXEz9GRpqqKIdFWOErRA9h1/uoUgWcAtf1g4NQg/9T4ummuvDvqirwIkJwO7VeOpW9TJHxyuCyjATcNg6FTNvWmLf3lHNjrN7/C4yLdxKFhb0FRGFRz8FtoDBa9QJVAt7yz6wbrYt7CI3FelqMHA0K832snY3KjDBKXhYya4uq9NHGUsx7WA2S248UW6YOv4p5J8UjQP8Y/gi6M+TLgtP00Qe/SOnqXwUenVx3o1gxSerJwjM4mPQ+DbD1hEDx4l8Kw7KxTonuwHUB64YvfMG3haDwwKN2BZXyhsZU1Ddg8QQFyXtwkxoSmyQblwrI/kHvH8Y/82XrEFJiAS42TnmpubywusCK01KUsGBTz/yJFsVWMg3n7TipsPi0jGwj6yXCtovc6Cu2A9gS6xUvxLG2knjYWaOYEma32yiy2a0suI6RnuzxxfCbAaSw4Wf8ngQwgBrdt0Jhan8rwNM9XYlCWCa/aWxBm6S9ILQsZt/5u3PAPsLWyaaHRkL+D3wF0J2OrluWBvtN0geYN/D1savKwqtD2An/KhPAXfJL+irKkWn2MZ7ktNWu2vonpQoB1b14FKtYGyfWN39GHxUGDi/pm+ywlC9cfJ5FVUcUwGA1vFx5PUshlbN2ozmB2M4bT2S/kPyJE3A6pKnZj6jqG2tVPRPlC/GFymMPwVZMCivHYVA7k4f9pEJbppClI5EXyOY6SiQ77vGTkwZ9RCzaffsY1H/CqD2cQJGais3P42BHVL+gssS2ercn5oENBMPVvZcN49jnCHgPIcLlrF1jq6rN1VNhFDGpcjvZP4UnRV13KClLr672SlzB86vf1dVvaFNhmZcCOtiQqAoD4pFHby1tV/swBFfI6WLyD8fbicV6t4/KycRgHpeKdPMSFvmThOoEwArTERhmjWBuYwP4giEIB1/lh3fUoks28wcfvxKxlbZCbyiGAfgbin+/nv95FP3bacgu79Vm5wJhBsU1yGTZ9y6oNW/xmgnHBbs31GIh7jXfywwfle+vHUeUf7Z/QaIsCcZ/eJnaf8vo36qZoUoZnHhNWEU2VUX7Z3Vjh85feEmVUm6fq5D6sVhhQtqp+yqChSDL8XXebMzs13kREOqia2StcNHvMwQba7LxACfEHYXTcOPYS3lvXeHFHLNVZH0PYi1qqIMcW/wfDGtL6+A9kk7kgqWfO1FMJ8TMJHvhiE46pXQCkgiD5XWsveGdvjQsjvVxjUvt22EEMpgLCQG00TWSIETAV+npOqY420hV32KAoYsUwpPFjZSHxQobx1pGF+rihBtA+bPGR8cbUyascIV2Ka/XAcwevnFVHo7Ys7OFNOpWLh6XC/CrMdUS6/XPkqTx/5cTgU0UA0uSldipSvsn4EX+2+2zzl7ZU/6tiQItrj9M7Sc8Opi61jbhkaKjE24QJqxYzdWxkzrO0xPWCespr9W3S/Rc3yNGq70VVm+emgsqBiqudCtf0XPix1jA59HK4NPaPpuYd1g3XtBP1gE/gV8m1UY3Ld1LqhX3skH0m4kvEvWsvLL/xE4SkM1f36j8oMJ2TRXM7TMN4V1ccORP8a6AEiDfiYfacCIOOIIMeuw1m6oECkpdpsSOZQq773j+vPan4qu6H/o/h/lO+jOr/w2T1ZF6ZW5kc3RyZWFtCmVuZG9iagoxMjcgMCBvYmoKNzY0MQplbmRvYmoKMTMwIDAgb2JqCjw8L0xlbmd0aCAxMzEgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJzFXV2PHDd2hTeO1laMTeJYsZ0AScPexN0Ld7lI1gfLb+uNEiBYLLKRkDys8zAajSQb0sxIsoTV/o3kT+6Dn/wHQlbx45A87JqR2okMydUkix+X9x7ee0neerppGyE3rf3PP5w+udlu/sX8fXjz6U3dKPtnzsDn0yebr+7e/OLfhdoI0bTd5u6Dm20zTVPXLrWITS9Vo+Rm7IdGbu4+ubl9a3f3W/PKuJliaTn60kI1stsobf5t5/K/28rdvmuU0FpvJ/c4bTe7/7r7r6YavVSz70wznVabYRgbvbl737x3MheWQqnt17vdvm162fWDfXWv5dSoVmz/4yyWOV8e215sv9vtZSMG0Y6+Epv6fDc0Sis92hp8/n1XgdTbs1h0szPkEOM0YVWQ/8x1R5mR4DMUOd9NTSvbbtxeYBf2QzP1oxDYh1fQMd8ulIT3H9vHcRraDgf2bCdko8UwYPtQwZdLU+3QObLvhW5a0arNXsqm6xZy/9NONL0eDVVfRKLi4E4KWttHR6BWhtZtqhmd6HQzidhnPZiRGJqIyXTU9071WBS6/+1ON33XTV2N7KdxfN+EskliIJVrdszpvzQrHYPOLbT46N+akDHCWzhrq1WFRx357fPIAVADn2IocOcicFY53HGwfGo7rnXnmVuKUJd9hNRQ7fYRLRrzn82MI2Xb6NYK+8wysSV453HsCXTqDzsxNaPspkpPLlijLwOJz2L2eXxceK+fOtsB3xU2x9jSGWsJXnqBRX2lMKiLwy1R6pXSbPNPw/AWDlZKYO9WZ+/scE8W6o1C4TycY/MwZjLQpFGb3/d+9mYwZ43aWgmjXMS3FlyU9h05jmb10DMidZ1oBrMM7UVrlxvHXiuA42XcQMv9AC0AU/fj41kBPQ6DB9NtvX1AK40YDqJ4fkD8rNRW8OokvMY6ILaX8bUo4FgBlIXWnuz6RhsJ0K6CmcYXvAt8LYN674eGWb7cipgKmNiERWuIHNPGxzE+LkW16D1QZvkioqNvdpyAz0E2PSAZtaHTKZ/N+YTKpqpXAYYgUWEHA6K0dDAtG8xqUdtY3zeD0ijgyWjiNJUAY1bJz2PHoOep7kHQ4JKhBfAtICiARMTdCKtPdvvRaGhmtDUs9tQ4i5PIe70GYUmnPDBCU4BB5/HxvgcWABvg3TPHL0aNFZ5dHs+1D/1YgNHUDL2ugdEDqvIkVJ1p0Y4IJpGoF4mepGUj20GSubRoRTDG1HUvCCpAwX1EEBRfQwGdKofnSf7cg9FRw6pRJ2X20AMsAVatoh3V035Y6coJ639VMwov+TYjr1aR0DNroqJErmeLZOTFH1ACZrZqu0arsNz5PnddXfGYO90rR3Vb6wnNp8ICyMG1BKjgARtrIU1uMAQiqG5C7IIMPqEHt3fWKpykQO0C8ldRDIYLNcRJBEBIVEpflW/LSA5gS8xP9EjWFHQ2vnWPKqJnjJxA+fuOYazh3JN1C3jnEscSRuioNQ7dEAqPXrpzxWyh0aiVkw6ZmsEJ6LVGk1CpBgZIdYm6VHgsZP4AaEXr75zWlemTgyG4ofejYIZl5pDLf06VsKjJXNC3Kkb7w/gYwapYmWYNikiAfW2t4dPCErAFKGBVu0sUSarAc7a+H4r62V20raWtQ6aSKwCpv3eLqsnoAvpdUhG6oNJSQ9rwWgK1rDeX+XByeIKyQLAKlkFhbglBgdN8Qbf5cSYvsQXvoIGarmXcJu2vmbTlaNdt2ore7OuK/MX1sFDUL0hz6hkt8DhYiAaQPdOc7AwTqUEdwKfOFFDdjE/eZwW2XqHU5sbcS7C2929sNrr6uWCeFpQ/7DT073EXJhX40oWZaWPRlVjTm3z+HcCcmknrewBtJaAXHhcNYJBydL5GdDX6ZeVeJPBRPLsJMSomrMu/5PNxQXXHw4b+BZu3xAOb+ZutA/Y5U4fPaVejaX/CWuJTAQRKlAqvKlVRw2PNwyDpkF9oFJk6yVH6S19rz/zOnhl+HScaZBAMozughZTWhJCoQ9ynld1P6OvMhUfMuROzHxSEzHkmckqcH5A14JTCssjm74J1IF9ewN7NSnLDDjghctqq/OZgM7QqUX8fUIdB1HRPKCec5ti7+Kkr5kS0AJaFwvDbgLaV7wtXHl4AA/snV78QSlaczim0UuMLpcUX+P/SAXz7/DUocG9luX/KbEo+1lVivKCdSWwfwiaFgWvdzGQ6dPAAGE3A12of70XxeBY4pu3SXYqDlo/RLEzzV/A9By1Goj2ULiQhOeL3GoCB/CdLCVn3s00jZgTxVcUXfYgNkLUqgY2AYFWHjd+VKrS+vF2uhXCbL1IOuhC7mAFv7i1InY7EauGGxFW2eFzRp8HsURGYqvJDehCdPj7fjLU0Da8HJhzYrmUKQYFHTFZXrYt7rI/Qm4doPZBtysRn8zpTxztbeFJyzI9OrkMOv75Dh/Pr2DxdI/UUbZ7KVtjQDP2QGDpVHWjvLZloqRzUgexjk58HcNrYr2/e/cXvtrdLf4e1dKCqRLEVfdO3BgC+40ZRcmiA2FInwb0DwyrUhUXdvjJIghJd8nmmZT+iGlEGcnaMMj1oQWwD3sM1M6LqMXKNRuUSbJdEz/SbGKdRY6NO3ep2u4dLLkc43TO3mJ61nfJcHAEqygtQPbNiGKragbaZu5NoLd/HjtIdotOcq+pNvSo4uPVIO2rZb//IXMNAM4pYBQPOb3FUd/zR9apwY+c4+hj874dHRRVy6GqFVNcZlW8qdiUDRJuvRo937dRoHeGOlfzNfOzI2ohg5jgwkWMVIw2STjJV2foS4QwYuY1q6+SEVNuBVje2rduPgx4GqVE5KxZg2wDAcbmvZJ0qmRI01zpVvRMxP6TSQ00JWHHg81UVpkV6dqF2RA6PZU1mijqNnap4s+jpiOppA9/DuN94wcHGlUyMo28jjyf2owdmuny7MylmbsyMenYEaalyu2tfhvxke98nTqnO4V56xUYi8X32qMN6CG9ROFvbojtHwSY+naR+TJ2nfVD+MIZNhYMdsMWnQ7U9DgCKemTrYmJHa00mm572OHQ+Ip0tSviOjmDw6DJE7JmCcq/jwZImAJL0r7T+QVYgSi3KXsWqrByyBGBxojD4JZo4nIlKxvfpTlfsu5fMQ4VHPtZc1AFkPw8QCErWMbbbMoun7gKl53xrhx+u6iQvXfqZoXfOVIZUsHxqIY7LDtyyYo6N6ieylfZHhnbJ4r4/6GbJqTL35BVLTGw0BifrJwZAjTysHVEjEDD+xdUJHMTae5vDGfW9lLoZhNjszf9bd7pcROGQ1DTaZ2fvnADGY9KpMMtm0AY2zTiMvA99P+szPvHZzrwuIsO47W7/CNWfBiMJXn9ii2qj4yvk46VSCzynKEeeY4GNH1M5eB6EGqyNV8s+nOhReKAr3yWbWL4D6alQYmVBD18EAqUyyVo4qfT28B7QKW4J22oNi1uN2j8u/W775OjKs51p0LLN7bs3f3uzk2rTicmwzbgRWk0bvXl2dvPBFa5S8HsRcrS6x6Zv+2Yc5msUm+UahQ4suhyYtSw66ODqlq1WBhBqRvkZ5aHoCoDF4PuY/5AvPfH8RnnA7Sq7bAChUPQrujmydp72Gs3CRiYsaLB0gNJaOZa2p25Owm+V3UO6abJ2TJKvDTUnoc9PfFbziqFkYxR2v2IAeAN2rimIyfkl8MDFFSvI9xl9K+I4GOzw6N6y9m7iniXESI5d+Xw4oiso3WoqbjqCuhlc3J+wKnhUgKhfc7WlpAA5+cxNgIlWS5fqimGSK+NWv/gyHFTsRuez9hgk1GYyTBtgS83HMixsmRctXnW9sHY83P6SfXhFjr1BrmkjwtL61k41k+pN+z+xi+XUy377J7bTUrRq2r5tqW5gc9r+qSmotNBye2MXoFe0XbtR2jRpsFd74K2m6pBq4HrwGapVXcjo8tR+Se1Cqg6pehxD+iR6UodLTetYujd23dI9gxXYokvvIH2upUy/0lW9lclShr2H5erdW7u9MtA1TL15XHQinLneLPVTvzFAJp2f+aMwN5+Qp0/D0w1TcdtZjl555efwSjbFY9cu1IrzIFkqlIU567qYqvqQ3o0TKW1vFsbSLcywIqUnMZapS58HFWZ4wF6T9LknJH1us0w/xszL3qhulZmXajKzZaTEGaOLJPfKgJ4ymrFPJm/ClA0qnZxF/lwqkKqXIdVIZZvOcF7cpA4sFRrM5t2n5vNelJ7nnaSOLHUSMVXKlEeK0jOPlAPvzPiMUuClekAUIOlmbaHpMzqU6cfgEbN4jY5H/nHGaWWWvJ/ujC7T29q2P4uPb9vt3UYOxqJ6b2cUV9lKtX0nyZ835ifpkNwM07KP0bNHbTSgv7Oyrw3j9ds/W2CgN6l/adekvtNaIKv9eWgAaqWtvht7lbRqLBgpjcYqdmJsxrHXla5A+3QAaVM+//34CBQywxJmGvTkKSRGV+m80vn1LRnp1+cBEqEoFIhvQf7Sa2OiTY5UpiXoyPuOKEPWu2KhdWDQmSoMv4tG5rj/17EjH4TEz8JT4xuHcm2Z2+76tm3aVgQAeWq4vZ+lQFmufhKYf/752P3s5OR/2sLh56Ob/7k5fyP+7wx9DFh1Qs35XpWZ+/bbN6tZDkvNUbJaRs59SPwCCFuS8+OQ2/rchpHTaOOGfsKTc8EM4ck5/zQmrPs5Fw4/j0DOYbBaRhx0Qs4FCDsjiJnaMwMhSV8mv0x3o8jTjwCEajL58scFQj+j8P6nOwMYWowHIKlEt3dX6veQYuEV+gKDgcK9acE86k5juzeMeWHeMk8ctROAdVwJlb7LQC/iz/sx+2c5vM6pAIq0Kmjqr2yn28G0P9iRDP3YDtBUAd85vN4KRaNA/k1E1wpA3mIS/QVI6iGJ/qzM/awKkJ0YECDdTw+Qxq5DgAw/jweQrbAhRH4EgESJ+z8h54J57YAA6X56gFRCIkCGn0cDyDhoApBKCKopkvRl8st0N4o8/RgAqcfGzdbfRsgAeLkRoBDxh2t6awgZ1T/AOni/1GpsA76qoNYYc0YaY4KoNZFnPmasdysyks+9VZVQJVqUUPfTS6iMAmsLh59Hk1DDqk13XAFVyjIpzPgtUOkiQQjhPvSEi8riR1VZVG2Lsuh+elmUQTTnwuHn8WTRj4+Iomx7KookfZnlMt0NIk8/hiiO88TPM9Pt5nOB1lv9NhWVKF8gKe8x+fL6QRd8BL1u5Dgx+fmATz4Iy8IGX+wKcbE+RxAX99OLi4jSYwuHn8cTl7Gfd1SOKS+dsv5QnJYPDy9okXxfVKVDTB1Kh/vppUMEYVkKt8ejk5OOMBoiHu00UfEg6fOskvR5FGX6McRjEMHy+ondXdR6FGixv4Na/d4slr2VhLjmkCXltR0Z0ADV9W+go6NU9d+hCx3UD8PifeGrZsWrEvrKXRHH07UbkI/5hN3QA7qU+neORB8fRqIPSpWwvn63y77uk8CrGgGpjfg0F/Y/jwdIgzy6C8It4CAIt4jqs2ek++w6K7ixEBGj3E+HUXIKkGULx5/Hw6gwwBKjTHOSuRtYup1olu5GkacfA6PsPRmnXH0S1WmQIJDbGh4RDIC3vt7GZNTIAQU4uqy1QfUIKPpT6jGFAhGUbb+sx3QSBh0HI+KqT1yWsX7A0egGAMAKDlGN2MMdDX8fOPs94rsAjeor2ydh6/zFgtj2Xg7xCXU9tsSx7zWxc9ml1ZaImzb3PTAUvVVHUTU2vVZrXgxW/UfE7CbaXtWLYYRIAMb6nw5jpZ5GwNj483gY27c/lhcDBJmSM65qkWAtIWcs97HP3ddwV05aAO76nx53jWgh7oafx8PdMGiCu4YLmW7I0pfJL9PdKPL09Z7DbnYFd1XcE/2H4OZ9OyLa188o7v5FlPQbiUewzfUR6rn/ENSVcuo/LeXs46ok6WHykmQUIv/zsfs5juhtiD+vOvV1AnpJCgQ0hLiOJB2oWYqZqWBqoiR9chiifh7VO1LuE5/7Eb5QkalIWLvFC4Sdf0bCzoWPSVgnU5yw80a7kQVZbrT71HSj3acWG+1F8XmjnaRCg+lGe0jNNtrL0najnaWOLHUSMTXbaGcDby31++xgjUsfxiVdr6TqkGrIhOeBJKvcpWfVKKy8i2dCvSAWtSzpeS0zUXwtcoBzRYrWsqTntdDUda7U9HTqaB1gykhOPJmaXgmFGM7zoVSjrow93j5dvyTlD83VT6+6WmvhbFyBYfvfcPLyV/Np7EGWFyKz0NHJvQVySSs7nu6aSoKy0qOfUPhliC0Kd4BrsWsqt1ZdVelhv7IzlfsUcPqUns3k5x2Ta4mHg7+E3mTHHH0o1iHe9rNnyo11OKWB3SoxPyLpIK5DrbfkRsH/sBmpxEpOw/r5ol/xE6iRdjxwcnYENLRbOYzq8u/AeGCi4MBuZc5oAErWAozmGrcpLmhdhNkWKhgeHe1VQbi4+TA/KBzCsM6V+SCj9rbyBQvgWw/RMTZCDUeIyJpcsEquj7nAHsmFXX8ivoh+u0ghvXUIh9zJyfdagChhkN9MQiW2ajyNnlwRhVrpBa0U6FjUbtdq9WKqyy/i3Nj8exyQLpJ7JXMFfeUadBoSjZyrLu61ZZfX6SXHb3gUmMPH8auXq+0A0iinrxl54oSPu3b2fqGcxNcuGYhBPo1gmwSIJfW/eXSN5fJgmwa3vlIkQ9cFitOQf8kpF5eCPGibZGf77ZoSsuHaOl2+kngy0hiIYlIFJplajWaMmJSEDmRAEwMO1u7uhNTkXrrPz0ZaByd6ETuNMHHVmHnJvR1yKwZCpQEkRXnGeD1QvwcnHjoouU1EbmHyYBtrN0ZXaRFFDDmtEhudyRiNuvcoXO60d8mSeAgZzK1eHq3Fiy4xxHGdMTyRbumwfF1cC+Fh2WqBWommFK9Nl1cyTfFpuZIpixuZKj6u38i8/YDfiY5XKb9Lp9K/+JLdtYSQNq92xkQfWzFga6t3IaEAvwsJ7HiacGbeR1v4JUaHOVwv3PL8Pj4+ja/BLdVvkvtKPvUiXM3kLYB4Hqo263jtIipoLPb9sZ0SIiRaQN8Pyd1M6XaexDiOb3w3c+g29ipMTy9mislO7Byx0hawjJqbw/OXHRLWS+5des2zeu1yRY21TdgIdZNOTN/bD+jEXP2mfwaAdhT5NbMl7YLiJ1f5nhfvK51xPLndX+lfxUheegULxPdhgXgaW4Jrn0X8yyIQGOk08N/T+PgCtEy6JiyRRqw1G2IbJ/cgCUpSDbC0bufoldBBGu4H6AvNAqa/yuPC+PVjZrGxru35ZosPfWQ+ggu6glYMf4jpdEK7U49Xy/qLV1ddd9c/vQSTQ4yJ6oezfAOlxChdarQ2qCV8oecHNMgWljGKpQwfBACVNcZCCspr1UpWo4FvkWikEGs5icUGy2Sm0OQARUP4Z0aSjQAvEyyDVK61Vb5MlAVBs1WoRSs7cIf8DxVQc6+vqo0QlehFnJlzVlclrhIDuAg7GCNtTzwBhbIus/DNjpaZ0IcCa1ea6fVsH82t9UxXjyjvGgegqsh26tJwr0FgNQ4ZVdvbVcBJwcPNQgH+IQJqL1+H2A8QrgHVvLnBXatIsPQzKb41eLydOilJf2hY0EpzFLGh2roHwBVIPunnmKYZ2rAZmkTgnckQvP/M5zQLkowfbAoBevMYb0sjFZ8fj4hRQ6gYxtLnX+ODAWVQpjS4UM7KB8KUVOPPh+Tf577woe3WTGgeByX2FUAN8mnQJwDYA1seRAdcg+PiY3qWySpxDjMDkgf1EdZdKysWpIv3lYX9q1iQ/wbrVmnULcGVogNGN93Uy8Qgg/A13yAvolXpU3/jt6wA/7/DWLm5JTpH5ZktUZlEVvlnNNxYV+7TAty0u4wFllGrGD7HJl4WI1wW62gw5iaa6Kb5LqKpqX1jE00Mdq/cYJhpGK00MXkzreuarku/aPurEKoJ5rcciJ0UEnRoccGFEjCDd+KwT2PZb6i8+xpCrN1gWbqOLjusv0xNymXnjH7PVie24cqHiL0i5qqjHzZJw/YsRRNP4rdUZTkQcvHQl3gTjcq1lXw014MEfDMXQngmPSQ6IeSXMU4z/E2iBfGoWaTa3NKpRRMaRU3rCvuidX3LFUi0Fu9BFGIie6x3XtO4IeHXoNbERRmGeIzIk2UDkAoRcJLvbQatCYJMdqEFHqQSIgdNoWhHm4UuJk5QEse8Hm7e1VXRjys7GVQBvlpwQRG/eifit1/dUr8E/hBmwQoBoi69slX9pFxqUbrIeaCDgXN2iI/EZWugUgWY0TGfB+rtQ9Ex5sMj7EZyf9J61HCyzZEaLE7GafRuasPlSg1GL75KiM3abmwowLdjARzhgxCAo32yjfZG/F3bp2MS9NJtpY1Nr8g2R1TxuJMo1IQQknwLIfsuRPEpywrguv6vhr0+YWSjpybgfQ4A1/rQpCdL5SO75HVO/7Uv68ZEGtqMhl0vgvVbVxYAThL70bM4bvy43g3bX87fAV1CP/vPIbQdnBhKkKc3yts4JV9BOJI6ZAPYD2KobNZmzn1jXZgWQV/6tmj5KmdB1sApNKVX1SEI6pZ+DcZXUNOMlnGPV9GMvBrHw4TzaktPa7ofkWhGtbrmIQz1E1Quv+alLmLczZ/OOHiWKlGMAAmIDgMdqGlGhzWvK2hGpAFIheCHKlSQfGCd6UhxNeDqVM+KDrQDb6gj9VjXVXSkg2eCrnDcxCk7hxWkzn6jZZPEXHZF3evRq1WqR6PRi1A9gmjC4I/gOk9Ujyb6FhTtWFFfq0z8OjTK6WtqR3v4HoCvPxZNPmFLvtkEilRyCMNbW9dTj+J5FVCPiLvtjfxaM9/E2P6wuINAJPYDca5WI9cvzlPV6Pj9FB4Yu3YkyufTYyioX9EOQAWJhlVqBddTsHylxV5SHVUj3bgfP1GwfFFoqji26lTvwxFlI5deT8E6OC3cZotNJRoWmaznxXo8f1LKf2vHmGWb8hMq8FJQtoRDNHeV5H8Biy5WmmVuZHN0cmVhbQplbmRvYmoKMTMxIDAgb2JqCjY3MjEKZW5kb2JqCjEzNCAwIG9iago8PC9MZW5ndGggMTM1IDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnicvV1Lsx23cS7nIUfXLiVxJMt2pZxTsRWd4+iOZjCDGUx2lJ1yxaVUIotVWUhZXJGURBXJK4qiKtLfiH9N/o2XXmiR0s6rADNodDfw4cy55FHIojQHg8Gj0fjQD6DxeNc2ndm14S893Hl40e5+7f99dPH4wjV9+LO8kM93Hu7eun3x5m+7ftd1TTvsbn940TbzPA/tWkq3s6ZverOb7NiY3e2HF/vvHG5/4j+ZdjPnNhPl7vrGDLve+f+2S/739v3hcmj6zjm3b+PjvN8d/vP2b3wxbi3mchi6Zpj73ThOjdvdvuu/++Wha6yb2m5/vXxmur7fP+LHnX80Ted6s//wcOmfxtaM+3uHuWm7eRz3dw6XYzPbqev2H/NXV6oA4xo3GLM3nDquj63tUg3D/m4o1bTD5MsHrz85uMYOwzzsn/LrR/x4PzxO89gOvi9Ukiw95dTFL83rqXUhsZWPVNLMFOZCH3CdV6jQ3zB5VKOp0M9XmnbtlH0fy//1YWiMMY6abLph/dq3Y5CJnx0u28aaoffDfsXJsX3TOKVGdYkUIYMogmo1w/7Wwjim8+w4DJ7nFlYRQ33nMDa9691ERA8VXMsmpsf7y6j1fbd/wt+v3bZj52Rjn6RSRVPE+09ldzvTuM4zoKj1A378RnWL+i2ocQX7Lal4L5FZkOtpSlTUSI/c228gNURdd9EwivdM45IEg+0l5SM55yGQi0rVQ0+lQj4S75/Wmk00FNU+PNjG+Vqdb9bCL+3UmH4mfrnmCRPpOo3DSCxvppXCvvxUvJ8QdylNvDTT5AHQhSp8O/tmcP3usmsbz5pLRY5xZeDHhuGq5dQ2IZeBWUdOdSlrHxPNMvU729i2MxJFxNyWLHTNyczbb/CUp8J8Lx8eLiffsc7KYhkQCdumTuKEAL/PD35t6aZ5zsCNytecLWpAfWDWU6ydoO6b1K5HsDIMtQIrRd4vEJsL3hXzW/aBSmgVn14nlmZ63o9Y1jfjst4uLMO8XwVLKr4KljTlqqhCJYjULQytosZmayjDg4RAuDECha9lu0BjRAV3Eb3uHmnhMu1xC1tOfWPh2jBKIycO8CtR1lPMEqI7opN4HLaaYyKg2dATYhq75rT8eU9EWrr7FAPeNSGZaNVa0+T6HN4618xmQTcvD+bLbk1EW1rt8YRmmBtzCSyi24cp633OKooSX618NHicE1nvyqyEAWK27xjbauIWwVQFkJSQQHkF5H0g8YTkQfG9oJZIZXGBiNXXkYl6IDI8Tp0VKCkAkZsiEj+Q9XNn76e815BwQsoRDCuWeO7MCm2dm5rJJS7lVXlLIKvLibGmmogCkU8IE/T+3UPQVObOaajJl5QVa4C0hbGmoQpsVHAuiQKXxqRpc+tJuXR5DmbqiERenHnZEHPtDZ5AQpuJkDmqcdTrYVQCPoQ8xZD7MSdCJaLjRIPe1/Sm+Fq0ifWiL3LAH1s1j5gQFTaGVW3rWDTKAnXF4wxFzsfpK4H89yBvXMECmLk+WXHdTI3tacLck7xJVBE1fZ5WBcyPuM6qVEAZroCsIuY+r+P385KWFeZm4gNrfpUZHd+Lyam0DvqqpnSAZr/B72GvFYVT1oq4J+r9aul427sbDQezACZMHK5hMJLIuygGmKadRuIXpdPHpf0Rf8P6zVVNhZm9KDqqRT7X87MlXqQCRX9drhOaBeFkNI2xRq7XogiR4VZF1AdLlLK00PtCp4+mDIKZTBBbaj0CE5RBmVWEKYea/a5oF1ZRoBZ1JRNRvUp6AIq0mDQfYEa92ljHUmWdLCzTPGIGRstx5cO+bdycdBiRs64VxAyfcAVYw8d2HFUFRg5uLAJ0he1UgEYGKkBg3xGdL2aumikoQ8VMQU2o1CCACPTSl9BzqtBYGv6MeynWMgez2pRV0C6u9cHAk3oz3EzJILHkjbjWtc3oJmYaBUW2a+w0K2tKYYkIkCGA5H5SDAT8CKz6HJmJhRm5rqREwUpJIbm0pjVYBqJvajJYNKR+WdgWkzFtNX4AEWpLF2G5RowPrL1YrEM/JOPdydeU0BSIgjWLjOg+MOvVjRhx/es4Vejfk2TcdSn0a1eyCAsWn+H3TRKdBBCI2WBQW5WQcwOTM8AnvfycbP5uEVSJSWorIkZKrVooqFzdMDhKgDLPbiujEjZtZSS9iYyb7oRSaLShL+RCmExiGCVarY2yo4S0RwRjSXaqWkqMp4VnRSlFaTzxBTZzP0i/lbJ6CGyirEpeAu9FBRDmxOTHMo40RMRSLZ7nmeQUs36KcEpIXgyINCi91Y4xjRNHIE/UWlMw6T3PTSwvMt8qUjCHPtlUZsRsWGvtjwg9k23sbLRraOVG1wytJW6EKtZHkvGBs4enCDavKPQRaw61GjdVNECUhcUR5iGMdPcqKEN1fQQbi7vAdWFlq0C0Piogsa7ThLpImj+ghkPfFmLTfl/T8ej9+r2181Hn3WgDGxO7OGfZZ5Bg6t4hWJrGvlNjrOCpn4LlS8GTQJen/FhR6JRERVZbrcSNvnmjNTJVq4GU4VNZGxsPEyqwmFWZn1TWKGWmSl6oPAo01FbPWGwNYaxnI2NpkOwwnw1hCqkJtKow+5ZYs+Qc5FzH79UEB9aUO0m8YksudCaLMqsK5EK1Xokss0RQKqDqqqEM2GzLBjFBloo+jMutKZP0XimTwGQopE2tTOqeLRl+j1DhGIRpDBWFngRmlFm5bUALxHtehwQ9BW8wta6TeLVLXs3BGW3JXMZT2LOoUdOY7WFZ2GQcNRtUve4e7hSaCYAStvLSruxGCVDSrkxSE+CXiHCzb+EwdcCOFSfqksHpvTs0Z8Uunpkftfs9fi+UOu0Liu9LR3wrp7wAxSMCltTZiVtS+QhV+X11m1F8LyRA0QCotAqkYHzZ9LlQVeMRsYsyPABQpnb5yLWbPvpUlkrsLtZ+BZXMYloWkwp4IYuhWteZNQ622pVLoFvhsniWCyiE1N4WMVGtcNkoTBSZmwI3FQpSXysgpawQxgovWZ1sVzCDnvEru4yNm2YgayHtsCRWYbi/dKYx7WJkwpAWNFOrTV+brvZCzMgFuM+hrplNejJ03U0IqFGP3uNtjmx1ElMdusUFVn3E77dMSewjxHsrGfaqmxdpb8/jfBTrnsEtH6hCOGog82Fp2c9WaegDg6DyMcRC8gS5ppuzHW5mdZGJlf1UZVZ5slP73oYNwKYsaayFQsbJ+zQrjguscbE3D8kzZzTVSctCiT5Yff0KWckqG4WwMxC7EHMrR+btE0D0VbS8m2ZsHbB9ScM9VaDFhEcV0AoeoHZSctiNPIYC1njbUNVLSFBmElCJnZRiV4KQtGgr5ZimzLol4+2L2794b//btNtcVCRGXqjFcKNGsbcl+577lIFIhI58NcthDlrSxHuBYje1yJMLk8oXIh03RVmMeBcOgk7obhWFisd7FaMi3KoFmopnKZQ3RLMVOG7uWCdtxgwG7Dc/wSqYUasQT6mxd9hOhXGgWOPzxm4bK5fH4ML7JylTrWcxun43N/OYjnX4hsRjHW7Z+udFxEUe4UMgxqYvzOyayb/1jTFRZvnOoQ82WF/vn4TJNQdzyZ+Gak3X9vP+z0J3+94//bnP2LvOmf0LS1P++fbFOxdT1+6GsRuacdoN/u9n9y4+rCUOKbGbWkvpZujmMrcfxp6zO2PoxeDpkl44VaNtp7UMz3Oy7DJ9LSSmO04/6QzOcer3y9me5UjNdw6XvZ8B0zj7x3Xw5FB0U2MnNRQ/SrT+e/D08/T0gi+49aje2/1PvbDk63Ae0f7q4DnM9r0XBt7/LLCQ9TKU238PDuBlNztf8bz/Ry6Ah/ovEyf8Q0p7iXlCsAeV2e3ffxTr94j6t6Ika0fPwX3imMcX/eS77ZGxDdR/eOE/79LPB/FnP0/x55I5/fz44j92j04YJ0HobJwGa4Jeac2iXoZp8kKYJkvb3nm+kqe+mUZR8taI/kyMqJ5Rtu2z6bAycp4aJgmlmimlO4vKcHbg1DHNnb4PsyvP7VNHTnVpuq7DU+T2yMipfatna0zXszUOaZiVo+wkSF+6E9Mdp68NB+mSg0T62pgy/Qyz3uuCc23Wh03gXjulVSm+H2cb39vOF+l73iWJzGfxkkPAheVxtNP6qHmkn/sSYGNiCbB57pV3KDXnnSL3wjsg1aHU0XDq2Go+y3OvfFam9qAVPlW0Ypo0Txa5F54EqYAavVPUyFabPLdPBWUsg2Ic5mqQ7qxB6Z4gA0x3ngtBum/MhNKfl6s72+1sOyxMGfh6DAuFZ8V23L+14pbtJw9hY2Om3o5h9QgGk3m0+79eVp/B+VXhe5xVML5fK1Jy/M7NRubw33lJfRinef+LkNePj0/9Li8xL/GjX+1sM5nW9PsXubAf8KPIK9rz/fSVaMK6nrX90pjOTM6LX/sfJ5z+Ibfw1ZTITy8fbNs2bduJ1c44v2L4CTauq10c9vXng/jTr8n0M2ROP09d7eoj6VslRnGVCE9e6o4UO85BzJH8YQ5enmntSjn/wjRDt/8blkMgEV9Oic0yGt20fz0l/eTg/+epOSnZwbeBqRknBVFz/ZnIt2Y+IzUHu/T3WyDoMI+65PcEwRBbeZBqBSEiChAh1p+p52vmMxLCtmMz1OiwAKFXoqEwDtLjFMjTVyAE6XGQ83Tqc57+/Mv7MHfNECW6ieXlFxnxvgsRRuCgkAoYd74XthY0/dx5GA0PZsGqS69p2vD6+wjWRE3/D3D5dwVcrvV2Jiw4S6iAY8j4uniqIWPnoUQgY/xJyNhOViJj+nkeZOSBPTcySpbRyOgls2Z1Lj475SKwEeXijCDKrT8TqdbMZ6RcRMFvgXiD8xqUJt5z0SniHtEpIgTRaf2ZCLNmPiOdVpCskGkByXYaoLQI0uNsyNNXkATpkQfydOpznn4GkJxc0H6XQRsOi1ds7DqJgQJXGNp+wCD60iFEN+k8HP6UMQyA7GAl9C0iRjuGsoSIKlD4L7jaF6Gs+QrnfTO164fw/U+oN6t86FfUuZmEFPMq4tZLuZCvQg4Uhn5UikB12GzHXsJm/Blhs58ZRX1m/nkm2ExDfXbYFEykYNNL4q5plUC5QfVXiZpNeiuxJOzMc56pXodQsi2CJvrHmUb0X34ywZfM56Q/ge/5hyCar+QQvCw4lwX1Z2fdCLFEughGRLrlJ9NqyXxO0kU8xpQLeOwrcwiPUXqcZnn6gscoPbJFnk59ztPPgMfjuMSKOgmPWf4UeCtk1m2F3ad2Q2PCVhgozJJiPRwXL02fFQqqgiKyQHnxlegtUPIH2WpOPG6omPTy8124usDCopDuzEhCejgRVgjpwaweZXQ/oV5kW/sP+LG0aPSkWHTUUmWfXwkYnQYSWRcLpWcV16ZDFj9CM5xXrFfS04+pQoUExdsWSbBmDnxvpwii67SxZPRffrqEqUvm9PMMi9hswykkniLnA9HWk1ZPPrFkbVD2daJYJV/x9pXthUrQeIWgROPlJ9N4yXxGGtNC9S3Q2CO4UyRmOkDKvYkEsMrqxPSK0Ez0Wn86XqxC5jPSK65OmFzL6uRGA1cnkL6sTmU6zasiPfJCnk59ztOfx0sWVydrkor32uKBHoaOPJABbaMLMzciCyfnC8i7siEU/hxxwjF5RrrtKqJ47wabRPE2/XwQf05W2nb55/N7MhdRPNHxbG7MPmzrHtUInXtFeP9QXRISMRd3ERNz/Zmot2Y+JzHjknB+eg6tb6QiJ1RiPE0AkX9GJGNf8c9FPtJifgwA8JTFgakdXGiC2stPpvaS+YzUpsXhW6B21GIEuV8WDFgSBxFbflFbJxLpFh8hk279mWi1Zj4j6eI6gSk3tc43xbrM3T6mRPZWLn1YE7txZv/v0E1lbjOYDqZamDpzqv9OepbL3MGzjFIdSh0Np2ae5SL34lkGqT1oRR88yyk18yyXuYNnGaXOKNX0ghras1wOVRi/yXZrYnJhrMlD3EXhjiWGsY6J3dR2lL4Oa1lyTM9KWQc2poZnJ4cQlLKm56Usg0ileHB1crjKUmJ6Vso6YFSKSz0iiCpKWdPzUpbBST0aKZ1ma15KTM9Kwanbs9nBMMzB0j20XiNcpvEuTGO12fUWPoxJwUR5C212nLO6HRdk4GAcMHzPdkCv7Chxfiqzsmk/vn/mY1fxez6qIDZH6z2qMecf4VGI8rR7JzfmwpKK6CKjMTqyMDy8+ARtKtcV0KnL8hRJsdOctoe7IW0PVxFtQLBNUUERIbA4WaYOTtGxI7yfVhV29Lw7Di62ef5S1AVPrsODpbrj4Dhq7WhtygBPeeD4zneyEy15TDPcxXLb+klbnfGRiMohUhnNeQn1OA8eg2QEKDrZaZkRXguPbhhtLzM8QacXascMuinAmjwa9d+igf/CJwMqZwvyA/6e1Y1RH97kUFV5dps3b58SySKLuBwa01NsSpOOLITXbxcHGULq70RbYFmSOL86dH6MzGRkC7N4BW2Q++f9v1diRcPYjAL2INRfVWtb27gG+h8NPo2MAy7wfH0q5yu1TrWDAoBPHToetXXkhyPvJnZx+3c5fNDbzLMigtbvEJs5HeuJEuUY3aqEXsoiny3DNG1HNoPhgnQ/UrI43KU6IsPCxM+2TpCLrCoSAOG1eC+iO4neiNZaPrPQpbpEsDOBKVkfI5FEDWNeQzgd1RLSGB7JOa6DwTPYEdO85tvv+XlgTuiNH9FuDnGE5uI8lNf49LF0EcBdxG0VQpcIEd+lc02xf57YWbRXijhYLF3ZySMYmKdY2sJZbDGni3hOWlATJcEbI8T7RsMSRXdMGJfFXh/CBtEkioYCxGmuVEA9smz5XvRqWxKlQ1wnxYxYG3sk2s/6fnOWushtY2MSsyVettwrGY+hdjkF5fwjFImgyFUNXpOiQR4NB4sllycnlL+SpyaUyrhKKLYilkQ5ZiN4XxVEL8vDtjcSRC/5sBWAQxxVMt0nIY5nyuOXKeCFmqvraTSvVLrEKuIYeaQpHdwDpzS9+JTF/sHx1pUmd8nHxQHW3MlX6AWhrhKCadiykw0bcATXiqOLtRg+IDLQtXyvFluqAR4+FO8tl6Cg3etdIXRJLV5PectFvH2DygUCaUC/4mKYI00Xn22f/6Niy7DiNzzdrESdtSkmiAhrhFf/wZQ8uUpYoK9KaZR4ngqrijqVS4I+QDMviygUi4YRCnHWWyLMxVOEE7jxWlgqTspnshJ9pUS+JbFzuVhO4m9NfY9FVUCXQ+8U4nnAFByaguKJKfMGDhhGQy9BY+tyrjL6cq6TPU34UJ7PHwegT601nKRPrWe80xR6RoUqlOAlQF/y/v19Hkg5P18thB8Ok6qC25C8UZGi0mPtvhxqy+2DH4fRWnvCRRXpM8dallhExfSAkbMqsxJVMCr1cl2lZt/N5D/FH/3bEl18GPrMEkFiimghDt2S316UorrHCrY1nOAeU2Pe2Wbk49jH5BKqpBrujMrCMWxFizkI2sRrigjmqi0nVK8MXE3DJwLjTrBWXJSCKUoUkqsRVYlWZ8pbuNpvILxBFc0wpFeMy9Sbpp373cnxoMvorgEjREhBtkErwSS9V2Zwis/wJFduM4wSyMQyjpAwtB2GV/9MSs7twEr0OQ4wFT2tjD2zDTD0TREcI7gJGGkEBKuLdhDekzl4qAXUxnmvjqwH2t6E4yzWQknoOI3V+BoworaoVOE7IOUR3Rn4DmKjTrmNLMXpznk9k5dZocXBj3Acxtz2Wo/No2ItryY13/XOCosvFSrEK1EqDH6jjUZUgAzCKOCWXosIgnWZKeZFEaRFTnglES4Jq/lbjoOPUxw3XAFLz41av6jWXwLpEKuuX2koADY5KhMHJxIZPoAD+AAREPuBFK0oYK3n+JxZPNngbClGOPqRFlr3Kqp9NcxtF+LBV8Pcav8l3QDwr8GaZ9rWSrwSXwF3ibx8zDhZmBZGKfUtMScrxl6FBcfvO7kqa8Y3CuClAL7P7hxbo5wxZSpqMQaoanTdWG3O3qJ9mNPDPZMiA6tv10wJPZPSzbH42lFhSu6S99OPqmDVU+9FrYRvQ1o5sqkpmyNAFVUTwiKR4ZnD1ILbWDHdKhH/QQjySsD/zYsfsAB+OvidEKUJVQuVi2J2Riclhd7r2beU7HpfJxcDvlygFv6x7xrjdCQ1EdxMWNPEJg3hOrASEkB47kqAb5Z1y1BcobKkAttxljsp3kgikDDUC/N9mzcn02yrF9TWI4MFRK0Z90jyUQ4EEDmsfh9cyvBMDoRTtrIQw6G4YMsgTJ18X/MfEJ+7ZBSe2X+gtNryXkLKHe4lJHXqV0UIvHir8OJIc/K2iopDvYh6mQVLFlz4X8lvhhc+IdneIBhoNVoyOba1AzYmqi08x0e9rmXlV+xUrz2OlVYXZMoAl/51MozhetcdDHy8GQxY8KC4egtKtKUX3UtxXpTdHQ2DV7tKhvyxFZUDFZUQUl10drz4kp3yNejGN0dkNWQOp5j6jA6nfD9KLK16p1l8X71LOb7HIr7aQHGzm+GOlisyLGLBtN7tsi6OQ2PndMnXRzxXKpewU1nJsZpda/Egma7LQPC+O2rZhEE9q1cTkiVC4iCwSVRiwvNVGEISvRR5hcFZzP0vk8WbzQK8YIl19k1emrY2Nzq5Ohc6SBa2U6yNqfr0Wl/qij4//h5ug1R3IZZwuu16136qcuuhkj2lSybpv3QBVMtnE9XuFMr5mEt6uiH8167ZoKIU1mRKS0gU7YcXyzyCtcKIw2qL4/FA+mrvADX1Q7RHE1+79WhD2lb3CzDsYoCFu0gpa8UXIWhRje1+lFif5CqLHRQeUQBY00yjyZVCm11RgcR8dX8rlvhNODi+XrtqiBsTMgk7w2MpxRM04UvQBTJ9pWQedJ+YlNUow42u/gJ48hiK+AIw/he5yXAFX5Y9sHE0p1nfrAPBp3TZ6zjJuFa4Mej592Nnu0HiDVCgi31F7f0MbBeq7rGJt11FYjnz7ECBisU2T7gnUOjdRQBtvfOmXmskS3Gp21oo700C7n9kcKkJSWCrd2WftCS7bdsYindaD2V0k8cMvjhCjbuZHJ39Soc4wn2EPV/qlQlgse/q3o+ZLlYtqaTU+OtMjl7tqunrigG1tc3U9crjJqBCaIO1vUC5QFT4fpbbGLoj50rovokH+c2u+goGKNDg7YhaXQV3uEKAqAVSByqobJXerEALQ3x9AsDGnAJf/yB7QuupwrxUKLxcWuuPZPLa1F0yXgzD1mb3e9KRaQ/I2OVPX6nTCVSvgFV1oRlAteJK9sINsH2dKmWAppm7si3kvdm6RKJqVqRun2DuBAAo6MIIXbvfPjVGlKrXlbIt+MaeawShTzdkvWr8+8RlgreIXTpmF0EWuZGJ1L1yS5GZjnPAMPEWg+p5knB0blQgJ2SvKnIZF87TqX0Hlct2vuZHHmFhg1W1VUyw4QT52Au9cOQZLQydYh+TtnnG7/Uej5goVDxRqro3Axh4OXHgEfifQ+iJmWZZ/ik+bsrLGw5+S34hoTW/eyvb4rN8lSvkADHgDV7F1orcMvMFcCk8THsh225gvgXiTixz7NQRCNwBni3ZtUDxfU21pPcVeQiIrE+LBmYgwoD4+xqgUa2VvejlLJEN+ANeXzAg3UXL0pOSibuq8p9dbrW0Jtal765nRCk1Vt4CXfVHV7ZbE6NIm1TFfFS74IsQ4Rpm5Q1OaltOBUa8RmrUrp9MbInv87OvUXCQZI854d3wtU1H4FIYvFNReMtqF9wIHAFeGNjWrVuviw087ag4+wT7yVrVtC8cOuVWZNphp06Irmpd3zi+mgnuT8lXx2yjpLruCcgU9WvIYqMKN45Wi7aPj8K92nh/5tauTkFWfJr2GTfFM2Qf3xNfGyuAs+pSbyC2lUOU9bpgRvHeaqLQmUbTJ/3yy5xmPTQ91a+FDjFSqxd4kb9O2ZvwLm987dfWDkq1J0oeGCn3JZaOSq0t4nNwtbuq6St4gxfev8I+b1bS4KYdqMMJ+BKouHH9Nd7+A/2hXCm85xXfyEragUEHsqAJLANlCPD4vtF7SDvAN9txVmGUrh3Rp5u6OmPAQd+baYis44IdLdmN8jEr1oqgMb/msAUt3PYmfp3fIJYd/D/WhUw3F1sNxFlZ3mogdlZ1cLzYkgDP6hW6e/692Ke+ahPxmmiozlKiOuFLVYl9XarV1o6ZmW725JmjNL/frTebRZOcCVsIbcdbezJuyTcrCs0z6jKTkVl51wNUYXPd1Kdbp3RT6NEUpjihWNYO8wGJUd29mMoqLoHNdshAOVG8P+rwdNluHCA9ivfvCiCCe8KVB0DbvRbKYukvv9RwqeuWwFd4VaLC50VSGqa6U4tB69T3maQY32+7IskrwBs0qopj2nmkC8p3qouN3FsgcqUwvVQsi2sO60FoWNLEEpdAluePC7Ms5K4/YkiLWftUVYd6VTfvlbu8tgLfPOPmUF1T6ZGkrhokPbacMwVEmGPaHG+LDGi1E08pct07F/8H5S9jn2VuZHN0cmVhbQplbmRvYmoKMTM1IDAgb2JqCjc4NjAKZW5kb2JqCjEzOCAwIG9iago8PC9MZW5ndGggMTM5IDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnic7Vzdj123cYejWHZWhmq78VfjFBe2U99baE8OPw9Pn5q2RoHCKNpYQB/kPqxWK9mGtCtZXqHJf9vHPORJ/0CHhxzOkJxz76qSCwSNDRtnh+SQHHJ+80FePtmMg9KbMf6LH6ePjsbNP8N/D46eHIXBxH+WAv59+mjzD7ePfv1bZTZKDaPd3L5/NA7zPNsxcVEbp81g9GZyftCb24+Otq/tbn8HTabNTLX1hLWVGbTdmAD/H5f6d7Zmd2wHo0IIW5U/5+1m95+3/yX1PA+zL6xM8JmVnvTg7WYa7WAD9axmPWgToMrte5n0xe2jfz8Kk9+42brBT5sA/35/dnR/hRhsIeppmpBuvFd9baDOhWrHQrcjtOxqy9RlGMHOiQizZf115MSiI19pEfeL0oPoYjktonaliZrmwanN8RjXD0R7B+qYYTZO2e1Pdmpws9Nue213DOJXo5m3P90d+ziKefs6VDRBBb29vqwqrcfkjDTnjpzm3JFfZs5qnJY5h7HaPsbAdhqdvH0maadMazulrZ12yrSyUzresUMv74mOnFh05FchHx/ynriztbtjBdLySm1/tqzzOHu3fXM3Ds5Fztt3ovo6G4La3iTqpzsFXetZb28AA/ic1fatnRsmPUIpq3gj7RhnJhD8sRkUCMxhVW3ijoqdBuD05qFWX58TubTjFd4gDj8jvmmrjsbyqu9S+XU+GGUH7S0f4ZsrTI8DLIzT1QhZBWKQ+Ksply6KxEaKnfqiU6pn2TZiFX5edPK98vWPVJOIH0rFnxfiUL5eWzQa5Ax2xSetubP9qBSP5et9GsWvC/EjnO5HUr0PsPQD1rEbx2EcVcGRJ7D5YZ/C5o8y3jwqurD8+TD/6ZzFP2Pl8uc3R/+xOX8pPbEB9CQwPWGgkWHDySjXkXGoL45ydtyrxsZtvJsGa5MevxbV1AYQBSB30eNraUeNEyJ3VJ3Xq72H1Ou7YzcE66e4z/QQZjV52PvAyk/BLJvXD0GbRg+vFeV6kxaZsb3BNYLrN1KJARuX3AOnHuyNVYgQtSATsPh+mdE8Oeguej8KgOuNHSjgbCebh2jD6Dirm9TBX5A2suFm2Tmjs+zMghtlANeKYuehxM+3k0C1DdVQsDmTFjW/XpSGLPGhzm8s2qxHN7hJoTbfLM1ZzXcK8V3h6y9Rc1kLYnNjN8dBaJUH7sF24tCC9nloXkkrtzQvcv05TbxfQwsL9x5UGP2UqdiMrcxb/UZKE8W9nDgALyXLnvEiiadxjXZUCyvlFcAjQNs0uDEKnwDtHQ65OIGPBJH+FS3dL3bGaHDGQgeCzmkOgvlPBEHrAgfB8ueVQXAdZhAFC8rAvBsUtFAmoGBHxrFOPwYKgpM16/+HKKh/XBRsh/hnFIxfHzcoOHm7BwWvJJcXR8EoBI5h//cwCCFVjBIgdvAWeGx/ydy/veD3S5SfCJIf977jB6veoXWeA2P+E4HReM2Bsfz5CoGxAE8PjAasgwCMHRnHql4UGFkUvxLkGbBPOch7I0p4nsGx4ZFVRAEM7a6Rnse9oiD2j6HLrZ12g472+6dc+zEzAFU7ENULiOKCUt2brAfWsdyMjfLtSpGaoMctu5ijN4VNQsdiOZ/Eu5UYCvkmxYW3djHbBaN9S8qP3Kw0Zm0sbTkFZp8IX59yjMMmnxeWN0oxG8cNqQ3rvBLqAoxqHibjEBjfLTj2cQrvw+zYZvg8Jw1GnibKqwr7JtS4fFUxvN1tprX2fG0oaCaZ/IT31AXXawPVboyiOEZZRC2wxVCgM5F2tHUKhwaOqDD05GKgzZa39jVZJYy4H2lOL9AZ042vd/TNtOd9sfL1XRhCCDBdLWrXhyW5wdl+ssIW62ZihKEPqOrf72Dik58E9dVmddOWmr8qGcuYyoq6adV2KkRXxPbX0XYqH1ze8pjfOF7S58syf1Z2w9dbKXnxGbNZ2VDJFd8rxTveZMWQaVOlOfKfaMhUSiKiISt/XtWQrVsKtGOw331y8K93dgwTFzw7mol9drStnbKjmdplRzvesUOlc4ygtedkNQt1W2IcXCb2g+s5Z3rDJQ06U7tB91wyveEiUw+vVhCPWCa98eC65mTUJiXy1ZzqAhTD/v0y0j+Pf5jlr9t/e2f7b9+DL6cUqMG3UY2UHwG8H0WkAXCf1PZkOZrRCjRqQxXuLR5icNZvz3gFgEMVIIhixMzLO4M9xCjrKViPUY924sTnxPWcPjdU4d4Oxu4hvsUORsBYVn5C1NPSwSkRWV8XvK+a63Ik9TS10ngktUiuyB4aOI8i/OJhrDvNPiyDVRA/jBD23+ZsFWwJD1j1X7toObSdtz+QNC8qGWP730ZYCtOouDTvU6tLmtc5fd7jsw1gLuxsOfGiEtzSl46tUFpnYjnOEKz5SanKyr+kVozB73aAa8GEqV7DImO5r68u+Coih29pBGd8tjiYE1EEZ7Ec+rJxPf0ww46mvoDVb7LkNOz/56UuIyYZGqPiPp4GG5TDrmJxzRWmCGbfbh9ThbPkOhmIgJRF1+n7nYL4CcwAY5rnZ63OO2PhdEacNiKV9hPrFBwF2J/agkvG67LBsinQEM4kARwcTN4aYJ05VybjS85sAQiabmzFGDDq78vKn5RhndIEaF2eE/tzsf97fDWQFeuUVX3KOi2NWFXG6qKwWutqVVhhHGeTe1j0ADmAp/M45yAAryfX7Bdj+C7J62anAKy0HgxEc8AJjBrYhSVFeGxh2+kwb44z4kde9whLKuQ+9uDOeaezjOZmcy5IAqD0lC9BQb3npc25yPOxpKZ8lzIyNHMgDO04kYZCrBgmMXCoOkA1w6H4NLu2ORWf1rtuqfiYFor184NodR4WyL1F5cS+AsRMOy8d1dDcDZiJPneuuXLcFXfsmaQ81d5M+83Goh6fZPRgmEBVme6SFE+77RLLRaTFKasV1H4sqTHj/0ca1H36JJw45ejHdHfp1NoVjX9QqjIYY6MWWZ3xqkI5yeeSc5L4E2JeHBg06o3ZA8lYgeEUWxZCPybrCz6skh91AfcKa3+Xc0WxM8Rj4MWcgKRoWnEaDtX72l3INRuUi86Ycmsox2CKbYFvCmLVzhc6V50liOXMz7sntR9gXCHfX8qOtw2DslM+IU9e+THSjpNXjvSYLrHoU4rO31MRu4sD/4xoJ30jHbKyF/d/cWlfbWdMgl+2vnosf0Bed4WaqZVHPCp+Ntg1ksk/ScPErQKbio2DrfRlWalqGmR72F6p94KFQQWjObOLgsbM5SaLdcbnhJaAivuIAPS6iwhydNJzT8vkNe/mPrW5bMa26EwVDhTjVcUDzJ3PHVUONB/IIhFbRwNC+ZeiG1QZPwGJao8JK3y1JFNnrTgSVWYl5SbDMNriMDFWrAPCatElzLbGpCgO+79ChFAA8NHODQHMTlgJEW4VMD8ogbulK1ks+2bQmGjC4spusWgBTfjTFRchratet4FSXdn03+euA/f/mHHDObJmD6iLy1K1tdjJyuAQnOcu9kOyPdnlAY8bLCjuGIW2ZaQ2vwLBgQJb17nVBjAsudXW7nOrm8SA14MGb/iuhEjnIoP7JaNSmbE2KA6+jeuXrowc19eerwJzNKsKVL6jCoxK+6SLwyLM9esd21fwgqM6EcdKiNmERrlciGojB7LU1Vip7rPWlHf9stniaNmGq7YZqlJpH10JAWEqVUxuk46d4H5rQuVlDbZP+C5fwcVc9Q8rjjkCjCRCJU+lcowFx1UOHG6RItOoZB+aynmuQejpQpxUhZo4k7MDi6KpfKRPrtGlqgzA4vjFGII5ywyxGABT1YZpHgDt4Ity0MZuVXbqbouv00LbsIhqCobGHK1xhraTFf9Zq2HWuvKfBV3LPmGzFVpnqlM29AohYLFao5IT3mSvkHxJxMYapZb2BmVdOy7MXeFD+e9a23N2kWVNmb/FEItgiBF/L2EI76ySjJAgZUmEK6VA8nwpC8HGTW4GQ7xzcV6imUf2ezd8zmjJ4PC4ZA0MZQ1ebPMLI6hiZSyvYlkh5dYLts2ArmYwD2btKC3IookDFUSIrfKGnAHO8omUZjgTq4rJXxmjRd/34MTldVKFQYWnx3i2cwW2ac/4AYJk3DNrOy325dws5N4oQV7SX5oOKJJ/lwYNSvO7Rm2zPWyzB97U2QMGXZf02SbKm3QnO89h7VfyBKXqpg19YyZXr5wsUXKiERXHy+CliBai/1u8V3QrT6i86gvLDZWrGqDKcY58clQf9zTnUbKvmMU6cT/hruR/rvW0fySaqCP/xE5nsZV4hrWH1TKA0Eod/aQeFdlaiscbFT4yzU6Ogoq9CFFv1RWjoic1EzHQ51DKmfukxarVaZSAXRyAK7cOpTkgA5c3/jHO5jirQJzSV3L27RnzmLiXEeJNGK/RTWiSU7SBTsRW5JvUtngpn3iqhXYyM7viMYCcdDmRfBfqacXAswPtPvy64DUlX0Psnvo8kXpinsRKcFWFeq2qCqB5pdPFyuNfxgcGhisiBvDKG9z87WHVuu6Ipxd9wibngbB7MUphmXjZR6gOLQRXrFZZ7GvtmBLL9WFbjMNas8UsZEKuLxTc1HGm4Dcg16etqqb8XRPSNEcVjJW4Fw6lvCrMQ7fDm9AfqNY3PmofaqHmzT55G2EH/a09oVQYdZUZYmyfi2B2UUx4BNWYllKeIxiVM7suBDoYaWUOojnscgXTXOmwDGf7MoRoLkdYmsk3yJnGUp21VtiD5afNJlkkz898C1MKrs7FWZ3sR8nnLUrWIw3ZX+vzrqk8Hz8v5SwDI5wmNApDbCugSQ6fB9kyhxi7qj2PRb7VfmcOMelDJ7R2fM20Mtu1zBMPyPKwGJJeiLzEAKU6Zjygsuei5On8swJwKYfc3MrJDGopCHXPZIklZ2M0a1l9NvVq8RFiuzPsZXezjX6OYMJW9C4VJ7D2bsLLRDpGKiU99JRtkwqL7DQo46vApjdSzZ0yuughuOjBH4x8qLy7GbWU945ZjS8NfBTfY/0OROObsFb3DwAcRmHs1BFPbcED1a/+JJbFeu2Vwz2Hoz9U3hZO6ZkI1KyHQ1cl7zO2l9TxUx6uYWfCvczF9PWnySsXJPtla8Jkdoq7mnps0vyHM4+aLhI4RLg4MZZKO6Oq9YWd+goSD49HfqJriFUdHh86Se3LeXS8/9LjC0XHVxxIH9Gm1HkTHDenkOKRrpx6Z59VdIwJb+M9s4HIS0Zc0X0U44uDx8vy/RhL1IGMTViZDfbLqjqpXJYhG9dV4uckBFMdIcuWrbq2UDg8YA6OcOb6v7w6xI51V6yomOeVz4iFjstFOK3wGhKAkye/iVKC3GFnfnzFSbCt7RFv/KnjVBlP8Wij8uNFXGKHH+1FkqulEOm4uDqprEA9nRasZsBS8UMpWdDY6fbY4VQ0uAyXeCpGsNLEs3Znc1aZefYnfEwCAHY5n9XRd+rQxwOFK92zqLx15uKuOJV5AjkRN6pBG+n6yaGTDJnr1YNmUuLqSp0MgPs7Za3uSlUvZMXeJ0HrzMG5iri9dkTF0hbNFupBUzy/3j+vamFXAsFczhDvUuK6ct0VoQt2DA/5MtMeMOsrkuyUg8UK7eFkvviV21ys3ZrUg23CA5ZfYOGBcEjZXFj5QfrdD/P6127ECK2+o/KXv3rCMBBd2UOZey86y/EXfIKj+YcD6FWbH2T2r3iNjw1Qvk0unzh8vatOcvedU6yf6uWt29m0pmql84u7P4fBTpb2LmbnOtu2nukVgaa6s14pXG7VHpHyXxA1VeWsMrkdfxTHUsEPTmvtAryQ/1z7LZCQ+Vk5nhYvqzMgEXmJp0YX4rRWLYAkLEEYa86huAfw0pNRxbEX77VXu4H5lnEq4+hWMO/wBfLsDhYcPFv7kcw4As8KBxlIyXebvyL3bS1PUprRCXB1LCyxJbdLvs0h5kHks9bqEspVz2K/EfGMwLO6bLzurcX1kROtOeUS30YQUi507v2bknM5JUGxT/ZT1ep3nOxHqSwPJUj6MVVNSZtkKQuRlX/LoZnJn1IM+9MgdH995TSfwnkWQTxjQsWUXPdjwUMZuf4muZAx635B2OQIVk77XugSknDaKVrnLj/KR+DB9vA5iIcKsmKI8YyYZqmOUQUP8OAPPslVYRhcnaIty6mbbDJeYi9vkHLbypz4lRSBeHHzRX662cc5KcXQH/J/JxpqPhgxUNlnpqIaVYIVriF0Wak+o4JjbV2hhXiI1dqVDRxKdctX6rWDwS6S3O9eVA4alssBxYPsinn4uxyAXwqnCMwBLYcMlClhpX+HREzrQnzgBlC46jbGF7133gYIvX/eniUgUf7dlSbqWJCNeerzzjlfXsfw47gBH2N5tslOeuNe7gkFWPz4yoW28Wez1TMK608omzE+oaTHee39ZGOG+OR1jPlCEiO+MgLYmR5vWZ4uYZ/Cm0nLs13C2zivsxfP8uM0ahjD6D1/m+YX1CPnLb9KxAfCnsGh94Lad52XV6Rt9UrKy70RPdtpo2a1LKvf5Dc0ZKIzhahmMyJdh2D62kCdCxWUFunGSrWBymqDn1Ie8xhDX1umLoOe9JiIatZ8eD09DaSnJ+Y9/aXeAFM+vuyuZnxH/U5+CCe+WyQ/rkWvK9XPIf4pPMmF71K1b3Lhu4WsM0A+raHqocF0b3KxB45A19hTQJGpBndymNhby/T1vvQK3if4PlD9uJcZ/WBZ20/3c/kMuXzIuNSKNinb61Qm9jrV1k46lamdTrW1k05h7VanupHE4bng8q7XMx9IT09d9vTEvKe/1DPpWXvCOITm9ec8apV6s0yomWiJSDVBp0tlnGBdG6hUXTPqLNWdiYObR6SjiOraQBU4p7Xq63LOyiEdhVzXtiNYhI4zRA0bZdN62PKgoY5vM/VkGIZEhv5mgfwq1tTP2fzf2f7NYsfAX2Fv2C/v2gc1TdGQ40uv7Al84Vl5nd9L19MMgY5Gl02Xh4FfA05qhjjMVUSmqCAx8K8kiXXkJLGOnCTWkV+FxNw0TPkdyYlcDfZu/+Gn8l+loPRsJEF15CSojpwE1ZFfhbG15s/G9scxtp/+aRhbndSvtgsadZLbhUzs7UJbO9mFTG3sQl93Jg6dXWhrJ7vQck52oa/LObd2oa2d7ELLeZEQxIGNnU5kJ/gGHTFKMxN716XnnOlOcmkytXNpei6Z7iRXB7m0rk7PJdMbLjL1Jd4IVClgLcFtybsuicv8ruP/AAYeQ2JlbmRzdHJlYW0KZW5kb2JqCjEzOSAwIG9iago1NDA0CmVuZG9iagoxNDQgMCBvYmoKPDwvTGVuZ3RoIDE0NSAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nO1c3Y8cx3EHHVmJzobsOKQlxUCysJhoV/CO+num8+YggpJAMWTx4jxYeTjdHUkR5J34iejvSP7BPPpBT3rLU6q/q7urd/fIo2EDFqHDbE1NdXdV9a+rq2vm8YpNXKyY+5cuTh8dsdUn8P+9o8dHyyTdf/4Gvj59tPrH46OPPudyxfnE1Or47hGbrLWKBSl8pYWcpFjN2kxidfzoaH1jc/wAHplXtnCLOXFzOQm1kgv8ZZ7/t2u52apJ8mVZ1iJe2vVq85/H/wpiliBmqxSflJUrY+ZpWR2fwXMfP3DcszWLWZ/7BwWXcv1ks2WTFkqClNPN1kxWz5yvv9oskwYpgiZeFgGrzVZM3DBhYn88lW3sxLg1Bq48kWm+XjZaG9fRj4+Pfn1kGFvpZWaTmVdqFiu9enJ+dPcA9S6krrhYJqNWMzNe86DaVVAtWMNO1uRH5GLiI0KCfc3KQB9mg60hdH4EBjM53YNBRdTk32y2HJ5b1LL+iRu84ExafPnFxQZ0ql3H12849cGFXf9owydttdDrtwvr9zfgDwtf+PrNjdDMKQc8Z2HGrLbQpAot/qy0mGUrvf6zIudtuiNPnPK1ZmJZ/yB3JLUpoE3X4CxAcQoa9N7uG7wBLFZqrtbfy71Grb0xlOUta9W80rPxlgX1BrvSRC0zkVvJEl0si+y5gWozVVuV6FJR3EBF3NwmumJs6blpqu+0NjYQueW4ez09dKSnB+E9fb+vI09snJdz7+gGkESaAA3a20rBTIvG1nJe/7j44lvZlm+U+29uthJ8y1g9eAox3CwMt0gJbzU+zhYr6Pt4jvyk8GIyiOBqEgY8/RcwOWD+Acb8sPFH/1TdGAdWAaz7OvNu9uKfl8HES5hr6y/WmSE+NRvlGwC4FJNOOigC4OqnlPz3NnqaBZ/X71cSJWCVQlJuU1LKI19skpiqZ/W000b2MywS+xnWcocZFqndDGu5wwxL3O0M63riuqdkJHLoCupITw9N9vQgvKcftCzvmUsKrIoWgqJVJeLUVUirkagKsXByKzJzHGHDDdTCLhDVUry2SNCWJXrUUcMNVEJyMFbPiyVznehRyw23YrBAdJKtAlYZDKJWtriSIsjQDYoM7VmCfB1GlTwGBL9d/71f1iCCcVDHQZzlML/gYuHz7NZ1My1CwqT7S79uqgXW5bcKdoTFjkkB7uFmnQAPV8qFdn7R/ChPyg+IKzSlP0jzmOK7Ae0tjE1sTnALxHeIq59iXO4E3kQCEUIsLgKdKUt15GCpjhws1ZGvw1LcQiQaLDWXiOeNYoAf+nEyIdd/gVe1sYFgcVzkkgz0VyUaYlk9U77aItWCSyyL0cim7yFbRW3/dZIXrMZBJ4zjVigD3iRaYUQftmQrtSk5hPmEKTtyMGVHDqbsyNcRlTDtNi5/ikquPyq5jZb+3UHJLQoq3kPiDwpK3t8t5XaS8i6SUockPGBFvXjyBCB48YzEfvFsucPiGanN4tnz2iKhWzxb7rB4tpLD4tnzYsnt4tlyh8Wzlew1BPwxmhG2Ios+guqITpuR2Ad4veREr6UE1UVqF/j1UhK9lhLUlKS0AWEvJdFrKTR1PyoNcih+c6/N4rb6HpB4SVPoeAlYPZU8xhblRFB647MnG7jksCm+dESzaGXWL3Ki46vC+bS0gKjoqYtyeZ4FPK2SKoAXGjxm/c1GwgxjQqWucIgMTktShZb6DA3hq/Ic4riHu5ClXWw47IC11rgJJOCkUJ9W2Rwl5ErN3FsYFgG1Wl7NbNwyiK2Q3VI6J6W4OLSlwVG2IgTtPsf1sOS4kOHOimJR5utZYTjJNkACHpL5skpseqq/73SVBDAVGhBMzc7IKZ2GWL8uasUJuctCfrEBdIVYZnbWSGKfUsTL4tMXudlzbDeqB2cUKxoBYv2yMJxgXp8ctAoTL8rlae4raqDqQKZWDBziwIVr3O042NnM0YgAWGr93JsDAqDUAQEz9RRpyEeEDMQBUseI8LvCeVHU9osidFUuT7L8h6V9dP+0NYa7f14aeLLhAjYa4C7YxIgByTorVMRAt3ue+/Vg0C7O8BJ9JImXZL9EobLcLCtEW5SInvomNzASRV0uYXrNfK89kGt8S7KiHPZlfurRZjtPyrkWPdaH3mG41ZPLTkeHQazdPPJPfU0ZHOn1oqTvO73DXjI+7+8H0BB5Grrb54n2FOlUzDOA5+K6u5XWTBpCmC33+Ok73Y3UAVUPKAB0hbPk+hG4XZTLZ2FishnLpKGldvcEM/fw+pKgAwl4RgtA4FIgC+Fk1QXXxdlajC3PaaQtAI0MhLpAY1YZDY2U6KkHeYzndA/6cxaraCLywTwzNPbB4huI9WKnk1vovN7n5CQUu15JyZM93UPPy2UFhWnmXeSrZxjG9swsl/Ss/SgKoyDnnOxNmZH0EL/YoCb+AevWz62kJhdySPEHc6xmu2M1Jcw1H6tpp7gDj9X4YibYvy1qUk0u9fERbIGhe5z5DOKjI6HnJf98GH8ybuJPz5x/3j/6j9XFK2UnhIG9re8Zr45M3G68nI/tyk2UbTdKTdTPoPujy3jS53Xy61cckZ4gCFb+DC8M6SaRAPiw5KRu9Rt2dPfnaGNf7+ehBZhuizsI1dH3DxhpP+itkJPisDRtkaSfVem+dN5Bnl6+9DnrYh0qZ70/PpKMe/eSwRcl0+Xnw/BTWsHST45/vrovSsMngQwHGkrT5NVcQlq/ZcJevtckZlqs0ZVJ0Cn3B1mjyM37VJlX9GsxlFYCG0ovAhvK/USGcszXaSgltEtpDi0ljZoRpEkLK0SBtPAzY1hgvkZIUy6f9IeAaa8F3pQ0bqV9DfD2fgNvIV1poC2uZZ2ZpIkmEzmf55xs5Er23ECdC1XyTA/LX8vt/TtRzZLTjR6gWm6gqkzVonBXUhC1dFwxm+nBa1tukuoUAsHlEohi1mjoFN0NkqAHgCXofj4TdNcZgv5KJ08hVNHa337kK1+2VkEbEDzDpRbCVWD5y4XxyXJ/qRQL1MpzoG+qc5JE7Jyk4/ZOkqmNk/TcUUuKcpKO2ztJorZO0nM7J8nUxkmIUYKIOZkln0T5MfZkP5iOHHrdk333erLvR0d+tSPI2cW3Sim/a3aeoDZ+D+22dOg4GJ1G/SifRr5dkDIdQSpM/NvyUDnCvOETsPMiq5NndJpJH0LfKEjrjqIAy52wdIq9YFlv5rbQGWrpIDpDLcfh+Ah1q4xwGqBPkqiz5nw0ivgYAux496ONdifcDC/yQgc/mtHOIP2MOwNpFpl+Oub889BldGx/yWZn+GJ/tGs5ZAnbIRmWMFF7ltjMYDUddOwMPKm5JkpXJ6p+L3qXdrZI72luzSh8KYoOzNeodzW7fNNI7zZYWVDQ0pOjiwgKWnqyh5aeHMcrrh9apJis+GOBFsTQYMdi3BUS+wOqB6Wvb7l9BBDh8sPyEBrBn+Ozdby9yGJRFxM5FKFWmDYvi3ZDcNuIyeKDcLJmplR2TGl63KT48t0ihQ3hyywcw1f8meBLLzOGr/zz+uAr+9j1wZdQrioYey+pzoI27yJ86lGpWCUXRW4pVGJSI3WmSczx3jzrLzBfpzqNmsRr0ab18SZSZg37DLCCzUhJE6XrdyhkJ/hu9WVh7wxXgKLrCIEcrwBF1575GnWdVgBa2TZMFEOtAD05zjJDrQA92a8APTmO11x1BdhVFBVWAJeTWILZ/85XIkoz46KnmPBqFwN6H44YEPXHVUyXGFBREsMxISGAzPUgUdsiKgkQXoDhzidsNcEJn7yNcKID1qrCKNU6bzCeDHAXNmcYd+PPhLuqxl11VefdkWuLuJste31ZvIi7yGdIPSH1XBl4bw+BN+szzR2GgVfVwHud+gzA+7Lq3Au8IJgC3vDyFOqWK7kBdNgyX8Xo0qFdWd4Ikt8hivSxvdZ9gurWEJSLHSIqMQzKqgbla7RDAmXaEBGURZ/siMQ+2dFyh2RHorbJjo47QrUgkx0td0h2RGqX7Oi4fbIjUdtkRz9KDyDN4hCpJCuhJTXSUic4kSnlqYHyeiGRTOlUDXTaCUlkStVqoOpeSNVmbQE1sEAvJJIbISSVe3/+/JN48eSQtzcFXZA2uzMHm44AVnk6HP5aKH3AOvsE3BRR6dNy1ntSHQabBXZeOtWHdGfMg8KOdLDcF0+58+rv8mnyRd+WwUVpqOqinKEjYnmolCmUWhIkCJVfnFM1cajk4nJQM6f15MKT06bIwVdsYJUQVVaoQGSxruqOKCBBJWtkTVwZKllVVJdZeE5fZpHKJE4G93OZRKmoeIxrGHzxGmhei1yLVDhRudig9i2L7yveYle8WuVhpWep2/9SCi5+80unbqYsl8uV5SVexDCqZUvO19VPOD2cdm7el7Kltkb1Z8mQmjTUoHTvWa6N6QpTmioY2lSoX6iA7BIPvCpJPtSvjmPRo5lYeQ3mvMyXp9iF21k0m1wbHMle+YARocrOiLnUqNVVaMoV55qqCO2TjXIvQCyDerJB7QwCwaa2F0aohBgX4cb76KkarzyDXP+z2+8sRuC73cRxibqqSDrhAiosI6V/9n+F+iVVLIZLvVKjJ0XlRRLCUARWjVtE3nEFb7i/B6NLYeU90heTIH6gs/pKdlYxn2DmAG0z/M4VaHRdGGr4LPeRvt9OjEqbcP8O6i4JJUgsPWXPXqpfqBjtghSL9IUm56Ccl+xu1RsKexFDEbCvJm8AfE/bqm6ifm9fZ9J4aYZHsF9aYN8uaoQKTmMm92ZbdBrC0nmKeur5AKyknBYIOx1apbI+BCaHFPgRpbQksaqVrYui44sIFDY+y4Wsg9rRvvq/jtTo6v+pxFqpC0bFWsdY4fjp0fGHO4LS1O3fR1Ca+ne1qHR3DTLqAY2vFxQraqFgOjIBCe/0SlG99DB+RcSN+wx3MLGicJmWWrCcLo6tYsASwwziNOqVgxBg6MnyJsC4rpcPUq/agL+TP4QoZOTUb7owukPvpqq4xulSQ51A9PUXTqOIk7AGXTiNFUdIOiWXma+p9YAeH1EoDRtaG9/NSojavFTHXZkfhF2yTHL0Bh4r1KU4sy6XU4ZETt7X+eUR3xasMDPHRh28BtDvOaWvrOcwECHrHR8p4Go4U79zMEYEdB8N56Ty0UTd741hNPDUXdKy5HzYK+trek5eUh5Fz/SnAUrc5xp43uOmgRmL+3VORagn5OQo8+wFhR+NmWNTaB7814bbaRbK4l53CYsdsHrARC3N0i81pPsfl84gdT8ktfmMRC0y1K1sT4SvdGePw5uis4hzqds5lk1ipS4/bxeJ33k6xWurgwwjxy84AShMjIkqWvvNnt1jfqcvBTvQrUloub6DYqBP83SbyqpLP/bvadOIG6tei6TX8vT8vzk7CsZ0HcKQL34i5ewfwy837otxVlTB3eept9Vgs3mn4in160ShAY4sTQcGiFqtzMS7Nkhq0QG91RqBBNJGWlaR1DtoNNUYA7b4Vw8SttQC1OKqO0OWQsEm+TmJLPRe8D65cykawC/gERBwQiroM1KD31AbrlMSj8i2UAPIi1NDX5LDQ2j2LRXLdHALztKvlTHhhHY9oSOq3qLly4cbwadlmU0LANGKOLnUOZNDArSUouicfqlvtIb/L94LoJWZ2izU09Nqd5LfIAyKXwje6j3ZSEPPDLCCfB/85LBu4XmCuiUE5q1evCur6O9IX6GTFkmYketfJa/bu1ihh3ihomTtlJ1RFmJ+h88tUmiUcV/LtfvYYYKAj2kvpjtBRkOjdfYqqffUwH1So4gh2teMMsqX5FODfdE9Kh6j9dHtrsdQiNodbTO3i6sg0RKvIbQEhCEoyMhpnP5VXdFmT70kG7/V4J4Z5ICSX+CoAmU1fkfHFzTClGOj6msZ7abeTcj2zXhPvEc9j9CnfVe5DRO+or7EQL4XTecMHpShPKeaopMOcZfL5OD7EEgq+kLFSyUdUPCL3vdHW4HuzW7/2F0sC7tbov43euyfEkwNTnnSuYq0Oe1BgHITvYxiot2ffSg6wulaCnGrKVs6U76MUQKRanIevNUvXbmL1/w81iKKDh/2fyOj2YtX4Qts0v4HMXTgvoXIbXIFBAfkHdKXKmBGoxQESjagTQDLswC9dS2xE2+FgfBxqSKDK6YYkoTBsXX1MRk0FdNURvjTbXTx/K8ba5KlkYraGh3CJ1bUbIcQu48QiNh0mMhyjc22QctI7HMy40lBfjIkBgaSTUznvMP45CQ2+6INtfqzmV37F2SGegxYBIqwzqjFuov1Xb6LVh0KLZCA6vhu9/lPezy5e7y7O1MVNiA941R1ZB2GCInhDtpc9Mf/4ZMpmSFHAfnY+mwUDoiJqTrJULCzP6UZzsXq1JjaP6TzL8EH2cULkvc5yUCeQZNpRLSG74tcziihd/HzKdzYEaMM7INUVK+PjbHjEWINAJE48qYMz83ng+Jjw885xfto1aLPvu+jtS5EA9Z9Ij4CyJddV9oJQ/ZllE5M9+kEyXALcOhgq6P5g0//957o0qnJJhsRedtPD0lZwceeFAptY/J0Gt2ndygF6qpNR74ktx2lOCZjy8UAW4Kf4PQFXRIDHVUgfZECAwb5IaG2y+MtwXcdcMQIxjel9mz2h8nNGtGiLLTV331gWR7hmXPGoVhCVlmIxD4/5TiirHpznwLXGlk8q1D1DCIm45X29mgdS/KHW/viqlTp2llMWsjJMOobZKgFOrpCc5icVoMdQ7XNJ0J61C4JU+j+eAWPI682+cTxA32WckK1tbfeBeEcCq7qLT0RaJE6qGEsdaFaohxxtrw+pXKitLYYRlDOIoMGHcxkcNl1PGKa4xEUr6BPYaK6liqa2DtVy3cgiWih3+aX5EBTwVLVphH30VHptzg7kqlk0QeKTLpDfPpLl819nAW4k89TBrli8rOcozLU3cf05KHj/p3UKNOwZ69Vb6TDR+BgKFwGlFn7AnfwJidQHrKhNsWzWHfZpLzJDTWrnawrZXxOGX64w02BMp0CKwsSHZOWNY4su2l2caGrZPBN1gJVwXciVt9DpOYQHTYdVIGZ4I/2itMymgqs+6TRSfdM6+KpLG8pOfbq3H5PELg3otxXc79/PTvggIxYLQYzjswCHFA1cWi56AsqgN23IBLe2YUdRZ+pgeoVhHw5apbI2hLNqjnHk74koI0n4+IXdk/zJKRNTtNmhfowWrmi9llWC10IOGeWN9Ddd56rKQrLs6griNBlE1+m9Qk918eXTU4d8VYwki/Jp8jq8z5sbxq4Ty3G7j4YwuqFiC8NGxQVZqlt2WQ29UtHlcQ2tgkKY8NkzRu6TwIVuj8IKkNpK8ATJ9BpFF0mmePoMjKMosu0WI027+PgUsaXHWIDdf4jErvgstFalYnfjd+D/GhuijQgelOHrm4f7b2c1HRaVH/w+EEJeFF6Lz9ynouEHuZygyYKDjYe7LHRwd63BRyqwJL84PDdNkp9lcjyagElQaxCA+IYETXQxpO7qh9GteS7XqbrA8qmnHwrjdOMQYFkiDDh7wfhD9xwpvo0/IpvGv8/WHpHkmVuZHN0cmVhbQplbmRvYmoKMTQ1IDAgb2JqCjU2NDUKZW5kb2JqCjE0OCAwIG9iago8PC9MZW5ndGggMTQ5IDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCniczV3fjx23dYZRJ603RZq2cW23QHrRptC9hnc85JAznLw5jZCmMAonUtMHKw9r7Uq2sNqVrJVQ+99o/sE++sFPevNTSQ7J85E8vHPXWhWxYWMuyTkkDw+/84OHs083fSfkpnf/xof7j4/6za/tfw+Pnh6ZbnD/+Ap8vv9488u7Rx/+TgwbIbpebe4+OOq7eZ5Vv1ARGy2HbpCbSY+d3Nx9fLR9Y3f3kX1l2szUWk6xtRg6qTaDsf/vfftPt8PuWHWDMMakx3m72f3h7r9bMmYhc6yU6NQ8bMZx6szm7umRbWH7kbJTdlQfH919/9Pt7Ufu9Wkezbg985SkGIbtl7vjvtNSDZbs/d3x2M16EmL7xc502pKVfOElEdjsjmUnxl6OW0ml/W7uejGPo33yhb0WW7PTenQjv3336LdHY99v9GiGbpw2apIbvfny7OjBAfw2LPOENN2oNp6gZ/VmYbVdnbmbx/TGYMb4hvEVo9Z2/LQ6fnBPLfOkXRE9SDe+x0dSa/p5Hn6qYQ4/feP08/Oj/9pcHDATqVtjk+NoV8WOTXVzkAS9E52etdTbH7klsbTm7U92dvG0o7t9K1W/map/uDse7NzGufEO1Lcepe7Tiv32Faek7SYY1dCpZUL/lIb0dnp630mL1r00tlp3kxRTqzYW/nyn+77re5HGaRdPi8mtx4iLF37GxRvUEH+6xunnqy/e0EsHB2mqlo1Rrl6NhcNgpz9mUnHAEtareWxhSc5q2Bxb4FIOMD7d/sPuWNh2RhkQoHtfEsdJgv7GbXkpetfggqSJXvurJIs/pqY/2FmMsT1k6zSbwS3MtKyTZZxIP8/Dz0GpsE6+cfp5A+ukJw8Adp20vNmFmg9eqLQkY2fmUeOS/IyW5FbgqMHti8yHNXkdCzVoqxlhoSwlXCj/M63M0vgGF0pJ4TRZc6GGURjA6sHqHcDq5WcC56XxDWK1srtSjH8CWP1aYFtZNhqFuP3T/bj9dsTtd9dwm6aexjrPTstOHqiV/debBI1CnQqFmKZYbnuWdWtbOqbSYdKpfFHrZWutibiy0hPKF0AqW9tSam23aCr3u6JqbUuotJ9T+SK0ZWu21DNk6MVSKCeNU2fKF31XlQd8rcuX7VyX+8HU5QeZyCtGmIW/KWyeN3bHs7DGgpLuUZnRbpbJPeppsvatf1JadoN9ygVHzlMtI6GwlpGy9SIjobSSkaq1l5FYWspI2XqRkVBayUjV2stILC1lpJ6l6zCuimUmzrEqXiZTFodRV8XL8KriZRxl8SvJgYV4ax0K3QUpUFb59Z0ae7X9aw8fyhgRoVEPk9VdDmd6OVjdlVDS6q5uMP2gsPAf6aW/TC+94RTeOBlb+DNXb+RgkfMtrwZ7M0vsFUrfIJS1KtPqau2I/fNOmM5YCUNaP0x9vUnv0wD/ggZoZ2XfH2aRqhfRn4R1vcT2w4SU76UnAuG/oxG9G6H3VqrtWet48MvXo3UcfkbrWPTJWHaN089D1WV7pYfe+YO01OB1HaKp9hC2HmBvUIZIA33IPAHj3ql9jbcZxg19j4yLm6ZHczVxaml8k4wbe4eRr4FxLnRAXJO7yUq1XmTQ7hqLxCMwBth2ixHHW5GV0K5Hri61H3LsnXWP7A0oE9nrfxJ7feMbZK+aVIO3HmBFrzmArYvD9tEcwNbFHmDr4jBXfeMA21sv1yQ9GxfoTx9soUGBpmZ0T0D2R9wIaKxvOa/KFtrH9+klmMGf0+OPM2crkYUhxmIr229mLpTtTRg/hVHJTgjFb6EekJpQvt5CtNUSVr3XhHbRK4T28DNCey96hPb08+agPQnZzUGU3ZhjJr1v71eFpCm7yK939qrMt/eqzAjmCpE/8XX5mRi5NL5Jvgbkfw18NbpAhb8lX+0dVjaJidbkMWbUrEOYZPjvd/a35eaURROGCbkZQDCFD9xP4qZvfIPcVFL5aMLNc1NJx5KGmLLi92Etpqw4M0LMimlQigo1KDHW/yTG+sY3ydipyVWvQvt+5lRoXbzAVFkcdllVvIhLVbxMtix+lVDIokL17INRfnX/xeL8PAzjFAM5TjuEoGmpQvlYDjSA0p9kvkFs8Gekdnr0LRgCt1KEiSd1TKQiAekJWBPA7lYJpnNmJtcb/eeMsnq3hgHOnA76px9QWYWfQVmpOVNW9PMmovReWdFy3lz01ysrlJMVZUWhsHvbWh9Bw3u7OrjmXmnoq8TauHUG0FfES9/4Rlm76KvXwVqvr5C1rL6yfHoNCovYGSBnAIUF7HSNb5KdQWG9BnYGhcWL6nv7RfXdvXZVYicsxU+bGos4G1B7AI0FnHWNb5SzU5OtQWPpOqAYCuuAYtl6CSiG0iqgWLX2AcVYWgYUy9ZLQDGUVgHFqrUPKMbSMqBYz9KhQ6k5QynbtOZSLKy4VBOOxQzzYmnJPIZIKGZ4mkoLntZEYjHD6lhaspohEoqZFUilxQowREJxQYQt/b4ZE05kTd9JQ+kSUjqVGDJGPqZ0jpMs30NrlzEit0/4NBJIDnmxs1vfDGaC3JFnmFCSUlJepoSRi7ovHbtyWSQn9PjlTsjOWMDBQnop9Dmr7ePd8dQpIxIhYdXFc9el7NUU82Hc2zC6q50QnZjmNKOi3nbkPHujtvfTNC9xcMQSfOY7e5IGAyQu6PF04c9ETOuVZVqaDA4mEQ2kpFCRlHuMTaXani+0JmvAnqw1+IIen/pzF2s+OlO/Xw6rPTeFsQOAhqdE9CTV368EwDV9meov0lNcykEhpTN6hOFB29/4lCQ9K7X9/Uc7l1Q1S9EkFjvjaUFnj7w4DYPAwjx/iqQ90arypxyBy4zZsS9JpX0aVk+Fmn0rl6342iK8TuLPWCFYWyTo4AnVX/ITP0CiFoGxdsw0RYm5u3OK3MlxGKJWdkfkO8knvoWuplHF1LWq+NslC01OyxSkX285TRbxjE+vUFYMhIVgF+d0EOcG8Oud6qS0mwfy4QB9GllygIXnhF8uDc7aUkrKuFXHLM8O6uGtHLZ8g2H7b853M6PE2kq0gG0LUkT4OGWRkqh/8h2VfpbeOieqhJrU6QlxnSgBJjdgj9rCUKErqt8D1ctMolw+ZIUxEhIHSqt10KzVkzU+wcZeWsXkZDJK6xWByhnb8WkaI19/nnY/w01bfweGy4IGkD1lx336vcb1nMWHXB1EfoHCamAgO9xsNByOQwMicAFgxvGeUaqumCAkK0S1vTqYOF++wWPr2xg9SpmD1CI0oxVeFYWGWem0RX3pWQOtrAdqrJGIaAVgckgqb4kXti1bCNYacQ6SegHuABvJNoKdnctB2uUZOESDjbeCutDvmFQGpjA3DdI41v8Pg9T1JfrpmhZpfKtS1h59MzuQA9ULrin0QEAOfGcxHWQvbvEZdQY7KJjAKY4vNr2iehhUponArmC2cmadMoZLbpsRgUj1UbAvdDeLZJFez0pjCgsFE3qVnGkGj4abC2+Ut12E2EUtGYViI5AM7HbOQGVWO78BpnDCTuycM08zKYizqXeM6+phGgqoFKg/Yyx8HtnZTlt+DeNWACngGpnEl0Fcxm7ScxQX6PQXcVQ6wNCxS+gdrfN9HDxk98JxYVO4rFlrtQmCi4EeO0IpRftiSFtopMKOdhNcnphTU82ZdYCnz3lEvmzt7IXANX3Y7wFdgAffJvUBGvKCmxc9FUJbWVUtoU1NH5CsXYIocubTJbcBeSOzYrF/7UnQXi4zOElYBi37O4BhnXG27wkn1kB/0XOTGNbZApvlv3di7iapZiSVRURWwPuKA+fVbjOHP9bfpsEAt8+RhVy3wBg+znDJoNCqobi4qnqScXNp1XA/K265wkX92vdxTMlRfRbQaO6S3Vj6rtYc1SazBn+/3zt1m+gDwhEPT5aIVQN3urT3Pq4wZzG8Utuv0CCMhf8Z3VPslgwQGMAz7vVfAjyBhfKQI9AwKE9S2y6fogVnOWxv12sAlkm08F1bqyqzTc8LFBu3iqjzsmHEpA4ylwnk3PNjZEODjgLsdeqM34pIAdX9gkDu7IWxiC64sZQuappLqCcdARq+hQQRlXhSLa801j9J9d/wWHvKMYj3i2s5tB0E2R6zXjOEZVQEW8jjzEkD/xYhlaj4wCZ/lJDieakY/WPwu8zQinOFBUeo+Ix1m8CHBG294fy6ImIT9hPZAKD4v6X6h/w+ps37AGlxztL/wGu/iqgDTV/ZCb1ku828IYYz5EzBwvCYg4OhADmFuNgNeYV2yn6bGEwaED0idYL0QWDJ2XFCI2araGe94jexJssfoUFXWc0uhGZ67a1mpQ61mjU9GtYqFkmEJNWL12QVl07Hq5nFsT472Sn9tiK2i/JavJ+f/LDx3qapmopfcL7vsxWH+BrG00ERWbLnF7XVW8GZGMOZtXZZZblq+D6lBpk6A8UYTzVaSjzWN5U4cybWUuJF4GjPgl1wQ2hFUziDm/Q8TwBW7NvE74f8uGC4Dzjrf1+4NQZG4xAQ8O80TnrKCN5iVS8WtOgGrQuhUUqGfSNzizSzsHvrqGmZqc3bDpxs69mAX3RFbvw1dc7aAfAfkwBUQdDjYXTbPo8+3C4OnywP5WwwgrmEqWdlMC4KsVAcUz2vGO60i2cH2FSKqePzpBVP2PkBLWgA4EgEgIWVv+TAr/4kxaz4kAPP6jTqRuSzsHdCU6p/RPUNIWCP6w6JMfq+puvFGANfx1xZLTDq7o8nGD0k3BiH2Io2psdMbTHeEMzmhB1tM/cgvrYaEYWBEaIBlNerMO1x2OK42idUYVzkurRVTGhKw8pUGGe0sboi6yBOpqP3oavbRYw8zCbYmmqK1u4+j2I5wTJdrxKKZi1jPONs54BoHOpjq7mzEpHBaH1gsZwfJbxhD2IeIB7FgxiQ789ZRMuOguJbe86mgz0J+50/tblzuR97AAX44/dTJJuHPotIyf3i9LKMjAKlOhGoSR/mMlApBJLJpAY7W5H0zfSYZaEwZzWwAVfdhw+CyLmvZQwU/GJDG69qV/1vxc9Dgr4FBNTRz2zbMewg24E/oODxDPpq41FoINK4BdUP9Ah4YVLTLNfoey4oD35r5zXpkUz5hj2ZnU2BsliMvanT80wyE1EMuoUQSjpnZ/GslTMkfb2Hs+i+RrWX5wfxZ9DfoK0VxRAIgK1GOUMAkvUJrOvgq/KUvgi2nHBOJmDBBY9lAIH7T4CpHrAITKLn0H9+QIwBenDppZy28Ytm4cNox+6mjZaW9cudbs96CBGM9AjW8nEN745hn2ShcncXczmXjPWXS3Bfazch2Y3GOhVY/yC37mPxfaJ6gioKVpd6SHQvUme5bcogdYbfEdTP2fplWk6CHyb60GmethBLK1J+V3wN54CjoFR9JYfN0Gufei+kFhtzaPYx/7E7d6/bmM0wQvoxfdFOePNFeY9Hj8HjyRMxjLvARAHBOh+PadBKnImbk9kRbN5M7tzFvrJ4VJ+EHw5xVf3SqDO3t3G6sn8jg3n7iNvIhd0TBvsbWn/o4BveXGL9mOZhU+jhDhgT1WGTDxRi/PCDzK71JPSwzeIa+0OkF0kzyCFphlWtC33hQtzO1F4RMW4r7sMckSqYBiqePzaIQ/yPIg5enBWRDbN2+plZYRzj74Dd8DFjTRyyeFW+V3Eyw6eXEwTl/mSk+pwTiRO2KZSCJ/Qk6vvz5CbbbcIEjpJhUHPTVb9MftBFy4IwnTRj5hA1LQjR+/tpVczDKxYwKwCZwI2ipjkKRqp1DCiPLaem2V6vYkh7sn3h3CMPEc3a3YZth5Biv5p3QmIhfAoVIBWazlRquMQa6Kp1MMCcDFUbZfT2yjKrcWiGkVEcY9tnpXFauPYhkOnujyrFhW0o1PIZvZ+le2G3y2wnCOLWuRqjMA0sqU7trnl4dcaOpXnGHOrzNGgGN7M0aGb3n7Jk81SGUMgeQrOxfpo18J2FfXj9JSsDLAOXkWg95+iTBJ4N2JwF9LLS0oMntExvTue2C6lGxEY5Q3vIXBzwQK4VOM6s4Otk1DpxF+OeELNvUMRpGk5KaApny4BmrOtTkxo0kmqE7sHjokDQ+ikwmEznXPyIHwPYlZIDST6oozL5W2jpwn8MhRAOgEewAIa0FXSK2YwmxWzime1yHhmpsmfSwCPa34ypWYRKT9gdCp2dpdSXC3be7XTi0OB3+02r66ThXLIjaN7ECPXtiHho8AlriD7BMX5PmIw9AOu+2w/5eCYHkeVEy6C+jslIU9enyPJpNJladyAsNE1FKstHYNtUoyqhKWg98pRdgw8IrzbhnoeQRTJQKOTvBcC+BsuBDYq0D8JqMylPfvVDsBxJ1j7k1WQeHmuIAYF72yQxHwF8VrwrSZQJur6Bu8pfGPwp9S70lwX9spBbObVDrh3FrcWbTSD3mVwu8DRYpSijrPF5MmvmRRxtz9zwLcb9iAiw3gkPZNDB6lUkHdkJoAyR24keCaqhKR/Alyy7STqgPnfw4qhysyoUvigDBAXmNrJAeHBq5tGlK2nMdS+A7e/Y9QICVylqIMTMXNx6VpoKpTsYsxBeksA3nEH3VRTRutRVXzNyIMXnRXUJ2uBvLsCj4JpC0BT8JzAd2OS/g/OmBp2n44brW/Q9gX/1YDb1Am3JfNY+EWSQ4HZC0+zMMOHxi3JnFqROuWQAypli0xYwpYpJclz3fxu5Cgl/X3Ixeuq1HHOWJ6MOsYNDyweQtAhWcOqSDeWxlJaN3o9ZBlXbYAkNMuBmDcB4b2uazX5/F9Cexe32uf7KPVg3wYm8pTx3F5KTslBSERWpYlmMj3u99PGD78tmnoxvoPQA6dOr1jS5rjnEU+4bA7D8CKEvXuPyS/uyWo8lHy1OITPXfcKqMd2kDAXs6MowpwIOTCQRkImophDX8VuPO0iMI/WZLFEFNA4S/Z+DUGPmZd8BuOL9ZUp8gJAhmLJ0Zghw9zk2Leuz1Cr2JicLMqyjWin5wopdIc+iLYaLC1zTat7yN0euOFOV7Z0FtrP9UFzph0JKCQr46/lrdxOyBM14g9xQ8I//bsvTJMXNkGOk+jnJLj8DdoSXbNMnHISuXsrgM1PZLCroa83ibnreLGpwGgnofobTYY4sYFysmmAkS0bta8pACKPHWpdVGN2TJeZFy1VNM2lPP36yl2R2vJvd/66yYj9IscXSdHV95r74V+Xo4zGGv/g0M0k09cX92Jb15QnfABR5sGFvgkT6QzvBK9S/KFVcRZ4/lI/vr55sPKk24R7jET/AwhmP5XdR2nlpL9nZpHHLxtZMC2P2HkcXSHYBJgfzKQzwkBsZ7tAtfMHpM7gIFp+YaKELctemEOO4hh7y003GYeZfq4S+4BefOca33XMQUBhuLJfbJy2BfsugjfWV1LcRdvXu5OoImqmyURTDLVix+MhBaFIMKTvKSHsp/zBUjmaUPa/k5A6DM/B69TOOU/a1tU+oQCl/XMrmojQuA6XC1hdUUge301fQ+BMK9p4bFGY3/GJ984JfKl694UcHMvxVvM9TPZ/MWk+hRKIkgC3jJqpo2o1RrZpOURpJee3EGTb0SuMrF9xWusStyOR4NrIt+Zt87FfeEl29/+sI4YiJ+ZgKTIaxi/jMkkaOSzyTqQLg4VsqiX71xTt3ljQzs8qDjnH+fD5rfWXCUc0S6Iu8Qzl34yw3x6rn8g4neoQPejTyDn+V4l1g1Dyn/LvTlKqX53wyWHFvC12cc+caKbHxIXWQZwDGwPtXu0F3Uy8zgLhP2wveorTCq/xw65qJhZ7u15nlHdvGMwUL4iIfECADJU9yPec2W2xwleT1C2oKCZ6Zs1jkZIZdwoheIDD403fayPF7cYaOt+7j1nFs7PWMd9mB0hdE/wrgfXR/VbjPMzDFNBiXgSktwL9yBuZsXDTCqVyd/8ncOe2GsXPfTIQkzNXNIFgBhsdPki7ixR7yZl/gJY64cHyyLJOkuyiYYo8VUgJy/wV/mzzugNURNNJ1meAEZusmIbjeroqbo95UoyFUC9m0+d+BLu4NBlaXpxxlJhlv7mwSFK3mxZ+naz6tUHPkVJXBL/PreS3HbH/a+iE3/WpAoc/ylnYPGqDXtnsaXzaIfT1HbMqdPe6LOpyRHvUiH6LHcdNlmsv0IRppmMs4WaybCXB/zUVsYo6o+7pG5lIxnwfhv/K2dkq78p3lnB0HfEaYsaiuZRFFzqwl4LbMIMYiWjeDgFRhRrXNoNzDre1AXsowLL98PKK3/JoZeWE/IQBh+eqL0c67q269VTlvqfAXMb4VP3ZzPMxzp8YZ7klv88+a25+3CA79r/C5//8Df7b/CmVuZHN0cmVhbQplbmRvYmoKMTQ5IDAgb2JqCjYyMDcKZW5kb2JqCjE1MiAwIG9iago8PC9MZW5ndGggMTUzIDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnic7Vxbjx1HERZhQ5yN5VxwSAISGhyQ50TZcd+75xVhRUIIlGglHhwe1t61k8he3+JI8DfIn+QhT/wB+l7V0zVnbfasiYRjxZqpqamurq76pnrmO348sImLgYU/5eDOg302fOb/v7f/eN9NMvwXL+DjOw+G3x/u3/iCy4Hzianh8O4+m+Z5VixZ4YMWcpJisNpMYjh8sD/+ZHP4jb/FDjNoC1u0uZyEGqTzf7Oof2uUmwM1Se6cG1U+nMdh87fDP3ozLpk5UIpPapaDMXZyw+Gxv+/mN0HbzsaZ8STeKLiU45PNAZu0UNJbubM5MNOsLefj1xs3aW9F0MKHYGDYHIiJGybMKEDKNvPE+GyMP4pCpvk4b7Q2wdGbh/uf7xvGBu0sm4wdlBWDHp6c7N99jvA6MlZcuMmowTITI+9DO6TQ+tWYp9nUW6Qz+RbBTQivcQwvhdBVnxs5ceezwKkUxJ9s5DRLzdX42oZPetZCjz8NARCcyXncC7Hy7s7j615ROu7E+LNNnTFnPpu01S5M2fk/ccJrUsGqlGtjygWhvf+dutCzAnWpbLkgZ8V7dVqaPDHKJCn3Z2jIXp6s9PLnqpAta6LcYHyBcLG2LExP1ulQZCJn95Tjzce368K8XmVfPglJqDUTDi/Xa/5QTJqb8dNNqDRhxytwFQzh2/sl5n6JD3yeGDPr8QZofnm68ZWlw9yRrbfq/SB7DwbFNyFftuZY4wDYR8J3Ngc+Vt4ria4jm6wK99DtQrOQuj5JpNbzEE2IFO7r1fd3wF8wfUC52xaC9okjlzkc06yThszOUp/ZGnJYzr16Mq1qTs5NDvfyZKWXnzeHA64wj4FuJYdnj+nCA5UM4JiC+iu/Sn7BnHJ46QFo3iSSiMyB96jwQ7ohzTPTHecjNT7IvCmuJuERH/uUc8g/9XRYOpxDza3FC3oWKFUvwSEYwF7SxcrBbnXqYJ6k8SDYeEXWBzokI9ZEhvtkcX6ciikrNX0WvlQ/OZsEM7Jx82XiTCrcmU9W+gcstxV0f1efhqCM5wI+FJRQun8eKhIGemmAgSL1z8aCAoqrXlsqAZY1ty1mdNqkNHnHtEpS6XsA5F8vT54Q8viU7OXnQRgu9OQHmz1qpa4QYcdeXEPm5tB7+AelCLDv1zuuhZbWZ2tVSKXKpPIItSi8eP0tuOtytYVU93LR+3WF65dwakFd0h5g8d4Zjq3o0q6/G/NQufD4H+nxkHeXqMcYMvzzYI0ZbkcTIu1hgxmkeQmjZC0hdP/7VfVGjJM39Au4erVe/WWpnnB3RE7fyUvfEPlBy3MCtJGJqQrh6ENiqOv16gfl6nWoyMf70mOXz1YZs/VBSep0ej+dKr+fyadBGU6/2v/rcHquvFa+ezfOJ7aOIFOenNG3z89nWcyhiwfLFx3HmRscxwQCNY7hFMUxKO80jsZfEGtxzMhWep5mx5Gl/Y5jqZ4AuUiXgLzUToCcpZrP7Uakd8U76Pevc27KmEWeEPKclr08hbmT7wB6nZxsxt5rYQtt7OxmOX4S0sIJ6TPkDXjmXWnak4KTCAURbl3pkKhFXwS5DUhyv9TCb8L5xj+hrd/aYfhBlhBUIYhECiT0vk15/QbpKrK6BujF18t431FbkyeloABf38MNGIZaHjT9SDnuwj//kFfIKmzIC666yc6hqZo6WL1KYAAq/Q+h4MvV6xvN2MQYXyKpmoVDSFpOC5K6CghRuZ7uDkmd3+Ca3SKpjB0gWL6A0CU8rKFLZVxDF08hdFF5l6HL4EmHLmGTk7JgisHY1MvLQnfyPIulfAfYZHl+BRaxqfSFL1b4wrvlvPDXAGhk33gFbz4KRqwZLXX/m42dNPOQiW+/jCGm7yppiNwjGz5i/PW6fx89ycvRR1TyXi3J+yFK97W691iE6z6flrq3NZejcj3dXd2b2O5cRN1XyxcQulTKNXSpRGro4imELirvMnS57unQpbq3wpJ138vLQnfyPIul/GzP0dsjuu61zu+bbuH3KGmXLo0tu/RQFnmbvqyWbp9eth8s1coH1OKCMGy0yuGGaJo/Ii5f7XYfyjKGayefltoxzOLaqafPmwDrYSy1U+Pog/AitbPFct59oBW68FCm8qihTGlXQxlPIZRReZehzLVEhzLXEp/7DUiRdhuQTj1uQKp0sQHptOMGpEiXGxDCleCgYfXLhsRyPRNvighpmE6W9tPpjSf50kyaZpEup9lbSfKllTT9LO2mT1iJ8s4KKf1vv9jZ+IpuUuhrnYf6cPqn/cNPbo0378MXy8G3BMxNzs344+UjOPwBPkPew183uZicr5jxCIR3QfWk+Y6ZRnDjP9E30b9sVOhZ3Hg7fNEUTNmxuMXU+DUc3oPvnEdVtf94Oqvy8TRonsLhSfpiavn4FG5C0/77xte7k85iITL17Yb7Ts/Oc/NJFynQZr+rZo9AFc0QGYBgnpxl9TROxjlVVAWvEQqHD+v1JkJxVGtsimC8fhtuug/XT9LDyXeJzMnycEKufJ9D4J/l4JZtInNCuQB+IWfRFJCtZyA9bRRm7dfZSDydB5sDOynHtc/YMsBDuAm79W1MTl/zy3GL2eOzHJMglXW0GYQTjCBAyqoqI62isZ5VVSLTgkJZCKmxhTs101am3q4Oslbue4QTCEW/uHMM1IgcfKVEWmiv6RVj0gg+GWVL0qR4G1FmGO8uXs+hlj0mSSNDegtrPYK5+O1ISf/QDdsIVt/LIrhCaNMWiO9WnRIGDhsuxe3KmkC2vobDe/U6GmAbQYPCmAhMhFcSa6L7kdfdEi7sA5gghOiz23BmER4eV68QBJEOnpCjwnUSeMFphNbbMDikEjF8W3BtzYNCMYDAKpFz/AAhu0rePaJrIEVF+nQDzDihVdGwjyi4bc1Wb1DlHJP1NMR9ut+cqXWsKQOT0IlC0yXE0rGny+QNU//3WWG+CxCW7jLaYtUj/NAoVlEM/rF86KVoENBML36zuFVhJm87M4an1Ljf1ZyZIWfQDJCpnCjKmtyjiFpz1iizwLU4qi8QhJUVIBcIF+g10jQQ1zC8qMMcA+4bpgnaLMQRuxm/is+Cj213Bx1Zgbitzd0SWBBy3K2NEIKLAYCH7O4QMLUPtRXAzLqPqKbvadfSBMT5buP3GFaoLT1ZsXqXQslTPFRdu1O61ayjNjhc2rfOAcP83v/7BltCDAP4NBW+8tiGtjAlbcgbTXRlZPNziisQlUpRHXBDREAMuo6GeoYVylxQb4UcyFLDHWo7UYWjqgOIOCK9Rr5kBaUlcqDBLdTsUsHAGLXyVMqmzuxq0Vi36/WzpkWPdUTF9T45F+zWPRpbU7qwSVhNPBcBuo+osDyEKphKE8ez0QPlk1DzIfD7Cnb9CAiwriPAynnXBFhl3YsSYJUWW8iWF8CBlU4T71sIqWBV2r1B6dTjm5KqvuTAduq0NHliFflyhpAnK718BxxY5Rf0FQf2f8uBvUgCrLQU842QhrS2KwTYTj2Z1jQBlpAnK718BwRYvzCvCLCvCLCvCLBbCbBSkzDQSwMMaJoA22nH9/1FuiTA9tqkNHnHaQIsIU+eEPL4iOzl52c6SONeEWD//wiwJMUAGEVw+frWD6eIjLTC4pC84cGW0/wlWrKGBwunO2NxSGMviAcLll9SOMMHZhTOBAkNHRaFMyrvMpzpa/RKODPOUXTYIu03H0v1BM+cpsN22gmeOU2HJVwJDjKaDkvIc3bSdFhCvgMg1rrSYX2/xsIHH74CRgi49mhYejEyKcFUow0gNHqT9Iwe7PJZz5CPN6HjER0xbeuDgQTZxIvTUvS8OG4rLc6AiObFItrru1QzkoFVy8nF97s9E+7Gdmr8DWCcrCEna3iv5TQjp5gb3iuc7g45fbexa96riu+SwPLOApbgrmG7ooCFUxSwoLzTgGVspAMWoccPR7JdCXlZXpLtSsh3AD1KYrbrNib+oh97xcT/cTDxpTfNNMnEJ1sTKCuCVkqRTsEKW8Mrj96Yr1tOC165hq8Lp7vDK9/l7pqvK9SEDb/0uCakasi8KK7x1DVk3p3GNcMaHdcEa44m8xLykgUkmZeQn5/MK73NnZN5c6V1ZN73qWW+VoXXyoJfo/R+W66CvY9Xy8w11N5yWsrMNtReON0ZtReiukNqbywztFwvOa6pchqeL4prPLUNz3encc1lRsc1lxnF8y3SbmfVqcedVZUudladdtxZFelyZ0W4Ehy0NM9XGIrnS0jDdMwKz5cwnuRLM2mahub5ElaSfGklTd/QPF/KSpR3Vkgpj2v+xWf54Mnz/FNI9L9rZON7xVCQ9TNlzJjn/yeWVhnFvsfMH81ujX8IL36dZRx/7z2Fw2/hyy3BZCykYOWmmfPymT9ITyiaHlJFpAtEEPkBWB0NiWXBUE4UlqracljSCGKNoVxV71fayDkYyplggthxK7yV4lVLUc7ChqL8QiSbZEH1FOUFBWuFl7JG5ktmCxs0RN+J8khs2MoEZaGLVmInrJOVjeVjw2XtKMqZyselngJbGWks6L3J7eegMKMp1MMfKlmjMEd9wnwKvA4YYJWYWON9SnNMSjiQAZKHh4mNBJ+nJ0CvutrwTrYuNk3CAyLzMfaZtJSSxe9cTE2WhkKHOXYlcbN/gYR8VDh2T1GNNGw7ET6Zqsi2U6qjTiFM6vmsLaEFAdVRBSoSvdpQ+abRI7IeH0PBPquV2cJQUjXjVxRzt2XmysDAURoroKyBAY7hOoIsoAY/bCJcHDgix0I/X6AV0GwgGwH+OlJqEK6SUpPRLcT8ooAqk/5VA9TQPSofm2pL/by/E5h2JAMXZeZiubNX56bwooJtiGZE6ZOs/rqcC341IgCW6whPoApoottKMNraNswskKWMdObvNJDuM2oodJ3idD+CZUGZnZsBaE26nyWkVTO5MESh9Hfk3ZIamLwrAQMUHCKargOprCChSdVtTLcFKQ4V27O+71EUHTb9cKT0CuHrZY07pOO/qHamf3wu2L9/jj2hEajrQG0JGEK3cDCk4PDLDfqN0QTa5Z/i9L13bFH9gonwizZ/4fp+piPCWfq1G3EN/tqmlfdZ/wGGKrZhZW5kc3RyZWFtCmVuZG9iagoxNTMgMCBvYmoKMzgwMAplbmRvYmoKMTU2IDAgb2JqCjw8L0xlbmd0aCAxNTcgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztXVuPHUcRVoJD7I3lkOAEGyQYTJDPibLjvk83D0ggIgSKBCEr8RDzYOy1cbS+xDGRwt9I/iCPPOSJP0D1tWqm6+za2bEjwLFiTX9TU91d3fVNd1XP8aeDGKUaRPxTL27e2xPDb+H/O3uf7vlRx//SDXp9897w64O9a3+SepByFGY4uL0nxhCCEVmLHKzSo1bDZN2ohoN7e5uXtgefwCPTEFBaTVVa6lGZQXv4WyT5jzd6u29GLb33G1suw2bY/uXg97HmkPXsGyNHE/Tg3DQGePIWPCmTuJJabya8HLf7apROKLdRiA6I/vHGNoxCBuc2n6HAXRT4HNEHWylGZ62tosLKqkuKaXN7uy9Gq4yGNt9F+H68dN4at0mVKWFm4E1URp46RPTRFkCplDyxBTcoCqMkpxBAf630AVaKOh+TVhcB7TXV+hAfO2Lr+sfWjfCMbzU4b9qo+TxoSo3WDQcf7B28+/Hm/U/iw1MAydrRaOBHpClgFTcGO8loFT9aGHPFgw/YgSXDLdoQC2xz2FrrYgvfP9j7cM8JMVjo+OimwUxqsMOjw73bT+ANnp3aUvnRmSEpTI4wZEcA3wljcO0J7V15QkkXncHZCcxHfUfZ9oh0epQe3NabPOdf2uoxaCvN5uWtHG2wym6+E02gpNBhcyZaCxocNq+AoPbSq813t63PUoD7Wzup2GkPf1KXd6FKNFRa5+oNZaELnbiywaC4NlO9oYORvTiP5pYYGzIqwXikyh7PWnr8iSjtmGExfnBaHzMswo6Tt5EVlc8DMxZ7y83rbWBeadj1R3EaWiuUp8P1MlyCk0i3eW8bqVFNmwt4FxXRx/shljDE+zBPnAt2cw0lr9/fgm/Z2Hei67X2PGJvYqX0IdKWY+fYrAGon4BQgTSjAn/Ep4lKvn954loYPmvDsA/GLk5wtTX8e9hYrHefa+vcC2ycNXIxgfMcW6JxWhcUprXFCaxDL55VqzYh4VVFlPd41tLjp53AwCtQYyQkfgIHeAPD+2HQkRuzUX8EQwSj5Y2n444sc46ZQewEeJMzP841InniXKeTkasfsQttgtE2KSviqMMaxcahI1No9mRtBN8JMk/P4iUqoI3kJ7JEva1N+2HUQP25UbaMwWucc5BL1mAzw0iYKx7qaXyyw59P4pbWTlh9KOH0rJnPk2Oy3wY5Thpms5zAjrkRP29vQhSmfcE2VJIwtn8XKpYFejSyQEXhvVhJwEjTS2ujULOV05wyOmkWTa0zsKrKKCy1SPsYPLWEw+MbksFPQzBSWXAjO5n08rs3544zaRCFD3HhAW9JJZSOA54Gw+oJpmsTyK4qtAGGWnheuv8aPnW+6SKiZ4rTw8Di/bN0bqFj8i2g8JkTGrZDlm/6G2kiGh/f/Ru+PtK6s9xrjCj+ftQmnJw2LloaeEM4InmWsmTzIfL8W030WrITKHob715sd39Y3Sc+nZkTVjhOgfe39wTqutquRLuaqS1V4d2RyPkRtnyO1n6VtLK56ad7GggNprBJU/henem5eFSKkzWlmIRb8W97fx7un2qyG+HiOjCuVIPDt2lq24en0yzDODmi+fnYVmytEKMQkpo4SEdNnEmjmTgV0cRJeE0TuxD39DtMXJlQ9LuTina7k048EXhDFwTeSScCr6iVYbZpYZoSGzhZXdZwYqIt6fE6Yzu8mHmJr0DVDtY9Jk+xl2M8wftJ7mArwmxneN4irMw/N2PPuMHzIPrj+JRXGncICwWErs6xLeMrO3/SS+Zn27gmUnBFCPekNwfLwj/dTqMVVs80na+eeK6tQBv0Jl250bor+ga3XCnMC/PAaxeZtyPeaxwl7Dfwcq3/IufqmSCNomxaipVNXfP8JNyK67EpuJAy67IpdAFeUah5NYNlumsGy17aDJaKaLAkvKbBCjfyBsvU48xUKcNR6unxOrwdXnqxxFegHjDFVCK9V2Ksz03BB715F+ngVX7B9qj5JXFmwlkXOm+drxOJi88ISVrYFykHmzLYTEyT9dTFiSbCBoR5iAC7SHyda/WrbFOfgDxrW8+3qUrIo1hIToQ7eMaJ1BQloaZidwUr9VdZSsK44ck8dIlzK/S1tki5vJOHnHaUh0qx8pBtXpaEW3E9HoIZb9Uz4aGmeTWDZWppBssu2wyWimiwJLymwQoP8QbLPGSNZHmox+vwdnjpxRJfgYe0ayRUt6pP5+HMQobdyl6gAZFKBruUVgfPSwvgxn5pUbikX67wXHiGXTsx9TcHB2tr44mDd7N0coaAV/v3JruZfKvevbTT/a0W1P1Lsbq/aZM7Cbfieu6vzejX9X4VYqqmKWaMGY20tjGztzdjZi9qxkxFNGYSXtOYhRpYY2ZmMNqwm6MeryPf4aUTS/zkhpOoN88MMjU/DRYJAOfwonZTDS9G3ynxxaVLdQHGGjYRyzfmlXb1Djcvrm/rMF8h86Lf119iFF7f9EETIybqX6VY/UvLWdCkFZ90Suy2bPWvZlqwy9M42DGaS9CEDNrzse52p9+hkfMcbUZORTRyEl7TyMXveCMXx1OOCZsUtA+bLMVz2KSiy7DJUjqHTQrahU36psQGalnDHTV3W3BhOekOjd0paN+dXnnBF2pyNyu67GavpeALLbn7Be26z2jJ+FILi37TUwnxXIPwJU6fjySotD59+lMZ2j6bUxm+O5VhRH45rXcqw3hbQ4tPeizDwI5b7EqfPotjGTooZsozKMzPinZTvhNPU7uJL49ldOI8mlvipeK8icGzlh5f4VhGXLfsHpYXxzKe0bGMPiNLj2XUvPAa5zJga2L6jCyDxnld0O5cRieeVbs2I2fnMhg8a+nxFc5lxLXWi0MZ80MZdQK9OJXx33oqo/LtKqcytGM5oEcjB1R0sWzrpNPyrKLLUxm9NIvm1oGT1tMUhravx3NLGDy9IHv89HEuPbkWd3xxKuP/8VTGD5irt2mlLdfVx6BwD7zP3N2ZToSFPI3j1WKJM2gpaBwPi6vF8fRkx5Wj+DnM0BR/iwaOYQNi4Mwcgsb2iIGT8JoGzjEG3sCFDSVzbryi/QZlKZ5JvKJLEl9KZxIv6HKPzTQlNrCYY5mWYPDZdF2mJRh8BbqGjaR/cTDjf+VgBntWa5/cLvVf28mkIljKpKVYmRSeoEzaiusxqVPjyqfccj60KV7NXInq0FzJRdFcudjMlYVXNFfhRdZciXYUyHM5DwZPY8vhsRMMvgLtWNHOHL5IiD59QnS+esNpzK3jLpPlQrk77nJ/FTw95VqLxf2VDzRhg8X13N+kZc8zyIii5udkzujxxJzZlTw90UrMmYTXNGehB96cmR980NyyhMHr4Hd46cUSP31OFBzjOSVEcQl9fctNi3YkBh85PmWHcj/b6WXe0VNHtVi9bJo09bJWXC0tWqy7dk60Ddq3Z93sR44eUSLWTUW0bhJe07rF6RjrFo/zTCqlot1OpRNPO5WGLnYqnXTaqVR0uVNhmhIbOE3LjEnBHROGYtDYnYL23emVF9wxUbWGLrvZaym4Y6JtFe26z2jJ+FILiz4BM4dd2VAtp5hGIplAVX6qQDqSF/3D1sR1iI+fytdE5qP5V/M1qfkZpkJJ1vMhCsx+bqDPmn6O4EyrK9/Xz39toF7eLXlbYTb328f+5Pv8+3h5s6kiD81+a4D2q+qqbdWW+aw/fkxQEshHmEAm3b+FPSFpZWJMNApRQC4P2/0TteLPHpBOEVM/5u4TqxL0IV5+3Z66w5uKGPs2VZbaDbv49xDkf67hKE+BYEgPNN6WbGNvITrrTVVA7t9t+mfZejIF6ljf2+5Hr5B289f8uJJm1tdDhHNVUfYWgrP7sa3AIWaj8qtf6BEcvr76BYqWSwluFpLZvJ89/8XCB4pS8nx9iCj1qPQ9fIooQM/iW10sNLkpe1aqgPQ1m1VrSc16g1V1gzPbTervVf99lHx8QlP+jqJEf+fk8aF/431SwS9qBejZx+wXTfL2FPTY9WsICpa5atKDHIVf5TgEvLwGpfJu3QwlN7ILdaKhcpraDRW06cUB9Q31Tlcc9n+yl+bR3JASajBk+Z5q7PGspcdPtY0vw2JE+7CLxMNeKsNKxwjW9d4GMkbcKbcrZHm3SPen346hGYfjn39n8TwZWNiKZ0vM7dajHlEVKh53IA13iML8Q2k/zG2/0J3aIYNXdUQm0hIGT3VW3BE8amfk1xhZ5YrDMSMLr73RBJAtg5F9sh+i7kEcBXhFuYVNwJEA9cWRNHEZ3cQdGR4eDRxqLFYI60I3M+tCOg0lSs+Hkml27IyfRO+MuuGOOGOqk8GT9l7PGkMp8UP5X5IDDovs4CJo/g6C577Jl0yLvGj8/ic+RoJ1P+FCcMemP3d+9cRnAGbxuPj7YTJI+uEXkwgGvugPsrTAXOOwY75EYnNyFzGSjDtZLjpgYNy8C2X/mudKLh6VIti5FqNwK64RgxMjUB6Mqln7owQbJyCdh5ibvMjZC4MAl48NssX3rfS22iv7kK32SsXJVXsl4VZcwV5AeJ52ax5kS8RQto4dMRS8IwYGL71Y6lmDGGBhYd23elbDLw8HRckTP7LcwUJEfwUxqRk7EPN9QAEl8TelU5XxAFN8qOXmCPbKdj++jvQU+tREys2RcxUsgxDRHZ84rnaY4xJ+oMM4VLvbn+UAW8QIyvHJBjwjQM8N9NHxkfBgC+3tIrrJaUp0pViJziHvReFWXI3ohFo91yBVUoxudUKqgdLgccYc692rO1mw/G5DZcFSrCzoGikm4VZcjwVbpxkWTD8xuFzp6oa75UqXwUsvlnpOlWrILAiLrvI7ZR+fMsfQPKnforDf3l3p33Lf5EPG5B1mtmYoxepK1jrqSq24RkYhupL0vn7esF5OQSXFODYnuBJJMFzfPFnejk0hZP/QnjpTKVZnsma2pGjFFcyZnQm7Pc8iFGeSzMapoGnj5OY+JpktUlVCtjfF8+bSeTPESBd/XDYlNrDYg6xVKs7EMRg0dqeg/T6wKHfLBdVSDaATolq0kEp2iE5LxRcBGD1JVgudB8tQS6+FRU/xSZWMm9DZF1UYEP+ABv5n30P50cPml2YGaIj1ny3gTQKEJGDOfnvF15AD3l5MNaEQo8GPT4hBk8AwiSHjrxcTsFal59HoKnmEmlASg9EYbCbRdtLQR9tIPUAaNBJ6yNXORKjn+Q6ilQTxsSm32AZgBYf0t5tpfDfenoe9j1pUmL//sMTCZfxqpsbCv25B4Tt83J0EeG93xiiNgaU20Kg5JhxfWvNlM+xv4qrfxwAwkSRxZaKKtGCekipKT4pmV1Gw4Uco0CckYrga7y9yaqWuL7gG/Io09t42BQhgDzWLnDOh+y49FAdhh+VJBQ92pUeYhn9FBGYGW8zOpbK54hz3AApSLYOC45AdKP10+gO8zPlAJaHh5eKwXgxb2HUBnfn0rQtwBeycY8RQtCXTglEi+TizITk4MnS0pf9q9EWSdJVTvKNM9qClyPjU6dDoa1eyq7XrS9KC3yHBIYXMeGU+HkWWPEZypp8vk0RLDZ9xSVVSGyZlD7uUqtyVHPxoxOsPUBdBvyo9M/SxPq0cDO0MEcXZd4OffXdY18fs1e00I2WAmaPrhOSd7QZHB2ya6pBvCls/AZFySaMJi91nuzIy2a/6jwyUbsWPP3Ncff7BNBSv1rXgfwAnCQhGZW5kc3RyZWFtCmVuZG9iagoxNTcgMCBvYmoKNDI1MQplbmRvYmoKMTYwIDAgb2JqCjw8L0xlbmd0aCAxNjEgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztXd+vHbdxRtokjeUgaQMpkhCgPbUV+NzAd7X8udy+FCkSFCj6klZAH+I+XEtXsQzpSrYsA+l/m0c/5Mn/QMnhjxmSs+dcWTxy0saGk8NvZ7ncj8Nvhtxd3s928yTkbg7/5h8Pn92Yd//q//vdjc9uuEmFf+AA/f3w2e5fHty4/x9C7YSYZr178PjGPK3rqudYi9gZqSYld4uxk9w9eHZj/52zB5/6U5bditZyydZCTVLvlPP/O4P9b/fq7FxPSjjn9jb9XPe7s/9+8G/hymus51xrMelV7axdptWf+cifKcBcCqX2C/6czs7lJOwsbaoa0F1Crd7/6kxMxi2z2F/i8VdnYp6sMWb/KFhaZ7TdX+Dxl/HnbISvypMhlnXdP0TwOZ51hT/TVcW8+Gut0yxnvdDjX5ydz5ORWvlbfoItrJqQTyPgJV6XbRdvShpDGv75mQeFlGL/FYKkgid41hdnQk5OWFvuVorSUy52lJSTsbsH/37jwS9+u//l01DlsloHVPg+nlalabeIqoeywSNEL48ZPMFLPDyzk3LKLQWcNSXg2ZmZnFm1239M7x+7oCaruVhAc2ukQwOzl2gw05+551amWrP/fWntNaoqPx3bgqd4vxfsxf7zeYSl0KHz7bSaRYjM02KTf3rzcr/B9AJ/ErTUq4IDe+/wnGq+ris865Kt4CG4j1TLJL3fzHFgP+fOJ82+pM3KpuT61R3k4y/xfHL9F2j6Nf58euYmo5WqGPqf0mGEFr7WR8dvu5xGHfArrhNIEwjdpEM/RDRcYjGTWSW9s/oSXNu/AO1wwtB7e3Z2vkw6gM9Ro8lNMB6ssiuG1v4R25X60WQ+oKqobVKwJNrYteHwZf4RteY8e8u5l2yVYgEvGS9LCwnhr1jTK6B+tTaRDAHkOVUfYGiuqnqOg+2KE2IyLonpS8pbFldi+sdyPvYAUbQvuKBSU4jHmUaRqlARX2C3kJZSx3mNyxLFfAIjSa+Vt73A469KVZdHHPP5xqDLxz/D46/o8AN9mV3IGpK87Dhn36GzYhwh1yRKVIleFoqrMnRfUQ/nVTef9DVbP7bvJat5pKkof5ds+0gDUNPIEL1gG/BPsSvlUkZc5O/cR/c84H79KQZeMoyox3S3rIXkwWqcldEnEZ3L6CSxcD0zxob2/frBjd/csPO8M9ozZ5edXuTO7D6/vPH4GtmtY1NVH2Enq3fWeNxCZruLma1PhleA0inK2XSK8m5jd562aXY0F5amnOHvxrvG4qVLhkQYmPzOmQox2vP+VyEzXY00+78OLEgxq3X/3UCYb/O6/543VE44uf/+WbltufjbVvMcbtv5f+GmN0BXQCFnkXGhl7W3FtotBVWe+nxAW6d6cx6FdohZRzBUQq7Y47GSHj/eh4TitlNW6A7vHeC6z2D8n/vxZZ2XvR8hzz8u5P8EwY/8qPAuZWapfJgNsxc/KDzofdyERoQKhJ6kd0w8/6PPg48af5Ijvdf22bzahvBASo+GbkioFkvBVz8d661XP70r1t59cz+oxfbWUjmsQ8p1rTuzM/et1qtTqXP8OMB2c3hoIYNDWxgcLsrg15qeHhyRZlm8JG2MSOEnlEIrf/+TC+PR95M3CX0uwzTGFz+4Ebp41i5kHBEPw3aBYau8iKojPpL8QTsnksPNLvtDmM5a4XZ+Gj1rvH7Qh3ledHVFUzzs3eJVf4uXeaccbp3u3E0uTOaq2n6Go4A2NouM2H9Q6kNdQndHu0PuvniOrNE7n6mFaSHe3uwHpZVVg+6Uc98rv24xWKzZrF5IvYeXCr5xzbf6mr3yjKj5TluzLwnfDW9e8822ZhlyfjWg5ttNzT7XdtIrJ6ngn8/OQ+BevL//sg5Oi/NJ0/fPzpV3LLsa4pLJ7xdt/HFp5lC18DmF8L5PG3eXXL5Ug+7+D4yP5yvbVmL16qdCncT2aBSqBk0y1aEObfVsSGxlapY+ySqoWgvuw6nprX1So0jdJeAqOzN1KytI3RqtV6sY63URnLVWpBYM5n6mhtamDvLMXXqql6LbPk8kZDM40N3jkXAGB2p7PJLI4EAXgwMxPR4pYHC42R6/XjxiMsoUjKxMwShkft7F/SWM9T/TgudmLJOzH0Bw+mLJ6XGE+J/a+Uxn0R3qB7C2LarVOlnVoT51NUuLCmn9bKRBfWd5zRct6vxNOlOj9ZhcWO/pQMeAzhZQiFXVo7q1hsSJQcFp8hgrGU9yyk4ZfDpVrJt0qm8faMOyoQ39La7Yvk4bWuuoDcuGNnTWoA3LhjZ01qANvXUaGKw2LBva0N+lJ9BaB832WcBSOkewOHRDwh3ikXAGB2p7PJLI4EAXgwMxPR4pYHC42R6/lja46kmKj3+VPPj5pnc0GN/aBzazisX5sOeT1MX4ZOtv0oR/CRHVTKswcn8vPLtYzOp8vPWZmFi0DHncPDkfbl0az24Ja2phPuNVwqPSR9B4mqYGP0k1WLf/uzM9+fOFP2tfTGkFuQU+G/wB/nw3tnUBzRHSd+kkQr6Sz/ppWN2YffoQntRkcIonKRMykd7ybjlMzrl9Zua5iMtnN4QLOmA1dMqz7Eux+DQVzSJTEYxL8ZMb/7W7eqPuk9JM2pH+i3MNaNtv3qxmDRGBegZL5wcI3hxAp1RGEDrTEMx0xmLhLxqPpNPJ8KjyFHSuawjAlE6WJELnncLXOWeJbJN+mVs6fcCkdEblKnRCEekE44F0KiUmexLvVDo8zK3ovHOEzg84vtAS2b6Lh88bOr0wz4TOJPiZzlgs/EXjkXS6edKnYFPPyyRdxaYEGV5n0HEjFs/SUoN6md0kRAKNVhH0I8iHDgqSTMyHZWNECr+iCssMHrUz4g7xJAI9Hr25w1O39DiEZQaHsNzjMSwzOITlHh8Qlv3/2W8jKivfx+v+78OMW/oZ90ZUTtUKJWkkfgdj+ft+3iztbEUbnpVXQ9n4WPBuoXlVvE8DRh6n9zlLPDxvD+MUN5SgQSYVc5DxHUqDTCmOCzK5c4fHGPSat0JmjBqFzDgKC5lQRDLBeCCZOcQMJ9NPMqaKy9pbjVx94nU6mdTKZDm0VCYZHGQy4Q7x5MY9Hnukw6NMMjjIJIODTPZ4lEkGB5ns8QEyKcNrQbGXfnVmfA1yMVETtbRWZSHzDchC5NXzB0Uzv1s0k8xDiIx970yYyc1OUvUk4vd9X6e/zCr3v+AU890yij76vPx8J9RknRXlJKuWrOhaEEGOF/JT8aidQoW1odrHlHO2LMLE5pGft8pFPyC/mOF+ziVLt3lLRje63DMKpzBUZVMxq6wKK0KosqU4TmWLbwyXWeJ1bEY5czo7Hc49bx7TWaQzDuNCJxSRTjAeSGfW2fF0Kq0h+SR03uGY+yl69DnJ1fMvNv2/w01OWz+NeXohNulgJjYWC5PReCSxMak/Aa+rp0tv8XrzMK+3r83rRPqi4dWA4BdeYxwpvEIReQXjgbxqGdcvxhOrdd1jG2nWzKkpy+Z9Th06NlflKJsx+hY2oYhsgvFINhd4w/YUbDoxyddi8z6XlXKxqZr8x58Knh24Zfa2VWy7y40HjJxY6cbSVgFvkb6ue1CHR9LYgykfyj0Yi6XLovHAHjQ+n9WbAg45pxJ5ZbyemjM45JwJ76bmDB6jU4cnce3xKA49Ht28w2POyeCR1A4fkHPOrqyVfBs557uHc052lf1HJbv8Ifrrj6FxVtJzsB5yxR91i+3ex0lFbcZqZq3qq5fzf1jOhxUCsy78/ZBTMDPGu3inbrD3GXpGRWZMoeODQ7uG1xa+2erDrcMZ9FzeK19U8Bd4uaCSIS5Flmu12p2KOUWWslrtLsVxKXJx5XG5x2wgRSaD5A5HIpsN3+QmF91zAkhwkTkQGGQuFmW1sD2QuZwNn4A5o2FhmzB3l8uGN9yPIbb1uZjBFuaiBBfmUlFWa9gjmYvp7nji9OyFZou3+XD4vsnNdjveIENF3iBEIW+xWHiLxuN4y+nsCYjTdqodrpqEHhyq7Eju5leQjCJxEMORuFgsxEXjgcSlzPUExK2m7pLfvu4iX3i5hlvkY3BIuBLeLfIxeBTADk/Du8ej+/Z47J0OjwkXg0PC1eNvnnDpVU+L/D+QcPmUx06+G8KLgzR5EqHO6y0GQoNe5/0KciWSnGEa951w+fCZRv/MJyRIeO/pcPhEs8sHVbrmasWkRZ1f2fA6l6uerd45HMvukrnXkQc5wkmaP6Vizp/EbGn+VIrD8if0zIH5k5/3VS5/bOmGPt3emoDGNAjZAo1AtmKxsBWNx7GVcqZTsOWntkpu0cWuIN4hawiH1wULXVE6C12pmPlJxgPpgkTpBGyFh/3ObbHFroPQN3dwVHLpEbIFAQXZisXCVjQex1ZKj05Bl5nDuskGXfcPj8XtxaCY5yBdEGeRrlgsdEXjgXTFpOgUdPnJ9bopXeeHvevA2plcJaErph+FrlTM/CTjcXQZnxrMJxmMRslaFKvseyJ8HMy+Dzye19YslDnrqKOlYmEuGg9kzkuz22QOkuDZlSfa1aojg0MSnPBu1ZHBIaL1eJRuBgeRYnAYjT0e3Y7BgdQeH5AE+6CQl8l/VpJgTG1znidJTijt5qtATNKHOSHmtscyWvLyD7eGyGavEbSzap9vy8Cb4Vfn2FHALo8wTwZWEvSrxSgupZxt9dQ6FVNKqVZHn1pjcVxKWfp59FNr6kFvROdyTTohjUQ645C09Kk1oTMYj6Qz55zj6YyvB1E23+r7QV6S2Gc1HB5UM+OtanJ47JMOB9Xk8KCaHB5Uk8FBNTk8qCaDv9Fn2FE18/LMz+HjWT3r/B2f8dPs/J3sKlz+5C/A+RNX+HQwfiXlr7PhDWKF/aj8tL18JsW+EvI+XQa45svy79MByXx74KflaXClnpZpcMWi02k0ReNSvO7g2r7p9O0B3nT8+vPag+tAzVpCvkXovEUlJlPz3uHF3I/OuJNI5knXfctJey4gIMlp2MgqIBRWo/FIklNAOAHJKSAQkt/nZZ4hkfVuzzdH/ftcSCCERr2RVUhAQsF4IKE5JIwnNL3IRAkl3Hm/YjyQvmdz0KvZVxXe41YskNmk2JK+yYRURuORzMYVixMQG99k2iCWXd/heD3m3fSDGmZtg/AaI56kbzIRXsF4IK95bWM8sfFNpg1ekaP3OAVg2XyPc+KOzbCaQdiMeYKkbzIRNsF4JJtp6eMEbHqpdm4rahGZ3COKhN09HMtITezaCPKZ8qvMZywWAqPxQD7z2sh4PsOrSksdoI69sHWXhvFjsaqg9zYFFdZDCLXWUVeNRaQWjEdSmxZPeGolaL3ttz5iQMeAzhaw+669s4bv2hk0TgkAbb9r763Dd+3FuvmuvW9f+K4d666/a2duccX2td+1d9bwXTvWXX/X3ltbQepuvmvvrcN37Yx1nvY0G1iF79qLdfNdO9+7TiVQqJnCUjK2HegK2G3GxdSc8KaW6AwJbXeH4mqJeFsLuEOupXUH5i4j3t4RuEmupXUTjivH3FF0n4R27tPXkvCmluhWpS2NWzG1RLytBdwtt6V1N6aWiLe1gBv2taRw0NWS8KaW6J65ltY9mVoi3tbCot90izz4iDRvqxa3x0sbBMbtf/8Etgh03RaByhjY0WXcFoFautfZH1DPOswj3+b+gH4+xEhSD7oC9pLUWkfpSWi3P2BnzqPQDqnTPnP1/oAMHivp8QH7A6plCZ3zp7M/oPJ62hAOpHRo6IaEdhGgswalz9at0rfWUdET2u0P2JuHVgtZnrXQ/QE5HFrY47EtPR4v2uNvvj9geNPT2I0R+Zf9Af+U9wfEX+/3u/j5yLMM2BGv23kwvDSmzSl2HvQ+FuL8CXYe9HHZz+JOsPOgH0Krk4TnAfsDluN0N8C0aWB4mBPWdWiLv+H+gEqIhZHYDo1C1aBJpjrUoW2XBHfWkOwWa0wwIX1trX1uIApK01FjFsbaWIPWpkRztQqm3X4qje1WqoQRLa3orT2Kd6OFruNCf5fzTq5Ft6v9ATk80M3gQDiHB2oZHEjk8EAXhwdiGBwo4PBwswz+hvsDhg/NDN3g7/X2BwynuzffHtAt3TZ+51p4aRftpoFhZPVbCarFK05fL1dDNSTlyjpPBzoGdLaA3TJKZw15E4P62WRG22WU3jpkU8W6yab69gVpwLpraWBucV2IdS0NnTVIQ0ZbaeitgzQU60YaeusgDcW6kYbOGqShtLuRBuYuPYFOxNWfZntADoduSHi7PSCHA7U9HklkcKCLwYGYHo8UMDjcbI+/+WtHSi7lNYfRGxEJ861tD3jsU94j22Wwh9uvhuCpux9W0CnpEX0uPs1FoVMxGufisO0Bsf9Gbw9IPYOhcx1NJzxfRzrjECx0pmLmLxkPpDM+jD8FnfFh/FunMzxdJ3SCciGdsVjojMbj6EyP4k9AZ3g7q6q529AuTKdU+yaWz0rW5p0tbZfwamT9elZ9OvN6lg9HOkWR6ssuDgcJSHj7ZReHQ6f0eIwuDA7RhcEhuvR4jC4MDtGlxwdEF4EP+P7fbHN3bC9V+oHKwU0upu0Hw1H/7KKpWKZiFkuDH5sH41IcJ5aldwd/HUXdhry2MHPPhSldB7+OImzFcVbYgiKyBcYD2cpaeAK2fKSWFVvHfG9EZFEizJYKm0mdMpuxaPCj82A8kk0namUZ+PWUnpba+U4WRMJfkLH9O74cDkEk4e07vhwevbnDU7/0OAQRBocg0uMxiDA4BJEef/MgEhKob/Pz4D+bPQBvcpGDlQEUTXb/aXYvCvZrCum9h4agVMwhKOwARUJQKQ4LQegbA/N1E9bLqNfdPfJu0kwiz8HPuiZOidn9TwixcUAXYqGIxILxQGJTtDoBsUqbCVZ+kNhbHB/sLl39PmtK8MTid5v32cBViE2KmImNxcJkNB5JbAxcpyB2bbrseB5wl5B0cLeZOwfyAKMkpTMGkkInFJFOMB5Ip58VTE6fgk6tdHgLg9LJDuabVBsP6ulExjrx04ZOt86Uzhh/C51QRDrBeCSd1k4nGfXaJ4arPc4mu88eyya7C+BtVAWYn0k31VsLssJNP4M7OCBu0Su1URauWed32s5sfsfgkN/p/Dpgk98xeNT/Dk/y1eNxHPZ4dKgOj/kdg0N+1+MD8rvwNe23uMfzX/bbe3v77U3cgGQtz7n99ogetJ8epAxTV8vHqZjTUWWr5eNSHJeOFlcevd8eHSS3uayJXUvCXOjudhxPKaSuVoqROSgic2A8kLmcb56AOePzzYo4dv+Fjb/Vw8SYbt/emCJm4pICZ+JisTAVjUcSl/LJExC3LnWXVC53i/Mpbu5YfdfJpY7IXIxRhTkoInNgPJC5nDqOZw5uQW8xx1LzulsVxsSvMBejeGEOisgcGI9kLmaJJyAu6GedCrAbkbPJGburaJte+063hLiU5mTiYrEwFY0HEhd2ElQniQ/+tqd6rG6vOobPWLlHVwwOWWnCu0dXDB6jRIcnEezxOMR7PDpwh6f+6XHISnt8QFa6iLIM/Gedlf5lU8L2G+AjOy7dP5AqxbxRVo/dUjEnmVJXj91KcVySWTxz8GM36vLHHrvdJ3P0rW+rU64oq8duyBYUkS0wHshWTixPwJZZw24AG3Td4eji9o3jn6sVupJ0yuq5mtTVc7WRdKV0cjxdeoYqN+hit7ykfzVnc5u9mBYWumJEKXRBEekC44F05RzyBHRp2FBtgy52S4S7ZBa49VQh5YKFrhhoC11QRLrAeCRdMXE8AVvOwkMFni120Y9mk1sbhKYEMLOV0g9Z0kNLlT0aD2QrZ4vj6QqbEtbKxS4msM8P5+vMibU1VMRSflaIgyISB8YjiTMOFpt54iAHlpJ/8s7gkAMnvFuZZfAY0Do8KXePR4nq8TgWOzx5XY9HUjt8QA5slrJoP2BPwjICMWf8RyahJfly/5qv974qJy2bPrApKTFNtapl4ddcf0DWQsv1aa1tA8ysYFF2FS5w2+SfNjxEEkcD3S1GiyY26ZRz9aA9FXPSKVT1oL0UxyWdxRVGJ53Ex4awFfPIuXp6jmxBEdkC44Fs5aTzBGzF914pXW/3vVch+EdaDA7CKQT/SIvBY6d0eBROBgfhZHAQzh6PwsngIJw9PkA4tfr/vJnr9d8+YB/wsn80j/37AHKuPxeY688F5vpzgXn45wLYz6M/F6Ae9FboBCWc688F5vpzgbn+XGAgnVk2x9OZZZPQ+VZlU6z85wIcHmQz4+2aK4eHTmFwkE0OD7LJ4UE2GRxkk8ODbDL4m+/mGnJYIU+9oavXrZAh2LCj23bacY/fUpB5RHNkl8ID+4/CR2FiNenvqycHMCkbiUWfaKYiGJfisE1ekYnRm7xSjtkXaNiNBm9xXXBkj1e6XsSECaQ4jSUjSJhATqPxSIpTmDgBxektVUIx3ffuPY6vehPXI7sTMlX5k5igQciNglTIhSKSC8YDyc1BYzy5+U1V3n/ZqQn3ly5YZtl9oru1zbC6i8QmRc/ExmJhMhqPJDYtBZ+A2LXpso3k5jZHEvVvTpLp8X6bVyUpoTEUFkKhiISC8UBC82LxeELzu6p8NOM3Jr3HBTE0vcf5b/cCR1ggJnzGFKLwCUXkE4xH8hlXk09A52LhNYRjdN7jotmRx4qEzS4RgBVkpDNlXpnOWCz8ReOBdObl5vF8hn1end6MUuzy/D2aLx0e+9Sr7xKvZpakCbkxfS3kQhHJBeOR5KYlaZ7csBuJWF3af45sUcKAjgGdLWC3RUlnDVuUMOhqCtpuUdJbhy1KinWzRUnfvrBFCdZdb1HC3OK6EOt6i5LOGrYoyWi7RUlvHbYoKdbNFiW9ddiipFg3W5R01rBFSWl3s0UJ37vO5C0H6U6vwul+BzwGdAXstlVkak54U0t0hoS2+/xxtUS8rQXcIdfSugNzlxFv7wjcJNfSugnHlWPuKLpPqaVxn76WhDe1RLdKaOdWTC0Rb2sBd8u1tO7G1BLxthZww1xL64Z9LQlvaonuWXq6cU+mloi3tbDoG+z0KoWatN7a6fUp7vS68xN9Nzlr5P4L3Kj1CRq8wD1b601d82mPEL1kDXBX2Cs8ni4m5iWfFTaA/fxM+JgmrN1/heBL3GA212qrbWkvw3qsnH3MIqavsIJ8u7P2l/XhTSzrur/A41f4k28WXvZFuVQ8XzjnqrZccGeRBjzfui8T3kQ3hXlv+izEX+2EIVd9TrnCq6ZmyyVy4VulOdq03n8WK5BCZ4bCz0v8uYufBsw2rFbv0qcBL8/spJxyS21Zan2EaOxtP32kDXiBx5+XBl4h+Dsk8wLRK/Zal8cMYh8H3p7j8UdcC3iKyAVSxy128T/zfZFaSQUfQheYVVdt+bIQ9wSrqu4gt+UosdizX+ClyFnUH9B1sDsIWRcbvNAWgD8q6oWX9KzQFmNWXz+4i1imsBVmchcyNq7wZxp7LusEgPleF5uGsRSJamsWf1Quixc3B/ueaqmnGTaTnEHcwqV+/Yrfqpoo2MesglHjXfQYP+jxbv9QNqiuvSTLA9GXqzI8yfFHeJyM6cdFfyrVo1rGVFttsV3quijHib7sWAHDqojAodjW/ZGPV6rFKCwxJXt4f5ikSIa/15bPMpUq5rN+XwbHgasyAzU7v0SH/LCMedNL2TzJpfgmkaJXnBSRwXXs+i/YsYO0km7jRQuVimgxGZxEflhdn3JbTLrX83yz5yngP4IXrMXkZ3GzoIPiy1bR2zFBLkNGTQoEFhxNeImY6x3gaQ1flRHEjwXiilv+BVfwivBJOU7Of4G1Puf8m/j/w3K3F/ywe3LE1z8s45a06mFHUacG2bSju8k7YgPNRvxPGdS6FfxYn81XnzUfcPLoCE+tyzeAfOzjx9xMf+ZaXfIV6ZqImNvyophWY4aKcbElMfPZmZmcr8ttjro2G0rxkaGDDarkuMLjE1ZliqnF44I17ehoTHc4bgnhr/i7oSqUnehDOvBLu69YZojBY05vLrHH+MteoQGbHF5QR2RCPEkBHuUQn3pW6zx/gMNx6Ml5JbeahM1PH/zcaIHYn4XtAnWpntGIxd/wqujc5aKI0e+2JjR4VjbdTBeKLZ/ZBwMrJ2lUzrcDSjKGS9aWVFZPI+LVNJno8FMW1AmiuJgmEKZJpY/p+aUBV1wFnWCRxNaizrTiesHcbeWiL6gHFc/+uvZhOE1cY/iXe5O+QTE7DfvWq+yvn3JR9WE3c2yE9aKYblyL6GV2TD9imniWbuITvATROFYaWTEjrd2+VmpXlWVlsJs+t9VWd5OPY0S62KY+3SKpoM+jlKGN+cYyn9Xs8hgHyGwXQFtdyg4jtayD4vHpDJWtqRzNAiaXyQ+BSsAwM9uYxRCF69dOwkLNZdEqf7fhqbVeBM3onpa1F/54/ps/i6gHL5PCorjw05HYy+siyqVczhZCnXNRETJZWLt5Q5Ahf76DPy9Ae/OSplXp8CdUpKjGpMs/5LIuorJY58dHlesRtwaTL2UV6XqiHx/TtJ5J4Fl9SUHW+4+bRfbBKmehughU+ODxqnXs5qrEdLOufC+41kHGeT2ycl2P8Q7IML46oFSxLqJJ+aqVKOYG8DJwSBSVzwHwth9RLprrz8rR61erIvn8T0tLXtHDnHyjt/2B7YtHnLy3Hp77CruC0eF8fLUlwplJuhLhWJXiU66LrHxVclCvuoQ/uWSqVZfH7FIxkahKuLJEMbrR/q2xrDvk/CrbymrGHednTIRgDC58elVNKBkxJKbVNK0JWfWENMmJXOyB1eVcLUnb+BRxQdSxP6cyUdUIavS3lU2qXm8WwsXw8LSYZBTglFJMel6yU35WaiCXIMPnSzJHz5bVAgg3plgh4HOArla7VMfJwhHO334eQKetUdS0F9A4OSp89s8hMuGphi/bBYk442aWmDeyzc05bDpeRRZObS44iSbd8TW3OBbeFIDWGLvSCS+58IPwTrs1S8kxF6vzeAZ14XrHFB1zXscMPnZoImV4wnFxFta2rBKtTql1squsEiwygSNzwY0Vr4sjQvV1OU6EbkdzMT7tykO+Jb9duiWDv0ox8oAm8sIu7fKrbMdWgWudyWj7xKl7zsWvM1cdFgNPlS9V2pHva3P5sM69wBeJg3aLXiH15Bdq2dzrYVn/Urj+tfWUpgxybAo5Xq909VetltLypIWsMnFLQ3ozTcsVsA/d+MGMEoEhkuSmzAOIzUtdsm2V5QLVqiAJO/n4Fld9rYbUOpWmLGhJfpJlSSJLtpyvOtOk2H302AyA0V3c5PqnolNWJ5Gy9/QG0v8C+2kRq2VuZHN0cmVhbQplbmRvYmoKMTYxIDAgb2JqCjg0NDAKZW5kb2JqCjE2NCAwIG9iago8PC9MZW5ndGggMTY1IDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCniczVxZrx1HEVaCYzs3yJDkGjtsGszicwh33PsSlgckhITyAljiAfMQbAOJrp3ESR7yu/kDVK9VM13nLr5jFFu2pr/p6emurvqqurrPfD6JWapJpL/t4vGzIzH9Ef79++jzozDr9CffoNePn02/f3j04C9ST1LOwkwP/3Uk5hijEaUVOVmlZ60mb92spofPjnav7R9+Ao/4KWJt5VttqWdlJh3gf5Hr/32n9ydm1jKEsPP1Mu6m/T8e/unoxDg1e2Mn50J+/ROoL3MlJbXeBbyc9ydqlk44szvZn4jZKqNzOwVWbvfXj7D26R7GI4PwuyepggvWuN2nePkFViUtPN7HWcjoFlWf4yWp+jRVVcL43bPUVDDO6t1nWPXFHmpKpSTUzK8SVra3psuP+vMErO3L3G0pZmetpc+f4v0JxfHHvZmVUoG88yvsyGfs+OFxaWcroO7Xe21nL5Shr/+I7TRp4DGiH7OPVbnroBuqpIHGrHVp5v/w8OjPR0bpyQYXZ+cn6Y2ZwvTi6dG/LqCwvPYpJ5IWeQG6GrKyTkVZQ6l+Ako4SxOmE5X6VtTtD6epez66sJjgJ6ghT/HyS6yw0Lbewuk+zNYYqehT5zZLJN/aEiaJm0yCm6P1cqEkX+zdDAIOC8GTBp4Uffby/KZAi/1sgrREM5/jQ19izafc/Y/pS4m+ECVnXvoYUdLB56xBLAyudvUzVKwXhBNyVZhqQ1+7UMJVZ2w0TVjpqadY9TTTlEq2ArQmisaQh4rtmeX7v8LnP+uNfoogef7rPoME5LtKGiByq4L3ztPHcCxMW9rufoUv4997is2SChorSHY4TxB9eqBC6xjp+GI42XyAzMjzz/Z2DvB42P3z0IS/VGcUooK9jBefM4VOTlSdkbN1sumMwPuhO8EyDU51Old+YZ9P98BT2umkp8p7ILtQvKbyswh2OgEfAb45v6BZYHDNgBKxELr5uDPT48EqKEk5Uygg+8GFcySq2O6TVxFqJGzwvJvtV5zzGzU5PfRfSgat6gfYvxI8JNnA4D88evhLYPFPcPyEWKmWjGq2lAWCn7LUrRAVXQACuxoXvs0JMVkDSgC+zXg12Yu6tsC6NqnC7MzkLOCOujYI3WKG6iM6uPqIB3m4yUH8ZkKJxF7bn2gYjHcRLlNPH/xF2f64CnaW3k4Q77miU9dLfRctXKb6xszCeTkBXKu8ttdz1BYs5PU9KHy0yu6+lWSmpNBxdy2JF0YYd29ARR1kUK0pOftg/dRbGl5mQcm1Je8aamRB2wiC1kIkQYcWQRwAQweB0l3DlbdmrK28Ux01UTdcK2vH2lo5jbWl77gLTE8Axa4Y12sbybVtJGlbW9FxiLaZ2iyaBQIxVgGlcnToI14aGfELLSUO6KOMcYZRe5FDL6KPaUIZfZRGz0KEtDJRNVZ7H8JWeCCAKyBKdhMv3+xK+Oj5Hizfpv7tHr1IVmoh3A2MRkrQJmVFZlYLr4IJBmaVc12OvIvP/hZfj83Qxt/qKNHV2+C+vJJ+d6/f/R7evdvufr81E1H/Ayy7JuC5qIbxo7ndwuF/B4fP9ooOufeAdrrKwc5GaCBXIob3ubF/m7N5bI+AKGKgkKCszG1btbWM7/a7gzwdMI70cdJmNnVQv9vDjPsA/LV4xZkERtUFqElAeEDl9GPs/zvYDG2dauYvevNnvyjCsj5FE1Rov07DjzENnzaJOoCSQoz2iTxEdOjw4H2AmKf3SSa3F17VPJ5nK3ALyMF3L/A5sKQMkwkqryafJSo1vXhai167VkyVe/E/R3+bnl+A3Ag7rcjNRAOdzOxmi3++nvxz7tufr9SyFTotam2Q1fN3W4S5G2hAeGMvRgPL2UxhhbCRajI7QTdQ6fC+aPNCTd8AfQdLJ8hAOEImKLkYMkG5iBOUK284QVb7lBo7MEHFPTq3igCycxzQFBdU1AAzY1zA1Ia4QHGox/cZETEuAH4aa7vgOTRabMNGEkMw/YAYgukHBCrYD230MoZY105CgimxBTRaEjExeBYIh6dBMngz0QGvmrHGrxKLlNgY4vWcdWRjYw2LKyvlpFJNMIiS+Ky6rJXOshBFl2GorhdPa9E15S2V3WV1+XDvYe05p96HOWBK9sJUc7hdA12EgItrGIYMfEOH7ID7yZBzEYecK284ZFjBvZohR314yEYuZtnIxSyXokOXsvEsm2hfyZCtzlp/YMgmBDpkKy0dci7ikHPlDYdsYZbtoTFX+pGVBnBN10DTQAjKOggLPdXwxlTL2oAybWSa51CHaOjdaFy3rA0o03J2CRxKWk6Mt2TLVW0XNIt6Do0SUddbbny7rA0o0+fsPjgU+6yN73hl7FVtWE+OqAUPapxUBZQy9klxHF6pdcQL/wx4NdIRL5o84Bs4lZTZqIFaxCD47RSICdBMvftlipKC0hBDvVmCtugsrKVSEJXu39qnvTgZ5e67+xSPxSgCrZmbsqB9knqtiX3Bo90+pt0pF+hjtzDyLwsCEaJqr0iXH9CVeb8MPa4kQfmv9yG9VqoGemf6cj4Ji8lmwYIrJaWssTnXlER1GxNxuR3jg3UQ8bdc6wnev0+rwuicMpqC9/tD9/dWCBKCVk9csnLPujJJ6ratWrjtXrwMu3FDLj67j/gl6JxpFdQ7uy8iSJVTntIHn+cO1BHUVa1hLZNDlbv3WLGjBMU5Yj/mxH53JfbqJ5rYm+1J6lS6nEvlrcTePAov90w+KQTgyGfEi4IweCafES/kw+B5xCO+Afko37O9lyGfmnMQnjLKo32qEC1MM88+dbkHSytKI+cRxutpaxsWn5KC38p5ZHB2CQSlVkq5s6gFFlDpyR6d/51kfkizcwdP+tWdtlol9Zi7tzt0Dpk1GwTHJgJvgyLG2WtouxvLg8FuYGgs8RGzG+wqh5ywBqXxaS22+NQIT+PTXryiXdXgtI95GzqzYAmMHIErQp2FmvIHs9UlOT2Y7YgXs2XwbLYjXgTH4NlsR3wDs03HZsqQUeeJdRF//W1E0WiJeRL7Nfu0QZiIlrZF7PcmNnu9Rx+PXvRLEhDcwKoXiA0uYMDnxgbSzVULeB8lOAu5amigvaahQS220ECFQEODXtwmNGgD3jYyQDFeLDAw0YGI1JmmB8JoJhCo6Y14lduIZ9Mb8WJ6DJ5Nb8SvbnoGqLnlgK7sMX+7PwmzVFIRe7qx2IdiTIuPyy8XjB80uFSTDOvyZihU2nfO4hGsHc5crHjC2SGxYzTe26wdKmupHdZis0PpBbXDXtzGDvuINzJEaG8lSH6t8+DCQffFCC2n4FCQ1eKaIHMRBZkrbyXImqzbWpDQO+8WgjxmA6pLCqoERl1QjYIsjaK6ZErlzQRVoqiNBZWjKCKls6hcas9GUSNeTW/EiyYNeBXciGcqH/ENqDyYnnl5v+xTAa3ufgQzD0QK9PpjZHLCyiQ2ujnwb6L6d/DyFvsYpm6uIWsXByG0oaStgYrdLKyUxEMQB/AbbB+fv0n3aQ8kbqSZlTOWf6tf7MUyfqc7m1ee+DEuHWaAl3KJH5bsyP2ZywaxIeFdvM87GFmS1s+6WjvqYGCCqIPpxU0cDA5+00iPynQd02mb2IDzO7DgvkN88dl0Shz4e/2hY5ZOu3wbDThKp12gpfJW8i10urV8E50ywmXpVMjA0umIV0Ub8UynI14FN+KZTkd8AzoFJ9dySRYZ5Po6hk28+Og5siGBf7gmxppAAg50wpjdT/fQb61iXuymyygJg73J5pTaqlaYA6kouZd+9t5GSnaELW+yHM4S58EFAfQ1+OhoF9EJHCDxfFCm5Pc5Ej+vL1TE19iFOa1cU3cWpHRtceSnJbVIJ4hASN238eQIufx5rWDqeGXqTDmNC5LySYNWh0cu61FscPZS65Qwp60p05NGhKWOuRUHu3Y5pmsXzmEI6anDqMXqMHTUijgMLG7jMPrgtnUYRGaX2zQ4b/1ChHmH8yN3qLAPhuV5H6CLvfFcy2amIso5V95M7HXT4IDcE9HrECNH9AxeFITBE9EzeCZ6Ds8jHvENiL79tu8bxfN2xb2F569zwTyhTtLAhE+RpOmiKzZtjfpIUzyEF2+sKdsEYc/P3JDeXCWajlKez30xHb00Nh7K8dkIQraH9iMWoTVjkiRIvMsnJ5jQD1Q0kNCvFU9bUWoS+mFxm9CvSWLDyG8QLhf4aR8klxJl8MIHDJ75YMSL2Bg888GIb8AHRvWUKFlHj5FGSnn+YFhbrpbM7BGHZiNqkT59nWMfSjm8lX2HnJzoFvtGSsU6n94wMNnlNzSudtihWKmx64zMeWbqBPBnpO6SXSGT+7fPXpaButCzbK3YbNNFS22zF7exzT7+jYxT5ZO8bLPZJJ1jDxUxeDFJBs8mOeJVWiOeTXLENzBJ5XtqC3WQ35W/tV5+rHYIP6AnXftlUXcYQd9OgOevou5aHjySwqv7GVkKiC5vDw4IWmCjyxMafR48klI03ElqDrXYzMF6erQTi9uYQ5fPhr5qlDnrrKxhT7wweLEMBs+WMeJVcCOeLWPEN7AMib9vJNnVa6xp/GTvwTukiI91HwQc3cNZ9oIObHW05RL2Iv3B1dgB9/Ayi7T7XLJPcGZ0zHmVdTK1rLusaSdQ6jS3VVkuGtvWbLlyL260SOtyGxdpRrFHRBi86DmDZz0f8aLnDF5GPOBX13MNIbs6S81vrLM4GX2L22UYVygXUe6rOAOhrrxCeYC0P3O5HOT6+bwVilGa0n4tNtrXOlDa78VtaL9JYkPWH4TLkr4W7KENBi/GwODZGEa8im3EszGM+AbGEGxfoXwDUhbt9AXSP59uJssT1ulg+6/8jFU2Sx3CZZckB3xO8OlDFXTbjaxUjs9OvS6yEJx70cJS91KLzb0oJah76cVt3AuKaHQvMrB75wxeLIrBs0WNeLEoBs8jHvENLKocrvimWNSlN3vC/2+zJ/3C9lVv9tzF+/eHS+giOZ38yvdXClWAmlxuOdeyF4Iux86OM8/YDMiuWAa6qdyKzW9LQTeVsbiJ38bxb+e4GZmynls4dlOZwQvPMHjmmREvgmPwzDMjvgHPWMd9jsayWcS3GJ5ZHNK5wZ7XQeMcdjbXC8KXSP3pi+1I6vQtujAcU7tDnR3jFnGbkmxjrpMXZZMR1rFkR7IV646kioHuSGJxkx1JHNymO5JUZpudVlbRsFt1DF4lN+LJfBg8mw+HJ/Nh8A3Mx8huPvfQZoiej6e6Dp5WxlXe+EOe1WG3a2d6/+TRDhxPYL0bm7BHqyV+kj1GfeCtb45vVRf1bsZecn1andsJTZL09Sl7AJXuoDHODdSFbpu1YnVuKji6bYbFbZxbG/6Gvm2QKGuboWdKlKW2OeLFNhk82+aIV7GNeLbNEf8c3qxiulNzA60jVdCl6FsyoFT2G+UGdPnZHixtZuobi0t4rX2j5arzUilEiaUHLm/5AZCBtwbU+xoYD3i/8lktrRKTNOjtagXCyfK9mXL7LdRyWoPAb+zBNL0MbUtbOTNLKyfyAcPFiIdL8PvvEhN872zf+ZK/COog932h4ke7ejR9pD8QQn0olTdTj+J0m3Zs5XNdpr5lq+BSjBFBL74tuSS/gbnCIp2GMilFv0inbSaTylyv1mKMzZ+lPmAyVCEX2XT2lDKje8fcoYqqe3IQs9eeirkWm5idVVTMvbiNmLsANt27HXUP/GqInO6x3qMOEljcK+o9RryYJ4Nn7zHiC5lSPHuPEb/Kl6kqLQubvk+Vdew6xmg/z7+LNka2r6ilSKd+1WudC/luDZFM+z5meSt7DD9/hFEL/MHEXRqpXHQ76GfsHtOjPZfbO8b4CMYHsSSY1qFdqke73kI6ydpq3OM6do/eb0/d434MpUC5Knmnj6q04mkt2s7luXIvXubbYwd/DIWifokPw7HMFHPEQGbweBTl4nQ/maz3OEHe5ohpLcjKLgJjVUMEWYpWLWLVzQRZqGhjQaYfSlm3ECSj1c4T5bp9jiDvcabCfhODCLIQSxdkLqIgc+WtBNlS27wkC7OamvrpX+lxHVT5C0Hki0pD7fxFJQZ1TMv5i0odXX1Raaidv6jEoFzL+YtKHV19UWmsnb6oxKGeQ6NEdPVFpaF2/qISg3J9zl9Uaqg2cTILvzPMiupaQZYyBZaRqTuAroPjtNaWw2JxZsZWynQ3FJpcTOHYSsVXrZSpbaiSy+liWin4upU8jQ31cjk1YysVX7VSpqyi2vrlNIwSr/i6FRZ92S+A+5TK0ouvfyuVv2T7YSrex++h5xL+9zK1Khf8D8yP8U5lbmRzdHJlYW0KZW5kb2JqCjE2NSAwIG9iago0NzAyCmVuZG9iagoxNjggMCBvYmoKPDwvTGVuZ3RoIDE2OSAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nOVdW68cx3GGbIYUjwTKikmLTAJjQwXmrq0d9f0ix3kIIhgI9BDHBPJg5oHQkWQLJCVRUoD8juRP+iFP+QOpvlbNdO2ePecMJQEhQWn625qe7uqur6ov0/PVRkxSbUT62y4+fn4mNr+Ff5+dfXUWJp3+5B/o9cfPN//4+Oz9f5V6I+UkzObxp2diijEaUXKRG6v0pNXGWzepzePnZ9vXdo8/h1v8JqK08k1a6kmZjQ7wX5Hl/7DVu72ZtAwhbEO9jNvN7t8f/zNkE0o2e2PkZKLeOOensHl8Dvd9+HmS9tEFt/0k36ik1tuXu72YrDIacvl4t3dTtF7K7Z92YbKQi+LBLzCDzW6vJumEcluFqNjFScjoHFxlUFgJ5bXWpYJ++Pjsd2dOiI0NXkzOb4xXG7t5+cnZpyeoN7C6kipMzmy8cFnzoNpNUS20Rpyi67fo4OotHvThNs6HyZii3Nd2ew2V8S7CZVGpsv125aHV4gZa0BWd3iziLlq4TOLGTt4EuQG4iry201PUVprtj3ZystEqu/1xUpmSQsftjaRdqGDc/gUI6iCDalnJyQfrNz2n4WHWT0Jb8qxBIuvZRtCztyHpOcDfrOUDYOigEi42XEE3GqWV87ajVsmGa2j2URp6gOmokb7jDu4cpR3ouUu7Lm0El7eRJG9termNsZqRZtGsEKd1AaWytOojXjIZ8ZPI4UB3lNGkHuyUTd2S9sfUokx/lDpOCm4HslHVyn+120u4IZhAe9nreHm798InL3Zg+TYVcPvkZbJSa4UKTJeU0J2UFen5ewuP0lCGPTzUqvLQn+LNv8HnYz409zc6SnrrvR1UWUm/fdh//Rn+er/9+lctm9gsIELSuQ2QarL5hQLQ4O5g/d/C+rOlonXuJaCFroqwkxEamJzq4Vdc5d/kzB4zJCAq2UwiKCtfkZLv918HhTogHemB4gCupPIPO2hzH4DCZo84ymG0w4CFCKXmdfk5VuAvMR+aPe2cv+j5H39SBGdt3fxJv071jzHVn2aJvQBVhRgtU7vJzHrRqbWXyfOFUiTzXRsL/DQJ4bsj+Aro0wLDq5Cp73liU9uTz2pSRtuSSbgn/3j2b5sXJ/Ab4acFv5ng0g+J31zx0DeTh85l+931coZCBmBO7avv77YITTfwgPDQmCfxgA/BY2PCQ52wcda/2Ba6hZ0OfxetYajtG6OnYGkLGelSk/jaQtnN1OSzmsx+oiSTcE9ev4Wsgh9UbiGrhhYqLlLZRRSQHeSAptigolYJEhvYURpsRHOolB2FvkliA6YcgAYOhVCt52EjiSOYckAcwZTDSFIObdQ8jlhKZyXVJgkboyVV04gXhTB4ruSINxsdcNozCH6deKSGx1JUc2XCYy3ASgQ44ByxnNfhTO3LWvpUh2BLX4aq+p58VpMiypZMwj15al8+XHodBFCugxGUwYHWyVxzOF8D44wQ2IyhyjY3T6+yU4pWOSexyll4xSpDq7+aKkMFDlbZiFkrQwelrVySvY5FeM0qg/N6FVW2qZX5jBNJJ67BKhtraZVzEquchVessoVW1u5AnQv9gKMdxnUVHMd1S+lDqM/EIxqjm05gKG0IitIUjQya2Z9BPaKgDTMjxkXpDqKBQ5NPaCVe+oSl9AFUkjJr27XRusJcG42cxRL1I5obUDjXxpWiN0rsuEG8suiIF6oZ8GqPI1467YBf33/Y6NIcVvYfEQPet1PQJWBooLe/TAFRUBrCpdslQIvOwrgpxUvp9zu7NJkmo9z+ZJdirxhFoJI5KwtMIKmD2rAPeLLdRTBs5wK97Q6ODErsL0JU7RHp8gM6Du+XoceQJAD/9S6kx0rVQO9MH7wnZTFzV9qYNIK3MZWtqOoeTrvlfIwP1kF0D6Fj0BCV7vH3R1QUcnDKaAo+6jc92lkhSLRZna6beeiarB7axCCIh8bkZYiMq3J2z1jjKzA3kyv4l+SpqCJVnuCUPvjcdhY6EsS4S1hLDaMguX3Aql0QDfbfBaf2CcGp33RvofbqEtzMf3S15yTqOQuvpvbqPA7oPZGPiabOjEkZCPk03CBeO8iIJ/Jh8Ew+HF5qPOArkE9QkwiXJ586lBeeMsqTXRKIFpqZZ586srPaUxq5iDBgeCqg03pJwR/naWPtfAKlnZRS7lrUkqKTqoj7bB/f9+5KOvae6+N3EXznYB+vbGE8oZaWbNQC2VFq6cl1qKXXeF1qIYpcUosAq/KaUvddetlURZT+oIN3KV8v6ELMVNmsqM0JiJkqi/Baqizh9dqqtODEWU0aJ0Pt0H3pwgQVGx9FykcVN4jXXjXimY9GvKpuxDMfjfgKfFTW457nmclmzIQ2SCDyJqLIRoR3CDEZoAjo8k7OKIgQ0+uY7c0eVj152S9JpHMLRU8IetZgJi+n6qov4XyvGfNA4wZKTDXZiMkbTYmpJ9chplbhdXkJ1XhaxGMiBPtaHTU9LwVrehUfTI/Bs+mNeDE9Bs+mN+IrmJ7VdVJzhVDgN7t9mKSSitjTrdlyGmNa/IDjcqOMgwaXJEm1Lm+G1qe9Dlk9grXD6eQA4QENko8HCF5Eaoc12ewQcqN22JPr2GGv8TqGCP1mqUh+EPc+p8hrEFqaRiSKLBbXFZmTqMgsvJYiy4Tj2oo0TqfVR6pIEh29f2VFldCoK6pSUFNUSXbNFOHVFFXiqJUVVeMooqdjZG7LFORA5hUfyJzBc18a8aI6Bs9kPuIrkHna+VDdnUXWu7mk3UTgT15gTETgW3kuySbhd3cSCqGAgW+w47q/X52tT+FlqGLaFWUUNyfE0sU9bvJhfyyogmKQ0SBP0bbMUD7v3UJQirbCUoruyXUould+3ViJ6HQZFWkLIydzgLnvccx9l2sKwbnA+ywhdf02MxKUkLpCq/BK+q2EtLJ+KyGN6mUJyfi2e2o+0VTxYaKJwTMhjXhRHYNnQhrxFQhJ+V7nKxLS33TZOQtJNzlhDGEpGOSlyyhrcCq0ocRE2KiNDIU5ME8ld9JP3tvQHpoyIJNXZOT4xnJAmh77Ght9zoNqKGvw0bUipt0XOLlPuBVzfR25mZ+av6gsVMU32MFtFY4B5/UsaOnGbOtP26hBCkEUQmTfxi0k5PI2CrzZdn/cyEagFKjKpy602EUycyptY1OTphtPip8xVqJLiVfzM7asdrapmAcsswlu9mriZq/2rBMxXlEnUpPNiejgqRPpyXWcSK/cuk6E6OxyawwXjQpm86uMb3mHKvtgsJuXDbraG/O1WcKc1LivKAmvpfa2xsDrPVO/Ci0WjYpSf8UN4qWDMHim/hEv1M/gucYjvgL1C9V3nf2AqN8u6LhQ/03oMCAKVz/H2Q7CpiSDDd5F5iJnRUm77pyPdOaEUOWtJYubIOzFEyKkNNdZdo1SXkx9eWtTjqkOzJ35kF4BOWGmf+KMkpg3DkvJAPYBGxCqMAsIVZgFhGR/ZhK+9P7M4wFhV8WqAeGoYDYglGXVYhihVnwYoTJ4ZoURr6ob8cwKI359VjBApm0XP/ZNft3wzjIGWkz1f0C33fXLWQSQR5pw/9UigGwGJmbavoQZXGGw9IBzaPfo73gTZxvSSWobNdlsQ3hHbaMnV7EN1M+atsFonbUNcAPsYKniw2CJwbNtjHhV3Yhn2xjxFWzD51eW6tts4OQE6OLA3Mvf7jy4kORkiF94q/tLAo4rV8cMpoHD6vslDMb7SV3KbRyICwOEZdrN946Q+U7Gm9znbGtiQ0BRFq+e9/bUJAQEjx1ICIjJdULArqEhAtSx7Zuec33Dl1zP4ak/M3juzxxeKjzgK/RnG9NLnUc69K3lqDGjb/RuzA/OL9GNr8P74P3i5frxGP6QoOYR12Fx/DjR0Q1D8dBChlB8S1aKhzwioXhMrkPxXRWrUvyoYI7iIZh3rElUfDAJBs8mMeJVdSOeTWLEVzAJY39Ig6I2EY9sz89x3cEhC+tjMP9XPftfbdOEyw5NjvsYMtt//wIfQ5duj/sY0AjdytiSzceAFqmP6cmVfExX0ehkXJnRGCyq4oNFMXi2qBEvFsXgucYjvoJFadEHFD8Ai/r/PsN8H39/NFxCEYvRjHO6J8xi2ODsFahCm0sO36xLxB9pCMnON97lpjbYxXWouKO+uyab7wYOpL67J9fx3b3+q/ruUaus77aub1Kkw7OGL4dnHJ6ZZsSL6hg8M82Ir8A0iQ+GF/4I58xC2N730be+TucA6dK5NJNyVhPjHJZTlhODV5gC1KcseRjwQuPmkneopzvqEx9QR8qseEDL0B2GLVlXPLQJdIchJldZ8eh1W3XBg2hstR2G2lh2h2HDBw/N4NluRrzYDYNnuxnxFewm8VlR0EM0FtLDSbe+aIMhDvLGlwrSTXfYASXj95M5HVgNZf3aW+S1q+4i0V6Jh2R3Ph546u3xqepUvwbB5CWHp9WvEbu+x/k1EgALsl2G82vG0E1jLdn8mnZ00xgm1/Frvf6r+rVRq6x96j5NQ07EiR03iBf7ZPBsnyNeVTfi2T5H/Pr2mcix7dH4a9abjd7o8Ew9v9N+CBulmCm1eQfdJjma2gz1DkpH6h3USpMcxTvoKFbtUDodT5YHgY39fkrs8VJ7+o+um/G7/7ljTprWZg64JpuKpZ054J5cR8VNF2s54Dy/uGw46MHGiKA3aQSm676QORfmk4osqBKiwy50ubuTC4iWuRtoNkTubpZIpG1re15TIqm4Qby1z4BnIhnxQiQMnolkxFcgEmf7oOCCE+OcSHsgQC2qHv+Dhy/h1c+GYSWAD8fjmohcPwQIh5l3k+cCS5CDJUiJb+HZnnxWk2K2yR6T1z9OphoDaEuOp8mclvHhffbJy7b5EH4B8sm2c0fa4tUkHnKxwEP6e7vrIbfTXgOjV22mQwda8llNQjxUk7Yo95K8cqDSZac91nkdVRowjoUq+ZdD32U1ye58Ba13FIRxvMTFVV2X+ZgF1GVJduUV4dV0meOq1XUZMylQXf4dq8sHrC7pNTv1gre9y87BoioL73VV5iSqMguvpco6B3tAl4X42+vk/YCL0MF+6oUTqoNKONvwfBbJIK2clyxqWTR21Eo3O6FkkM4nlIxoOqGEQ0nZFieUjNIuHeTKoIw2tNOoDuN6ztVIFtKAMmXOJ5RwKJZZm94otc8spC1EG62rkEi8wDIysgPoOgjakvNmrTkvT9sccinNXVGr5ofMMLlUfJFLadqGKjlvLiaXgi9zyc3YUKzRjLDCbJTDlKU0WUW1dfNmGDVe8WUuLHrV83N9mn3U2ZG3s3OVyqHdR2ePf/mH7YdfIxd9g2f+kpOAicAmr35ZMT8/mJ41/Ge877yfFfwnPKJ49oj8u5eLJ+QjmjR9QJZUwvjtCzx1mNxUDzCOZjtWJk3AfMLdj0/6BEH29/N+Oz7oPzptk7upIkhJnrKFpjVteX2LknyhvtnJtGc8xpapkoZrIGHm+uuytIj0utRM6/7gJPyibGpPh1wauamb2otebTSm6FWGsCxCrhfc/3y395MJ0kJpm+QLzH6WE3lov8RCnSN4xYqTbInss9IzvfM133wAN5/vOS1Yv+1TthIvd1JNAWL6AzW7hBLxd1Tnl3yDslldqC9SL1JYohlSmN/uzKSUMfMDxmu3tQYKVnoMDA2cbj3mC9Rsywps6T97ryfgCxQtRq9SUZX3QGqhnKGr0qqmzQNUUwdf50g65Aj0wUQT+AIvP8PLp1SgsRY5AZ0QGMkAjfEAByDvEM0TWYJO9WHO1EPfEzd/xJaQlOv3hKbZA91Jzc/ZzM6HfBNh8pUYDauwU/udgEhpTXVA8/+Lv7+HzyKPPUeBb3mNPuWYnG2HDaX/jtZenZa1eYHPUWDWqM2cZ1ruomN1AfxiWZhs7gpNTNDLZrkBwffwLpLBtyM/CwjWOz8TUd6yi7oSjcwIi/qCbvozz9F0QMALH7agkSp7PHhI9513hZDSENbky4DtwDP/x0tKKI867nDGR6WJsKdsAf6L1OYjNgt8BCkXT9ck33854MK/of2iaewz1lmSlniv9BsBP1nP9JvfVzZSHipRWRih/y7P9850jgT0S4a5a5fJ3DLjcAklkWE2ydgsEyiW5zo+OK2dWXh6F8kLqfAE/mtZER5qBKpC/T3RDGmub+nvnVAwThx8dsqUMEOzKjOPV/vvg1/o3xRR5Qi0EsX/U1pXDF5IyvjfzFi8wy93kKMsUQzRqJpcsNCk/WeCfY13f9ALvPg4iVL5tbCPjnguJsBRivjpp7SQy9g0tSERuOj7JS9oGzJumAvvD7hxwulDWZMs6S5Pr/Ao/PlZ7zYHg9Eq+WXP6M98mUmZSPHx+QfHJDkqBNslIeYB7iFhIbL1zM/wkXHhHmADGxv3HPI4+LAFCdfnsmE2oT8k22FgmEl8Hlowzudg8DxG5y/YErIhOa8ZEpITlLTD/+Btn1EtNR2Qwo6jEmP1IqBg4v9veeVfYvRGqv6sK/+LUYva8lr6HHvC0GlkDJPxpnWaMRRLdw2hWOlU2SOJyLUiWINCcxPNefWLeGAgItwEtZs5sfmYhvt8EncZ8PI9Svc9hz/2MclsoDJ4Lj2fFGHMfohJs78hUfFBAquiX3OR7mc0bse5Ei6SPhC2H39oWntYejKS2dw5f0ILw3LjF9zj0kR9l/hg6XXnU2bf/ye34vDJLelN2e6/2ie30ryPJNOGx5YEZVklkcH3w9hu7vYgARUOdFcG+dgK/UAH/w0W+mkX/JLKqR9pqcsoygi7kdbUFwxV1KYnn9WkMXVVpQj35PXXSvNXWDayLR3hiRDkYzQ/wr3W7+3Sp+GUJx83+cmwN2X2uSdeBcwnjn5CD4ukKrreN1p06nvOQIxbash/joei3Gd4Zg1Min+b+9YTVxM5KSHAN9CzNNJOt7SaDhp5O73ULnQAi+W72oFCnVDW9PSQU/h5pbJctgfWALcbZoX6fmxhDxwi4O5ZUcjNd1hNYJZvMf3twOeUTu6a7Ne7eomBH1VaFFo0KNsHaJbfUYu7OIWgZl/U+p5aNqTPIQl14PNFPwiakenjmGFexPdRLRd9wYtv65OpAbyyB29v9PdEDplkA/gT6fR8TY8HveygtLj+rHQwozSgoaMwVO949muDNBA3SkOLtOXP9OWPQVon++vSzpFlTkaaR3MVla27PlMVSGUYPBd7xEsBR7w8dMSv9b3GFNinoEDS3fYyHTmvVRt8vAaNrGM+JiFdBgmdebY7rlZcjm1bwbFtl9KlbSs6tO0gndu2SS/bdild2rZJL9t2KHcqr2xaBq2RUo9wLt4Al3IMcHngAK/RgOmg73Dixv2L3gsjO90PvWJKOOzoK6bkvVU8BYHdlU8eym7VH98WWLxlc1Gt+Bfj8FmkqDfqaz71WM0Alt7OGlJmdjwaOT8NfcVtDmROdivuronODnZrzqRweBmKXfs0JHyNcd7Yua7GErXxX4HgT3w+8R0JlWZuotx0t0Q34cb5wXAqdxXb7+17F9OABcYzde9iNbJ+LHBKCteO9szCPbnCZ7rSO7/E0K6wL/rQFtO8AU3KUIegsw9s4uZY0a/2ZDtt+pJbetnyEdlEi3cc+ZBmVZANVJuiHZ6RkzG9BQK1rdrE5Gra7HVeaNMIT5u6ESceo0Cbugiv2dQhvoqGTq/c+O++oat6bKC67A2dk9iyWXjVhk665Js5edr2qHScnSSulsOTr2XwWVcl+KxmBF/D3cL/2jTHL/JnboyRlJXTLB73Rht/CuclHDJBbyBzVzflPXUCpDjsG3MMWV/tANITj+prb7jjYOcE3zQrYf6WLTveG1zT8vhTxidnZSotwHQiNcQH3MsKaJOPmq094uTIr9nraQujUNsiabyFM1QVZYAOq3OHfd76u66mmJMhvStdkyCMyRU+NmpFMlLs2is6uPyiHjUa6uH3VviQRhSvoA3whmOKr6TXFF+JQ3dKhCRqOguvqfjMkLzWE0OG9NZ1ZrA2Xiho4zVzDIQxWAOHMdiYcYUXmeShWUOXQzMmkwIvM0kjtp7JYsQ2ZlLhRSZ5INczWQzkxkwqvMiER6+x5TgvBwiFiwe18f4P82YsjGVuZHN0cmVhbQplbmRvYmoKMTY5IDAgb2JqCjYwNDEKZW5kb2JqCjE3MiAwIG9iago8PC9MZW5ndGggMTczIDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnic7T1Njx3HcaAtU9FKoBNFjsQESF5sJ3rP0BtOf/fkEICGhQCBD3JEIAcpB34s9YEll+SSBpy/kfzJHHIweNMp1Z9VPV2zb1ecmKRNC5Zm6tVUV1dXVVdXV/c+3oyDkJsx/FMe7j44Gjf/Av//6ujxkR9U+F/8gT7ffbD55a2jG/8m1EaIYdSbW/ePxmGaJj0mKmJjpBqU3DhjB7m59eBoe2V361v4xG0mxJauYAs1SL1RHv49Rvwvtmq314MS3vvtlB+n7Wb3H7f+Fcj4RGavtRj0pDbWusFvbt2D7z79NmC7yXq7PY4fSqHU9sluPw5GagVU7u72dpiME2L7zc4PBqhIHniKBDa7vRyEHaXdSoSOu2kYxWQtPEXgaMTW74yxgdFPbx395siO48Z4Nw7WbbSTG7N5cnx0/wLi9ayshPSD1Rs32ih5EO0miVaazTRMtn6ivC2fTGZQdmO9HKRP0r262wMGdNhv/2a3F9Axr/32WuijFKOatl8+Cf0xZpQN+IcE4+EOJGoC29u3gvDgoUFA4I92oA1eeAHtSjMG0Uww4pNTmz1okA4jt303dCNK7PGR1NptjLUmCO3BkZyUrq8n+dU4mV8jcn39+ujfNw8vIN5leQH9IGILY+azvN7Hbv0A5DUO2o56+8kuKK50ABODmYw02z9Hobxb+/9O/ZmXyV7BANjJkE8InSqzKJzfvFDXFCijNVNQh9gvOog/rlxS6PuHRpywj/0kKsP1RAxyHJ2Oo29kMtxrQQ+dDBL5i93eDKPyYMK87i0wdQFeQ+s+vm2UHnRSvatB9fZSDtoojyr5xUuyjT34lBG+bsRDPr7GCgJJ/phRtwXRXFgzSZtIvnIM/lKCc52PJ6sClOQfaMDtBIYsJxzxlzayHtoE6lTH3uXG6OU5GREmbi+bobyBUuEdxgLJyzsGmKSdHLVWL8k1RBfrYR4xzsb5RMM/cb7mgU5UoIAopsCl8rrHBqivUKNthcf5rMMGt43YMCIZrowce2wVzK9i20pbjxODzUNjF5WbElB5RTvDwCPbPTwx2MNToz38QoHmUmgDYRCYtIVQZvQYaAoIdUYVgtGoP1dglNUEndXx0QvQZg+P7YgrZ/rBzcB+cOfYaXAztBvcDjsObsGeD+4cOw1uwZ4Pbsd3QJJFzCA2wnUPjux14MRHB04NduA1RlDCmOSg5B/BawFbOlo7gLUHw/9yGy14nGyMT6LZQtfBC1Rj/rPOLQaE5ANHFcceHVIk5idJoeANQDWk1Wb7s53wgxfObf82kPJSwe+EnbeQADbwDgck9CnfhMDbyDdBNjhDkXav7mz4Cp6Ar8AirHSI+yXfi51wg3NR0bl+Rw6d946fga7RIIH6TpxvKrRMM0mYTsPMBYskN5jRqAgzo7Xgzbd/iRPJ9Uror5C9sQI/3png8R08IF6wVwmLmclX02bw8Omvd/AfiKVcNfTHoNmjCSrs09KiKLpPi4f0KrwurwG5vl50abGs7VrCOpAoe3JXFw7szyGsYTAaK3pBWVe8S0tYj45KuPiMLOH0WkWakNeUsJ+W5Bsdo/CqdV4JWlyaPg8YJoQM7CeEjnAGz4ikeSJDu3miJ5LAcyJx+ihE5tNHRySDZ0TSrFKIzGeVjkgGz4jw0O+b3HCgwiIoHiY2IAyGifzWr49u/eKL7acPm4SMgAAG1h00z3OC2R8e4dua3Pne2aHUAoTmp5jzCY1pP0yAKxE6so8+JI0gynUQ28ekkhgdcot9gBZuty1khM9PK4We20nnnsXc2T0kQGjdY8lSKRxzLZD+Pqy/E2BCtSNMb4kZpcT2efpdCo1tie0zhD5kEe7FzJr3pTfx96dRXmbSDZTy/U2aJKSAYM+VSeKUxz1tG47Dt32EwFMUI/2sMmnKSDnrinRnvSAMn9YOESD56qRK7Bukeg9/J6j3OMYJ8JhSrbQIWzg6D3Z7N2gvTN/xLC8hIQ6ydkH2h0aMb5/oFJXs/1QKpDNEGo00GRH0qpr0q1AlvzcmElVmnEJCNWtMbhRm1cxKxCQKUTsTBkbKQVkVbEk6Bx7Nx6WsVjDXe7eJK/m82P8v0ttfo/8heebiXsCBPazJ5TNk/Dabkv6MUJgPWUR4hlb6FXUJxYqJz2mdUnn8fNjBihwcfWU8EBgQ4b9J1zJ4tDqn7OE/H2P6fw/mCW45JBnSui2IRmAPpvwIocuAXdi3NljAN3cQs08yujpY4nmYU4NW68FrEFiQZ8F8iAgEeobtPiUtPNkBgkC7C7/frQPyDfb7FKmSBtB/njW+tnz12XeIewcfTxDjmyrvu6wPb+kKA9G2FNvf7RSEa6NuGvucsEv7+AwbJoRJc+S752w3SSP3Gy9ceD9DO7zL+rKTXQgNx1HUCFJLiKzcGDdMhAPL8RcNKvjdJWnHYNkhwiHbJWLKugjmPID/2MT8r76gLgrWCj+/XRXkBKFEL4munFEKzEgT1KSKIC3yREbmmM7K9aOn7GTOK2PTLHgra2Bu40f5pPK6qIoF9WZI+nnnJWOZ1ijahYe1VQIkVHvDDDK4zepW0r0wo2URKq9KZ8IjmZzO6sywwZmlWGbAvYOPJ4iRYwwlBm9UmTHuVlq36xNR/g1V8xr+wgpdi0Qh6eVe6mmQVjXaSCaK1vuHDb3RynbeKxpIZ/YCI7PE2cEwt0STzxv9IgMdm3c0mERFw5/JzHJK9bA0hJhnO1hVgrAd1S3y+T2qpkipfFQIGbUQsz5ptIh6qzZwnnf1KbW1c3twtzLTxB80VCksYrh3mypkRxRQb8YdgEk2Md6DpISgQWBYGLYUog+pQRQgIU9CKSqK2/NYCRbWNAJjw6rjQx34rHbgO0S9c07oO02WjmFjURGoTA5TYg9IU4jaRp6oGWWESK8W1hLteogOovWDt1pfKOYuuATh24NNs2yywFNWu2QVw4i/j1FlQjWAmWoCbeq/hyH/XWdVvtQ9xPA31j0EHzwiLC1rIY4OW1ZhkvAqR397HcbftaEwWX63WlPmzZPqlviY92wujhAzf4Woz2hQzSz6SS6BtXAylYXk81wViJMIwQFO4uR3EnW3C0/Gi3y5Ixj/NA+gwxID0yAvv8Zl6mpc9GjsujUuGiIz1QZty9sIsKSAlYS2NXt0pSuLkRZmbC82ICWZldCcv4V53p6qDBucUnoBDvhF6VRBgklv1KTjho4vgS8P9LoCJcRDBa7GicFWYkR0PdaYWhkQWo9tBNLQVlT4BDbcY7PQyDRYZwKCEVH2GHhkhIFH4j38hbacsq6Y5IwepB3Cku++kmvMqOIYcJnCUcXh6wdwi54bcb6EA/TAT8HP0E0K7cIGqbRlkyIKJ72e5FenVH6NyPX1xeufNKzKfZJPKt67eqlNinMISzNopPtF3MPKUiRbT7ycyOMLCnfSjgo3aVgVbnxF4UbkNYXrYnEZL9xoNE7JouyWGg0Dz4rQwXMf5vA1jEbZwD5vNNKEHSdLtt3x972dlIGFNt12T92VundsGdg7tjl2cmwZ2jm2Djs6toI9d2wdJ4E9GyJsxoUx8NgkA4/Ee/gaoyHVMGVb+hXaEtnlfR8frzVlLwX6XtzeG6Vqdqf5/XGNVUm/rPvQv8D9cbKRfW1eehNp8WSJLyWMXWUZIxv7dVd8TjeovVfNzv27lRjZS2d25lMBF1a65a1PnNTfpkVL+Vd+1/zv6jfvFcSDDV5pq+NEyOmpUotgVd3zj4UAmehbjbfL5V5NKUTZERnRNJsdezmFNYre/oTb/kXgUJ8+Km0TvA/rrz/BDWMzjk1qL8xsXoExjM3Mll/LzGaELDNbQK6vK2wOgxHCD2g2K+6/zyh/0VRAtC7PwMhyHp6BZ4F08OhTevgaPgWI/sm7FPE9XIrDYp8pbVGU+guH3PwgZDq9d9H7wDpnGgfb1soAJzANyb5ow8Fi8ANig+XpOmONH/TW+CFnjRBEgRqlXHsJhfJrCYV0Nc6IXF9XsEanQzxdFa4xxmgosKZkDYWBR0Nh4LkPc/gKhqImP2j/OltK0ChUSILKF7qRx8P2czGjieZBOkmM5oexCtBAxEh6/s858vfJfCQs911rPlqMchgdmbduME/EVPbFQK4TvCVTgeUANZX8WkxFoeVE5PK6mqmgyvW2IqeJtRUGHm2FgcdO9PA1bMWDkHNh2k/ZwsYvn1TVeIczEBIP/Wi3D+kAI10KjYBlGbQwPE7iUqWXBOPtecHjHMHTVWc1hCdI9yoXZBJbXLBxCmabu0R9Jl9KOrfxiEoMkISQ5JGEqMgB/1UTTnpABM4PmeWeTFFtiadSIe/nS6x6vS9AXDZQ6T010PxaDFSgvQbk+rqegVY97w1UTHU93qwkGXg0UAaeOzGHr2GgTr5ZSa4R9qGpkDUYsRr8HVdrpAfEQBHzPWal+RaeicncSeh1XwK/1NDfV+skAkZM0lLjXtKmoxxELa5bcgNGgBl7M3MDdoQZTBCTZ2uOcak5lK6PiyYvvKAmn1+LyY/eUZOvr+uZfLWc3uRHb9k5mYFHk2fguRNz+IukIIvJG1/Pt/5DDLaUdSWjGswin4aLdkGspexraJN3LkJ63JmqEF0aIYSZCPzZZdMIP2XTCE6BWMoB4Sy9ckA4vsrJ1TQCIOPrOgnyuI4vAlwvQ6502L+iQ8OuA8NmYSdPbiFIEL/cHl4KokST3lWJhlci0YC8qkSzLfESTbbkfJ8nzsA+TzzHTnniDO3yxB12zBMX7HmeuOME2ANhiNmsnMBWMbhzIHSlALuuMJQzfEYldrFA513kqCT4nEroeqUy6zpHJcHnVFjoBbzttHQuAIx4thmc945zodRFDwgQhIWt83ZDPJUW19Ib8t2ser4p+y/7+82OeX1cKvsvZUiLVf+kRnNe+zA21Uv3Kge3sUCDr/onJQinXDkwaYBtldROPGcbOOaoNvXTtQLlEVe9Q37/z3mFWKqEKoVuWOlEympIJdTTnAq3wzht+rMBN7Ci6D4tjyrl1G29YamOOlSVQ9rH4qTL8Hx+zTtfgkRq7ZfPKCQC5HdSffW4skpOaiwdTGDq69nzH0snPQ4XUWVeCQPz8sYZq8ddyVgterPSLVTyn5HyvRLoWl1Lpe7gR1kpVNFu2Rf/+8EpGSueVD7G/tu59s4OLDU1/G2tO0RYVk30u9/jI1YdEydFaqLQGbQHliJV3dZvNr+HM4XTRBFYZ/A1/n7KEsCxIg00hZupg76tO8v8tYXGZSybsxylf6Rok+8VHltCXWjNpnDS2krqidt6hDp8tPg41OpjUlg3dl+lirFK9jhXFDsYx7pH96yq8MKhJSKNoSmGLH34VazAtpJYIxHb10jplO1s45iJYTKFqy/smBecXGGF8MoPTFPOzHkpPH7FDzLpYVeqFz+7w7KAh55al5J0txwnm58eyi1AJG9LJ8r8b43Lx3I6n1L0g1ZR3iQmT+W97w8REWDvE0PNXzfTpTMvTJXlYkm4suEolN/eqgX9baF19R538DNSJPmUO12wQKENkpQOInNdKTxxC2VoCo/32SMUrFsrAz7R7w3bc3S2rV9Jv1ta+4sG3lRrc0FE7aFZnvBLC5I6nuRX1OCnerZtrM0SF9U6kELq5j3KGONDDpWGs+cbu+mg8wbFh5YIHbzlJyyDi8FNQfi8lp4T/haKwJnDh4uHLgv9RcdUhmseXs+j20P13d1h0RzKZw9RnArRzKk7hhA/ebjkVJJy0EDlEZo/f2IkjxBazjxmIb6CPZnYRCckkKmP7VpFhvqUZuFVwiYXfwf/KcrJm2h7j3rM1mV0E1YAPtiZwYOofeXPnR895PN/PaeLMVXmdPGId/6eX389pk6zsEJ+bw57syfEq1o953xP4U/OTjag2qaTsmFjqoYp5KMmPC+iJBPrxeJzLgwIUmkjHoJAZublIxuFxy4Ib33TwlFxQoB89nvOz7EuswlELiHvPVkDFVQU7eLBG6TKnNHhWz3kh5ArdN8XEXxaR+nBj/WoXHVe5BB2YcocPGYyscdMmrWXAP6nqXFpxLU0i4jSUz5D1CR9ShzVnxsJwRMhsImlCUMIF2aZHGWGcCZZIxRPVZP8kcXHiUMlQN095qVF5KBxmZc5jDLLUGW+m9VZAS66uszB8m0WmQDmvc5xdVHzLpV/OOjqYvt2Kuf/wwlqWYOkJSMsH+XzMyDrg4kIzkaf0kOqDE9s1HAhP5c0z5+T9slNdLd9zEXEX1NBmlhOPeUmLnDGsdB6xHkqyiLv+tlIc9ZCZuZ+Ffn/Yse6U7Cz+LY/eRiJJoUZh8mKA04tKXm1gnChxGnBpBmQxn9JCwrVhmRdzJw8GeO+ZofpYOqEFyZ9XQ58xQW055MoxKCZHMQsy9PmbjKwWWSVFu7wZC/WWuxQv86qC+/c8NItPOWrPh0f7tgkBG5zfnGedZrbDDuN8zbFRkB89oVAVf2K5J+GvMyDuEDUs8C6YgrEbOeIQpQZOUeXkYY2VTtg04zoRHvGlGvgmPOMi1mtwky75Cu0eL9FZPiIG4O7bJRJZonf7sQ0OKmnLZvBalaqzEU+x4yIDGX7JjpDAmUz5kShaaKIPvc6r1gPhDml+aov6Qp1Mc0lWfuD50uZtBALJOu/TzBcqqtVR9LX36FN8mklAm29Qkn/nFH75BD6pE53jre2dvA+LD6fhdcJ3FtkN3ed3fJr3QGb2GJt6DKGcXrAeS0kbNP2WagiqPtnF/BoJRXCdwGXM/ydYAvzcv398P7bwXsKSjJnablUfietPuOcwMLAEL7YPDnbg8Vts8IMO5qzNWvCVRT3Ns9jl3MzpLGyBRRdSut6CsLJTobD1c7S5HVyNVlfXuGsdYlQLpe1ZnJBF8laM9cL8NeOEATsY7eZHiLK9vKmS9zggnyfzxXOyXxn0++jLUTnsfVlMp8pxTQO0hnGx6Dd8asPckEIbsVt6IyclDI3sM/3KryyfzlETKNe91YFqeJfe7nMrQqgGU2J4+t4q4JwU1+J1QNh2VWAXSVWhx0rrgp0XnHVY4fKqoo9q6zqsVloZNpiNSgtCOPgkREGHon38BUKyUN1unx1L1UQ1pUTPEk2Dq96hldTi4cjcn1d7VIFMYn4++q3KiDhl3mtAhFvUjFHD0gR8UbkNcWbrlVYEG80G+NHrhibg2dd6OC5E3P4Gmbj/LDmtQoi/z2k1rNlYO/Z5tjJs2Vo59k67OjZCvbcs3WcBPa0NawPY+CxSQYeiffwNQYjEH2tT3a+Iodh3lyrsHStAh57aY6dnnOQ+8OD1yoIbZq5Lb+WuU3Zcjo1ItfX1a5VQLNZ+1oFapCL1yoIZdgTsBw8CaSHR5/Sw9fwKUbW+fmNT/n/vlch/J0NTf7EBXvyG22wnjUaFm0L/k1tK78W25LV1CJyfV3Ptqr6rG5bRDGXbUsaxdoWA88C6eDRtnr4Gral0xri9batP7qbGPJZT7S9jzgrvNHPcNeXzqcFw6bLi/xalheiGmVErq+rnfVERevOekJrjrUQBh4thIHnTszha1iIdPGv6b25f+FP9f6FbIzj+cb4cbqAQSvAraUNNS79YNEuhaK3KZbXYpejpudG8XU9u6zq3dvlqOtyvVlpMvBolww8d2IOX8MuhX6z0nwtr12Qr+i1CzocZlP03r6PSJjLmPweY19y6cJCFDzKiUbB+TVHwSETZUGbcxSMr+tFwdVcVo+CiSEuRsGT0rFH8zmegyeB9PDgSxj4Cvc5iHDdlP4D3OcQtOYjErXVCwZ2TAKDuafu50sXOkxCRblk9SqvWb18+NuJWb0AGV9Xu9ABJbhecl6LwTZDg+L8gJEhkdzPi7zwC1ZyYU4lkosKhpILr0RyAXlVyeUJmJdcNJpws3JUdpKJLsAuE91hx0x0gc4z0T12yERX7FkmuucE2PNiqrboKFhwuHMgdKUAu64wlDNcMF0s0HkXOSoJPqcSul6pzLrOUUnwORUW+iIXN4SNIpi4ccM568b/AcuVP61lbmRzdHJlYW0KZW5kb2JqCjE3MyAwIG9iago1OTcxCmVuZG9iagoxNzYgMCBvYmoKPDwvTGVuZ3RoIDE3NyAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nO1dW48dx3GGJZkx14QUyVRsOYBzQinmOTZ3PH2dHj8ZDozAgR9ih0AeRD+Q3CVFYrkrXlaAf3Ie/KQ/kL5VV3V3zZ5dcSxRjkhQmqnpqa6urvq6+jJ1nm/GQcjNGP7CxcNnB+PmP/y/xwfPD9ygwp/4gF4/fLb57d2DX/1JqI0Qw6g3dx8djMM8z3pMXMTGSDUouZmMHeTm7rOD7fd2d5/6V6bNjKXlBKWFGqTeKOf/O8byn2717lAPSjjntmO+nLeb3Z/v/meoeU58DrUWg57VxtppmP2bR/5NEYtLodR2zpfSbYfdoRyEHaXdSiywQeq/78Rg3DSK7VkgWme03Z7uxDhYY8z2Ib70BF86wUtCvb+bh1GOeoK3RiPguRin7Ze0gnK5wQIvdsIM2ii5PUYGL/HyHN86wbde7Q7HwUitvKZQhCMse0Yr810npnmmIp51cimnGral8AMqAzAj4pLm/IWlPii6zVyl0NDIcHmMl0laJ0zWopm13j4Lz522Rm0/R2nP8DJ33iTpWw+iCUmpB+lmb33RZE7weVVroT7aCTk4YUM3gyhE1Id4SdqSuVrhPCs5uWEcRbJfl8xXmcFo7z9RCl/Gu8ihNPPg5Lw5lHIwNon3u5PAdJqti1ZiTOgOuf09WpzXxTToINXnoePF7CU9R4s9LkQvtB1mMwkR+hVeP6s8Qnuy87ZHyp5V/Q6XL4pW6n6PAgYF2cH3g5vo6w+R6ZOd8+3Xs6avH+FlZcNArBwC+EOdSlOha6FiqzStnxjzSRGFPD/nnt/nWnpcJD2tzAeEekDtI3SFc5yk+a0oqWxNKRjAZKu2vki2LKbBywO2fMxVcF6IhNMrtG+U6ghx94xtC/J/2NlHKEo08GUpivaZOl0psfA6aT9f/8PWqppK2VY9YFVJ1H6nuDWpilTwgFYARY9ZAZ5gBUdIPSuykAo+p8/LJboVKUrEvr/PWjJbo7Pdegz0UkVbGV1AlWwqlS8EC5aNf8YqtYeaL3cejpT1vXYKBQOk+UF3doGvl8IMk9WbQw+5Kg/ERxSAKMA46Q3WSpAzUF+QQeYJot1pAa5ervAc0Y4Qzzi0g2qXwASfdwYWHp/i5SscwhChCCqCJKMmsEGI+xAOJXmMvnjciSKr0fYFO/afYK3PdmZw3is4Vk2rajSKsvgx9j7n9wgGxJQrDyzUo1L0LMOWDuM02CLpqjv4Pqn/eXn/nMYIxKugJPHFM7Ypp5QBGcSh3wnxZTdc1B5KnP0+g3Y8QrAIQuT7jA0nSAHUJc+gglYoish7ShvdulXCLXypYAA1sX11nbJiEWHrAQ0K0CpS1xoz+z5I9uIDIinBXs4Bh05QwmzDEiAyes4RFDxbQq40fFLkelSF9YArxBbQVu4jhpEo7Q4yyLEr+lUoeoqXJAzDMI08J8jABkzEh0nRs4IBJOL+Xy526h0/gRCZHzBRIMLJGfcS6ZQ6YMLgnwHBpdgNuBIQbQLe+HoP12k4BrPfGwTgNIMM3JXRpjHUq252YIjV3ASYonoILrK4VQXkwInA1gBgaPLs9xDqDzMEMNg/oL0QgySz225Qa6wQnxODJwadTU9Iyr+P5UUIFTjT3FAra4LlZvipQYAxA0IkA9xmiQNjXefcCMmO63043LTmdaMFIsDS5DlUMFogxnHxpBh1PUDgLJeMIMFqPKr4WrjRdmmajaZcTy3TCM4HvqynAfEYVUkk5T2NFPh9EYpKQpyKGQr3ORVh301Sm2ifscaGw3/vwvLVLKtpTOcaqIEcDZEOwrnXxW0hlbIAcgUDedn6e+jqx2WgnSwZaJkOPi4zjFPsVRx+j2Go/TWQBKCXHufBGBPRS+u8vvEUgYYMklT1LNT0ROmatQxmzW8so+yIDjfvjLFBwN/dPfjjgR3HsCjpBjtt9CQ3ZvPi+ODRJZZEHbu+KaTnpDdWuLwaukmroUJt5mG25Q3lLLwh4uqPmZU3+LQg+r3dofKNmezsL9MykjTlfWmtV6eff41hJTVq9We7Q2/51vlB6K1diG50AJk70Vp9H70blCPFqObte2Hpcw4LGfdeBJUYM3pFvhO06xs4b7+/810Q4Kgo6PmBMmLaGG+CQUfP/K2Zy+1JutWznxTmW18Ybz87+J/N6SW0SdrX6Ed76xl11E9orlfptaDSKNsfX4+zmkHzifOnYQgOzVLTjNq7XVSGanobNUr1CIrWXsaiwHkM2lMiWpj/G+2LJwpRiNKbLdCV4EorQYprbztAT/3TljZWIdWV0tq7RF+apwahoWv1RoyWiAd0R+jUMgg9Mmf4XGobYo8XTfOw5ETS6iFtW0Sfyc/tbMKlno3zOFZTqy7Us5iSwA57C4ixt1yljvTAIVUY5KELl6yktrSxpEZXSmfVtZKECl1YAU/6nKggme4IPVbZ0xPzns8a/WKnYcwd8/ZODbPyqB78KcwG3Sw97kTHM97frvmAepKjVNt/2PlBwYTatj/Ay+v41r3T5JFGTdsf4iXpxA+wMClwo1RR8xWBqvT2F6Gok8ozIDIQcUkNP4ru7z1KUMnYGqr2qhDq+boIK9ocvjIPMD7GMYHvxzuPwE5MU0R/fzl5CaLuhJtseF/owY8VuSofF1FRfkgRPz/+KQDZTG0/4L/yEODDcYL/cAv4P40F/2Ph8Yr4v2xBWupgOmhBaYPx0vh/AWcVBs3KNn+EWH6zaOjH5eqfsCd+FTtYTGHIyE8HUs73h3PWEBryOyxXP6Vq9thE1Zy8sag534Jec+EV1eykF3lJzRFhplGzyJ/pHfL3dGhEy2cNhDE+vrOpF/8Zw6F30eT/dTd5z7F+aCe+9T567zuc936Q3Ugbyur6giNL3y6nokcCftR1CTv4yEwn51V+JhFRJ1eAtVaiFEi4JJJMVsOI5+LMAUa8n/B23Ju5t+1xhC3MCgSsj5UICORbAAGDmBAKl9v1QKB08nogYH0YXVnPa6kp+WVRUzL4oqZ0a9Cn5cpqyk7Mqyk6sZkd68SZ3jlxT4dGtHzWcGItwuzpm3Vi6PLa3YDBx3427afMwlAnJ6HF+2w4wEcRUK0sEar1WtDgrx8WS/uQM8nbZODJYxFrurfh6U3Cb8nBjZuog+dbcHCN/h4Kl9v1HLwYwIqj/OQ7rDKtr1ex2ctBsdl9QLHpViNCyJUVmyGBV2yEBD+fYGcOmd7NHHo6NKLl8zqzc4AEOZV1kd+GSYKQoorl0XffRc+6VgfVEDPf2flJp3TS9pP6wOo9XDvxbxWPvVHK/iMS+cpweYU8H9lJSl43iEhBa/s5W/oaO+F4Gyt5l0Ozt6I4dpJUcrpggdOA68wqx7Vq/IN3qLA4efgAV0SQKamVTC6u9ZMLHxMC7FhRbk/yrZomCjvldo3FpQQ7xchWXFxKkwtivmRy8RNmWkCQ5d4WoOVWefwRM7tA+Lq3K5f4CjO9KIrOLguKTrdFs6nwmorOMMQrOsGQU/36ina4vqIrcHJTvxrGUQ1LnZGqx2rlDORw9QpNT7UTR50MtmSy9bpN18LQkKxkGpBRo9dt4NXT1wi8fHhj5AXrM/zcY1+IxS657FsF2bvygaw8lMFlHQOCLFgBO2IQ/te7WsM86gOK8qQB/ZTtByhfYcUtoygrKNLlW0A6aSukK7frBVilo9cLsLRrTYgg3UcXI91NALrbTEzG4FdRX3YGUF+6LfpKhddUX8YvXn3ZkVW3mg9Ej18TwS/Xl/aYJJGqZ7JuL5jSxhqkuoKNABGNJEG8MLloorxsci0ddNnS14jmfHQ853n2v1Gc4aIi4rIkkCBBCR8fXediMBJVvcOyJQXIayXAykGLdG4YzQQzNF+rj+T9ZPurWPyty1m81NWCYL4FixfGUosvt+uN2KXH+hFbWtlbfCb2Ft+WThYP1Nbiu9LR4oHaWnwnSRAvK4OMlJnMlmWakolSjiNpiulLe+qMVA8QVVN6OYDONRGobRN7LkCvufDUr7qfPfm2uDl+cAOb2fks0h8O7v5izf18T/xq+/mu289XDgKwtfbzdRhJrrSfr3U4WvHm7uerKblMXumB27zSozxUwW0oXG5X288P+skj6cr7+cj5b7ef74Nw04FIT/QgAsRuBtOVjjOYQm328/vSYT+/UJv9/K40T41C565tF4SB3i4IM/TEvOezwrxEy7nsza29oe8lFt2EE4jdhj48qDf0C49mQ78vHaaLpXSzod9LEioMq/jMshzQ22U5hp6Y93zW6Bhhy4bJdxv638YNfWU03cuDWxgAtKZ7eXi72kwULWjtDX1qmyQuxy28gYvLP4S4HMtdvOSGG4Ejid/9/4ZxnNowHrWdnVLTLUFUbyq8prZTGL+g7Qg0YQLPjQCZ3o0APR0a8TfYEtSj+ua3BN+0ff3Jj4pe492+/iFruv3UcyCmu7ATqMK+GYGHfAvwoDTdCcTb9eCh9Pt68GBihE0tam3VZfdVdK8PVZdulaZ7fauqLvs6r7ro60pL1tczvfP1ng6NaPms4OtqHvNM87vt/0/J6tHIWeRtYrDZNg+5cmUP+yMyci05vVKCOn2+BaeXiq5O4+1qTo8GsPb2PzWtr1ex2csVXbdGxaZbqei69aqKTZCwoNgICVJ1y1OC0DtI6OnQiJbPCgvGarJB/u+2/0sIcOXt/0byN3D7X3k8JZticJs3xZSQksJOuV1t+x+NbO3tf2q+ZCqCUwf2YNEn/cGiW6QcTEXubQvxY+4gwPJkpOg7e64wFI2KglPhNfWd0YjXd0Ij6fpFGalgT6FZQ8sPmjU0hmpY6ozU5hQAyFGfAmCoduKok8GWNKcA+haGhnhY43bnGDr00dXPWu2Pv6waLvpI4//hIYBmyWmdQwBhE4ninRgrvBuFoHhXbtcLs6CfVzwDEKccxIAI2uGSCYZWhwye4dObBB8zFC6DWVFm9oyxArOivVR4TWVmMGOVmZxa1OeOIpaJ8sVYvT/alY77o4Xa7I/2pcPmYaE2m4e9JEG8rIt2X5KhV6pcOcDzk3JYrPs7OREw+mB7lLwH4Dj+CeMBt76SB8h51sQD4PYEbkfqAXi73nBeurAfzr24vQtkYu8CbenkAkBtXaArHV0AqK0LdJJ48bwy2o8dI9nNti/bEX1TgNgdEehKxyMChdocEWDkSPSOS2hioTZNZLgkesuFp77GEQFvp8PSCQE+X0mTysCHRP6GphEjuUkecWl1mGQNKc/JBVnERs1noCkSuIUUOV2Ol5xC89IpuercnrFeZWi9R+Wt5ZQnuSgp8JStAVNW8TroE8CMuk15kuuSmBFipJeQkWKuM07Et2zOY5KzNQJxiVXKQzEPdizJ6lzuT+koAz6JIDZ2IX0H6ecqBx+Tv6pKUMLntwJh7rNUPnMfZ2mWCkNeO+eSfXzRpqBqXvorlweRr5V9XiUzsX2ykPusivZVdYlsYanoTHN4kbcwyQhJTfZFTurqZ21j+bKx5PuieUKrzF86rE7UOQur3IMFQHorS2gDVkYSGVbPGwCIEHTElq1ymTJgsy+VEp8IiQATCssnY2XzJLG5var8iXWWsZwrt9RPMqi+pKgDacz25or6C6eW51j0nEPIXDQc6/mMs8zG3C7KiFMl8IQEmnM5XbLZkwqU+MhTLgvQKSdeVeeeNEBVVlEgEhChJkiYfUHaCmK97IaFoIAq0xPUxbv+2Z6URIvo2WderrIDMip+is+PaWOXh7hQlIUx8MGSIhzyTsLlf3HpnZpciGhDh5hiLJmLf3ea0F64TiJAl/lOVtucuWpyqmTOmiGvoCz+EDIrYZLX+3shz2sorJfFNW3dpWmt4iuSlnAhwGKyFbJHOJdCPIjgCEyxEQsm/iLJBE/pSxdnlGOxbV8ON9rUCxPKGT0vRICnexJYV5gH8FplpeZBHbgSP3zMgsa+hIZ7E75BfmmH+aXPWU5tPsmMTszz7AMhKzqRn7z1os83X3O4AvxUqWT7PHKkLVVebCi5HK9lpu341Iwk5H1ETx6cWKBts7z5cLhGqebnEKCrQnK1y/4agsICb9avITDpHsnzV5V7el4i4B6fQvFPsTFW1r6LMQS0avG3FAo+L/2YAoESAgTAd0Hs/scUpnHOP6bQJwdGk+Ooj8tvHfA/pvCqDgTgJxI2OXAOAXCZaX1eeJGSScejqca7J9SnmB9jyL9TMZo2pzIvFlRbj6gE14DvA06uYy4W4t8nv9fwhFP3ERatwAYE5BvD/8iDUFOYzmzojzwo4wbp6iSIb14K1wAUfzcpXNux+etP4dqMEmiudS5s9GgSIF6cwpUfcnHAW/qZATaG5fOtsrnXucFxf75VZgHgavlWy8T+SklWCTVUG/bolrKsMojAPl/6TQbyCzHMSE86Fhd2yPNL5owP3vnrNhY4BCOhyaHfgM+x+vSqAlaaV/scS8rwTRP9Hmt5k0KG71L8K6PJr8RNGjEKLYbqMIrQo69gclFWu8lbXIvUqVCFdQIeqNG5vrgaZ12o2mLpkB63L81SkyB2HhN1rirsyZFHR36d3Z7w5amyGzHj8dlf4iFNPDaEh6DIoSDyydrtPZ+s+d6ZtfBGGLbOw4agEfQoE/lUq/rMLR5Ekn2HmrQb1mqsJ0eNdeTXOlYxBa/z9i/guEvcIpZjDBFzmIC7xiBv7jNNTS1To6npuh118WRqmRpMTdfN65j7KjWvop4ceXTkNVQ0jc3nRMpO387PiaJldmdKIvUGbOUyZ4vpZz3MF0RqXmBPDtrkD4is6j4gCnVe+fuheAZGG4/dynyjiTGV0WMwO/xcyZTbk3yrMPVgKKzWTT3oiIFWxzyS/+TavEcY6j89mYqK5DX8x88yIK/Ct/orGTFRO79RDKI7ehafV6Yq1DiJQb9umstkPo7aWr4ttjbqytbgdjVbK53J2dqoOKzuyVlUtT5W6ynOZIOt/bxgNaIywVEelfd/IElAlRTeNBYE30qCsbGH89BCWbAj7BEW/WMzuPijnBnppXem96tghYFiV2IU5F+FQJwJE4C/zlIZc69GCIRPPD/3m12YfAsddW1U+MVU4QP3gACmfG5CYg6Zzsa0RtWTo1F15DWMSpnyfQYbALzHHR0t+FUFCETR/8KN6Zf9/Ha2tUkxscieD3D5gbxD5dAnpJuJoZGihAGtKuc3cKGu2buGl7vPOxO+G7hJcA8H3Iy5BCl/TOypfOCyBJThB4oIUOZbAMpwxI8AZbldDSiL0TBAKdJpxdame3IWVVzVpi842phtWmLKUbezg5yUsfwZZHrIkZxGvEa/SmK+WCEfgFyjHyYV+yRJL8q3LW9xpyHRZhcnZT1O4uMb3PSMzPnI6wYleYeDSfp9CeFwnQHX9lxnExP4So3wwZZQ+zyCfEnxyYUucWu/S3grKy5hy+1Jup1nM1jrwCXwdp1vWRyxueosZnYJAO5qaimag5FCCyzrNTXVE86WSZpwApN2wtkyj59RAFUSQeRmnlxUhucm54quM13vodpC9eGvrMQG5haZZ3rDxjeHMLdUcMuJmOktF5b6GicsRfo117Lilfv1/wAxaOHKZW5kc3RyZWFtCmVuZG9iagoxNzcgMCBvYmoKNTYzNQplbmRvYmoKMTgwIDAgb2JqCjw8L0xlbmd0aCAxODEgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJzFXd2PXbdxh2LZidaG3ThyJKWFc9um0b2J7xG/PwIUrQMYRYqgaGsBfZD6sNKuZAnSrj4NuP9tH/PQh0JvfSo/DjnDw+Hdu7tCa8H2uXPI4XA48+OQHB69XLGJixWLf8rDw+cHbPUP4d/HBy8P3CTjP+kFfn74fPX7uwd3/pXLFecTU6u7jw7Y5L1XLHPhKy3kJMXKajOJ1d3nB+srm7tPQxW78lBa2FKay0molXThvyyVv7dWm62aJHfOrfn86Nerzb/f/cfAxmU2W6X4pLxcGWMnt7p7FOp98zSWtt44sz5OFQWXcv1qs2WTFkoGLg83WzN5bTlfP9m4SQcugiaeAoPVZismbpgwawFUtvET496Y8JSITPO122htoqDf3D34lwPD2Eo7yyZjV8qKlV69Oj54tId6HakrLtxk1MoykzQfVLvKqhV65SdvahXpzFxFGB+rGCfmKvfWH222nPGgPR8eq6hcsTAY1iRZTfiTJB1SbaVy43h5IZlzfXHJvKpUZaC01pooTVKzIMaoTPVNgz058ejIZ+t9hyKVn2QQx0ZTyor8bVBkMAun3PpqtKDAzK8/2/BJey30+vNoNYKzQPwUHm/X9/dfRbPRmglcP4yOVzwYoQ9+IycvNVfrH9VKHwAnqPNhKCgdd6IfUB3HP+lAY4315KSxjrwXEAw0xrOqjHZTaLICgWBiMk6HIsFnM6mRV2cJFDa1mZpMTbX9aItnU5up0dRU272OeWhS1U43RtWTE4+O/D5UpGy0rWRUH6RBl8bG8Q1DzZwXYYC3wfOtFjaMsJ5s0KFc/3gTKuvY2von8HgNat0/yRaipV1/DI9XNlsZzNb4YqKpMCrwSW2i5csjVar1b2JRJ2RggGS4CpaJWrgG1MyWW8w1VOJqEgFDiw1zXLv0IFs7wf5TYPXXm+A1jhu5/jIwDY828PqotEk1hOT4mPCl0IzSPpD1+mfgqXdqyak+/RwE+qI0COVuoXLRFZyJxQrtRn1i9ekXm/C/iTFbnfllsD7FovVFO1g9r8aYfj6bf0qrys9YuP787uDfVieXMlQlVJhkwU6R3xbPlVZSbtSTZ1Hl+3cjqSc3T3J/DtiMbOQvN3bSzFiPneunaXCVCxaBqOAEn8+moxpzu4a9M5pM9IwrkWisC070JThJ2xY3k2FKZXuVIhCvQQOfIHsFvyl28RPS2xqL5YIFZbj1zVppSxpiNdjrpcUJGaJmLJgf78xPWoHNb/5ZzE9Yh82v/nxv5lfHlzA/YS1lfj15FtW+f/MTMQjM5vfriuKA1whhabwmgC8WRuaD4BYVXi2MynHb2B+IcBUsDYyWhEHEHgAzvI4joKUoc4AI/vXTJowhQNrV6AX4N8ERZdUI+q+RVMIDmrnjei15uz79fZCEW66SrnUYnsnzENJHUIidurKMngJLyqh6cjKqjvw+jIqLye2IDD7DY0sgGoocip7D4P+SmuybaXUbVnc6UhuLStOqN61FEUHKzpl1NMN3OB2HBI0ysjNUFDHATSVRpHWxLafD6lJLNOneppAQgJKYxFG5m+VtU2GAmNwxjJjzz4KYzBmMmPXne0PMYj0EYDKnKdvuybOk+ry2PV5LzbatvatrKbcxk7BSGwyTgFHzWqlM0qXARzAqsK5C7z8A60RFJzDUrzZx+yE83I6L4kkFEEWLrU+Xc3w03uGyrcdLeP0JtYBDq0JUXYMkVym4DAZfjR9xuEaA7LVFTxbhQmg0rGaChSDP+CvK4n/Ve8b99U7X+NUersEMBBOm/nyWfyqf11mza8DPfV1jbH3ZNcD4gh563+DEKnSmKqByKMuNte3adMkkr00Lk+XadMk8UH2lCiRIeA5Dmsty4Ru6cgsBB1RTqSFEFo3YhbkB5jN9wSZ0BzE3WHBDiTjTl1xI6kU3yOIWWwAqhTbHhEg//3hw9zf31t88gw3CEDUpFV5yifcKH8FW33Hd30P7g2/gfbtBWHjBBuLzzdZOynG9fgH7g6eRqWDKrl/jTccsVXD5NxseQxTvMfH7AI7SSWdLm5FTbVOtj4B63BYQoTUr18+A1yEUeF3ZVl4C80ISzGrhzOIW8Mbqce3YCRR4WFt4MpCg6qBKq2Ydax/i2bkxETr5PGCLC0RX1BmJp/CIhTlMQ+ecKj23xmJeVLtRmohRQkaklHl/6t5sBZEVUtJ3sEF9CFxRAWQxpCygmLdQH71HXI9q/VOyKdDLMa5UH59groXVCbyntY3U8oxigARAsr4gO5NdQkpOq+Vh5wix0jtgdXJGq6gpZEUzr1C+eKKyJkgYzVTwWZlpCGfLsUaZ4n9OzgYtooXE1aL3LlrHtphHnKTjai/aCOoBAgVskJ2nJFxBZvgC6iEWJ7XoERCLKzlDO90b0leTZibuFmhR6iOEgJKIE/LfBs0I/qho57MkBGrlWwikWh1iYG70ewppHpO42KiqoC2hKW2wQyCPKQVE4zFLKywFEqYwEVaapmDKUxKUXm1itM7b+Yb0HeQmpwOxCEef39uw5H0JVIQ/S/fPvJCR0gVmEZRuTR4J+biKg4hIsnckXxoOUYGHS5NYTgO910UZeq9bzCSANzSM0laRbSlO97SaUFuHtLgIiZ8ks+HeB4hSxWyOSA5fQS3U2iHA21MAwrcF0153EY2Y0T2+PQKQJDEwhJWTkLzBQBrAcPeCdFrHHwIHXG1EBgUK8DUBWa0FQz8MyBIrjdCmmXyIIAgBB4KYk1ofVUIQSqJRPyHE94CGaPIBSelKJ1TAeEx16u0A7dqihkk8I7eelSSRjd0fkwWencEAYt/TDICCT3EN1Vsy8qtH1YMQcVfIENZ0w5CBcsFLd4uOJkl4A7uicawLjXf2oAiAIAKmC8TgAQnsAE0D5CFjRNTsPvNFKQsdp9+/oEVA+Hs0g5+epBbFZOZ2tcJ41vpRO2sn6knvaMZAaPdsE+zSOWuWAMfNZMP6GwMcQp990kyWqOIMTRylmSxyS3LCSX004ODTXMuoOUUmrHijzHnF+3WLrwFbJ+HdWgIr3gowFziqAhwP3qN4lMyjqWAKYAWo8ADkpxeRtSk/Xt2WAqLWQok46NHnvoSlzFcQWqL69OoYFfiWnETILiJh+/li9oTM1iK3HAUXxRWPyfrIk8hao+gFYsO83g12b2tsSoYx7Xq5tD+EUyFcKG3aGa202m2L5PpEwPq6m7CXoIHaIleptNzdlJ9jVAriYKIkNdytnRPSvJ4nWoMbfVArHZI9JONTVB8kWSowtVkjNYR4aAX8ABCv0hqJuZ+sUL5b7GbbSDvSKhvICXg+gobH8HgIj7MxsQbxYKmGSi46PcPg4yUKLdZvzV5UmQ7pOO2QiqN+t8TOvG8cdxbD8ISaYZ0vZMqci12/8qPAhFvuZdzGDxpTOh3Vl/58uAljZYPAbR5W3GFl0i3y2QZUV6ncO1WT4mL2YFecpibWsm7jOly4J++3k07stQrGJ7NSpmy33lt/ueFh1tTBGX9Z9QTK+SidUjuekoLK6083Mp5QpEwdoVkyupjjqHxrdG6jJqZ1cCmo8VkcXG58Q/ygPn0Mw/x5JcbTwjg9xnOkv4ACn1WB8sCltBqvVkiC3wfx5SR9MJWPuwF3SAKgpUMdZWNIMqUDVWaZi0dOfhIsHTkV+a9SomBZP6nUPwMi3WZRI4sQpDVv9Pi3dYigMoPGoWf3M8xy66xuJPl1LUKpAXX5Z4jBFVDeni7k1r8o9Z2ZR8UFicOw4FH5cRTMKWMcVgxItq29bAyxyPh3ySZtPMj+ur7/HegjdpzryRgfx02KeAJ5AZPWAUGE881I/LaOBBp8yjY+BTWBbXwI9gSdPbeZAz7J+QQGnXgFJKpUXg+rBPO+0ut5TTxZrNQgVKW7ULMvHeYu4K3h2CwjVC9JoFo7nz9zK7EkBD212dMz956+3yk7lY3tWMyGU0pVBAx2Hue4AFXx0QsTZpdFWknuzPJ4MSq7UJfKXpYOytaVaplpld2VdtwCVetW2YQkgWrcnDjtLBakJ6cWO3Jm3ZEvrGjBTPCFlZJ5YRMV/QUY9YQfiyvcmYkyDYRxgoXwplJD0Z8DCNyotRDXL3BRPzkTAs6c8JGJdxDE4KaUsQGQRM6/y0VvY66l1k1ca2EeumiOM4b1T9DTAPT0PAI9/dJDINjeQ9Dqxep4TUNgFd6mtInG5To1LuxC2r6+Q9tqoG2CnrTd07O2e/qltc1c1Tbdw9udilqDv0ka/LbWms4weHam6e49BGzHEMjBEBD0NAQ9PQ9BT7/sEMiY/73nENwkDR7VugWP1ymDv9MpC43L+bR9Z4e2xUDbBD1pu6dnbff0S2vbqb21fZ3U9i2yFqntG5S2b1xI29sd2uYDbRP0pO2enrXd0y+tbSsuqO0CLzdIeAHF3iJtH+AFwc+dS8LLtGMI2GAICHoagp6eh6CnX3oIDNtvCMLCCWmQNvgtNmPC4G929nrO+RQY3B5rW3ha2xQ9apugJ20T9EtrW+0/n7bRi5Fh+WoNNviblEEjxV7vlNV6yR1qEr7YaOyIbsIKkB4Ngp5Go6fn0ejplx4Nuf/UOpGjcRNrmxiNOxSrW+Ro9HEKEuV8o3Fjx2jYwWgQ9DQaPT2PRk+/xDaeimmyUshpvoH4N3HjhWnjvcObHWVHKKjWoE2Huu2S8okN94GPz/m/O4YGOdKNTnPt0PSaRdOJjLdbts4Ez1aq29UIemL9QrtQUUKsR2WZbZbfXem011GoolmUU2WBg2WiWar3peO+SMe5jHjXkyCFKRyqHcx0axY9HFBtpZrgrSA1o3jP9AWXQFWV2u79CJJLpi+5jKgmUrO163bju/DuvKOUX5ReUC+RYyy5mLRpcozhxPWP5EkIym35Fh35kkfC6FjlCDMjcgEhe6Q9Rq3HHo/rsQc6ruyzf+KJKJygvGtOQecG6BMY/J7OJeyrP80Hxh6fm87iC2uoTLfIiswlPqUkEfgUmDga1lSlt8tUykXaAhIKq/pPZ5y2ohPCORMmLOp9zWpAySmPcPYXkUbSpy+Nsw5fUDnDs9icSzHIaaFPJhFflF7SlCUyPloGpTH6FJMQ9oTUJhyiNpk49MlpyfZArMikHdQT8kS+O68cd48+ER9lhtYCo3zQbC/xDk89nt8zNXScHCOAyshHPcj543Hy101KDMK3RZrJfH7bZWjmpGZ06kvAH4K3Jrtmcb5LpBcWJOsMMiNhfUSZct2tgZp9UnlV3b6l3g9wt0vwj8QXlQE6e28lQAwWAx3xEgFzi8GQ8E0khJPvSw4TU63N7chhWqTjgf0hv238ItuvnIIdFfulM25hwOjbCG2uGtEsWAcBQVLPKkhs4821ygx8+08Y2ghAWWS4zMz+Kd6wCyEtloXMtkN1OFA9PE61lgLi/c0sa4jG50SvOdE3JytwP38MqWh5O4ciUdUoscvD4wTeOTfEhcM++3XqkmXJBCGRAw9ASer4Hgqcpi8fOK3SrQawvJJf/wLeo6KvNqFVnsEGJ/2Xx+eRlVNGy8AgAI/ROs7UtT5yONTqmyatsFRDLRwBhydVwke0I4OITzoGwXJwbxpUKLVaBOqb7eVO91AyA6Y9NqK+2fj4unxyqkasTd54DlG3hbadL8RFCxmGqmFlMPnlbbcSfiJiMwGULEAaylFRyC1ETZG3Uup7gYNK8g4dYgU43l/c23GrpCQJUkwFwu7TZdBapp9S9KwLMG+prtIxeRvfchniDMuH6dMIOguCDbJ8EQfIzKtdqKGHCfwc3IQjgqcmVF30YJGm3Bpy3zyl9/Pe8SBmlHPc8SjhhnDtnbMqy+WXADs7SybAD1YA57ngmOzGDHX1GItdJtfRaFKXLI/qykZJX8yFnN5rX1WbvIiioWQuGIYUTlo83MQZzsg+PFUhTHZNeNoutLs1pcNXfEdIhVCxzHooKD3B7/cKstpUxXOtdGnQK42i0PGsC24EJrQt4MV4O8WiE/90aUjYLhYJ41P3Qs4MQTQZgvwz7HW8hmpPoEATeJQJ/nXHK+rlXIFHUVYTd9RKTeCBRoOOO6iw4KgKi4KJCwQei968p8BjxtPIoA1e9407BGOTs7qJOwotxh1xz2xn3CFish03g0tdTeBRDAQtPEeBB71vltuyO64XzAX2iDxKUTTJk/nGZ91nXXCN1+zSneUFUnZejERogo9miyUJc+HYI/N3w9iDuDUwjD3oC+25BV2CjwDozEky+Lj0dLXUJ3HHYRbm/yP+WOjjkKTSV+3fUgEGuYGFKv0XWrAOLiH0orymNgIe4w6i9TRCkt23IM7otoM7qk1oX64YGlU3GtBG2CLIz/dfISJpwogQKdn2cj+9HYVmfgRLxIW2NnagmcHaCU2C6EJty5ZY3DSTNH1PHs0g5DoLzUbl8e0ZENbsRhGsjqjtLsSqiacXlxkXHwJo+kKENPRu17O6cXZIvqd3byp6NBZYXEQAcaobtFI3k16zMZPfbnNYtNe+jOmiykj95ikVgc7TtcKbNShQ6qlZm4uYaaEXFPM0G4qF2OyfUB+bQGXfLHfmFps1ZHSE7AW9fwi1UPBDx2oQB0FnH8DrdqMVTWhl7N/lWlaUvsSIB23i/UDZRnO9F1tU9d63wKy5zQwS5Ct5wWisRCupUumkitW6FEZKOEQqj6gLr2urL4B4fKbcSAS8MwWzxTIUtHH2Fm0oKJme1OwLZQvqW/oO2f+M1lgufpDN4A8E9MHLYmfqAXUwSd6gb+O/1JQd3w41bnIoAG3XeOi0Yd6+Fw32kdA02POnt/Rn8S764RPKbdvrsX3/hpFqKtoeXFLne/TdcXLzfz4sjdjh6mkp3SiKNNqAMmkowcJuAegIrD0GLo31H2loo7l+pmxD3kF43NxvLYA5PH0oHaMFJ3eRmmuhJVxrPjhSi+Jwsb+0e76PnxRJm69B1ceX1MCQatu1d6i1L5/u4nJSDh+up/bDerD5YNde30BZxIUi6MSo5gbXS4CYt2RYhyZvtEo989IrefX+YQcd8A2s8Tkmvb9Efl2E3udpgwKqMXIVSX5/BPai0Mdp6PvytATfkWV/aM11x+HnyDcH8AGuUfyFvpv+gnLuh3URK5gkD++rALApfP41k6zn7UnUs7+Mhwrvc2O+j4Sbz4oguCZbA9XR3y4icZEW4RE1IPRi4uzNcbQdTfQAUb8jxf6BWlCjWsMdCAo6mz7kBYWKv/sPn7xqzgfLPjla6HYbGziCFmVjWhQICXFkt4vuY2ru4LtONIj9B5XjETfv44pH+MGSNxZg6W9DGC10yTXt4AgGoiWEUufLoEjiym7NunjdfG6J+DAUYBzeQz+lWKFa/z1bA17d95vtc1g2V/+6zbLLyvQDiBlEHWTWRB0618YXhE+tapAWzIvYqXtKfT2D+tuYpB5lMxG5HkhAtBhn5OPy0y/lM2mFwfAbc6XAt+kD0V40EpAS0gHlctdxyZ8OwcjPodBjBA2g5DxSqsGn5oZboNmkRoppYkti9iA/7lIALiCO9jArLlYwEcreAX6133BKUvnmQyYI60YfMokXV7ng/8cfdGrPPWe4W/4NYjg7NZ5dtdmpxa9/6Fl5+tt1TZ4bkfx7ji9htvbgdfr8AYmQNBj9AR+o9d9CPtdZBE4Jqd1HazHCCwZb88i0B95d1hLeSNhOvoCfjzJTS/PEoDafixumC8xFgf8og/TMbD6C2B3cWy5xqw3oFgFmA44fATWkqsm+nv0lJsgzIT/ERMWiZ2l99CFOIk+lGRYy27HgmYDEh+Iq3uCADO3X5aQgI8T6PzFykScS82fp/xdQt+hLZW5kc3RyZWFtCmVuZG9iagoxODEgMCBvYmoKNTgzMgplbmRvYmoKMTg0IDAgb2JqCjw8L0xlbmd0aCAxODUgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJzlXVuvHMdxBmXZko4NyRJIiQQCYyHR4W7sHU7fe5IggGMIQQK9OCGQBzEPJ7xZAskj6gbY/9lPfstTqq9V3V1zltQZ2ERiw/JMTU1N99dVX/Wl9ujFbp6E3M3hv+XiwbOzefcv8L8nZy/O/KTCf+IDev3g2e6f753d/XehdkJMs97de3w2T8uy6DlZETsj1aTkzhk7yd29Z2f7a4d7X8IrbregtnRFW6hJ6p3y8M856n++14ejnpTw3u9lvlz2u8N/3fs3MOOTmaPWYtKL2lnrJr+79xDe+yIou8V6u392OLpJe2H2X0ULUii1/+6wTLNYrN0/QuE3h6OdFuOE2H97gD4JP7v9Bft8dzgKZyazqP2LzqqctStWZ0NU9f5pbtWsVxTIFy5Q4Tmr+xClvLFzlH5VG0aa8MXBT0Zr0HyQPmv0Ql96cLCT8sq7iia89Ge2WdPhKCdhBeBFGvAZKlzUBnAg6v1vcm+k0DBgZvIg9OW7zrrysfA8tVsp0Q5YaAG8pfdfH47zZKRWvnYnvPYwDrn3GhoT/EdK6F5w5egw9KVH+FLXWisnCb15iF5JdGt3ZEE5NPycVfiPCxQ/wG9g1x7RhtfLc1ZK7OKYkQ88p/3pxjQ0kZgin/36IOTkBYTIOWuKfPVFhfY71hRRJYDyCr9ne5u/q42iul/R1tJBD84mBUU2+YeVLmNsjaOPz3FEH5a3L8pF4ptjdpijmCetk9ecY+w/xEtCKTge36GQf+u8UhIy1qMaNiTYvsVg6wI/uqeiMU7CGYe+YaTCASTGX+BL3+El0gVhnlN0cdF1gMZMatQYX+oSaht7eHGih4lNrJTU34gbD80OEdEET/FtPvgu6vOmL4lh3GSNKBSDwU1TUhs5PaeMKQleumCf/7o+5yOEvEWDhdDaUxYAovACpXygs20guP1P7S5PJI9OPMfBOmcx4JvN89tL9Ks0huevrGoqVUIQP8FRzO6kdfG8KEXVylLPs7OoaZG+OMvuIJ2D+ZGP1KONmIxbIvfAhCpqEOogsx2MAcJuTHILr5H5EJLPc468yAcIeXXBq/20CEkjtpu4XEpPxALhj5O0h1nqKyoc+ttZOK+8ROY+J6c5pI1EesF/GKcx52wTyNe+j0DPVvSzheyf33Mc9YTzVBI23ya3Ao+RunIQ7/8vxxKx59TC00poxRZ09vREjGgQKTvr4ymbZULSncf4AXau2OT9ghwhP2Lqgm12A1LxPzIea5miaWyC87whmZGIeZ7jW4jJ5BE/ivixZs5JWD+6zLyE5Vz2mJT/jFkoizVpp0ysaqcqmIH7LuhbYpmc1EvPbiAG5qPkRlgKnZ8ICUvlkJqlXZlj5TkOUlPiLjpXmP0UGkgo5JxbsAwhSyba4wQkGl3WyOibfmY448CHD7BktUaHfVuVKeNSlmS5MeyEkjwfEmzb1Av2pWa6Rt05PncjE3bhtOKtGLvktaeZ1SRoSZxZVRf+IzdDwCDllx+/xrZAsxcT1geKMk4Xurlf5AuPKyURsw+4yds539k/saT4nIOzmc6wcJfZ5TmXF05yAzHFLhefcO0jzxv6rdLkWU6oFScgqt9zY0gG5pwdjaecu3yTGQ3ujcO5VTK1WDpEzQS8Ts2qDBeQ5wcpJ2VVG+8todnJd9M1QkiEvF6JsQj9l90pfin5ZX2fcAvPHSzP5e2c2eq615a37I5SQNaByDtKP+WeSfzwnC+lrzaAlo/tRKKI/xUvn4dL62F0g3eVSwhbM2l4sYOhXF6gKpEGl4DRnaH3fzjokMrgA+Sz5AMNx1F0anObTxhjAxif3jv73ZmWamekhwWe2znvd3739aOzxy+xXcrvfQptgqdYZePewrMzaHHcKhVLBt4p8DkpAHhZtx9OIi8aWBD44j7PwnOvYdBD7is9vaBDAC+JFKlcFtuhJz0/gLdbY0w35eawJK895F4jz59SXyUKoQtuCRmrCr9A1cfku6kPIZxZAw+xWUMLIjM9ZxWeULxKF/jGcE5Ud6+FgzfybCsN+jGL6Eh/WmYGvvHlZtOprOBIID+hnFINXHCqj6irFP9Y3YjB0SmbQm0skYlqUR3mcYmUCv18y45zM6Mqz8k0bWXtRZS/rQNNFuS8BezMRTPO5fJPJ1zxJFq4hUbyMUmn7VSR2Vdq5iE440g5DpBa6v7BmC3auUmz3CnPx6lul++/I/m+3amOObJZo3HTu78ni4UUBdLslmmxlRKVt5kSAQZYLOyMhbyaT4N+AtQOYpj77a8d1LQoAzbfOIjJLEaa/Y+CdVjwqmX/ZugJUO+y/zEoKi+8hLcrewtw9J32sNAB+tbw30jeq1JTpUILVR5Ip/yoLp2WVeqXKocJgx21eWlqCMyVkhTgIR8cxMnGID6dii7BXqpAPUBpFftfAfYwdB5m8Rlco9z+vQr+BxH82S9y/y6Ow536/P7XwQ2MmaUnowMj6hazTMBKN6vwY+bqE/qKEgoSrzzxym3ySjfybhi0iCw7lEWqcdCEt6O2EstMtG07xL12aoflh3gQpy9mse1GftB+qTPblZGHvDL5HZAUjDUe2Qo3T9KaQi7XDkcT9h9gAn2th9ay4WPXwqdXT5jbFcx77YR5lkoilawusaDndnyYZkNnDD8+gxha5zhxND2INxgf4ECrU2DuYlxp78X+Z7DQdnKWKkRbuXwfn7+JMZpocVZ6/1OMZhRei1MW50H4i/DcS7UYqkqsgq4Cb7Gg8F79KvnUz/Cttw+Q30zo7v4dVCAG7j9H5TeRRsbmhK3G95FRfkqIQgCisBojsg/QEnATZDsTmojPE26i+STmjdC8WS4TLCiu11fu1KsPsfW3qvBusXiD05vK05nYM/M8zbOo4fQCvMro4D6h67tn1cni7dN8q6G3+TYo19vfn/3n7vmVPE05P2nqaokKYtt+dzXLsGySunFiZPKJA+xuFd68FNgK+53LgbWzosDmMC3AxlsENipvCGyYwMAXVoBNxKOF44hnEBcn6MW5C25z4oH1v5D/r4inaBRCEDCdGOniLfwA8gq8DfN+eI14K+vfDQ8k23c5vZvj0xurxBF2oQhx5NtCHDAhp8RRb7cjjuoq2xHHIsNBAXXC6xxMdxiarsCu6FXiWKMLhDMHl6V0gXBG5Q3hLHTBw5noAv7B0cUgLkPfi3MXxOZ0EWZVrx9bEAogCnwLSGMJRbwTzrpgSqwNmXC8ixzwZn5ucW7xNscQzSzDLqGQUoX90prtytWR8/NbxfYtordGB0rOlA7ybaGDUNxE6KDebkcHxRU2ZIMlbhCgj91lgGMnajXcP6ITi5XAR+BymMw08BG4qLwhcCXwWeBS3EtpuLgfxGWMe3Hugdk67vViY0VwGJSPceOAhAAJNiayYziEPbNlMiR3clfcqN6ivL4SDnJ2NBzybQkHkdZsJRzq7WbhgAhtHQ8Uew6wmYPuOE6r59WAQOiS/1To4i1CF5U3hC4HxAp0KSLmxSZnFnKhITHK00Az8tiLUX6V/bQcFW6ZfB6ZX8b9S2Ud3U3Le2R9VPw8hw0km7ADCmbMpImTs8FAhz6P7W1O73Z5ijOpT1aDZnaqBo2tt0/TrVr8TIIGb1925NfxK0FTAQQgXiVoLrGc1qJ0aBAIdnKJuN+6FFgmOd9eDSkENnlfBTbcEmCD8pbAlpDigS0hJZkdvSwVWkjcu1NuVJdOoxGiqxWrSyyopd3967XT7l9vOe3+MbrEQr/7x3Qx8KlVHQdkuWH2CjmpqdIBpmLcNkTlRjMRvirVpoGEsZLlhtkoRSvt5jTT0SzvrbDS0/7n2TPvkKusnZzF8+584vnZ2b2/+7z8fKSrjeBPP7+oFQ/Db0Ki6lhXFHT/my3EYMtem4LQcmbZHGPzZ3/lbHCt6JUcYzNVZo/xA0wx5SuePmK7yZEdOd4kh54rtfzdsaycxSoE/e+NXKNKGvgl95MX2ln25zEP4rGDWCCJCqbAvq3XKgeREqVzPcicUbiwb/2hO4LOppj3yaXHcoy2uKxcYq3mesVt0f1tOETzVpLfGmCNFylYZ38jtfbrIaZUdDi3j1//zSH8Lm+Rgn6KHO/+mSsH41rKl7I2Pxlgjoz7CoD4nPgE96Vm+FNxvZ6sXnbj4TgpCnhSqr6Gn2LEy3p2XX8QFPaEjY11GqXK69MvkTJIRcWl/hyYiBWSnx4S1muKfkohx4wBtTR1SnYG3jdz4vewWr4aZ4NDh01rWDM2RUoqKUsxKSdVRCT+ELP84DNMQGKxC8xcBExhjqEoPZ8lvgGdEA5COZzfwwpGm7izWkb9xwc5SQe9pKe4MNw7mFDplIfysjULbZOcYOSq0Mma94CGGAtF2poAqa+6UpuqDtM0WR/Yy6WpcXPekIeVB/1gL84mkthW8cutnbhRM+AEzoXVIfkVbhkU4ydYpKmdgKmpLxWSwkywBDLhvKyMyXt1oMI6BUjBGydhnVJGKhzMT9p5Y/fvVNV3YZ1jFhN3zaWZY9w4iBodCpxIeeRbwcG9NrMFNyivvNnQxBJ25CwVflA178ciLSV9+9Z7TDt6h7JuUsCuO9KYl+0+RPOrdx+ca1ZdcagJ4SvsAr1/g3n357Rz8XtW59ZrD80Da8TYlDvoSZNnxAThpZiEU9HZzZ6JPE+7dgdbipo/GnupYSInjWl6+QvIY84AO9EO/ba2EXtOR5OoksHgO9EOrA+/07QCoUlrm9CiRVrVNO2fDnqaTfC++4mrhfPONK7IEdJR6RnW4mr/S3zeGED3qP2QI5HNgqOhUeqr1AhT5CETVLkl0gVtOFHlMP9itK2waNtUuRKJiFptkGJLQo1G3U6UnLaVrHYhOTHyJCxD8noEVAgkozx1PsstkcdujvLUIUYemz7KUyNH+Q+n4tmHBbeChU+prLoWytFncCobDwGsB0IS+exwzpeQusCQi5U3zoTiLFp5430EwaRG1sy3VCGmwwU1nZxJilOjMkhdlUoiZQzDxAgtGFEtlwFq25a8s9gA79TtsHXa0TuLbYOL1zyYrXbyzmKbVBDlIe60o3eO2mXge0yhM7PybV5O6A3i1PVRHPs4iFNnRnFs9SBOzRvEV3ZLY8M+W3TL+4dA9dabcGQeaTCfgKU08n5iOSu1TQV/iaOrijLJsa0PZWKSaAfPnsGdpS/iSJVB7CT4vko7ZukzN/DyWLn0Q8xHH1XhXdS8G/bZ2s3LiFbd8Xd4+zTdysXgeTi9fZVtawbYsHMZ/qhJBfYHbPczZvUc/qQKHa4OSjMbyJXicihhFvGqUEK+UwTK4ocZyniL2EXlzaDU3rY+2kAZQrN8CgLCktAcxTE0GXEIzVHcOAgRh9AcxQ0GKL5yaGqbSzI/3/9tGOvZ2GWBdWkJzjQvCfUpbzdTpnL5Fnv5Tp3hXENP+Ifwgwa9mIV/PDJDPNRnpuV/g8KiGQ0ZQAfmlTepn9XLDw+hHlhC4ruOwrk65w2qWds0cc57o3NeKWAWAUMjkvMWLxDJPdOtt7bcBuV6e0XnlZC0rSejuA0PwEQ0VIVQ5yD4TAOouiFXNuIJqDcrTVwGqllmCmqOoQJqvEVQo/JWoCoRjtW2xlTBmirMQgmmN6kjEniZhHSdc9SJS0iIWSEYQRNSBSkpb4ZZTkgbg6bnUA6+5ojNJZN67lQh8c47h/6YjCCWubcgFm8Rsai8FWL5jGxzxLRpGeHzVI2yxocQuje5ydDEhi7Ll33olvwsSDJHUNNtRTEpbwZqTuY8qDGZ50/1yXwQN7zdJ/NB3ARXn8wHcYPBhslcmXrc/EbabDKOplA608YcS/L2T7h0+49jXo+LR+cFTA1oOh1J3uei6Usyx8S7H5djvTU0x+bbkmNdOcBOyu5Vz7NP5NgK7kY51ptIbWTMZspSDFJ36HOEl0uciFT2V0MTJyIVlbdCKifOjYFSYWOiwemjEzjd5SZ4N9lkWXEqAWxosnSk9ERuiFNOlhsDlVdvBKhu9aZV+DGCXIlYdopxCt9b5CUuC1R8C+UZmgUqoEl5K3xLFuDxjVkgf6rPAoO4YZY+Cwzixmv6LDCIGwxeJQuUI5aVLBCOyXypByNLOmYzOfxxqJXN5OMiIIOoht8/5pZTZG51f39iPfUJNuFAzXJk71JBSCH7fFvI3jpNyb7evkrx0iVkXzH8ASVhlyyoyNAQgD7hgqwFqMK2P7Gkogr8mgpxTU5ccY23iGtU3grXnBo2hrWsqQist7H7ZF57m1tTIXfdoppcmqiY5QgvmKXbClJS3gyznCY2Bq2sqXhfPLWm+phbU/UBnFZKCFrivwpavEXQovJWoJVl1dag5WUVAY3fA8UAHpH0jronARXd8zplBS6hVlBDNScBNd1WFJPyZqDmhMqDmhKqs8M5URE250RF2J8TDRbiiVCRGqGbs59BO5791A92Zz+jdjj7qba7s59BO579VNvd2c+oHc5+GO2c7jtIQIotkYheyGmmFovPjbitKl0R+ip00rRIZ8MWDRd5V68aTuqK1AjbjsBopci76luh0Ip2qh0ZxkqWd1aswG4a49sRG60UeV+vG9AuUlqwKnkrWd5ZsZJacWQsFTdsRS77kWekVyh7VfOST3+ZstfXoITMDyVkUvnsFVuVkIW/nZWPcf6aVWRSulz7TAoQQGjGIM3CvopssFCkw2G6r7pDFVl5YC+XxsYJX8rFmg8O4mQii7fYuzJz/KM86vWrIit/Juu1qCIrjfmLVZGVD25SRVaMvXZVZKVhf70qstQCpoqsNO0HVpGFzxig/DB1iqvPaOwqJWUQ9UxJGSf1VdqXlBV5W1JWbXQlZaN2nLgV211J2aCdJm7FdldSNmrHiduoXRhvLCmT8+xzrodcTiAZ5anzWW6JPHZzlKcOMfLY9FGeGjnKr3qmIGE9pbesKIM26nGlkIXtSiELh5VCr5zmqVnaVpQxuhIt9BVlQ9uScxYb/api0I7OWWz3q4peOzlnsd2vKgbt6Jyjdhn3HlNImYvoKr0jeqM4dp0Rhz6O4tgZRhxaPYpj80bxlb0SZnOLfZ0qykgSu8VtNs3ceVi/QRf3jwCt+hdWHN7mzSbhVT3PN/R2mzMJBHbLMwk6XKcryjaBMm6AIJTFD+upcwNlUt4KyrxbsgJlDM38qe74YRSn0BzFMTQHceMg3fHDKG4w2O4QWsJkrfz9rf+DFWXsgRg5wmYrxk45b18OGc80YGhmcgBSbvMBiHC6Hn4H5Xq7zWk3juJWFWW6Nfv5yinkHQ6fK56GEyRz4BQk4y0iGZW3QjIdeWwNZD7yoEDyx7UfcdR55I48brFZqGJWWGWmWaiClJQ3wyxnoY1By0ceK6DdoKnnUtAaTebIg4CWObf+hQXZgBaVtwItH3lsDlo68qCg3aTudXklGR558JVkNzmePLJJvIJaMtZMk3hFMSlvBmpO4jyoMYnnT/VJfBA3fN0n8UHcxFefxAdxg8GGSXwWeUPuL1lJdmQ95S4p4bnc/e5wafg6m1ud1jS35tuSWy3WGgTlertRbq3gblVJpsLmKB2zbpLtpNKTXChqp4q4kfQGpsuMr2l6qACmW4sH5EZuB2BJDxsDmBcp6/iVwqlTDkqo7DqH70ynfGuljoXHNCW9im+6tXjsa9R2+BbS4/GNpJc/1ZPeIG4CqSe9Qdx4TU96g7jBYLvCKeHj/21WOEXoiq/wIaU6N7k5BvExUllFirDYwilh0+/3Crfl28JtxijKbfV2m8IpxHCrwindml1bN3zM48PA3jzHl7h1AyKZ3LYiGW8Ryai8FZJp3bA1kHndQIFs/Y8BhYX3I/oSlxkqaDmolaeZoaKUlDcDLWWGrVHLCweKGr9wuH/gULvNRTWocksHhC2RXoUt3iJsUXkr2PLSYXPY0tJhJWrZ1NisRy+vlnqpur2cGAuosdgCQU23FcWkvBmoKYuugJqz6Pir+iJszkCKsD8DGSzE044i7aulBu14rlE/2J1rjNrhXKPa7s41Bu14rlFtd+cao3Y412C0S45vIYnVUkXaVEsJo7JqUy0FYtGCygt9FfbVUsVwXy01GImnUEXaV0sxVoq8tRKrpaq0q5birGR5Z8UK7GZfLcVYKfLWSqyWqtKuWoqzkuWdlVAthVbaailm2Ipc9CPPSK9QLRX+1dvk34mX/9rWZ+H2Dvk35MXb+I8cv/8LXjFUa2VuZHN0cmVhbQplbmRvYmoKMTg1IDAgb2JqCjYxMTIKZW5kb2JqCjE4OCAwIG9iago8PC9MZW5ndGggMTg5IDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnic5V3Nr123cYdTV7FeDbtNpUpqu7i13ejeNO+Y3x8BiqIfRoAii6QQ0IWVhWI/qzH0ZUkJ4D+5i6y666rDz5lDzn33Ke/ISFsLti9/ZziHnOEMySHn6JudWKTaifSn/fji6ZnY/RT+fXz2zVlYdPonP6C/v3i6+6cHZ5/+m9Q7KRdhdg++OhNLjNGIwkXurNKLVjtv3aJ2D56e7d85PPgaqvhdRGrlG7XUizI7HeC/ItN/vjeHc7NoGULY6/oz7neHXz741/TmWPicGyMXE/XOOb9EqPkl1FSZXEmt96L+VGG/HM7VIp1QjhLsEP3Hg1xs8ELuXyTQBWvc/uUBHktp9s8R++0hLkJG5/a/xtqvCk9hZUOl8LTWs4MUi7PW7h8h6dP0MxhnNa11kV6ghPFQqdd/fTgXi1VGgxgI21cHa10RSigykcIt3kgQLEgDOghyP2/YuVKLdUVMnz1JL/fRBUfF8CUK5wJ/vkaCR737hAH5edGfn+S6O8D4kT7GXl9kSTfxvDq4RQcdfGOVpEPE9wJ/vlyLp8G/7Rx+fQiLNSaapCq3ROtlVhW+lgi9VX/UQdCUX0yQljC6wCFK6rym6m/V6ztD9Psf4/O5V2mkPukvIM81vkDiTxRgFbCSrVn5Z2FgozFAkNQSgmmd9s7vvyDi6eBFNjIl5BK0K8Poc+i/XQIwCvtfIXsq9FNv5Z+r/lzgc2K1ka31bWm2G1gRBgzXgFx/jLUIg4tei4wQ9vkTFBZ5/ooT5mNswG84DRCxPMOfr7Ne02gjz3/SXmWrHzxvOkpmrav3++xraord1KiqvqAGkMeaVDz4nPWUKwfbjF3gqIzNJ3324OwXZ06InTXRL87vjFc7u3t5cfbVFaaXwM4VoL/FGXD4clEhTy27MrXAbBSX6HoVHVyrEmPyek77VJPMRsr2KtL6xXu/AynBTJQl+c5BL1FbkPz30tQQrbL7P0pSUFLouH83CQzaHPd/DIQ6yKD2Nw6921JYv7M6hNRveHnp9THU6Y5KaG57oJRTMzmgAcmdFu0BKDfM5DxaWqKiKmhcvXGCC48JvtIa4YRWlD2ulQDvkyJQrfzd4RxMwwXwRKABCe8M0YJFpyWE8vv7nKr+hFXVuVQ2Dfk0tBtLpCTVHz47gO3Y1DdC8AOe4K87wYe9KfAuDS9w8C7bQRxUHyCnP0VG7x6sEIsQsg+pb8609mltFVxSw9MzbYTvxSe1KKOuxUzci/9x9u+7Z1fQGBH/oDEjDLiQrLGisBtJYblpv7geY+UXwvfz/d9200Mre/gyeRhrhaJqagIzdjY+1Ya8WY3tGQ0dhVm3455QU9QhD1hSVbypYk2tjZSIBt/xYk5DS0qrJW+SM+xZuA0C1oAneAsDBstzVW/vgCUJoWBNnn46Z2DRkH9Z8P82/RxUJCcRJE8oiSdc6W4kL7qTR3Q3UXtC7XRc626kBt1hU0ywa93NDU/dEbzuZtizcGnIDOc3TvC1dKfiAgsHmM7Tzi/rDlaY0i0wf8tkdOCQRIhq/2cHUJxwPsKvZH4mhNXz92Fd6JVQ3TNa7auXFTqPAmnBMcOqQR5kmmLzKMju0MP6DSlJ9e+jE7xJW8K9vzFQiWtM3YJX3e7u4X7/9Wn/9Rfoje/k1ktPnt5n3K7yOitAFrfbtCeLY81FE8sK50khxuJV3e5xXWlY8ViqqzJRXtnvXsLZCej+ahTc7YI45wR2TuVURHeHo7vbnqIC7rHzWVBEsG38SzKfoSQz8ZaCNQLck3kbgjUy5kXq1QW7dPB2E91tjk7MI5YVbPCaCrZ6kCbYVCSCTcSbCtbBDuToiM2uEl7nGFfJwJ6F29gY4dozt7mrtFEsrqjyo7SXApcYot7/KKkhKA2qIQ7q5uyg3sQXvst6vQ+7q/0AHSSsQqUBn2csRRlfnB1kgC0nLDqPDS0cgpOVE7pb/enSnt465jRBFZY4zVbsTlPIldNsxc2cZtfahj4zpI0nGQ4qT5G2SBiMDB7o70TCzW4tMXKUcC0KuTLy7SRcjZyXcLVxIVgbn2DPwtXGJ7h2TGxv4z5vcNpStqnjnRp1XoULYKEhw04uoWxLWX0/3DMKB3DW+Cf4+HDaqIL31KhqsRmVD4YaVS9efwPYjMq7HG7acAdYVyLImU6Yn3CyRfCjq61EPjq9EkHBlqHXBVuKXZKFeEPB1pXIWxBsXYlQwd4ikmMEdq+DXXR3OboudhixqKljXgolG9KmDiWbiyjZTLylZKuX4iVb3FRoywW61+TQ0FHcaSqPtOCUVjvQmYcnPMYd6ESdd6Cd97ADnVqio8A3qtW+1KRpP3MGR7fG5RwUZFCnOyqV6PFGEInuzA0yb7geRHUE9YhGuxbg3PCGD1xSWKahY1iG4dLwNZccruloCETgketnwwcuLPr7xruTVwS59UC3Uosxuwc/O3vwoz+IYH+Ygv3GlH3GdsF+a0Q+tnyDYL+VLh8If4fBfhC3YqxpRpMZVHQK9k/kxe008jHYP5HzaGlJDRSPy7EJLjwmeINYoRXmuFb+fwX7zZVi/aAFQVcktdhWJDL02Egi7sXNYv1JYS68hWA/Mt4o2g+iUcwszqCho2PEuOPraaXxGKeVkbpMHw0dov1TS0qrJW+TM+xZuA0D1oIneAMLNlFVC37zaD80aBRBcoWSuEKzFgKnO3lEdxO1J9TTWmukLmutxntca80NT90RvO5m2LNwacgM5zdO8AbbWxNkO2D7PxDsD+DaF3guLo+00F/zvvsut9k5tu0WYRXLqsW67dYx0lgWFjeLZXX1bRfLsjFd3yPj4s/R697i5Iph6vtzIJoLU6P4sepfHuB/IGE/7b+7hJtttFhWKqJIM/GWEq777+0lbFSe5oiE2b00DebjMcE8XO/RGMapwCAKs3oUGhgkwkzEmwqzbLl5YWbPCW/jAoMM7Fm4DQcuMDjDW3hOF5cQ/tdH/1W6NGXZ41F2kN2ZT/G4yNpqzPK+U4O4iO9sxeY7Ax4LJOJe3M53dgVufRBAh8bqJMDYAHvk71jY1ZibsKtFNGGXYsATgkS8obCb5fPCLqYfouFMf4Y9CxfTn+HaM7O96Vu9hKsdCZhFessdCZBzAHbtwYVSuVsKq5j3EUMLnt5SaMVmaN4Hami9uNnZgLG2HgdtdjRQFymN8elFyseMYFkN4FkLEfzHp9cpKOQ6HD29sYBSLcQbCrmtUzYXcj0mIELG0cvK+C6R1zQ6V8c0022G20f9Foo1hVCJWHMRxZqJtxRr9VusWJvbEnN0gUNDR9dnBB0dzghmHp7wGPetE3Xet3bew751akk+I2jo+oxA96j/+oxAe2vnWCKDOt3R6YygMR/PCKCCn88IONQjOpwRMA2v+MglBXMaOgZzGC4VH7jkIE9HhzMCpp8VH7mw6DXOCIxR4334miOlVErBKucFTGoU/GypUbAK1ewZwA4JfnowaREbSBrQq1WaEJ+kRDJWekrLlz0j6oJ9TtKwCEHJyFIqZQe17JpVmlX/SRKFnhyUD1OWFCyHd2OWVMJoltTPsHOPWNlgCg05P8FsoRddTOTxKgPp+JlMNPv/wj48OyLEJgReiBdjClLi/5o+v7wWSbH6HT5/zCdeYbrUVzRthm93R1cETELYI5bBP+d0PadKWs0ogVUuTW/KI5pN1DJsTmZO/fw/acaTVEuAqQ2q5SwpmfIO7a5mSZHEHsx8Im/lE4u+JWlurVXFzmAqoNVJr3iUzedavX+dUDdKhcji6zwGtZYgYD5FiTBIXU2b0N8vseoJbWs2Fy/XiVWDZaRWrRKr+k98fiyxahyXbGbVpfsCB6YNvlst4chBFsx+sJzQGx4valib6Xp5v88WR9HQUQnKxunPypkcUNvRoHE6s1HP1DxaGlIj1jD1CUffOOOFy4xfa7dWtAJ7BXm1C1ywepQhUh3R/dj8C7cFN0BvIa1g/Ykqn5Aqgy6Fr4kiYSWqGbWISttwLb3oeCBoYKmLuAfeuR0q+rZegbUOtoTB8zsbHgieuDP0GyjT2H5naVIm/AZDV7DbLomPxQxtioHB+uy8wUxN1IKK7Y5GILYDqK+2I9FKTOzkAdXDo7A+ZlBn8YVircqJOquyUw+q5JoNnQltMUnsL7Wv4oHYX34ng2fuM58NVKlVut6XVRnISXkLaZKQJzkPevgMA5lvdODUQKS8yb6AP3A6HUnNA9CDBwDXIRd1yQ1QBAXZT8+BfaS7iycnzDZZGps01PL/qiJb/l8uwt6nFRNxL24QS/VFl3p1h2OLUGrwKaxBRwkrTYx9LrO82ODEfQybMtK0sCFUwTRpluFvmjRz0dsmzUzcixsES1X+ZAV2eh0szTbtrZjcc7LpiofRPTN47cXIZwOblhj4/mFe3mhYwPEm9fBlN/VThyPsIfEPsNIHrPl+n96lYc+Li81Cw11Em71FBgrG4S87z8RxyYbfi8mZSO2zFpt9OmupffbiZvap5CI2PuqINgUXqMbvMJK7x0nu1iw57oS9mpeO1BZrsdliumBCbLEXt7NFyR9cZFt0xrDza8Wn+ZXBay9GPtcJXVZbLHFhcpsq2eK7aED1OlU2RmJXq/tU5zAeNSyHed+LCiexcjaXgcTa7+DV/GPG4pSmxlKLzVhSg4ix9OIG5xV+LbjtzivqZEZUwgoUNxQfXy5PNKvb5DjjmAmhPMto6/LMRZRnJt5Qns2EeIFWE9KOWW9XNK+3Vyvr+mBYWTcmYM2rNfRIXdbQnXpYQzNNgQZaFYd5suF23vFyaOjovH2ozMM4mY9soJsaUYnXCItFTFwavuYCKGmixGOEMg6mjjZ84MKi14hTq9gvlLbr7LqHp4dPUsGsY43vwbwUOf3vHk7FEOuRi+/P6XeoGitaq4UNSSiS/R5Uqx7WQcv58Qv6mARIW8iQxLHIJ6qedU6PxlitNZGwv2A+RkVe+WT4LlX9gFX/+SVFT36XKqQ1lNU0IkjCbFPQN0f3mp5UOBJnI3xJzO/5FJ8sH3bK3Xa6fY8KXJXJX6nLK7evuUAfinoVTL/8c1fPsdWr8Gh7/anvSq0/UdVqfcuzOv61q+kTVS0STOoTZWCgc4rrZ6lTDSHtr1ht4nMMWj9ne/UC0eec2Akp0QCOEH5YPD7B9XdjrDp/co30uwjLB13Dt+m7WNr2qHwxHCWH8HNuaXT4uI5JYxQ8VrA+iDEfGp0bLZd0KnsuRY8rMV+RA6/1GH3Rb+hnApkknZW1ZGXjcUx6/hM8dCu9+gNJ+Jm/7iVjydfbLuFHwcK/bopPJvyABHMVYZZjmSUw54i0GiDB3n+ADoPIgNP+ewcFGyYw1rRjtYvQAYRLvslE4vQEXSeXuChScsm/JAYwDq1c56uotH8C2b7PBf8/qJf43BT8B1+czrjSVzZtHXZ/j+krn6Xr97CfhcmqZ8TwzcbjBZKccpP7/tQNaKpIr05fBBUClhDnMl/jrKHUkGDjaApObwTJZyEcMXkDX7g67ggxzTqruyCw1Ieter+9CgupVnxSiy60sEwm7sUt7oKk/qbRJOa8F1CI2sng1WqleQwNoqOwGsSovoHhOpErQ5gkioZH7Rhq8FKEGhe3RsSZWqdVJMO7yHKiZtHSSRdagAnW+qQ3DJ7bPeOlhQxe9Tri1wpU6fyRQBnlHGL7BlqodNo/t/typcH9vlwu2p5an4l7cYNgjU2HhHzbykWz6EjrqtjIRbNImlOIN2ydSZ5HXdK6ANMhaV1RHt7XSkVsXSbesnXOgM841ro6UllzdMfMcSQv5uiOmONEnc3RHTHHkbqY48y7SZEzvJTAntF+PzY3e4brsB3gNl5GuCpqgLewOTDkGsr/K5yySPCWz/Ahgd736HTSf354WQpSvnctYWMUF7u+jO0NbHhhXffpYXWXs1iNpSZmvaUmlrIYiIn14nYm1gS1Xc5JOQRHxp8Sp9dscTW52vXkin3OxFv2uRou2+cy0E2bAdYDfYbzQJ/gprURrh0T2w90F3oi62dpgeS8VZ6O6b/pWXXM0cTliSFpnUZS9VJklbGU94+khrTnxy3FOdhi7e9SoygTnfEtXaOI2bd0jVzUPfMtE/fidrNiF+p2ViHUYqi69neoWRTrbr2uo6j1uhR7Nwvxhr1uruAt9Lr6AuQsJmeAvS5G0nudi9jrTLxlr6sz4HtdvEF9HVispd5ghum4RHilOALTniG8hTewvl7D/Tzd9BJLCF7miwxpMxjl/uODW5TXNu8w074umS1rwOgh3mNnzZtHpsrO9dKp8rTfWTuQqfl8ltqbH9TWzXR2nNrnFgQL+2GjTpwYNt9jqKPS/dtXuaiioI6qF7dzVF3fmzsq5Dw7qt7rNsANdVS9m4V4w143R/UWem3zhpvaD707w2WMFHdkqO9CQeQiCiITbymI6rt4QRTfpULkVjIzXIbqCFddTnDp2Qhv4buMTUO6Jbm2NTsuX/jVBevHTt3y+JCj5O9gvVE2Ld4i6SuxG8llicSUZOvyHuk99hYJadYlH0BIUbv0CeK0CfbpE8STq6qf+37aFR6oq5LRUFfVi9u5qq7ezV0Vcr43uare6zaeA3VVvZuFeMNeN1f1Fnpd11TIeV5TYa+ruQbql7DXmXjLXle/xPe6+KX6NwKMfmmG67jUnF+a4doz/aZ+6ZK7LdUvaXnNmy3lTCjCeIg7Md7W5G4GVht0jhpsLTaDFV5Tg+3FDa6mVIMt/d7uYkr06dNxXZz08voUFel9r+pufS/F3tlCvGHfm9lu3Pe2vGh9v3Wp+qtZdhGUod1FkIsogky8pQiqDTMiqAbcNi6r0GZF59DmSF5CmxWdQpsTdQ5tduohtDlSl9DmzLuKcGp4aomwFZVarHDjOeoJTZ2v6Nz5mXnFBzZFKBWdhMJwKfjIJQurcxmENXOp+MClCHFuSx14M5eCj1xY9BpXdySsszQ5lO1Xd6B4v43Q/wETwTZZZW5kc3RyZWFtCmVuZG9iagoxODkgMCBvYmoKNTIwNAplbmRvYmoKMTkyIDAgb2JqCjw8L0xlbmd0aCAxOTMgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJy9PV2vHcdtUOzI1rXhNIZcySjansYJdI7rs5rvmTVQFEgrBC0CFAkE9MHKgyLJqgPpyr6WgeR3NH+yD33yHyjnk9wd7j03uuP6wsYOD5dLckjODDkz/mYnJql2Iv7Vhycvz8TuV/Dv87NvzsKk4z/pB/r85OXulw/P7v9W6p2UkzC7h1+eiWmeZyMyFbmzSk9a7bx1k9o9fHm2v3F4+Ad4xe9mxFa+Yks9KbPTAf4rEv4Xe3M4mknLEEJ7nPe7w+8e/juQCZnM0Rg5mVnvnPNT2D18Cu89+EPE9rMLbv8svaik1vuLw1FMVhkNVJ4cjm6arZdy/9UhTBaoKB74CgnsDkc1SSeU2yuEisM8CTk7B08JKKzch4O1LjL64OHZb86cEDsbvJic3xmvdnZ38ezsyyuoN7C6kipMzuy8cEnzoNpdVi30xjzNrr2igyuvKKniK85HDdDeULa9MhuQw4cdaAl6Imnyn0FieANI7X90UJMIOuj9Tw9HOwkdQLsfRI0oKfS8fwsfCfTHBzCCIIPa3zwcpZuBLbv/10jABw16ehugIHgA6GcHZScVQLnvHyR80yq7IirNpEDNlGZUsRR+siApGGKULfL9T4AMPRVM2D+ARzEZJwx8IRqZ8htsvx27H3pgjrxqeN0BV7caL+Slm8CqiJ+OTiOEN7sjfLzo7MbhGCLYOPzgPWTirw6gUBt7mlJ8r30bP4j8gMRhBoZks6hvznQwdmedk9GoXkIzyNZ8UZrWhdqMyK35X2f/uTu/gvkR41jZk3FR3mhO2QBvRmtKnP0m9geYuLfpYwH+krFvQYNoUAls1h+UAXPt0JUhRCJGhc/aMdizMQTbVrg2Yu6xtZGeo51V2WGz0CwkdEOGyllRaRh44ruHZw4ZeOnWNfxKgXqjK6WW4HY7B6KUaHKjdeY3wKHS8EXrs5kVhnPzRWkap2szIrfmVc1smzdtxeQdz1tyAj07wl1RW+UuNxs7GXkgdyYGHnUJd8EFyl3uvMZdaiJ3CXkkd85AyNjirlgq6452yx3X6Nkd7YY7dtjJHe2GO66xszv2tKsWOcczTmUoKISw3YOL2a7A1V7W4NJRK/AInzOuDMdf7P8Gh6wPcIj4aZxSWAMcxOEARgsRZrX/EB/fpcNJe/zJAQZYJZSuA4vVvoybQiswhDiQKBhPrY/TNRi39h91Tm/q2FLVJanTa+ep07fmOKdvylm51XUcVk2Gqh2mbCh1jQ+SBpMmdW42MTPyQKlrMPkBpLZznNsTyvep1CXuLOYRZjmPQKkT8kipS5Dipc5eretwt/TqHlzs0nFe3YOLZG68V2ubXfpBnAk6b2ECSJz3Hw7Q0cL5mQKrb5o4fZQwD1YwD5YH6ScPc4wIrBNSHefRE6wx5P7Rng0J7zfnJxGB/L4REmB67SDGhf3dA5lmVu+2NBSUZg0FyksaClpzXCjIGh0eBwrZj7sg0OStxmNpEGgCZuSB8tYgMFreEgEK2d79Ud7iFZa6P8qbkEfKW9yfkTf7fvkW+Kelvt+DqSEieNFfBEzFQvAI31cwf8ve/6MDLPlC8OCn53mVO8v9Jwc3Ka9tWjrHBWt0U9ZhMSK8y04Hbm3MARrVS+cAp+PMMmB07JPYRZgiLxFRCKvvIPRtmiVIgVL7xEGwMDExCmYkdf17v49IKmdTXraeFzQiSe9oRGrNcRGp9vPwmNQI91OTJnM1a0GjUhMyIw+UuUal8TJbM4mF09xtfX77YIWYhFjmPHL8ETRYoRpSE9WQkEeqoQQrVg05XElvualKDy5WugLXjlyDi2Ar8IhwJWNSL6v+Z7gAwSkKP4NgY9etE7OZn3CYJHbwAeN0wKrAH+Ns62YMUyIS/TTaU1A6ZfK4KPTuOiCt2Xp/O4zGFCQwMDsYSLzj5k3SGxqlSrNGKVhs0yjVmuOiVOve4WEKKd/p4lSTutqzoXGqiZmRB0pd49QPIHWZQCFl0c2hUOriroaGJZQ6IY+UuoQlXuocl4SfubjUg7NdrsGl4zpwlmwNvk5eucQlO/tYO0px6Rfga7OGNWdNiEcHfHSBHkr8sibXjS21ASVmMIl5J3JuHocXxlmFVdRZS7M4q5ntTJwVm9fPpRdnRZkX2fRrUQaSMedGtIka+IhqoPhi1UDp8KqB1ESRE/JIDRTH/QE0UGYYVAN3rjDFQEVkE2+KiE2iiIg8VBHZlzcUUX1ZMjnbAu1ztmv0nLMt0C5n22GnnG3DXuVs19g5Z9vTroFizThwYmZToFKLBVxrDruDgvAV2gnPEC/wFZmklApdK4WjkuFrKlFZSGWpLIZKga+oJCUyvBTb66lk+JoKC5XJzn77q/JwcZUSP1+vj0YUNKxvsf6crPTqWwf42nak62S1/kRXqdT89dnDT7/YP3iBtX1Sj/8WS/ePWz2eoD7Fev2ioA/TWBmEp78/Ywv+L9qGgMdY5S+/g2nun8CUUwcd/P47/P0ZPp7j4+v0VT/PG6T+m+xT+JdYDQ5u8dW6j8G6ef88CquE8RSBKGPXvkWArxAV2f6qKEsYSqqIPRsqCyH1Z8LLZygCfvZppw2pApU2f0HrxpaSpn1B29pH0tb34+9lg4eHSQGBXpQhX0U56pDfbeqIn1oAG6lX2XL8SoORVQuuXTd9xE/lTR8h0KcZfyYv/alpeIsS9xhQV581BRACX1Op0VyeNWaIBERD5/j4upF9zPL9AvXyuFElv3/L6fU5kvoOH/H3LVYa1Wfcp550phvfegkLswC/B6qMV5wCSBdTe8/GYuO2omos37P8fZ6tVXnZdh9dsrJ2MOfaxRSWJFmCxaCvRJzwabrR5kaa5MJbMW3Yb35ZbAVZbH5JQVfqOKjpssEI/nKw34KGBoURU9cflLeyRweobVBQXIVrO+sem4dmRpQzGSqFo1/s4ZlKD79WwiN3C2jelHwHyXXeKL1K+kj6AN4x0z7CqfPPmKdP6O4hFeLE0p945efklVVfKuuy8GGhqh5qESpxwiG9aPBAoIHFzupe0c58SDPXTvCUkx6ev1nggcAT9R7/+p1pAnC81ZnwDDFH7fJU4mlxQxuXh1LujhXMvEl6QebJFtVJiFBbfEeil5i5oeN8cANqPQeF+WL7oFh15Ro7d2XFXnclwzYII7Tt/C/yV+CB+F/6JgNP1Hs611rw5670MJU0uSv/EfOQZGX/FibnBELZygbZvYdAkjsgicxH55j+Y9IIbY/eKhX5tzX5sIjCsHgE04gKqomgoseaCIpNPZuaCIrI2ByQ9PNZlXEXJbcbyToX03eVudyZqjIXm3rWlbmIjM0BWSrlpxnWWN6wWapooXpWM2ehFb62UA6epejoDAg2cVHiukz5ydrcIn/N1Nb4XPiji5Np9d7E32NN/Cp1uG5jbYmhQU1WxhhaYuUdkj6rT3+NrNwjuaXIvvTxoU+xZMNXgXhJbVYvCeg0Ebk1h3mJA9FGF/BEHFSoodxvChGcviaizqKvO5y+si/KQBy3NqvjBvTjiNya4xy3icU4blCqmyVExy3wsJolcPAixZrOAMc1oe2xC3RvdRsDLtBvbja34wtTsZJfcW8thpEGHuaapk1losW6Gd3wLmNWrEOKalbomfc3HTIoSR2yNKtDeuWpQ7bmMIeECaIfu+9Nz2kkpAZwm9HXkdPc7aq5I8Hbcs0gJXXN0qyu6aWnrtma41yzCci4ppeOHVMLvBtTGXiRYk1nwKwPonpdjb1xlecorQILcqRvcYV1h+vbRwccnXAptuUW8AZ1i9KsbuGEom7RmgOqQn6pooFFoewWRPl3GNV9fKlbfESHrg23QM0lC0LN5WbTXEYep7nqFrzqiluI0K/sKjSt7MLCW8RqK3tcwzUi4KFh4UMr7LRaQ+zlao1jxUR9yNVQmOGxNNTlVjhoaNBuoVqJh/V4vSYDYmqExrIEFbOnkuFrKgAlLMp5kSxiBM3wjgoLHVrQMErXSeGbFDRAsi3CIKMsQ9Di5GBL8k5YaTBs/aE+OrP/j4OJO15CzJu2zO/FAX6WKQMKiC5Yk4oifaXjOf6+LBlgeQKpvop7GJ21liKQ5P1TJPaMItTsPwH+ER+/xrdeNFTC9+uDVFOAiEM5fIKPXyED3+Nb5wcn5eJsqDQaolU94JC69FhhR5hqmpLYW9WUJDhkPHPK14S+bRnk5wgkBF618lOfgi99ih+oxRuip0pKGEQtif2E+jWi/i/q4XlfHor997i99iXiLnqqfYFWnaiF1bcuWqe8wmO5yzpJJUWYQQYIKqH6ivudkOrLR4VtGEysmR2tKPzxIOMc0sy0IEDKGKR2QCoOpPrBloq+L2dlYPACeyl1AlIc+DPRW2Pc575NhQjCYeXb6WV5pemTECDMfMfR4usnj9mPPUXokpv6sa/bF/6HLywRCqgaAizfNVazHemXZbAKfE4JVA7OTwD52t1jrvCz6I8Waxc1pvr7wk7WpFIZsqEu6pBRF85WYOrEUoaUGqYfarMMGV9igdW9ZhJqctnpaFTchuZ28TBxzV8z48nycWbHk3VZspxqXx1lX5FaVCWZYi9fI2Z/X4Q5pkZNytFY4yaldfL7ospeUV+z8e5zHEWvUMkzMNfYaRgwNo/MK+3he25gJU/O807NJixnOTxUCd2g0sVSUJm2BRt6dBWcatAQd3CViZXnsHloZiSYlqZx9Is9PFPp4ddK6+RuAVeoFYPLK3np6gMr37CSp1PlKrxRJS8rS5tlzS6rqoPGzqlQg5t+NKiswnFBAVyx2J6jnfkoGRuao0uc9PD8zQKns3vP4w/oTFlvsqDHZkgKjj8Gi1uzV3m5lM82dnHapst3w+9I4F22DvRGp2V+wdEnRN+va2g+8Q6x3cwQOBZL7EuzfC3ZjulmNu2uYBmovKin0XMvi3aeNTadrKfRE3JrDsjyzXHeTXp6XN4dOkaEhQ3Rk0OXqu7jPs3H5jO8XqguO0JTXWqi6hLyQNUZ8JFt1RXvlvPS59PY4JUuY4MmY4Nr6IEEJRbqDAcFZtoH9SpUrbFzqKrY61DVsZ2EKbpbji9onTQ3Sa02rMedns6AUCV0WjdGM3uL5ixl9HSIFH/Hnjjhi4N8LaCLFTGAvNFZYfYMH9JcVMcZTtcndtIE5sMWtQjLf9/cp0W3eDBmnj1gLvacX1oGO15aNswhSSgavzCLmJpWBBq/WnNc/GrdPy5+qXT1FjUsjFoTpzDRK+zeZtRChWWfaApLTVRYQh6osBq1eIVlR7fCs45e4J2jM/AixZrO9R1dzaIUpDbqhqyjbJ2XOzm7aMUJMpMhH7uR8lw+AJQEGMICoXvigoFTkeaquwQkZZsQbRGgHnuOl3uVABnfKvwrE+gR4MVbxbo/YA8LN8zu6N7qxrHInoPV2+z4wf/IzBLuV+Is3l2cLnSBycyOBqbSrIHJNLfLyH9pteNkYEJzHbihwcc746gjsHrEwpu4VI8Yy9q0S2yGLVRn8nBUZ25iFNNj1VnC1oY6c9iKOz26pZRr8LBeSjHwIsWazoCw5X05lJHuT6y3zvHbGT45RP9UeRtSXbT8hWGJ3Wp35b0V23eRxLNr7tQGh9u9a25PHeIdesRDS7N6qGrlyYTcmuM8tPXM6KkD7XMMVvc4hd3tFba94EGFJXNFhaUmKiwhD1RY9UFeYdkH1dztJk8+WODd1IGBFymG7jLPPuhs2fw/buoAjrk1dagTA/6sOw7sJ3cdXmGagsuNSpUNAeSCgJyDUWIxnL+z3vmUhu7MCrwVtnIjAUwtXg2CYYGe5mTH+LaxDgeprQChgqYBojRrgJDN/BNya44LEM1sRudGqEHeZmY9l28eu0tH9Y1QgarLXtVUl5qouoQ8UHU1VPCqy6FChsCGigLvQgUDL1Ks6QwIFVa1VR8ZrtkLLN6hu9JPLDOusFHxc5o151cXdR3xXrywN5j4yKc3+P3Km/lZZvpQ8hd+EVCWAaGGiWXwKGHiQ3pT8DqM0VUDs1SQjALi8uSXsRdk/PqnCLysFxLVW1trEWvnyXrigOzOwyMJaG1K04WquCeUhKrSrKFKhEUatzXHhapmtsNDFXEIwYSq+/yspq0ncFzYClWouuzVfpHGRdUl5IGqq6GKV10OVSIwlTXX4F2oYuBFivEVN/B5JiFyEx173N1ml15aCkHYto0YJ6a7CGxLzmlz+C/3E1SfEnjLHzTl3OwkImNznE/p4Tugq0+RnuOqSmxW9k4//G+vFFB12fya6mKTqC4ij1Rd9Sledcmn4HPtvBpdrVf4erXOwYsUazoDfEq5tnI7earoVOrw6un8N8lS5mW5ldZPkoxh3I56YkX3eytiI3P2KWeIA9ZmdcDQ7nlLyK05zgFbZwx3QNLNd5mhjN2m3gY1quwNBySqy7baVJeaqLqEPFB11QF51WUHDK471pccsMDXgxoHz1J0dK51BCE7YNzUaIZcNOWg33wdl9gexTgbb+5tu036TCn5mR5W2PKbYAL1m9KsfuMtTWxhc8ARheI3TYfjrm0qqWfSOyc0eqcf6Qkebun5easzHDadCfWZ7a7pMzVRnwl5oD6rM/H6rM60OtsdC/0Vmgr9Yeljq2PmsaTfiBi1KN532Kl4j9jL4n3PSmLQW7MaJit8dSkED03iFGi3b6ESD+uxfE0GxBQINbjXrXjEmkqFr26z0JJSwbsvih2sBa3wFRUWep3jBErIidy7VDaD/jo2751JR25L4jeH1sMGzuztqcMG/9YODpzjVntyhqCdO1hskW+Ppw4Q/Ik7NTD0iMKXBJccHDin36ibRgmQP25AtpJmwZWSyxMX5X/7RM4gxH2K5TaidgYhwy45g1B7gj+D8BoR2NuuyOOz9vsW1fX7wlD1EYkXJw9IX/EHDxp4cfKganp5hoTd4p/tTi9PExBrqPuXX9MjJOz2Y2oL9fGrdrHVOUsfdxL3+81Xm47XJyMWDGjLX+BENuqTred42ZXG32U+BTzPUwzHZYJBSG0dNcDfmb377FkH8j7ervR7/kTAyW8tEKpYWxdfDbxDq5LqNquntwgB9rKsxe+ki6qK/h9uwGrQzyvUlt3qZSbwf+5u/HBlbmRzdHJlYW0KZW5kb2JqCjE5MyAwIG9iago1Mjk0CmVuZG9iagoxOTYgMCBvYmoKPDwvTGVuZ3RoIDE5NyAwIFIvRmlsdGVyIC9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nN09a48cx3FgxDDS2ZAjmQx5CWyvSQXcBbyjfj8SIIANGwIMA4YdAvlg5QNzPDI0yDuJDyHOP86HfMofSL+qu3q6ZvfIGwuCRUicqamt7q6uV1dXt77esImLDYt/4OHs5QnbfBH+fXby9YmbZPwnfcDPZy83v3h08vnvudxwPjG1efT0hE3ee8UyFb7RQk5SbKw2k9g8enmyvbF79MfwE7vxDVtYwOZyEmojXfgvS/h/2KrdXk2SO+e2ujz67Wb3749+nVv2kzeVlHSmkOLMT0ptLJOTUbhloetPJBeTsWKzZ7HVR09Cazd2cvJSc7X9qx2ftNdCbz/Y7cUkOJN+e3O3N5EBfvvXAVE67sT2VurLrx6d/O7EuTAGr3ygulHhz6vzk6dLQF2BQjgGcMmNHrED1FeoZxbgilkzYtPQ1A2nRAbyQAQ1OMIzkRF+JWk4PCfG+cmpPLs3dns5cWOND495TtEECWfDbFg8QffqDNwnnh7Up1uBsBBiYvzITz5DP+kn0kmVB+86Vo1Q36BaVLgRjYZDUIStLMALu2e0UzescDAHBneEgKcmR3gmPsKPzyWai4W5tHryRVPdLii5ldpsv5d5qqUtesKk2n75KqqvVmFQoEc9wq0sC8br7T/HR+8D8vbLix2btI5d2/6g6iRqoQE/TYrKnBfdrz5u4A/aI9mFH0EXQa07cRaWBzm0m9CeidKYTYq2k9Vab/Y8WrpiRepIbsyEygo2m+I0lSobAuuQysuK7ZCwkVDLSahv7amZYA7YSTAr9kwwx14HEiZY68GYyAp3CJ6aHPEz8RG+hpExMv6VBHPTBO/7Oz2FwQi5/bAJyM0mFZ90MgrQJiAkEE13kLsqVgi3mjm1hHGrdgwjfHSkOSTxSCPaIBHq0fF+2ukGQuBmMkwpSqvTyLiyyk5i+8NESzPhtp9Xo/p3rQenFTilDnK7vUPhPYSvU/16uz79fdOnr6NcsSA/LDmplyBm+fVFedXM1VeGXv/z5N82F9eSNBWsNRa0bA5S1353TcJ+Yq4TYcTbieIZq8CHV+PtbZK34a+JMYtYrJjyiMVFY4HF+bXyNCOvyWKnJ+eWeJyskGZ2dI+ywt3cPY74MIg5fA0rpIPd/K4YoTVMDA9s8Jy2MI7yzujnH7fBkgFCNCV6CkGb2fIdD17VaoeBISJnQRqcSf0vPXmQgg7BfHTzYRWiY6e+D1KOmoSAnWOmf9LU6qMW5QN7wuP36hNCvdlQ2zIgdNSFOGDSEisrqYT3kCGMqia8DyNUQXBS9HBK/eY2DImhHx8wisprbBTLKxhFxTg2ivV1NaMIcr+eTVQmLuSQQpEmcV+f7iIuuiQ2GsE+H33RsvWrvMyWovKyvALzCvKKvCzWj2RmMn6lscH4Ffhg/Eb8bgwrGz9pY/fTZIWlOw+S7BQoGvNhPpruf3jcNoAm/LRZR6TezSJ9FCOSSRilARg+02aItrnHOoBoxbZSC2r74/grJ2RAQC2gcSFD+zd4cVIfP+voopUM2LqlAKytNWqUmcxmcpvIBH2OggQyhhjirns7zVjQCT7YF+k8ti/lFeyLQOaGodfV7EsVrRUNTFC2TmbvHbbdtxFfC+MQXuMhawHZyMxsMyozszZWZuZX0exNRF6TmcXA0NxMFkZ4RS7yCnxY5I34MIg5fA0LI3Rgd56t+83CDA7+Smo9mqg+JnoHE/UvNRIaghLaQolrWyhRMg3Cm0m7lNPkJRshdjb0QGdbIWwwCv5oiHJnFN/bFF5dT5weC0uK8LpuIVFeQdK56xYS9XU9SQ8CwxYWEqW1wZcW+OBLR/xuECvn2YIU8ZJn+8eUo1aqS6Ph7BoSj78tohRELSe0hI3tc4g1kRx8Rs3vl9sKvTNOdY9YPqOf3EeiMAZX2TcEf4UdSXkFR8Kswo6kvl5VIpYZWxxJ5Wvgz7s4kkOE8+odzRji8gOKeacjk++TTN6Ni/vDPC6KBDwuEgo8zq+VqRl5TR4XraOZXLSOyIcWYMqHul4Xqcwn0NCsz3EO2CnHCdjzHOfYkyR/89xkBhtic2UE6gocU7uFsps71jmVALUNqhu86MeQg83wOZVg+RAV3u8VjVQK3FA7S3MoT7P9+y/Kw6urbBnS+39WbEwIkbKobKqoXH0n0i2R1daWfcA/bH/1Iqqj9caZmJURQbmYMNsnaXdR8OB1z9vjm4bweBcUm3tjtogAejyv35eozn/PFKAGxkOrTPPtV+3xf3dRe6z322cNGIx9sOtChUgxdKuCn2JioTHBlMUtPGmoqLFNbeF569dF+961y8XkgjFC9F9HA+R1WBZvLxtmgVqO6aP+dU0BKTQU1P7ZLhg4J133o3OaGZeJx86p2gGptz9LzWqvgN3p8XFFLdNhjS0by2GSwrsEJylzW4KrLa8/QpSetO/n7TEP23GNvz9vTQ3DisDzSv/lbm8nFX/+H+3neKjHmuq+176K2gBr39GjJ3/1p9rXdyDliugHr9fNAPQVdXCQltn3bobgO/rR850LsU+Ia0BY44/ekmxHVC/qAN60/qHv/wRQffWCA61F2RD9tgoOlPFycEYEUFfgUHAwYKdNbYDOCw4GbBqauqGdoQoOCHgmMsJXWCbqEJFBKPYdLjhQ2rqx4ICC+gadFRwAvI95KvYs5hlop24oW4s+cMEBBU9NjvBMfISvsBAK+jGVqZyyRjAoAQhhDWTH49LnA7ygpndRvoM1CKLVIPA/Uw2CUmZeZhJn1zgyUAXsPhInoJaTUN/am9UgjNhJViv2TFbHXse1lrajfZEVPk9PEfiZ+Ahfw+4Ec2/Fge2/sGiHx2N7fsd2zH6akjzGEvtgJeUENLuUE+Shrp0UJ/ccF7LmiGxMFuBMN5DoUujRa0Zqh/qQk95RziVnE2sZDrwzDk+nS2ltJZVB2Qh4LdkIJXQrLWDoda20dhOY9dLa2k3CdaJ4G2UbDpYSnEK2gdoGSMmCxq+iRsCv/FoZlJHX5FfOLCwwLJkGocm9MYDP83kEPgziz7A3pryv+wzXzlx322A4I3hd4/L+W27rJLTpna2c5rYx4Aclbztb5KZNk/i7h0S6aLXEO1vwCiaAK7yz1V7XMgFNMFY0AamqGovcbcIokpyr/DpsPIt+S7yN1TiXXyurMvKanMvGYIF1yRiU1gZjUOCDMRjxu0GsG9PG/nuzRnK/1wqUiScn98GoFjGNv6AXPBepgl6UV9CL4HGxXtTXtRL1jUfrJeqLXiDuU1VxdynW3R83Q0jWFVkH1hUhEgorRuVVRl6TdUUxaN5lxZB2XAsU4JB/hw+zqB9ozPLvI3aK7wF7Ht+PPUlixYj8u2LCjLmGEagrcFzWFMrz/PtAJeXfK3SWfyf6V+BzKjH/3qj0+XeCSoHPqNDQVfPvytYd0vdJwHO/SDgGf1nLRMuJs/Y4taS5aZlDlEqHxxAE/DKut51lvE/Vt+R0Bb7ahd/wnAIEQpfx0TitTPksBMfALmMeVhMmLK37hDlOY8PjRSPwuuG+QRnb1tjbSvZlRHXKaIlbuKjf33TJbaoF1JunCHnsmXSyz7BDG2cNiH7VZdhjx5muXYikXu+0Njk/UbZdeDQ3xmb3k8XnkNv2ZlJBKYWdrFlKmEo5aaPXS5haKzcyFdQhBVoA2goUivNmD4JFHbAl96JCfXgGjeVOjdg0NHUjuO8hoREbHOGZyAi/TiRVpoTL6hEP50slM5N1/n3zpfFIktTvky/NvJJ6lhlNnBqgcWoKVDPZvJHXFd58lGWIcnArruP2jHbqhhJ+iC1jRwh4anKEZ+Ij/Dq+v0xljEhUc/19LtGZyQfd63OJRk4ubn4dzSWWwfMZR2wE6qw2zCO1MRUbxQ801CsCGlaVrT0/m8cBO80jYM/ncex1QJZ8LHWL3SvwLpcYmxzxM/ERfn2VlM6mSYoq+Q8tX3Cz1dKORwki9BNy5Y7WEPQi/EYy89aFR1TX+hG5dv+QLGbtVv/xcDD3fIFWjzrm+lpK4djBh5stD/Fgx10IBmwaQHy03kCv7dIZimNnIcYkZ/I5qJyXridEZwduxfMKPD4VZojwvZ0yGM9A2I4oOqXQDjS0n3+al4E8SLeHVeDH8xLk+RkHgmaXfEnVS8yExY6JQzLaMoPaHEqcE6UbVC3hUHYcEzq3WwF+4VL6dYxiJkUfKjtc5T8R7T08VOUf1DmqLZOwvk3anV9flNegTvVVodcVshfBgwus4SsmfkQ0/th2IHbuqXUtzg0fOkc2jVWhjR5ZiMa1RTwulhJ4nF8rUzPymjz2Lh45X+Bxsv6CjeWf0foXuJt78REfBvHu5Z9Hrb9V9cQ8sv7IRo7nDKL1/7Q9IivwE8q0dtle2EoijTA2gkuJY8J59I5GxzVPaIE+NXEsH016BJTvRvnozBjlWNfADyrqsaZuzlLb3FlDfTfgcYzElv3wqTFO23PC4+SVzTGHk41/6KWtOUA4v6v9FVzPt2Dxu7NspDEOq89NiAChKjgpYXl9Aa/VNmdkeL2+oZDWx6i3KdxqxliOqoyM8UJxfbOth2qvicrs04PGOPuwxuNk0BqP8yvyf2pVHoPDW5/HStlY6LPA4yaVJLfvji6NEdFFm5TpitzO3qxyO7uJyu3y2jxhQl6R28X10dxOro+303/dwoe3U4TdwmfEh0HM4Su4PsPrrtW3s/BZoWDhyo4MLTje+6qGeJmOMe5dtlN/GDy89/HzaN/paGLWwzsNl7Tw9+iYnksd7/7BSknurtwdDR8ZhZ42lU2VH2HFEBaP4PoOX2yQzRprxxijZLN2jDG8Ct+OMQbk9rqeDazSvZ4NtHySptMbfACsy97AiOZBL8DnQS+BnzSfgK+g+crXw31/eZqPFLtLVRDh8kqpCmZDDHvFVEWpPjTxV+1s87cQL+4XDAe3YTEo+qOMUoXlnIgpgqT8OoiLqmVfZKBE3JJCmi/i68PjLl54h1e38FpcvHAOr27b63ouvirM4OKhtUHRC3xQ9BG/G8S6ii5Nvefm3Wuh4lYV2qRYuPvkqEt9F1MxP3MrmZ2sqgk3MmXVnrAnG4PKthdyejRlJZzFETy8gveyDkfw7XU971UnbnXvhURi2XuVEQ1CXeCDUI/4WahH+PU3XqQQk17jwK5kbIq9HIWLPEp6B0lSLXUj8KijpFcImIQ1AotceQWRMwZnSdvrCqUsReQqW9crAyqLRjRhiMmNeaiaispltJj1M0LB7xNMPnLxVvISld1FUoHd+bXyNyOvye7iUmh2Z+2z871QW4Fp5891Omln+6w8SZMtu7K8280bseNuXm1xtptH9ERGZtQ8rO3Aath0J4C2AodNTKDsZsvlgUoYIqvQYMFaLVBWlXn/AD6jYrxvUFepgATMqQC8p0JDV60cknHX6b0LhxYuBGaxNkS4pPvz2iE+1g4ZFbchag0MKh76YqfitpqDCpiuNgjBUBUPLr3Jp3Adsxj3dXtELZ3VY76oXgeV+Xx1pProZTAayivVlRy9oSt7WnkSKuyha4NQkQ8q4mlFQAj1zXjKtFUBxd4iWuT3y0q17wvX8VwK3/5pJ4PVZKIefxYWd2qsmRpKj6hDql/l/LeIWW5wl4+7M6btOCicIf2mHgE9Sj4POl1E3TGQ7Pbz9juE8aw9toO+CxS607Gl0irplBLBYoVoIhmnIPJg9d5Xx2S8JcohJYPKrVLVtRc+KLaym72I/cx8/Xl/hj5NLBdwUjprJzoND9/J0/D093ykVwXgWfSTcM63P22fTo0PJ6XnJ9UpEXxSf05/F/U7a9/Ro8fn65tcm+6YdNIm0eSGJlXOSYeV7s/qSXlEFF0W8Jhq9F8vK5TgFOtOND+pUvcYAylxR0eiyfPpFwsnzfMelAlBUY1ZUbcuqdPX6CB31yqc6UZA+kw3GsF4AQDn2+7Uf0X9ps4WAr7AY0UaCKj9XQJpDlg0PciMUIf1EW6bAzSC1pdzmgAazeMjQ0RdaP1aIItG3gkPsL6bryrH51QP6FsWvsJTs8CaJDJMRHEFkSnzrLtmgYnSdnMXpb/piVKitJR+U+xActEhUAymz8Xm9or7GNnug6OCKjf6AhBUdUwEHMHfs2rIXPtO1zWrioq+c9JdN/P2Fhu12U0X+AKOJgWJwGCL0AgiramhIlskcw8tL//fhTkqgrLaAeBLK9ee1Q9feQj1so5EARHrL74gRk5K+hk2LODySa1DetDcSXdVBOytu7YWp2+NmAg9gAsk9kAh+lKQu980Wbjsgks0qyHMD8tIsf35Lv4vMnxyYBX1ZViDutCKw/7xgnKlg6UdmIviyOYiL+n5IycCOmv622aQ4yqfl/xa+Ty6tXjDDH0DTOtp132sV/FmXqEJV5RL4YmBFK75pftdFsxoc2swliAIX7fvbylBRagXyJXkeDYsHFxNLiJM9Pv/2gVzFjyux9I9ulXDHX3/CaL6qo9iR8ePyKLLVpb8buK7VD1jK9VnVDiBvj+lwoEz7Arrr44oOHI+dAc7vlATM0SUs3Chc6XQLOrL/x1hfCeaBFsQ6gvKP78uVxfFqyDkXFysKf1LTnFu9xIQ+c/zXTRPRnIU+MzcZ1wLqN5/DoYzr6fB5dFh/CWFitbYyMxd1u9oBtHKH+7osbBu4ZPQIvRRuKlehVmpwWO+Pho89EL24LeQPUCLd+qQEep4SwPQJ48uMCU0sKssl6PRRqjI6L3AuYHawNGDQ2fY1BM9RKiIA0h42tp/IXnwmrqP7JsKpM9RoTzD2wZFY+zMfco5SN+v+ecr52AEUwqVh1jjuitnoV3MnnLnYRsEzjyVU3B77uzETF46K3VFGURh5nuJIFI44ljXAREED3gsewTJHVpAviGbJU+bdZMKS9/ehROyRhw8U2ISTmzQwbM9wDDrZzf/cZbS81e5+a9CX9RYqrv5D8/YMlnQ64TQXZeHLvzrMmrgchBThnWaEq4PZoiwq/d50AHiOrnBnkAQhCKv/56HzbNwq89FEu3CEEK436K8C5JHaP2I9Bp3vIvC6SAkE8PhAPLLyMWe1Sg/HgWuS1HinkA6fTKuzNOCBgIT1JOllAj29oCLwo2neKxEuIF4cXmMFt0YPUa652Qoi8ii3tC0Fm8r9MHzKSPx7P8PPfv03YpknouWiW6dDMBnpNShVAQyR7A0dBNTmkh5PW9xVc1VlLAqBC0l5eckrBBDWBerE5YyE2+xyR8WIGUHo5kw2LUgEhqis1vNrtHf/zhYu95AjVbJq4V85GXNMQxZ0nlqtOUYPOmWDiRcl0kN91LOkw1d2EI0gL53N7mCBxvXOvH7Myqj061niaD/ihdTlmzCb6Lze3hSPF55K3u2/w9Ef8s6ZW5kc3RyZWFtCmVuZG9iagoxOTcgMCBvYmoKNTQ5NAplbmRvYmoKMjAwIDAgb2JqCjw8L0xlbmd0aCAyMDEgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztXFuPHcURlomDYLEAEww2kZJJkPA5iDP0/cJDJCcgpIgXYHnCefBlAVv2Al4bid/NH0h193R3zVSd3bX3xJhgLNDwTXV1ddelq2vq+MdBjFINIv2pD7fu74nhU/j3270f98Ko0z/5BX6+dX/45/7eh19IPUg5CjPsf7MnxhijEYWLHKzSo1aDt25Uw/79vdW59f5dGOKH2KmVr9RSj8oMOsB/Rab/emXWGzNqGUJYuekxrob1f/b/DWxCYbMxRo4m6sE5P4Zh/zaM++RuovbRBbc6yAOV1Hr1YL0Ro1VGA5db640bo/VSru6sw2iBi+LB7zuDYb1Ro3RCuZXqqFjHUcjoHDxlUFi5imtrXRL0k/29z/ecEIMNXozOD8arwQ4PDva+OcX2BnavpAqjM4MXLu88bO1Qtha0Ecfo2hAdXB0ixWgGFxRsAFaGsm2EsmoM3g6wSaCIvJHn1nqM2kqzemEtRxutsqs/pE1QUui4Op/2C0SOqz8CoQ4yqNWL67bq4PVgvVN51fAnr3kL6BsoVYwVV9I7Sq1kEJ08ivbCiGAoOY9mOZxzBYQdQBMSuLAg8Knc43iFeLFdIdLJUfs4V8gmgJ8K41YfrJPHKL+6yqnm1fVGmlGBUVbVyNUrRF0S1LXRYNIu2tXLjc+rnc/raxDQpnUBqbIiKRcYWxVALvD8Sa6wBif3SkQswwsgAyzSCYNk7DZTLMWFMSpYXuf1P1jjJLgYQURjNJacG9BlfKPPdv2wb0Uf1DeNMqrO4CA+mNkS/7He2NEH8KzV9QcpaFgrVMBrO0FXV5lp0WjMFCmT2RIziqCsxDvyXuOIl/xam/ENrOEKvv6km9MjhSNuXnyRc/4JdcY1PCiOOmhELVpg0UZHSq2TbXTech5BltRZaONlAWWUWGwGzwJSvIhC8TIpxXcQdIxPZ/2WoBPFKCAco6ADdue19WAp5VGrMXqiPgPnL4npE0hj+pK6qHVCiVoJdVZrpV6qdUld1Np4L9RK5QZiXbd9fjBQOItH4CIHgcuEBN6BRrUdXcmZPARFCBLBhBTGwFFFdHZ1YW1T7FN69VJ31JfL+xDV5JVCmxR9pYWYCzmObIPO9cjzRh8ETi1B2ihX767hIUjvV39Jjh6UBsqLOQaZAOFm20yVKQSaHB9gb6rUifYcPpwaiiSoizHpzEKhqsr9Smdb5y1cY4DINJtgx4+wHSG4be//1MPz5Sys9KsrLURebU9vNT5Xmbf96Z3KL8IsJT3GiZ0zMK/CLv1+F+DFaQCyMQ/WZJwdOr1a+9EKm3dv7vYqEVNPoXD2FAIXTyFw8RQC78BTVDrx2vUi5yeQ7iNbPc/ZKu81yBKR+f21G90F7EHdraQfvbcBWwQvAJrgfPJr4AXCIB97PAlO72595eg9kvG1zqDMa4LYJs3khBCS0OEPc1kt4+ji6lIz4w0y/CaKaGBzlW74T9vapY+ctVM4WzuBi7UTuFg7gXdg7RLue9PBMHTtsacBr2jWG1jwZPvqcfn8lLmbdDI1UshaKwFyMsxsWzyXQgo7BqK4sxmG06O3USHDQHH7Emerlxs40rCO6N6sbwUasDWYd/MTQc9NpKDVcMyxoG8gTccI4wleMClZ2oSSLI0yKfCSSU7eKpNl8kaYTPCCScnpmiSLnI4wmeAFEx590qqMV7CalHv1ioxSqQK2/9ne/vvPRFUqkKqUCXLHVSnrIWd5rKqUtTZv09OrShkv6F2OAX0DicsQ6uwbjXxZlSLkPJrlcGK6kUSLJyRwYUHgsx8b1ujRmN9wVSqV1HZWlqrMnlJdqk73dAtTddZnszJVpfuVSlNgK5qWphg0RYAJXZ6OlDodg416cQwS6nzedd7z845QZ6GNbKUjhcVm8CwgxYsoFC+TUnwHkQeuBHHXpSljBC1NVZAG9iV1UeuEErUS6qzWSr1U65K6qLXxXqiVyg3EWnKlKQbO4hG4yEHgMiGBd6BREUbz/L79DNy3jTPAzs+LTzX2Ce6a0i4xne5Nek0JT3LZ2rgY7WgUvYJ1t1WSKy0xcLZ0AhdLJ3CxdAKf3dJNBCsJv+MqLCzmcaqwxGZkSOtw223Gw4VmtPqEa7vUQAQWwV7b2et4B6/Qi/lbOLchBahjarDdkKXkqkYMnA2ZwMWQCVwMmcA7MOQA97H//6rRY9sfsbQgRxWRnfXgyFaHBDWzHljTRthUtgjYXPuQDROC++eBK8zbTZ3kGMuEXaMFJSMkLSgxoG8gTaII4wmWTEGpoiS3okwKvGSSU67KZJlyESYTLJmCUpdkkYkRJhMsmYISQU/hkXFbRcn4+r2CqSihck99BJsZ2XoQqhJ9eaPVhu519HZ6dMHC9fb7/niEOUB2KH3MZapaUUKkh/2xk/7USe+UuaTwmBTxetTRe43Bjf4eSZhXAHdmDwJOJa1WlpKQ7smQ9hCcsuzapmIb2D8zeesn93o9Du3OnY7eBw8KNsIh/kPfBlR5w6W7h53DQdveYba9ddhBX1LfqCqMMHWG9P5oDc4cdPCVVdq9o14Q7PuAxt/G6un71AYhVkiUw0aK3t/s7/FUuQoZzaSc3KB32ClRwfKAY4red/kO8aY00p/a+u/09c2mSu+Fy8aTQCVN3QrvfBEa5Gubkt7f6I+zXUmqCNKC0MmeFPxvELKY0dfbKLlJ+3s06E5//20T6lF7ml4byIgR08P+WOwLjNFM9pVGfVR2SvmpK3JThZ7Z+a9fd6bdkFp7v9u6sxE1/T657qycTrRgWaMJW+ucEGrN7urOUig5aDU1gdazYStqG6q06Uea9oaSAxoaam1oeIQ0jlKzaBFEwnEzPyzzhBTOPAh8ltwz3xjVoF3KWrbpxHi44MjBPq9XHmNmOmmGWIhh0dBQ8FBkIQx15qyiD8sqYeLN4YkLg5/pgqJSNUmDGcTpgvJedkoNYRXdP66v+JsAup6+RHYZ3w/M9st2JUXTocdX2avRSVen+cfsRd0qYvACd6velazZEC/UawMRdWb5s7pAvrHAKexTn74cnfXCIUMl1Y7MCY3v16Wr3MWp35JmV5mU1Rm4qqLhlxGj5BJwJo0y+nqIv4WnPOYuf27hT2DFZukLvqEQoP3M0Qh5drSKLh2NYw5Thuo4s1DMwJkHgXfgZdpNXwGxl73IX8cfo7CVvngGPStS8aa61awhKzfOx3Q7P77MxTNDj2xtGEmDloN4nRQwSJks2/txZTLp2XMKOf7fWmsLGtx89eX2ybFBaGbe0S/2k23L3PPdX5ymF0uWLFKV3FQHu4hPyzNEF7k9uujRS9W2S0R3bHjxwga2w+z4lkm4e4xSHF8KQuHBB8X5KoWzrxJ4B76qzPTd7NfzVYYWF+TYMh3voJPCEy09TxZuiZjRAyXRbvrjO3U2tvynRRiDPq3KXVi0XRSVUzirnMA7UDl4gp1U/vf+uYGPWE9Y+u8GhAlOYrZT9X3YH2lGwCpVRTgKla4h6TKXUVxlIkKr7s++gNW3b9e3l7ZnCTYuPp9OcPDM+c6gvqE0pSC8J3jBpWQaE0oyDcqkwEsmLHqGvjgtVP3FSa1ipsziGe6LU3D92W19QqU2w1PXJ/IGqfTT2e31iZwZ7K5AEYGvUnJ+6WNBKdIOTahKdjgz1SV5sckJtRBim5k5yVCzaJZDSq46wcCZBYHPVp0oGtHhmN9r2lTL1c+rEyfYmKT2YVg0NJRYzZI6MZZRsrUJDk9MGPxsx7JNzb9KidH/booT4SkWJ8xvqzbhTBi3fAm+VIoTaQulrYlK/9b7JpOJXKJvr3CZyOQIy4oCBOyKkoBNyLPrVXTpeoQ6zxgkV61g4MyCwLvwOxHzQfi8XHHmcsWJXT3PyxXPWLkCTvUo4sl31+yrvjUz4KsrA2dfJfAOfFVGP/1G5Hm54onLFWBaTp+iXpF17pTn4jOFs84JvAudBzf9yufr1Z9Je+STVxuQrbybf+6hrcPe3AfNO3anpsnHbNitVvM+a2FsArSjGsn2vORDPsXYkpfAUWTGcNLwHnkE7VVDdG+f8jNKNkKruRoGA2cjJPAujDCt/XnNjEQWLWB7RPtOxqoaZ6DHZaq9ZjZS41iahNGLPuwJlTTFXIIlqZ1QmtQSzhWWTK47oSTXpUwmeMGERc/S9yddre4+Sd+fZqtgX6RbevBC4jLbQ1Rme7AGUilNbdVLg26u003bWovb81DTHurqm/UC1lGow+yIbfGatbBVEL3/V5baqS2thkdtOJrpbmurQ4MQz6mTUIdFM14juFYnRT2H9xMlZPJWw6IrfyTJndaMddSVQrdX2Ig70G7hFrDa4fVLl++wPw6d4Oc2CoE3Soqr4DQMsboyen+v9aWh+dt7mxadviJ5NWkiD8IL4Id9XPcKLaAv9QAvlXu806Sardqlv1ZQyFlnp9cJCrPOTgWppIq54S39TQdpyZ91677RH+cNkAbkC3A7wVXmuVdUB3iwlmoMENpwZ+jNTvqoFZRnBelGyrY4zr1iKZdZ/cBZ9bwinhsjncGNkTdnbtnbQSuvGyfM2ikf8bMiBmgxD9l+0s72gGtSxa+R37b3s3VXDZCSv9aS2fbUZPn9zFbzVMpAuCy3QMiZPS68VFL0GFkGP+OG3M6VYyCaj4YeD9CoHzopEhZvNyK+x65s0dSbfngPKAQqP5rkUWg/etNof32TTmtdLBabSRkrUbNW2s511v/aSHHwZppaEf/O6e5JSpzNzxFcQxS9hxttBhKh2xES5mEL5Q+mmAqBSYRqMOXIUpzppQbeX+rrMo1EmoSryc9rGVMNIoHKezj5Q27dNTAHJGRD+o2knir0qEMdRTJgZtM3BjhzriEKFLN44o/b+Y/C0zwAMqGMfmaL+YBiAkGdy+IW9AP6HmT5qhoGnp/tNp/b4MT/07VJdaaAA9X8lwIM+h0rVI8u3THYtnnE6YN+0lWZIJ3/cuzwtbQsYaLUYNEI50fealGF7V3n28i/mUwTYplw1TTZsIjO7duNKcseyXSq8NQXsOkt/cjT6xTLnwRkEM2Auttn4a1uC79t33XSG3hWHBMq7dHylwRpC2+za0SjTlIHCjrbev0bW9LsX8IyJ/dD7hcGvJrS16RlBtO5SaQm5+ovG9JPsnXLEB9NlCFU7Xpnat6iZnHx+hoRfLQIX+krt5uFL5hZRqVH5cqjdqObg+0y+PnefwGoU5RnZW5kc3RyZWFtCmVuZG9iagoyMDEgMCBvYmoKMzg4MgplbmRvYmoKMjA0IDAgb2JqCjw8L0xlbmd0aCAyMDUgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJztXUGPHblxhh0nscfBJjG83jVyyAMCZN8LNL1NNsnuziGA4iwWCTaBvSv4EucwmhmNJEijkWZGsPw37D+Y4x580h8Im02yqsiP82Ykr+PDaqBBq8gmi2TVx6pisfVy03dKb/rlJz0cPz/oN5/7v2cHLw+mblj+hAL+fPx8868PDj79Ug0bpbrebB48Oui7eZ5Nv7aiNlYP3aA3o3Wd3jx4frD9zu7BU//KuJmpth5TbTV02myGyf/uQ/3/3prdoekGNU3TdoyP83az+58H/+GbmdZmDo1RnZmHjXNjN20enPj3Pnu61B5nN7ntaXhRq2HYvtod9p3VZvCtHO8OXTfbUantk93UWd+KxsQX1MBmd6g75Xrttpqo/W7uejU7558CsbdqO++sdQujnz04+MWB6/uNnca+c+PGjHpjN69ODx7dYnonOFdKT50zm7F3Yeb91G7WqdV2rW9sZ3unNofaz4lZJ+UvdofKD0h1o39cOFOD8oN1vlLf6SlXGjozTtbJR2375RXfQje6yW4OVb+sbXjHLqNWbu7d9rt+KtSo5mH7wW7o7Gwntf2bZdIGPfnHH1DN7+1cN0zDNG7/fKc7PfoJjGzZsRtmPW8GP1tLB57sxxZ5/OLgwT+1udzDu+qmyU2C97/b+fmwfqm2vzonPon5X60yo8ZptNsfNnl2XgRHqwuel45m7QYxw/+yM11v/erItv8sd1nPzMQG4dezN2YUg/gRezcL8F/npaDiD3aHczca3+X2k1ws2GgvS5BjZby82dHpIMj+J4hxkzpl6uxnIdL1MKq6tqfaTB2syvRRO1B7HHpWu0/0oZ/6uranMv7cnOnWDqA2pK5jHIYxUrXlowH0wHdNXzkE9NBrTb8VAkOMGM0C6E6rzut4gNN/XBa6t26ePaD+kETlr+hxXXUVRMnL6WSGcVXgSY3+kb30HS9Ak/Ng6p+ysi1KlCp8L4sdq/DdnbJdPzsrqv7DTi1K7xYBTTrImGJUUonvE/FvmQD/IPcqxD5V/ft61IP1DAY8NIty2U3WrHXDOtRzZzxoCZX7kNr5mB4/WbXHme1PaMifZJX6hNcsOh+XjUWZunPTTdboVucfUjs/yQvyScUR6zz3OHnM6r2w3bHHj9+9RwYhXogBWERqBRZl7RUsIrUCi6p2AItcuwCLsvYKFolaggXg29f2JsFK9UrC+Qb0wGFNX3kB9NBrTX9vWPCboYpWFunkX5KifJ/v2kCRaeP8oFJELxKOqf+PaNe5k04eunnqPfBsf0wVfkqPP86CxpSNiB/VL62tauuM/9diwWXU8GQzK93NriAXYtv72QsLMTm+/n207KRUAOqUqZWMV00ncg9EP1Ir0a8bieQeaERupNCIqpFE7oGiJGqpKHUjkVw0AqkqCOuXn8eHV7dxRDR2K7yx7Y3v6IAEKzks5+0dHGyBLzb8OHpbeFWhPwGHY6ocDjP16g/rcNCQv3U4vnU4/mgOhwcXsOsi6pSpJb5WtQOQJmoJpHXtBTGptkTMqnaAxkwtoLGuDanrGLWbkMOB6IHvmr5yCOih15r+vpaF8eNYRO9bh+Obcjg+4sY4sIG+UYejo8dv0uH4uOb8HXpkEKKdAWARqRVYlLVXsIjUCiyq2gEscu0CLMraK1gkagkWgG//3M8KORyIHjis6SsvgB56renvDQuTDobBXRyO/y9/A7gO4RHo2qeZeFgraPQ3tDd7jF5sNZLj3MBHuQFW/qFoYBid9dYXZwty8NOabaQJfW+BD+PJCglaTZ0ytVKbqulEVkCbIrXSprqRSFZAyXIjhZJVjSSyArqXqKXu1Y1EctEIpL6HZ2FG1U1kZWvdGZMs0S/IDTiix0ta+sVlmLyqaS3cj9PsMzzfeZvOTMpur6mBc3oU/otaNmL/0hE5GsdZ4J5Ep6c3yWdZys/pMXSqezMiBgXXrP2r3RKbGOeZt8+qPsrlp5ypXP44d3pEx0ewf9bpM+qKyn/mMcf6/UaODgyJMfK0mhOtqE3/eBIWYppMeqsov39CZFqq1Tschjy9S3Gcn9EtzCxa7qGm015B+3UTvQreo52NFaJwRC3wtUwdvKXi88YIMvWaHhs9nOfhZm5aI2fUZzQyXOFpZvcUs1B51ktdSMTLpInaw8cZvvYmT+hd2pqiyumJv/aYKhzlWcRLwib8MnNwXApo0IRzejxZhab3LkCWmShTxm9YJ1TzBT36XtXi7A/jypXv1NP0OHoYm4LHaIbF75VuryJQMfQ40GNHkY4qvLHGPHhQxE7emXSGoRrDMi4GTHMv+dKkBt4gouJRlfzIqF2GIBaAEY8JJASvufyaHiWzJbb4/fveOjGqF41V0F5C0kWBwkF4mEQwbWQw8jpPB0kcgRBTNSaGK16z8kWM71HzmeuhhX1BCq0XFr/NRTFkAPAivyRBPDVKGHbNFQZhyemeplQuH+h9RY8djarPVbFKs1apVwGXaWtl+IO5AjI6cK7cqgSjarLKGARc51Ydx4lreoy8etViOHCZz7rurdowDXEpD9NacgCQAosMlwtugiS1riQ2IEQyDCZXSay0cJjOMbPkqrQgSGKTnnlvRfcjwwzWEhWz18kuYCxfZ2KLkdwnNLXOUadgJpcKZ7kvbDbt6+uEHmscUsSAHRo44Cs4vx05c8NODipcrOqvjG97SOr/e5LeM6QzTL0ftcyK1BczV2SFNJzfsgn9fOf50IaMw0ItCeyaanvrfi94haSXfHVZuy+QAVCD3LJt/461cBd2nmWLiLCfFQuxRk1BS+8IdtWygcHMfF0t/zAkwyVkjGlouUTDpOkBhJ48fLzZqbkbtZlLG0Z7BDHy2OGMAIq5XucNKkAwOuJpu24R4VgFppir1Wtmwy0IjCdHWYc7AWzBdvMz89mz3BajMuh4vrPd5Ndw4qYEM6e4oLJ+T7npQ4AT6urRCV8JoxNxjkcmkThRHxP1CFa45OuQMYkkUboBYUJ6YGeFugyTyI+ILljvhcjOlQvWdJD2cXCKNH9Tgl4QcYm1dQNMrVoAC1l8VFp4BYstdU7lHGC/avhrr4EnegyXrGUPpt4++3XWaexy8m5Fu7AGe5H197u8FYl5AIDOytn6cIhdxcZ0So1JbCqb1oqFZj7cVTa+GNYxHy1D4WnDWfPj6EcXgM7Eg1tmiX2N3aoTIjNb7CSDXhPfjF+PadDSpk3Es/L9At4EFZhbTzKksZqgf8MwRqDrOpKRG24tdAW+IDV/X4aTInWgl5gvSeEmxorEuPj+CbLwYEiDySzZwg+RISUVNnSkm4K8brp28T+SoKasBG8BQzdjhu3Xq6/vFiW5lxGJNcDwEcd02GAJI0QQDbnHTWs39SvCmGngTNdPOF8Yu1JTpPcvWr2mwfDY4GHt4DbWvQg23MAKlAG5w6Sqa5x0CTMy//A8RiT7zttZSVyqmGmo+nSnl4jR6KLnASJKttPSGGMIxNxJZkHdJzSqpmoBK2a3kV1WWyRLU3JbvBF43kLgSsEtl7VIh4GsIf3/CtM39qqR+cPGV4ntMhLMNHvrHDbLOnuYB8WAi4EM+ZbiHACM/47nABFOK7G/yU9Ga8HMGYairV0AnB8ITzuVk9wcQV6ETZEQlWmjdH6IwcYBQCwXbuFqG8xeO5IKMTS4LE9iCjPmnLcEtT2h6AUp4xEfFDQHGa/PUBS9WuNQ9f5ucddmrbZ3OeAg4xpB811M6lh3nLSTNl2awxwxszx4lm4bxezCw+Uw16vMZsHhfpKbIIto+z2KRbQPpUueyP9OjyEXzE3WuCWgwcPXifxqOTQ3nr5MmvF7gJ8MbmcdC5Mstft25zHTWWt5D4yFSxJs1tfDqltvnWG/KzLj7MC0/ITef5K16UXFQGFJxaY8uD1E70ttTeVXwlTnKZBGDxs9jeFChRrmcTPd9mAWZ5JqNXVmM5hxuabGUiDTPTRlnBdl4yVDhxsXi2T8W4b22qG/8QjXS283D3nDXWCe4puFgvVLhpLFOxNDK4bnr9ER7gkCeWGTNkA89O8Kt3sdgOUbylGjgVT1JYHQNe8WNYsPXxk3NJpTOBrastbZcuuBlnBfQ1+DdNsECoa+zParDG0Mb/YZ5if5xNaYDO5kPzKQlGcpiSsWGIuTMUwurbdujaVpI6cK+FwIhvlO4WTgiEkd55fm8Hk1GmlOMyOWsUXbjwjp5Kp8OgHXrCc5x2ksZ/mtd4sGCzclNQqP32ndWBjzNTOLVt9Ld+v12tKYzgvoeGxglTtnR2BOx5Rq4PKD49OFXGOGND1h/rpIK8HwpUbb2Xngll+mCi1qmYYgW4SVnyEcYOUwm6UZPvAr5B2RBOFhkk8h3zhqwdBYHAGD4xiGm6yH37DTLqG9oVstTr4AksAoGmuJO42p+EnEKS96ZITuOwmGfnDi08vVS3oJHyawMV3AuieMQQRTlZ8AQqiph3ozKVvAlQnXz+B8UPkjiKrHaDVbB/PJ8Wsa2onBZrwiVWhEN/n5z827WJ0hZFkH1r+U8kr6MUfCs2vPAIq9I8LYLdjybDt5E4HhFrOlGr47QRQJugCrhFAM4Vj5PWo1Q4GWFpqAAuMBWRUCk5WacIshwb4sOxxdYLj0aA8a3hRBtUa8xVAHuFlFvyKgl4gMwlonyqlqM+AOUjsYooiDRoB3cdvsB18JxaAyB2qLj0cL9Ip16ZCYoJsxyJxppqydtOJiUz9vnDqwKtCIaibTrVJXC/hN0AJijvcgt+fIsWblGEiJK9YrgyaGMYRBbD7flEkYANoiAzekDbneNdc7ItNl3uocJVGeIWASeTBszEtczw0y10weK9tudDIz5t2yYX5PYBSP53phmQnDqeE45kghOOxgLro4sS0M1sKFR7Ez9jqdKTcOkrENVoVPWThGLSCsW+EYlmvIGuHhGPLQ2Tpc1YCngiOYJvoZjLOyOWUREFo+Vn5B5ayDVztfrhZRvJKTQoHSPCkUGKnbiuHZuiqLwZwXHCZ0vlkA4lvDNPAKl7kB1oFgALV1kmNTMuBAbDG5A1kFxxzoM1uCQ7JHGdokJR/cyI7pi+kO0PeaG5kUvw1sj3orQo65V+lgcg952YXUtA6mbJXF0Rj1GRrBKiW9Lc+mOR7GE+c3O+P7MmriRPi+zCVi20R6/E2VrB+xm6zdxOvbxmro0Stpr2SEzmvGEqHT82zeN0I36o22NuDA89U2TKIk4qjL6POKBG1ksdPrSv6iH0sBx8JbKzT/ouxKaxFbZeWklzhlpRUxTbrw9CYVLeCAkLmEJqZWPGWrwJAGIL3mZ9KJeAI5gP3WGrKwcMmliqnI1Bn/YKWGoFyzhoqUR9lTpyebMOCCRJXBCbUkjmgABKw1hzX/DVmz4gwIwcUmB4Hu75TpZj1qXhNDBNOwJ3AGOTc0GmEv3zhuMYPlNwa06uegvpOb31d9jXLLzWFS4TLCPhjTmXFsRNjlRhzATn5hAcelHsETUTLs4eHxvlg5S6nbG8FidZ+hc1RWfofcuYdUVYSSbnb6RBLwHg7wEKgHmQOTytl8gQxCLY5yYWa/MPHRnseS4HX0/3wzczboR/jW/lQx5sAZ2MSd0r9QA19AH1T61qgv1NZXraOIQxAsa4TMURc45+4+c8feomgb65ecABxUL1zP2AN2HcVZMLhQIa6qgVswZSboulevm8PsfcYcNGAZdZV7H+9IrMfLzjhemVzG1mUp7Ve38AjZHU8GavIaiF3EUnNfx9Hjp4Rpes9lKnYFS96AyElnWV9lpDtwYNcrM0HfR1QMzw+pmN2WvEbAgW+YQkYvuA9SrEoKqcRexZkkZzo29ZKIzYPIWLV5DhnL4+5hxkIsQfBaxIhBCuxRBjNlJyaXYVBDI37Lym+BLqmqzvyxL7B+SvwxiJ35Y3prImJxESx20IJKYiCXT2IwMDsNjfYpiiQxBIb3P1vMgrNDGRlMVf9zCdPrvretTeQYelEwQ7A1XWi0v8wn0MKPg2H4kq8AWSwGVgDxsiennpwD8uLY283Q/XK9Z5Ch+wfZ/T9djgE65zRPcLuCdhmz7L5Elh+z5vDtdpECwOweCR6lVdNEwYRDTUhJLXyBziHrrf02fX3FeKz3Mmnm4Ww4mBwBdnbPzX2K+eKL4aRIPF0OhKzxvt5KSFiDNIvDp8Ch4x8ifRfk2zVy3672IDMRcVvVWc6d8/RufdWiCoAv10JxU4RV2Ch85wziG3nFd1TKLy2ss1JDkkgapmD8arD1C7fAYBOH9Y384qmbRy0yItJ3GBbQaCQQg+PCVgIxiBnVJ3yTa5/wRdOlFavPxZko3a9YnueZHEV2u0scTwKfEjZZYkk62K05wgm9lIjVwipgQRYXpdeuRFIBVpO0X7bwAVzwEt+yWAVtOU0yTNCSUbLXPCDXR8BWkoNVzMZJ2/1GCfzExv9CBl6gYb2A8yKpdCuhDGGs+FBcECy6RXcR7nBdtD64rz/Wkdhm4/qa94CsJugn3sXWWjc3a4Ux18jfWuVl/cpbvqaacIvhUnYOT1oAtXwGc77FDQiWjsCC0i8zVl3Dtzb5ZKsVLwNHiDi3FCY2vCkzXdonTAJk2LlVKmeBLboOy95nXAlbLjVVXqq+IRom0rHYbVkW54aWWuqqaRQyS05yELJQG+miCJFoi2UGzZuc9TDakcFUKr9N8lWq+xilifHVLGI96RM2FIaujSTh7bBO0/HRPrhhTEM7tOVj3ZzLCQ8L2VDaWcCxQiMLGJh+MDcPu4PsUkL6uEZc18N4h2hZ3J8zVS1CHuGiuxNJmY3sKOllpffq9KbVi0p48EKse/xEhfBrIq3p1sRyfLMIx18Iw5sB65V/W+VBANtJfsyjtp1iOb6CXjmsFfCk9/d9R2ffx6nEhx9gshOXyvQphRg10qpzJoPBTV/vqfdeYEjwCnf+PlBt1BCzaAhVKksRW8ZpTWRf4M8CQc1sfvssfUWjmeGUmC050PLC0z6U2vDvcTQAJ1VoJM3B3FvGFswhDrMxLt+bivm+veoGm42Wt2Sq5FGJ8FD6noYIjseK9N2OMvQ9dH0vv/taq35hqZAlwmBMnsSb3iPjLFPaC5tvIQrHB1wczy1x5GBEVhUaIjjt8p64Lh6bakXJ/cp2fdqQwqT+ca/2JP6qSGG5j95B0hr7ML8QvvQ6zfKiSBDKwbvnKt9/eMW/wUAvyearY4Bm5mRqoRViSeWNO49gAFDvcZQKAhcr39cV9CxFMCeVP4Qg3swqv3FWiuvgserPcvIC3r0uM9aIcM5hcpvYJfAogfoWMZwkHH/CMZza0IDll5X920wIF9l0t9dxJkCzXbzR1scnoCFUXtpdcI/xDJM85ZFd6HTC9zLeOYaRtkVJTePjV8xXi8h2rs/HIjSmC7Z9Nr+nEWI07xzMAKNinIpgBpighp0GJmNy7WgGMLnE3pJsNpgovv+2HVqCVop9mmVW9RahPLSwTbRp37EjIvvgIc84Tx89GUXIL83vba6tGG9KjYMwc8S3F/Ij/k9krnJsBn8e4rKcgHgb/MavjtVhojWgAc6FxCkXtpPwydT74ZVEjPRYfrqRfQ4pvHUGja5zblRhJy1RqSouv6g6kEFFvKdDZ0McFlFyymp+225W5Ud5Vw8F32W7MZzNyvf5Io9pWuEpngjuAM3bf+2ZDRoYhTjV6J+Zr5HzD39x8H8CjS8dZW5kc3RyZWFtCmVuZG9iagoyMDUgMCBvYmoKNTczNgplbmRvYmoKMjA4IDAgb2JqCjw8L0xlbmd0aCAyMDkgMCBSL0ZpbHRlciAvRmxhdGVEZWNvZGU+PgpzdHJlYW0KeJy1W09zHTkRr8CyRbxb2d0c9gKHOUDVvCVvGGn0F04mZBeoUNQSc9rl4NjPawfHduKYInzbPXLgQOULIM1I6pbU8nsJIa6k5Far1SN1t37dUl5048B4N/qf2Dh6vjd2X7m/3+292DPD5P/MHbh99Lz7zcHeL//Mpo6xYRTdwcneOFhrxbhIYZ3k0zDxTks18O7g+V5/Z3XwzA3RnQVuriM3mwYuusm4f8eZ/5terNZimJgxpjehaftu9deDPzgxXHZ2sCqJmowKopgeB246PYpBmEXSh6s1m4Rhw+Safvyjg72v99hkbSet0IPSnXI/Lzd7Jy2qGGWiMuY+LHRwOemanUsxAfvIROyYpCTYaeqiiZFsodpsxoq8yKjI2/fwtpWUw2g6Zfnc71fyJ24lB6aMMP291ZoPfDSW95+s2CCt5LL/wPW7SSzrH6z8lnLdf3uxGgcp/byI8aPVWjll3Lf090EQ5v0pcMAwt5OTm19Z2d9NxEUTNk62/xTGI9ZfgNYfLFId6yeOOA5CjaL/0crZqmGGeVFs0Nw3P1ut3edPxig8wQ+hCaLcVEIpMyjTS7wUofs+jMEfiKTeLdcF0Uxts1pKyiYq8mITFXknv77du5RzpuCmd8C57tSKBnMU2I0CdXYjkX9Azr64UWT3biTyDyukz3MqenEq8iKjIr+PxVHWmULlMJ+DQd6B5qPV2hmOls5TPlxJZ3sjn9zeJ5f4OBH9QkvnUlz1P1g50zVGM9T9Y7Csj5IXQve9rDt6FlKk8zF2VJ73C89gOHdK/xyM9MtZFtPesiPtZ6EpZklWyGGSvYVv/mwR6gYhmXdh/MdR5r2VP0eYU/lTN5q5dR0zxlmQlCO3hM65+G/7lR2MkJzBKIO//z52vKj/r8jdMckx0e79emWGURqViFqJ2valtJQdVuTFDivy+7BDaZxy271UqInStCIvmlbk96GpUIMS2zWdlM7njmRGnJwVdQ4+gVqf4ZXsSGbE0R6lVEd7JSWSGXHil9TtK2lI9KTdp0xyRlmdR1mce+h18Hjv4Itv+v3jGTxx5iz/zDe1Ve5MO/IOY6VmzFHNIIVgvL8E1gtoHjp/GplVqj+H8c9Xa+0AFpP9JnWHMaNk/SvvWEyxUbv+RO2AGkU515vl81Ho/hqUQqyIeplYM/2TKDTX8aKWi5GHmJiamy2z/ta7vlEcD3+5WrsowsXkkCia9e8rF0/NZLJvRYtxhr+VWow/rph18X6UsZ8zkU32N1AxTMFcTFsW2QFHkb7Bhd8HQO2g+WSA9mOYZJhdjPPR/e6d8uDYuWCSILGE1+krEfHAn0RKau7VdYjPRcW0C15+tbbzqIdxbW+AMxiEVhp/1w1eD8YH40JwXCS/BLT8tHeX2zT500q4I1WIidpbr8s5bno/mSaGdwmJfcuFd6cc8/5DDcsWHlwN6bV4nTG4+yltPJeJlV6DYxi2Ifcj27nZXlxyZSYd7eUSMrWL2avc0XtdWuzc/WwRKoTfGh+m1ORV4Vq7iGa86LXg0nmF6Dw691HMT4BC2AaaXi3hjm9rsiD33GEK45Q1ONyhcAbhDukY4tXowBVeukM63swCrOjfkO7+ABw7qWgzsRB7UDxAEREFjH8mrzvEk8XxaIJKVyksjsNkwEJEFBtBVBYwU/M6CwVh/jK2zhZXWNHMqust8v0gFCwa+W/hJkHSYYhf7jeR7PECRn2PDTq6L5L6XdIUGTGSj1gR9SipivpB6yvq8ymHRe6GdH6VQkPjNECLVujHjdt35b4qUf+Fp4gabGi5tDA6PGR7kKiwMCiGI3Urw/NENMFhUvG4mmoKtHmLNjHOnENESXwvgO8m8m2CoViHqlg0lCLyuHxSajtHHiEWjiOMPRA4ipCHDiEo8ITNdP53A+Nfl4AhhrMwHlER5OpmUdqmjfKu9hSazzAOig6MAgAaBaKuqw/0/UdUgKBjFYiiY0WG+WLgPMydLfQ/2aZBBu9uj1bLqat8BSrWDEPpcc3ZwCXn3XoSvr417zOHFZeALgbYkjXyE7RTv5uRhh7n1eMu7Xf5kffl2ETUlys3iLG0jn6uRDtLZoJGXJPGcQwMm+wcCKuItukGWNGoM+B9lTBVpah3mjMsVUqV0jHBp84lgtynL9alOmbXBIYu/4Y00CVFLnGHPCblO2vrZXlQ4AK9VMuWPYbVQa6ZQxzmDwZu+1PMW6QrhYD8+EfkuFLRHnXmMcS8U+PMPydd6lXyI/Kg3jZVnlgEYgXCQhYTP4XEAXRmtW3+4/R5G0qT3CjzHM2He3QcoJMDHUh4Kf9NHZBpt40Tu4BUNXBtYqzfkKxUJrL9VKbxdJS5j0YhsUhXgCLNVCkKu6ISIISoqwNoXjjyHG3lAXEqejERhKEZnqBdqqL2gnxS/zG5HGAGOciLM9AbQjPkgBMY/AxSWpyBoFV8GdCBHuQUDab6Fj8GE/0eutQ3FCV4lchMLh0ebZbIoGNmJJsWmg8g5HfpdECBDAUnFMmAFfUDtD4iI8IFdYJmqUHszzDEop9qVTVMGqWrc9n3M6CKxCqpIw2piqJHleOW1ZwiEQtNlKldbpnsH74uo7mweZ5CeRxt7xe0HyaAgTLr08UE3e6ZkeWZdWn5jbCYZQtwWhFZD10HuCpyoWqCjozMaBF2qDrEIFoD63y9akP1/Vd42iiK/rBUdpEBAK7j2q65w/e3YwiU3krpv4jnEILIBHaBEDiFK2quVVo9zyvTIKkstswSSpdF1+0Yop7qEHtDoP2/EEQ9ewtAVMpl+KGMVguAICwjxw/JNOCgjFNNIuEHNgitAD8QnO8TPkSZ++AELfSwrosKtKzX1UJPNY6YhZKZOaoqQxx5A+ErP41d7s0Mz/SDUWQRcxtiOSTlNwsS8QMfzW8PbF6FzOYioEcWRYhV+3JJkBwdf8FFiNoOagoRTQVltxfQJPFEhkFmC9VqPphicRTrkqELpgfNcnTxe0AMCBGgugSqK2B/gHIcYsiujYgLotzgpkn67DEG6PJ43qTLmLpgUuSsJNagJlMF7IhUOr3yDH5Nnc/nZQb6GonAQ/U1kneBHGNEHep7oGCiC4NoVkihP416RiILcOL6EzwricQvE8w1FhXB0qwc5I9JwRE+1kB/jtSjgOxipI05i9hIpoHNGmXkvQC9ag0KKsMflpoSmuiSRt+yCNUuJupNS11iQei1owEePVsFTH0sqV2Lt2INCkuoqNq6kokGg2NNCw5R1J1LKkah8kx9LetD2FU1Qw5IEJBH/SjUbM0akISqzl/c9ByVdVxPvCKnradyh+qAg0ejSMnV/IijyB4VNMNN4jgXCZWVfqtQXRKF9CNonpIlSrrgeLXc8UpJsIavRIEe7QlRRiTLjPgqvqwyTtr691Gd0eZ/rjJK5V+5CulOTkVVGY3wz5amrMr4EBd4yXx7zc1gBOf9CXnQouh3mmz7kBTAaup0S1V96T8hM9eneB8a24NKv7XYbdNyII5p+xjEkhH6izR8GX9KHqzQ/wKIN1iVbQczAeei0Dw/JMtxrfoUjUgX6GcdrE1ZAvlGACmQYVcC5qNoTAvI8ubiKBRywqwPixcsBZig5T9CSwQFAcT7nxY8jxJQjn5LHSEw35TfUAijEojtE0Cytdm+CxQDwgvosJ5I3gU9K+e/6Kw9x00oFC4Wo30EzC+r80vNJuif9MA0y24o228j6liEriAr9y8wfbz6UsnQ8aOyR9m1ZApg24JlXU3w1GdUeoGkbgtF+4ihfvwxCnxiw9sNOhHZ4fFHEvsm9V9QamW31UT/X6J74jlR3EZhrUAny/iv5qdL3OD42Apa0clOScMHWyBfXoA10g6PXzjthwdlYvInHUoxInMFQm8J0TckA3GeFQAcCa7KFvUlws5BAWVH/N0knMBCQfRvvNoi94c+1d5Gc5TI0EkRHcnrFMxfplSZXcgoQhhD8fANdHfzO3Y5Tjp42HxzsiQawWxwooGgEsL+RI7lyU+h2Si8osB4nuJOdlVCZR3lqVt6fVaIjBGmVQYlxmdvq6hMpFUdJaDf4sMONmc12WuqUEu/X8umbYXewIDiFflhWy8dyEdJmV0RFc7spiMW4MYxFeDOKBSGq1wE6HiFfRMba6S2bixSs3oG3IYlqM6B3H+Ha+FcRSqa1TXOI6oSQ94LIVGtyjJcFu2C8upXvLS25LlDb85ymCkhb908NIGvggT5Qqv++2QwBiq2ZD0FgF3zhteFZWF2fKoaQokAqiQZyPer57h5+3P9bQ/bWz4dn5+842VrVstIzf3r0uR8ZMSXAQUe849WK2sogk6WUBJq07GsVReOAhbnUP5cIi+TdkgIyYtQnOct90rWV3Tqt6rbsAr9vvyaijpdofUcy5rHeSKjWPSGEtZ8C1Lf4pDpGgS4M1ISWbRuAbeoVBv9pMBN4NcrvO7kbjeeML9L/Gu9TyEuwzNlvLkwKwajeX63VFrhZfnhS+k3Jp4o/F2BPaAXzwFhwm0R15CNFkFvFMPooh3OQREwa8CuouBVp6Yn6d0KXTsj39E2MV706eZd0K4VXvK/9uC53gpXkS9l8ycos70gtVuXYFFUBsDQrNsu0dphs+nSaDcat0s0kFiCnnGmlhLC299pBN51KDkch0LtXBP+eu+/8sw1kWVuZHN0cmVhbQplbmRvYmoKMjA5IDAgb2JqCjM0NzgKZW5kb2JqCjIxMiAwIG9iago8PC9MZW5ndGggMjEzIDAgUi9GaWx0ZXIgL0ZsYXRlRGVjb2RlPj4Kc3RyZWFtCnicTU6xCgIxDMU1X/HG3mBMmp5tV0EEN6WbOB0oCDfc/y/26p2aR8KDvLyXCcLqITNWMowkONV+0kSJba62+OfDiEOh3VUNqiwB5UHCOecgHxdF743NI/Z79igjuU1XXvUkIv/UPq5qNfYBluqUpr+50G0Dm6aUXF5oduju5dxs6r9fH11sYg0U49ACMQceC10q3uT7LcplbmRzdHJlYW0KZW5kb2JqCjIxMyAwIG9iagoxNTEKZW5kb2JqCjQgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCA5IDAgUgo+PgovQ29udGVudHMgNSAwIFIKPj4KZW5kb2JqCjEwIDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgMTUgMCBSCj4+Ci9Db250ZW50cyAxMSAwIFIKPj4KZW5kb2JqCjE2IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgMjEgMCBSCj4+Ci9Db250ZW50cyAxNyAwIFIKPj4KZW5kb2JqCjIyIDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgMjggMCBSCj4+Ci9Db250ZW50cyAyMyAwIFIKPj4KZW5kb2JqCjI5IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgMzIgMCBSCj4+Ci9Db250ZW50cyAzMCAwIFIKPj4KZW5kb2JqCjMzIDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgMzYgMCBSCj4+Ci9Db250ZW50cyAzNCAwIFIKPj4KZW5kb2JqCjM3IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgNDAgMCBSCj4+Ci9Db250ZW50cyAzOCAwIFIKPj4KZW5kb2JqCjQxIDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgNDQgMCBSCj4+Ci9Db250ZW50cyA0MiAwIFIKPj4KZW5kb2JqCjQ1IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgNDggMCBSCj4+Ci9Db250ZW50cyA0NiAwIFIKPj4KZW5kb2JqCjQ5IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgNTIgMCBSCj4+Ci9Db250ZW50cyA1MCAwIFIKPj4KZW5kb2JqCjUzIDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgNTYgMCBSCj4+Ci9Db250ZW50cyA1NCAwIFIKPj4KZW5kb2JqCjU3IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgNjAgMCBSCj4+Ci9Db250ZW50cyA1OCAwIFIKPj4KZW5kb2JqCjYxIDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgNjQgMCBSCj4+Ci9Db250ZW50cyA2MiAwIFIKPj4KZW5kb2JqCjY1IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgNjggMCBSCj4+Ci9Db250ZW50cyA2NiAwIFIKPj4KZW5kb2JqCjY5IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgNzIgMCBSCj4+Ci9Db250ZW50cyA3MCAwIFIKPj4KZW5kb2JqCjczIDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgNzYgMCBSCj4+Ci9Db250ZW50cyA3NCAwIFIKPj4KZW5kb2JqCjc3IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgODAgMCBSCj4+Ci9Db250ZW50cyA3OCAwIFIKPj4KZW5kb2JqCjgxIDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgODQgMCBSCj4+Ci9Db250ZW50cyA4MiAwIFIKPj4KZW5kb2JqCjg1IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgODggMCBSCj4+Ci9Db250ZW50cyA4NiAwIFIKPj4KZW5kb2JqCjg5IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgOTIgMCBSCj4+Ci9Db250ZW50cyA5MCAwIFIKPj4KZW5kb2JqCjkzIDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgOTYgMCBSCj4+Ci9Db250ZW50cyA5NCAwIFIKPj4KZW5kb2JqCjk3IDAgb2JqCjw8L1R5cGUvUGFnZS9NZWRpYUJveCBbMCAwIDU5NSA4NDJdCi9Sb3RhdGUgMC9QYXJlbnQgMyAwIFIKL1Jlc291cmNlczw8L1Byb2NTZXRbL1BERiAvVGV4dF0KL0ZvbnQgMTAwIDAgUgo+PgovQ29udGVudHMgOTggMCBSCj4+CmVuZG9iagoxMDEgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxMDQgMCBSCj4+Ci9Db250ZW50cyAxMDIgMCBSCj4+CmVuZG9iagoxMDUgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxMDggMCBSCj4+Ci9Db250ZW50cyAxMDYgMCBSCj4+CmVuZG9iagoxMDkgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxMTIgMCBSCj4+Ci9Db250ZW50cyAxMTAgMCBSCj4+CmVuZG9iagoxMTMgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxMTYgMCBSCj4+Ci9Db250ZW50cyAxMTQgMCBSCj4+CmVuZG9iagoxMTcgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxMjAgMCBSCj4+Ci9Db250ZW50cyAxMTggMCBSCj4+CmVuZG9iagoxMjEgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxMjQgMCBSCj4+Ci9Db250ZW50cyAxMjIgMCBSCj4+CmVuZG9iagoxMjUgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxMjggMCBSCj4+Ci9Db250ZW50cyAxMjYgMCBSCj4+CmVuZG9iagoxMjkgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxMzIgMCBSCj4+Ci9Db250ZW50cyAxMzAgMCBSCj4+CmVuZG9iagoxMzMgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxMzYgMCBSCj4+Ci9Db250ZW50cyAxMzQgMCBSCj4+CmVuZG9iagoxMzcgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxNDIgMCBSCj4+Ci9Db250ZW50cyAxMzggMCBSCj4+CmVuZG9iagoxNDMgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxNDYgMCBSCj4+Ci9Db250ZW50cyAxNDQgMCBSCj4+CmVuZG9iagoxNDcgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxNTAgMCBSCj4+Ci9Db250ZW50cyAxNDggMCBSCj4+CmVuZG9iagoxNTEgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxNTQgMCBSCj4+Ci9Db250ZW50cyAxNTIgMCBSCj4+CmVuZG9iagoxNTUgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxNTggMCBSCj4+Ci9Db250ZW50cyAxNTYgMCBSCj4+CmVuZG9iagoxNTkgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxNjIgMCBSCj4+Ci9Db250ZW50cyAxNjAgMCBSCj4+CmVuZG9iagoxNjMgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxNjYgMCBSCj4+Ci9Db250ZW50cyAxNjQgMCBSCj4+CmVuZG9iagoxNjcgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxNzAgMCBSCj4+Ci9Db250ZW50cyAxNjggMCBSCj4+CmVuZG9iagoxNzEgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxNzQgMCBSCj4+Ci9Db250ZW50cyAxNzIgMCBSCj4+CmVuZG9iagoxNzUgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxNzggMCBSCj4+Ci9Db250ZW50cyAxNzYgMCBSCj4+CmVuZG9iagoxNzkgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxODIgMCBSCj4+Ci9Db250ZW50cyAxODAgMCBSCj4+CmVuZG9iagoxODMgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxODYgMCBSCj4+Ci9Db250ZW50cyAxODQgMCBSCj4+CmVuZG9iagoxODcgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxOTAgMCBSCj4+Ci9Db250ZW50cyAxODggMCBSCj4+CmVuZG9iagoxOTEgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxOTQgMCBSCj4+Ci9Db250ZW50cyAxOTIgMCBSCj4+CmVuZG9iagoxOTUgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAxOTggMCBSCj4+Ci9Db250ZW50cyAxOTYgMCBSCj4+CmVuZG9iagoxOTkgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAyMDIgMCBSCj4+Ci9Db250ZW50cyAyMDAgMCBSCj4+CmVuZG9iagoyMDMgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAyMDYgMCBSCj4+Ci9Db250ZW50cyAyMDQgMCBSCj4+CmVuZG9iagoyMDcgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAyMTAgMCBSCj4+Ci9Db250ZW50cyAyMDggMCBSCj4+CmVuZG9iagoyMTEgMCBvYmoKPDwvVHlwZS9QYWdlL01lZGlhQm94IFswIDAgNTk1IDg0Ml0KL1JvdGF0ZSAwL1BhcmVudCAzIDAgUgovUmVzb3VyY2VzPDwvUHJvY1NldFsvUERGIC9UZXh0XQovRm9udCAyMTQgMCBSCj4+Ci9Db250ZW50cyAyMTIgMCBSCj4+CmVuZG9iagozIDAgb2JqCjw8IC9UeXBlIC9QYWdlcyAvS2lkcyBbCjQgMCBSCjEwIDAgUgoxNiAwIFIKMjIgMCBSCjI5IDAgUgozMyAwIFIKMzcgMCBSCjQxIDAgUgo0NSAwIFIKNDkgMCBSCjUzIDAgUgo1NyAwIFIKNjEgMCBSCjY1IDAgUgo2OSAwIFIKNzMgMCBSCjc3IDAgUgo4MSAwIFIKODUgMCBSCjg5IDAgUgo5MyAwIFIKOTcgMCBSCjEwMSAwIFIKMTA1IDAgUgoxMDkgMCBSCjExMyAwIFIKMTE3IDAgUgoxMjEgMCBSCjEyNSAwIFIKMTI5IDAgUgoxMzMgMCBSCjEzNyAwIFIKMTQzIDAgUgoxNDcgMCBSCjE1MSAwIFIKMTU1IDAgUgoxNTkgMCBSCjE2MyAwIFIKMTY3IDAgUgoxNzEgMCBSCjE3NSAwIFIKMTc5IDAgUgoxODMgMCBSCjE4NyAwIFIKMTkxIDAgUgoxOTUgMCBSCjE5OSAwIFIKMjAzIDAgUgoyMDcgMCBSCjIxMSAwIFIKXSAvQ291bnQgNTAKL1JvdGF0ZSAwPj4KZW5kb2JqCjEgMCBvYmoKPDwvVHlwZSAvQ2F0YWxvZyAvUGFnZXMgMyAwIFIKL01ldGFkYXRhIDIyNSAwIFIKPj4KZW5kb2JqCjkgMCBvYmoKPDwvUjcKNyAwIFIvUjgKOCAwIFI+PgplbmRvYmoKMTUgMCBvYmoKPDwvUjcKNyAwIFIvUjgKOCAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoyMSAwIG9iago8PC9SMTkKMTkgMCBSL1IyMAoyMCAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoyOCAwIG9iago8PC9SMTkKMTkgMCBSL1IyNwoyNyAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjMyIDAgb2JqCjw8L1IxOQoxOSAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjM2IDAgb2JqCjw8L1IxOQoxOSAwIFIvUjI3CjI3IDAgUi9SNwo3IDAgUi9SOAo4IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjQwIDAgb2JqCjw8L1IyNwoyNyAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iago0NCAwIG9iago8PC9SMTkKMTkgMCBSL1IyNwoyNyAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iago0OCAwIG9iago8PC9SMTkKMTkgMCBSL1IyNwoyNyAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iago1MiAwIG9iago8PC9SMTkKMTkgMCBSL1IyNwoyNyAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iago1NiAwIG9iago8PC9SMTkKMTkgMCBSL1IyNwoyNyAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjYwIDAgb2JqCjw8L1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iago2NCAwIG9iago8PC9SMjcKMjcgMCBSL1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iago2OCAwIG9iago8PC9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKNzIgMCBvYmoKPDwvUjE5CjE5IDAgUi9SMjcKMjcgMCBSL1I3CjcgMCBSL1I4CjggMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKNzYgMCBvYmoKPDwvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjgwIDAgb2JqCjw8L1IxOQoxOSAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjg0IDAgb2JqCjw8L1IxOQoxOSAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjg4IDAgb2JqCjw8L1IyMAoyMCAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjkyIDAgb2JqCjw8L1IyMAoyMCAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjk2IDAgb2JqCjw8L1I3CjcgMCBSL1I4CjggMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMTAwIDAgb2JqCjw8L1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoxMDQgMCBvYmoKPDwvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjEwOCAwIG9iago8PC9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMTEyIDAgb2JqCjw8L1IxOQoxOSAwIFIvUjI3CjI3IDAgUi9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMTE2IDAgb2JqCjw8L1IyNwoyNyAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjEyMCAwIG9iago8PC9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMTI0IDAgb2JqCjw8L1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoxMjggMCBvYmoKPDwvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjEzMiAwIG9iago8PC9SMTkKMTkgMCBSL1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoxMzYgMCBvYmoKPDwvUjI3CjI3IDAgUi9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMTQyIDAgb2JqCjw8L1IxOQoxOSAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjE0MAoxNDAgMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoxNDYgMCBvYmoKPDwvUjI3CjI3IDAgUi9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMTUwIDAgb2JqCjw8L1IxOQoxOSAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjE1NCAwIG9iago8PC9SMTkKMTkgMCBSL1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoxNTggMCBvYmoKPDwvUjE5CjE5IDAgUi9SMjcKMjcgMCBSL1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoxNjIgMCBvYmoKPDwvUjE5CjE5IDAgUi9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMTY2IDAgb2JqCjw8L1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoxNzAgMCBvYmoKPDwvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjE3NCAwIG9iago8PC9SMTkKMTkgMCBSL1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoxNzggMCBvYmoKPDwvUjE5CjE5IDAgUi9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMTgyIDAgb2JqCjw8L1IxOQoxOSAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjE4NiAwIG9iago8PC9SMTkKMTkgMCBSL1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoxOTAgMCBvYmoKPDwvUjE5CjE5IDAgUi9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMTk0IDAgb2JqCjw8L1IxOQoxOSAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjE5OCAwIG9iago8PC9SMTkKMTkgMCBSL1I3CjcgMCBSL1I4CjggMCBSL1IyNQoyNSAwIFIvUjEzCjEzIDAgUj4+CmVuZG9iagoyMDIgMCBvYmoKPDwvUjE5CjE5IDAgUi9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMjA2IDAgb2JqCjw8L1IyNwoyNyAwIFIvUjcKNyAwIFIvUjgKOCAwIFIvUjI1CjI1IDAgUi9SMTMKMTMgMCBSPj4KZW5kb2JqCjIxMCAwIG9iago8PC9SNwo3IDAgUi9SOAo4IDAgUi9SMjUKMjUgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMjE0IDAgb2JqCjw8L1I3CjcgMCBSL1IxMwoxMyAwIFI+PgplbmRvYmoKMTkgMCBvYmoKPDwvQmFzZUZvbnQvSGVsdmV0aWNhLUJvbGRPYmxpcXVlL1R5cGUvRm9udAovRW5jb2RpbmcgMjE4IDAgUi9TdWJ0eXBlL1R5cGUxPj4KZW5kb2JqCjIxOCAwIG9iago8PC9UeXBlL0VuY29kaW5nL0RpZmZlcmVuY2VzWwoxNTAvZW5kYXNoCjIzMy9lYWN1dGUKMjM3L2lhY3V0ZQoyNDMvb2FjdXRlCjI1MC91YWN1dGVdPj4KZW5kb2JqCjIwIDAgb2JqCjw8L0Jhc2VGb250L1N5bWJvbC9UeXBlL0ZvbnQKL1N1YnR5cGUvVHlwZTE+PgplbmRvYmoKMjcgMCBvYmoKPDwvQmFzZUZvbnQvSGVsdmV0aWNhLU9ibGlxdWUvVHlwZS9Gb250Ci9FbmNvZGluZyAyMTkgMCBSL1N1YnR5cGUvVHlwZTE+PgplbmRvYmoKMjE5IDAgb2JqCjw8L1R5cGUvRW5jb2RpbmcvRGlmZmVyZW5jZXNbCjI0My9vYWN1dGVdPj4KZW5kb2JqCjcgMCBvYmoKPDwvQmFzZUZvbnQvSGVsdmV0aWNhLUJvbGQvVHlwZS9Gb250Ci9FbmNvZGluZyAyMjAgMCBSL1N1YnR5cGUvVHlwZTE+PgplbmRvYmoKMjIwIDAgb2JqCjw8L1R5cGUvRW5jb2RpbmcvRGlmZmVyZW5jZXNbCjIzMy9lYWN1dGUKMjM3L2lhY3V0ZQoyNDMvb2FjdXRlCjI1MC91YWN1dGVdPj4KZW5kb2JqCjggMCBvYmoKPDwvQmFzZUZvbnQvSGVsdmV0aWNhL1R5cGUvRm9udAovRW5jb2RpbmcgMjIxIDAgUi9TdWJ0eXBlL1R5cGUxPj4KZW5kb2JqCjIyMSAwIG9iago8PC9UeXBlL0VuY29kaW5nL0RpZmZlcmVuY2VzWwoxNDcvcXVvdGVkYmxsZWZ0L3F1b3RlZGJscmlnaHQKMTUwL2VuZGFzaAoxODYvb3JkbWFzY3VsaW5lCjIwNS9JYWN1dGUKMjI1L2FhY3V0ZQoyMzMvZWFjdXRlCjIzNy9pYWN1dGUKMjQxL250aWxkZQoyNDMvb2FjdXRlCjI1MC91YWN1dGVdPj4KZW5kb2JqCjE0MCAwIG9iago8PC9CYXNlRm9udC9BSktRRlMrVGltZXNOZXdSb21hbi9Gb250RGVzY3JpcHRvciAxNDEgMCBSL1R5cGUvRm9udAovRmlyc3RDaGFyIDEvTGFzdENoYXIgMjkvV2lkdGhzWyA2MTEgNDQ0IDM4OSA1MDAgMjc4IDUwMCAzODkgMjUwIDUwMCA1MDAgNDQ0IDI3OCA0NDQgNTAwIDQ0NAo1MDAgNTAwIDUwMCA1MDAgMjc4IDI3OCAzMzMgNTAwIDI1MCA1MDAgNTAwIDMzMyA1MDAgNTAwXQovRW5jb2RpbmcgMjIyIDAgUi9TdWJ0eXBlL1RydWVUeXBlPj4KZW5kb2JqCjIyMiAwIG9iago8PC9UeXBlL0VuY29kaW5nL0Jhc2VFbmNvZGluZy9XaW5BbnNpRW5jb2RpbmcvRGlmZmVyZW5jZXNbCjEvUC9lYWN1dGUvci9kL2kvYS9zL3NwYWNlL3Avby9lL3QveC9uL2MvZwovdHdvL3plcm8vbmluZS9sL2YvcGFyZW5sZWZ0L3NldmVuL3BlcmlvZC9vbmUvZm91ci9wYXJlbnJpZ2h0L2VpZ2h0L3RocmVlXT4+CmVuZG9iagoyNSAwIG9iago8PC9CYXNlRm9udC9FSVpKS0srVGltZXNOZXdSb21hbi9Gb250RGVzY3JpcHRvciAyNiAwIFIvVHlwZS9Gb250Ci9GaXJzdENoYXIgMS9MYXN0Q2hhciA2OS9XaWR0aHNbIDY2NyA1NTYgNDQ0IDUwMCAzODkgMjUwIDYxMSA0NDQgNTU2IDI3OCA1MDAgNTU2IDMzMyA0NDQgNTU2CjI3OCAzMzMgNDQ0IDMzMyA1MDAgNTAwIDI1MCA1MDAgNTAwIDUwMCAzMzMgNzIyIDUwMCAzMzMgNzIyIDU1Ngo3MjIgNzIyIDUwMCA1MDAgNTAwIDY2NyA1MDAgNTU2IDUwMCA1MDAgMzMzIDcyMiA4MzMgNDQ0IDM4OSAzMzMKNTAwIDI1MCA1MDAgMjc4IDcyMiA1NTYgMTAwMCA2NjcgNzc4IDU1NiA1MDAgNjExIDcyMiA3MjIgNzc4IDk0NAozMzAgNTAwIDY2NyA1NTYgNzc4IDU1Nl0KL0VuY29kaW5nIDIyMyAwIFIvU3VidHlwZS9UcnVlVHlwZT4+CmVuZG9iagoyMjMgMCBvYmoKPDwvVHlwZS9FbmNvZGluZy9CYXNlRW5jb2RpbmcvV2luQW5zaUVuY29kaW5nL0RpZmZlcmVuY2VzWwoxL0UvdS9yL28vcy9zcGFjZS9QL2VhY3V0ZS9kL2kvYS9iL3QvZS9uL2wKL2ovYy9wYXJlbmxlZnQvdGhyZWUvb25lL3BlcmlvZC9mb3VyL3R3by9maXZlL3BhcmVucmlnaHQvRC9vYWN1dGUvY29sb24vQS9udGlsZGUvVgovVWFjdXRlL3plcm8vbmluZS9laWdodC9UL3YvcC9zZXZlbi9zaXgvaHlwaGVuL0MvbS96L0kvZi9nCi9jb21tYS95L2lhY3V0ZS9SL1MvcGVyY2VudC9ML0cvaC94L0Yvdy9OL08vTS9vcmRtYXNjdWxpbmUKL2FhY3V0ZQo2Ny9xL0gvdWFjdXRlXT4+CmVuZG9iagoxMyAwIG9iago8PC9CYXNlRm9udC9VTlpPVlorVGltZXNOZXdSb21hbi9Gb250RGVzY3JpcHRvciAxNCAwIFIvVHlwZS9Gb250Ci9GaXJzdENoYXIgMS9MYXN0Q2hhciA3MC9XaWR0aHNbIDI1MCA3MjIgNjY3IDQ0NCAzODkgNTAwIDI3OCAyNzggNDQ0IDUwMCA1MDAgNTAwIDUwMCAyNzggNTAwCjI3OCAzMzMgNDQ0IDMzMyA1MDAgNTAwIDI1MCA1MDAgNTAwIDUwMCAzMzMgNzIyIDUwMCA1MDAgNTAwIDUwMAozMzMgMzMzIDcyMiA3NzggNDQ0IDQ0NCA2NjcgNTAwIDQ0NCA4ODkgNTAwIDYxMSA1MDAgNTAwIDUwMCA1MDAKNTAwIDUwMCAzMzMgNjExIDU1NiA3MjIgNzIyIDcyMiA1NTYgNzIyIDI1MCA2MTEgMjc4IDY2NyA1NTYgNTAwCjgzMyA3MjIgNTAwIDI3OCA3MjIgMzg5IDUwMF0KL0VuY29kaW5nIDIyNCAwIFIvU3VidHlwZS9UcnVlVHlwZT4+CmVuZG9iagoyMjQgMCBvYmoKPDwvVHlwZS9FbmNvZGluZy9CYXNlRW5jb2RpbmcvV2luQW5zaUVuY29kaW5nL0RpZmZlcmVuY2VzWwoxL3NwYWNlL0EvUi9lL3MvdS9sL3QvYS9kL28vbi9nL2kvdi9qCi9yL2MvcGFyZW5sZWZ0L3RocmVlL29uZS9wZXJpb2QvZm91ci90d28vZml2ZS9wYXJlbnJpZ2h0L0QvaC94L3Avb2FjdXRlL0kKL2YvTy9tL3ovYWFjdXRlL0MvemVyby9lYWN1dGUvTS9iL0UvcS9laWdodC9uaW5lL3NldmVuL3NpeAoveS9oeXBoZW4vVC9QL0cvTi9WL1MvVS9jb21tYS9ML2lhY3V0ZS9CL0YvYXN0ZXJpc2svcGVyY2VudAovdy91YWN1dGUvc2xhc2gvSC9KL250aWxkZV0+PgplbmRvYmoKMTQxIDAgb2JqCjw8L1R5cGUvRm9udERlc2NyaXB0b3IvRm9udE5hbWUvQUpLUUZTK1RpbWVzTmV3Um9tYW4vRm9udEJCb3hbLTE3NCAtMjE1IDYzOCA2OTRdL0ZsYWdzIDQKL0FzY2VudCA2OTQKL0NhcEhlaWdodCA2OTQKL0Rlc2NlbnQgLTIxNQovSXRhbGljQW5nbGUgMAovU3RlbVYgOTUKL01pc3NpbmdXaWR0aCA3NzcKL0ZvbnRGaWxlMiAyMTUgMCBSPj4KZW5kb2JqCjIxNSAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUKL0xlbmd0aDEgMTk3MDAvTGVuZ3RoIDEyODg2Pj5zdHJlYW0KeJztu3l8HMW5KPpVdc++avZFmp5dI432mZE8kiy1LcmbLLwbyba84N14xRs2GNuAMRYYCGAIqyHslsFjyTYj2YBPcEgMhwM52YCTG5xEOCZEMUmMAwHNvK965IXc/HLPfe++98f7pUtV1VX1VXX1t3/VIyAAoIMdwMHkSdPKq0C6JmixmLlw1YK1ufa4DQBkw8JNG7zZ5u89jB2/BFDcuGTt0lVk1vH7AZTTAWTvLl25ZUkO3lkCUPiHZYsXLPqB5UEFwMQT2Fm9DDu02xQ3AOiD2A4uW7XhxuHnLQKgI1auWbgg1x7lwPVnrVpw41rlh9rJCD8OO72rF6xanBsffw4L39o16zfk2hMfZ+Nrb1i8dotr7JsIvwxA/absHtzVRBAw53PrANfM/hrzOZYzE7LfyK6HQGZZ9jdcA87eN5xzVwhehHuIBrbBrdACVfAsvA3Xw1qYAoegHj4nv4CxwCPUZigCEYbARhbAGFKDrXvAnn0bR2ZnP6VngcIjsBP+DBvh57AQ3gI5PEpiEIQR8O8wMrsUzLIPoBrugH3Z/wIFH4fn4IPsL7MZGAffgw9IPZnG7ZA1wLWwFW6Gu4mdFJMR5GYI4x5uhNfgJDWqjoIW2uAamA7tsBSO8ASfKYPJcIj8jGvCJ7XDXSRBTmYPghd3FYZSGEWqaTTbDx4ohjjUQSPsggfhu/ALUkZGcpV8H9jxnRZAH9ETG/GTN7KPg4CpDebgTu+Gh+AAvAPvEIFMp+XcfNlLmXOghzW4w21wF/wM/kTU5FpyI01zL2casyuyvdlTOLsGn9MME3Df2+BhfLsX4BichH9DnHxACshk8jD5I79BVjW0M/PjzJmsLfsnMOBeZ8AyWA3bYQ/S5kn4PnwEA/Al4YmS5JHv0wr6Eafnn5TZs5DdzTgAymEUYutG2A13YurDGT8gXhIhMbKB/JzqqYGupLfQbvoHbg93mPst/7tsU/bF7JuI809BAQFMYZiKVN2GVLsXaXcQXoGjkIYfwe/hc7iAmFxB7iKHyVHyV2qhL9Of8d/IPpB9nn0i+w1oENshKIEKTDHE4FgYj3tZDY8ipU7Duygzf4O/ETdJklvIbtJF7iH7yEPkY3KR3kHfo7/iHuJe4lLcj3jCV/ErZHfJzsinKBZkHso8mm3FtzPj2nHkmwbE4WLkxfXIE48jHnvgVXgD9/ZX+BrxYsa3DZI6MpXcSG4mO8m95CnyIR1HV9A1dC1HuAIuwBVyd/IC383/mP9ItlV2Vyac6ciWAeMbNXJDHe67HdM8WIJP2YrpLsTDITiB1Pohcu2nyM1fwNf4NIp01hAr8ZFC0oJpBlK9ncwlC8gyso08Q7rJR+SP1Egd1E/vpQ/SZ+h/0t9x67gHuMe4Xu4nXIbPyjSyKkytsg58327Zn+Uz5HsUoxXXKV5Q/vtQ8dCPhn6V0WasmcLMtMztmePZ9uym7Obs09kXsi9nD2VPSpLKIe8WIH95MRVCGUpOK0yEubj/62Ed8mQX3AffwfQCvkMvHIFTyHE/hv+EX8HHmM7COaTsZ9I7fQHf4Ds5SIBUIr/UkDnkOrKErCVbpXQr+S55hDxGUuQNcpK8TX5CfkE+IGcwXSR/JV9SEzXTclpDm+lYOolOpQvpYrqWbqffpY/R5+mrtJ/+AKn8c/oL+gnNcPlIiRZuHNfJzUWMbOF2ck9zr3I/5X7GfcD9mvsSccMjjXx8gA/xtfxS/jb+jCyCeFokWyHbj+n7co18hfyQvFf+jvycQq6IKMYpJiueV/Qosigph+B+lNKrLuS4F0kRnY275Mib9Ah5gLxLe/hBqicdZCsHtJQvQR5vg7N0DxciDdyNxI1yvBfGUw5xqKdP0LEQlJaailIcQz6cLvsJbyUvoN6+gyxDffMe8k8rwtwJ/RDKfgB58J3s9XCU2FGiFmcfQVnYQVrJSZShpXQd/T3/DWdEDv019yHyzVmU/Th5SP4OzKFR5LaRsB9skER6/gq2EC8tg1nwCHcnUtoHTijmV8pQh5M/cz1wgD5E99Aj2dMU4A+o92bxYwnwZ1DvF4NAPoNXcG9v05/QPeQoLydPk0m4h3xOifzxQwjSJ2Axt5HwdAf9C/8BfEiTdBZXQv7MV3JoDZFOt0EH+Ywo4SB5iH5JfLCP7MC3/4R8Rj+BDfAXkqVD3L10GfkR+SGx0SgZzVVAhv6aXIe7CcIfZXaipDUoR3Lkq7P0ALeEPAY/kX2f+yXfxh0DnrxOaug3nJc2kzZuRHYQQvIvOV3mZ9kmaKbZ7P28Zug8YmcdfJg9xZXyC/gJXx/9+j1qJ/dzq2Tt2T9ntsluow2wRPapYiRsoU2oId5DW3QIisl56kK8C9hTi5iy8/d9/TWdAgX0c/IF3EjuRekI4ptMR81xCJaSFxFWhrapEa3A32g3as02biPqmWNwCrn9ZtTtZroQ7cwyMhUoWglesgePIjf8iV8OW9B7mAyvoTXtxjuP7Dlx1HSxsWFkfV1tckRNIh6rqqwoLystiRYXRQrDoWDA7/MKnoJ8t8vpsNusFrMpz2jQ67QatUqpkMt4jhIoaQmMme9Nheen+HBg3LhS1g4swI4FV3XMT3mxa8y3YVLe+RKY99uQIkIu+TtIMQcpXoYkRm891JeWeFsC3tS7zQFvmsya0o73e5sDHd7UoHTfJt3fJ93r8N7nwwneFseyZm+KzPe2pMZsWtbVMr8ZlzusUTcFmharS0vgsFqDtxq8S9kDaw8TewORbqi9pfYwBaUON5VyBZpbUs5AM9tBigu1LFiUmjylvaXZ7fN1lJakSNPCwHUpCIxOGaISCDRJj0nJm1IK6THe5ext4C7v4ZKTXXenjXDd/Kh2UWDRgjntKW5BB3tGXhSf25yybx1wXGni4qam9t1Xj7q5rhbHci9rdnXt9qaemtJ+9aiPlR0duAbOpaEx87vG4KPvZkh0lONG2PbZq+ReanGghfXMX+FNqQKjA8u6VsxHeri6UjB1i6/H5RL7smfA1eLtmt4e8KUa3YGOBc35hy3QNXVLr1P0Or89Ulpy2JiXw+ZhvWH4Rqu7+mbx5THpTgJnd61TL6OTsB0FxiMXpLwLvbiT9gC+yAhWLB4BXQtHIBheHQRnpRYhGZanVE3zu4y1rJ/NT8lCxoC36wtAsgcG//DtngXDPfKQ8Qtgt4w5LvMXjl+6T0WjqeJixheKJiQk7rFBaidKSzal6R8Da41erBB9MLkdp3XUliPOfT5G1bvSIlyHjdSOKe25theuc/eAWB7tSNH5bOTkpRHrDDay49LI5enzA8i+R4BFAdaUMnz5z2C0mVuW1aaI7Z8ML86Nt04LtE6Z1e5t6Zo/jNvW6d9q5cZHXB4bvkuZm9o5Nx2+o25OGkVOnHMZmDXatSk+hH9yiZMXpRVKZEWph3jHpIzzx+XKDrXP99+clM5+zmZJ1ZVpw9tM1Ua/3a77Vvtb29N2cbhhPkxbp8/q6lJ/a2wMqp2urjEB75iu+V0L0tkd1wW8xkBXH/p4qa61LfMvUTSd7b/LnRpzdwe+xDJSi9xKYfThALlzymGR3DltVnufET3bO6e391BCm+aP7jgcxLH2Pi+AKPXSy72s5WUtaCXI6T1UKQ25+0SAHdIoL3VI7YVpAlKf8lIfgYVpmuszSn14lUruA0ZjvkwLXKu8/hvZNxnlRYylFFf7Fxj1IAx3EP2oevTYZegLGNEXnwHA35bNoo9G+2F69iR3vLelpUpMYx0tk+qeSFFVnzTgClftGGXmjsN+zIcwv4eZx0WPg4CZcsfpIXQIBATu67G5pVnpntGjh2+qR+RueotLqz4epebScB4z5dJcH0Rys3ojZVWfj9JgB9vrq0AwoyuAyx/jdvbUCoZRdq4XjOhVeDFPxrwW8xnMctxML3yM+TzmLGYeTNyLPb/ZI7zO7SfXk0dxke/CA0oiaoXt/HYZ+n3bOTrvOE0ByZ4k9h7nkqp09mTvYtcS3OYOsp51vMbdTuzs+dmT9FBPZUxMY1UmVb2IFqkOF+ZqXyhX53uluieQg3bGnjqBaElhPkMPHeVEzleED/pzb214ZNUJ7laWoFYJRwUxNCfmSeN7zlmEAH/sDZXFLNhkdFj+OrcTUdIllXrWV15lZGNTZldpWX3NlCo/q8e2VenZEmNiaqxEVXhslSnU1C4B9VTF2Jye4piJgdaMrDIdxwVHQix7QbSGRsYcocTsKmMoHK+Sh4pjWnx+OpsRg6HSmLa2PFb1SOhAqD90OsTLQtU4WjWiyllbVDuilnOE7LjgkUhoRIg/gX4yJggpQTQKBoFtXrhRoBqhIoZv9adeQXrtHSyBgEBWoWae4pCCzkNXmfoPIrzqYDk++Jei+qDgr/IHolPZK23vKYpJlZ8hZXuPx4ur/e5VTzRW5UFkMMbafmzipKqqcElslDr7R247Oqex7JdYR7H+PU6pjXlxZm/jmCoPq8trq0xspbKY1ESmlNYPx3jWHD8hzmpEpFT5Yg6sRG1BzB+uqKryh2Mj8PlfiuowPlwVdvuqul7HRxFuO0sQxhcrE2oEebm8Uc7tp4foGxhZ8Pu5Q9wb3Hscvwah7uU4gSvnGrlJ3DxOZhiVoINI3HlY7sf8MWYOyrFsxLxGah1CHiIwCUtcEeW3HMtG6a6RcbE0Mu/vRph8EK6H66GDmFKYcBXRVUOggojo8xJQEfRtwG5HFWHKU4qjNPQmGsA4VkdGSmWNVLpFV1x3b1x3e1y3LK7riOumx3Xj4rqSuC4S140y0gTGdjrqZiX5RirflMrJUlkiury6z7261726B726LV7dCq9ugVc3z6tr9upG6UgDGQE6GCmVFVJZwEoydMTQZgDVG2QIAx8ddxhRawWBWnvCcSFNLT3hRqyUPZ7jwignlYNHSXBUhrkbMz9ccyDwrJ9AJdMC5GsIkJlYv9ITLhbS5OVc1c3WHGVljjabRZ4DDwlh/Sx0S+3vQaVUPz1cP9ETWInTHmfVKBVGDQH2EHxATHrIpp5wGQ6v7Km8QRiVR67HZ7LuZRCUwFqQRVjdODwt0ON5UjiB8YuHsiYcCW8RhnB+qEf4WyytJD3CV8E07e4RzoXTBFuf4NijPcJAJbZEjfDbygHhN5V7hP8Mpyk5Jrwffld4N5TmEfDVSgnwlbC0yEEPdiL8k5VzhYfDTwoP5NbuCkpAtyEyu0WzcCu+0sbAgLAWl1kUuEGYm1uqMyDtYMZZqTUN94PVpJjUeU2YLWwWxlYuFcaEu4WmyneFhsBcoVbA/mNCMjgg1ASkZ5UFpOnFHnw53ElRoFsorOwWZtScIG+BgnRhjopliu2KdYrliiWKVoWoGKGoVpQq/AqfwqI0KY1KvVKrVCuVSrmSV1IlKC3p7BkxymygRW5klZxnJS/dGylIByeSiaQY7WHQlDJzrbR12uhUTbQ1rchOTY2ItqZUk2e3Hybkng7Smjq5EFqv86YuTgukiRodCllgNEmZWqF1+mgHAqfonWiZp7enSZbN2OVmrjnaLCLu2utmdceuvR0dYNvU6Gg0NeQlxzT/g2L+cBm9cjmi374cBamHWqe1pw4UdKSq2E22oKM1NXaad057H91Gb2pp7qM3s6qjvY+ModtaprJ+Mqa54zIYMtTNCIZMfXMObDt4GBhy93YJbG4OTMDZCBZiFQN7EQQJTCAvMjBkMwZ3uFtoaT4sCBIMvxa6JZhufm0OJiTBnL0KRmaEsxLMWZlRepxdAgkGEaQyyEAO+4MIcDjol4anXBkO5Ia35Ya3ScOrrwzHcsMHcsMHcDj6f+haPPp/BdGyfNpo0jq5/bASRnegIyvVNuPaBokP8o6O3OHuJ/nch6BBX16NwaAmMBoaGx1RYz0p75RrU3LsU2Bm4HU+xy3ufh4Q5Qxci9264aHSUaWj2BCyMxvSs7ByeMhxS50PH/Li8JARu/PwIcjHZdOQL69vSRXPxyrQ3AGOluXN+Ddcrcdr48aN69dv2MgunBCe1poaiV704XAY48H5zR1RjCqbN/yT94fWVDFOamSTFIoWjM+aO9avj0rzotGNuRtcm93+/bUh1yeBQnT95X7C1l3PVokSRGk6+6teT75kdY9GY45wNNaX/ZzbedgUY8AdZP0GNhvXyq2wPrcqk3CUdBkmtJcKaDxCyZdyRZouEc0g47/kQK3gvyTgVMplX6LnSSb0qr73S6TLxfqh+muMF+rbhuqhEe+N32BRWeHL8+WFsEBlAt94uZPfiDL4Grz8SVQmd2cmcF2ye9CLrn9VoSTErMozpcnOXgM8T9KkpVemrlOlycyjhiaZM290HzWCI4qPaBscGjAODRrPIkNUVpBOoggXhhPGGhOxyxVyarWQnf7N8ci+V8mjjr6N9/dnZhl/+8qdXWR0lowgkcCeAz8devHiCfRZfZkJVJCe3/SqCp+fpzLn/YPni2pDk0EmyKjMhds7d3gy28XFzv9pGzU2u81qVFBSWF1TbUrESbF/c6xoXzqzVNqG7Cbzb3AbmdcymR9mPhC6Xvop7cBtIB5asp8SI/SCBjx9iPXv9Mg1iNgNR1VO7aovhl8ZGocqK2qqbFaLPOAPJ+LVB6J19cXFdXW9dazEjJSDrdlz3F9ky8AEQbhbvCZhq/OOk09QjPdMEiZ6p9tneRfZFtlXe1YL13s3GdbbNthvEW7y3mrbZd/r3Wf7jv1J7zPWZ21P27s9h7x99Ii1x3bE/prnDW/Q/BXI8tNkqehS65zdO3RE5wz5u3egI/Yxd57LcjLOFe4nBcQGl3CDm+5kux5sHJSQw3ZOFUgfafc1pppqu19OFUgtW6yqptpsyouH6akdh27dNHdp/aRbD7UvfWr5bbWbt9e2zhJHRtdP3TVLtuznv3srs+jhzQnPz8998juiv3tOfHbmzG8zv/jxsqWRlURGuolmzXLE5zZE4rWIBTe8LboULjKTLqWb6AbuNZ0MbZ3RTuwGXmlA0o7oVSqIfJQGPSUFuMgzaOr0GEg5se0iQ8jwRgPhQBkxGgxn0TSiq+fsJxfAxelEldsNMqVCC+Q4F0EOclFNr2AghjRXKGqMJB/7iJ3kq/tphPwWsYKKKxqtjxpPkujFzoH6L5iQNNYbLwzu1pdFtxlPRfNM9qQDjF8MRr8hX4BxkBhP5kqGvk5YR4gccWVX+GqqpWTGIhEPB/yKwhB3beb1/Nhc9dCQfqqr2Orzn7NSLuxz1ejIFNmyr/cvLAkVKkIhqjF5yjZzofEaizkQ0QbnIq4wwOZOIq4K4Kjou1d5h+Zx5UPqg8pu7RvKfu1/KP/DoT7P/Z7/zHbezmu0Ba8hjpyIn82QT0aI1gLO7uBtMiSimTPJOTtv44kmTamoVXUbZE7HWeRurfYNakel8lfwgBzdswJKe0wuoZ9cJOdz3NI2MGi8OID4MA7VNw4NIB4IQwb+lQ3+AYxDxHj6sJw2TW8XVQZOwwucm+ehs6OyAjpJp8+XAPMlRFRXxxifMTYjvqrqmhh9c6iT8s+37Viyd3YgduqGnSmhYuepTB+ZPnWFPRIipwjZfNuy23Ybd957+Jb21o3f+VXm4+Ykk8lmlKSnES9l8G4fWLInxTF5+Y2dpatKN4S3ld5T+mjpc+qXHIdKj9PjiqPqPscbpfq5MI/QxZaNFiqjKoO2iJNzNi5oeaL0QOnrpV9YFbzFYqGWfu4eXP5CLyF6fz+H3IYOrlunOUEeBjXFMAKbelmU+bF2Tgcy4jsm5pHyPJL3BnkSKkCN7KfhDECovbdcIMIJrhPK4UfcHGAquPPCBURl57rBC0xfXBhoHBw0JcsHBzoZrtatI+s6oyRxhW+G0SVX2FiJklnIFEusyu6hsSoGFCbJP2+euWjs2mtD8WcWbLp/zwvLVtz3ddcto6KxkMtl3DYmNGvjpAP0k4LQ9ROXT1p6l2bD5r0r5xxoij69btvXe0o8kUCVUjbG/uNN8x/qRO0kIk4/kU0ENcYl14hRvYbcpCEGqtTGoJqv0axX75btlr/D/RenVmlU2sXqjWp+uposURMZs2V2Z1yOtViPN0RL0RgpOZAplJxGrtNSjRxksrNyDb6HRq1S/U2rsWhVSq1GqVJrtDoFO2/XGPSq4+S7uBEtfeYop1TKAJl1v6hWR9TAyyMyHXecvoDDlNJeUKnVafK3YxoVgEomS3ORoypcWqXqR+wrKTmq1em0Gs1xrghUuJ5G1Mj1EY1Rbpfr1T/qI599S+QvRLeeIY5ypIVxaEByYaJb/4QdUenOyMaw+hwrFIMoUw1R4yDkITza0E8kaditLIvKUE/sLnMwdWHACxVDNHrDunWdSFtCYooAFzD7aghHfNwnmaHvBZ9d/sCKjK2YK79/qI98Rzbxm9tvzjxIVt7Nrcxkhu5AHj+XPcdXSPR4tg/47MnehslxWTpX86wOjJTaog5vkrQW+Vot4/k0eULUctTCcZTn1BTUTOJVMjmqSB55th/1oYosOyaoidqp4U9gtMhxYZBxNx0hGELSE4hALTWResayFzrrkVlzxgLfnTkOA6YkvjlTi+x9UfiZApT8G5+VFBKfX64IkL30mSHlZPpI5vVdC8Qi2UT/314P8U+Vz0af5Rrksk9Rcu1oAyvgB+iRI9MsNyYVeddrd9l3OXmnrFaXLByvm1A4nSwia2UbgzdV3EZ2OW4L7iruKtmveUz3aP5j4X3FT1YcMHbnPxN8KXSoIkVOaE/o+o1v5H9W4g05tPimBqmKer4yyaJfyXW+bjAYDdTQj4FShHxP1BhUgoqqnJVl3Vw/+TO4sU/XaJ1v3WE9Y+WtrirkksvmcuhiDgdDFztzNjNvWAmydweUWtsVw18TzkmpJLnVOVlG02C3KeRyyZqyLto7v+PLY8+8+8K5jsYfPnzfsQfeXrl5fWfH6oLign2P7F59w+Oz6V+XHZv9zF/eun3dR4tX3TNm18nn16w+Ygy9uGrJxrUdTcnpAw2f7V6166k10/tQIuoQp4MSTkPwb33gQ4y22ZNuvz3J+5sStfzrmrednMLjcNg8XJ2sVbZEuNmxSehy3+p/wvGY+0H/QdlBzYG8bkd3/vP+47KjgmkGM6Zyh8tRIA/IeEBb/NirgQAUfGWQEeZnmEDn6l5jOmOiJlehgQiEetPE13tGS7TIbUfXEEKc6HE8MoxCRN2FzsHOHC4lBKLsDOUlk3lJEyIyFgOJjdZ1djJOsjMdWF0jzyEUJFRSQJthkpCZ80mq65ZO3P2L6SObix9+itQc2n/gROb1w8vJ0N7rx256c830sOjw2oonfHSfx/Qfe86TmeefeiezIfObliLaQTy/XnVj5thvb7zJjj5Z9j0A/kv26xxki7jolFMbHeu7M/Sg77HQc4rnvccUR31quZoUM0Gb56yNKx1FvjrfGNm1kZtCz9Bu3zFdv+/1kMbmNybz/AZjQ0FErS6IRDQmm7nABPb8AsjTGAvyIhqNx2a32Gx2tbJACJeBMiYIeUBNeUp1QcBWFLHbjIF+bjvwxN5bHPmppp8jYKfmI6YdNmJLk/XHilTowBah1lt/eOew9mKYbWLBrS27ozdsb7QxrRBxsHrHq6XYFh1J1nfUlLSJeclcHNJB2gaGBphh/5QtgvrPlEwyd4fZIuMgI8kl6XZc7ejkSoXeWF+v0NdL2q0zCus60ZQzXufRPnGXfKAq5gAhtQrNjFTDBo2I1Paf79+e+ebhud9ZGa5eoh76RLNiWsWZSHLBW+taVvUuvvmW5gWyiUdvXfr9Lf7MPbcXe4vlodD45zj+rvJAmWzo5YJZRxYs3pTHPOkK5Ph/4/ZAGBLkQ9Gh8ip9CXI7ub14H/mu+4Hi75YdjB2LaiqYQbJrLY3P2p6tpNXFE7xU63cmtHp/JK5nY0m8abRPss+zcyMriFbEplZ0JvpsH4bPhTlC0ZNBioXCYatWZyssrwqHbHyltSRWEE5z+9ABLQz6/aCIAM8L1rDFag2Xp7O/7PWYGsvTXJmoQyOssVZHwlajrkv7GmkCnnJgxf1zr4ZftooIZ2VspQ+E4mA1Wius3H1Wgl07eqYlrK/RfVDC7cRgoQCpWhaPFzBYe7gwXrBjWmJ/wfkCWlBVbbVbq9VVb+YYgvEDUlhiCTZpcqSRTeqtcuZqx3DbGsjVhuF+3IhUm3Ptw/bkpaC1o+3TC9HOddEoei6oBXMMw3zBwShjEj1zjR2NgG3jAMljlkGSamYc0TTsZuPK+t1646lTkqpElrmBxcGdwwF2LQbYb0Ai+1OIY45kz0Fh9twIvDqYVu0knEJSnSwEqbEPK4SamkthCkYpqBzsNQq/FFdKYMhq3L+9aePUSq3OWjjK33J/QzRqs962etLE8SveeGD9kpFTrMEfiOOW7G8uWbWjezS3Z2jWbJ3KqFUZC2Y7lq2KFlVObu1urtyyYj9ZsGK6OOGG/PoZmZ7dzZOe/vmvZ0xkvmc98t5K5L0I0YljQLTrGyOsKIMSEi0sizRAA6mVNRQ2RO6md/n2FHbTZ4NHhd6gUcAoxIXmzVUoROS7wmRrYVfh8z7OJpOUS09eQqpsUoU8kdgfORShETRXOifGvfyRgqBaEWKultvYGGLfD/yeZKiQ08Bpy1pnoQ6ZolzXqJukm6fjDTpBR3WuYvbJRPTIcahRPkk+T75Gzu+QPyVPyU/K35fL5M6i6Mycfl4Xbfv0GmOG1YPM0g9Go+idoo1LJo2nOyVhj65jVPMh1cqQasdBQGp5GLU6QHJdo6FhApmCw26+1GqgiXghs4GKYfNXw7mX/XTTPfu7ie+uVSvD+UVCkaFcbS5IXHeyeeqGRW0Pz/1o28andj9CIn2zRzeU+CMes7fUorHqLV3bH310yea2xSj/yCb8dNk96FzXke+LTyo8xOJ3Gho1KLxqzBqxuj6uZoXGEU/ENWJVDJtVibhb7dIsVy/XfKz+lUbeaJ1knWedEeOvTPPXxqsT4z3j62aU7U48RB6zPGp9Ho6RtPpowZF4b0I/HUiYkL8kiNaBoGoGL00aKYYSI8VAEG/yExaLNRAMh80r0cXSlGfCafIXMRwpqyhvC1hiyYqwu7Y6YOHMSFn2BYQTzGGL2RyOBb2KZDr7UY8nmWTaQ+Nw6DXm+kjYbIQ0x/WGD5k1jDPU1bjPqifjmi41Nl+txp03PRlHu9AkqrmB8n1gNpqpOadEzP2oRKqRB/Ru5AE3btItFgTjbsZokQSrxDzULOfdxO2sN9vN9eqqF3KqBE21pABQ/NcNDF2MRpEjMBy+WgE0SsGxMqcCJFaRXEMm+8lcnIyss5vZC+W2UzkWkriok+mB6A3khsunbZ256Pmfi3kuomaspEhwzKCANAX46ZkX8/NUOpN/sn/cA6K/xFP4nc1TWyeue/3xm5ZWXxO+TqPQGqw+e8I9IXlL5vzosmUonvd8vWi+R23SOeZbF91cUZKcf/OZmXW7N+wjU1fMKImROSFbxGXV5ylCQ+vFazLzX2+dRL4PwzHSOpR9F3paGbHaYNSEHEZHiAelUUlN05RTVDSiKg6NUNV5xinGK8erxqlnK681zgg9wH+Pf87cwx8LGQsZ2keGEyp/fl6j0m/SNCpVSpXMDUqV1QtdblGpbtC5C9zlbs7t1gSCJoWsUKPx1hqsgpVaXYUwnjKxtuuRpPodkcmNehEX2q8nemc4+qbjkhVo+2ogd9ZzyeHqjA4OUwnymFjnSIL+q2QvVKhYcCsqpmDy1I3K4VrBapW2gbV7sM5ZBRbamy/Js/3vxF4hZydsw57vBcUts8btus06+Iv7H0wT2wMrloy+9qW1px7svOmmROWST8iWKl/HtrrFBZ+l1+wjI16eWTdt4sKRRa68oppHWorjH6K+zezPjOFOo6w3kSV9wOF2ZpU2cgyH5hnRRrloH2UfnQTe1CJGiuIB1u9yBuIgYtGCIt8i2jA7MOuN8RZm3XSJ4fMKrY/nW5pJQMR1AmlyvWgMBkEe2zcyWArGfe6gyoBh+gD7qzcOYTDIIr533WLU5y8sFDjaNJoPBHmBNhWORvsvFFow47Tc/KtWNbNV2WpCc6RQMFbXYtiQppkee6UuTTnRWGEWUWBfbhbsQrO66r+G5e9C59Dg0OBlgRvM7QE3Yxy4ZHkJs7VI0N2nTulP7ZYZT+nrOy7L2bAbwCO+cCOUeTtuvOH99Z5GKtZbGv3+0lmNPla0iOZLBr+DxXIEY9Xhw8DCy8HMJUtcLZ1uBWpyN5fOKHKxz7B44kwFXWi6f/X4Ccu3zJlTXyzEQu6Q1ahQmaPzJvj0I195RT9tdE1JXfWEZ8ZNnFMWFApdKp2zsaop4R7HrRudac18/OTHM0YFnRFvud9mM+sVKpmi+vrFxZ/R50bbR3XcOLqjo600UBF0GsuVeoU6klhX93tkjdOZMXwUpbMcRsJEohaT9zc9bTpg7rY90/Ty2JTpDc9xobdJbVphXNG6xbil9dHWg63yPINBaJhgaWiYYMhrmMA3+BzhZJcyzcV6SgDl7AFRKH8rFixRtAQdBlOeZRwt55XhiuoGnzZA9vHjKi2vcVUYPFSgp8ZzlaKqSFsbWFk0qjb/BAky1QtFqGuLE0WMMQ3hSNxYRN4vIkV9be9MlM6E1jEdO2hk/tWn7Lx6gFFUyrlKkt4Lg0j9QZTcpD15ifrs0AhJfLTVr7M1GpiYXqoxCjEyccV6mKZI0WHRlKyw3c7OwqUzJSlaRUJ+K3S1K4ajVqR3AyXyS6RnHn2Yjxa8YF677gcrEpbg+O8/HY9t+XTvzf/enoy6bymbctvqnV+91zq/tK1j3LoH5jYlFjZHMr4p0+pnPn/vO60r67jWZdXlty9dqvGWGPMsvrzScDzRMvXOtrpFiWinxzw2GI3Mqrbec+09ZzzeJybP+e1NbdfVLnlyaGNow4jR0YYFbYVjbFrUwu3Zc7RMZgMNFJGgWGhfXZuwbapNmKKiKREVne54h5Y4A8RmL2rxzYpEKoratLBWnuYeF11aRURr0BYZBI/P4vH43BpPccTnMdq7MMZqOmJQreW0aTK2h5tvSJPAq0UrTR7RnfAw57i2Li7VxXGpFlVo7T2i4M21zGZbvMJzr4d6nMUeu6dYvfmOb/nkOXkUNR6mqz2iDgu2mE0n1cMedweLzM6iL33F077KxMLFQeMluypFy9KSR+0iBjg6pPcxc9LuNyfZ7VFD0i4aksMijRJ9lZCauats7aUD/0tntAnydnFtXVFRXW3NWxazzmBN1gaa5zQ3FMWdt3oFt61FZqstLqqrKyquzawfahqrN1qMpdPsy8YmKkOhmeTk6nxbvqaQecmTkEYLUGsXkCJxggqICQQiiK7EdJief174ys6rvZoKjaiZrOE1BS3WWZH8ioI26bf0BZxgslpMJqtBY/JErCbjFcCV6n5yHJcMilouZAITOWl630RNaVInqj0qk93kUW+eOBwcM9mSVKAJ8Yz+uUkiGoZCJjFikVq9IVuu1xywYq8Pe5kjbxKN7tw4xke5WXo79upy0EcdSZNouxwhDeN4cODCHzr/nmjgaLz0waAzd05G1klcoGHPUbOCILUOB5LDYkr+AWnIJdLQBZkDTrMeGS3pmTe5LhGOeYnBF47Yy9GdmdVhMVjyimYKdyTCcX9wLXdgfZ5DUISQEugrcy+jVqwm94oq4tAmSzGrmUF43GxpsCDLKMtt4Kbucn6KYqpqqmeKdwu5qXSP5/nCZyP9tD+smUPmRN4g3CzVLM8sL7dcvly1wrNFtcVzU1g+s3hKYmWYmwrMAU+YMRNCi9GnM1uqW0pnRRIV1W1oDEsIlO4PkEAlRtQKhVYruL0Wt9sLUaiOCiWllpKS0pKo2qFx10S87tISo6XLjPLYq1WEvGkS7NGGJJd1DrqsdF9P4nQpU65RDKZLsNeeLMkNSlWtVDEplWoUUqk7X+oWzU5X/HwJKXHWuO0ldneNuuqOq85ShqnZNjgwcCE6eGFYDoeJ2li/W5YjK5JXOuVF8qIffAMZdnovC+duo34bhr25I5LOztZUFQZN1exbstc/ooOdGBKm9lEsOdOwcf1nMilnalsRuNRUFJJTu47/cE7VqIKtVqNKm5doFDqn1ZaFSvwbbC5zfuGEpzrKhaqHjnkDLq0nLOf2ZJLEnhqdqF+UmT3eqDfrimeadyULS8MVG8n9rcUWp6P0vadnLH6O3rDObvPx8iBqWBbj9iLP6MAJL4ujlFTFydXcs+ZXHE+5e0w9ttcd8tmODucu892OfeYnHM+ZFNXmWudY83jntcqZpulmhVqrzQtqFJxMZg/yGvYzP9Gk2NE6La7Y0ZS4V7FfQRVOF/sln1gohdAg4hiITQlAnw1ET4L9J1UFiPAUyOBNd86vHY5JWKjKiNX2KRpHJI9USN/hGGotlL/ijyqunBiauN79mYE79rz8EnHffnv387PHPfDX+eP3/pVOfijz0cFDdz1AIgdfGdO5MDP7/XlLyTPsbNCTmcD9CLEQgCoyTWydQfZqn9C+rD2hkyWtrTBGP8Y6rniGfLF+o36L62CkT3miqK/4tEvf5J8MM/VcBcT9InBEF6ys0uvB5rJX2DCKrbAGWtxp8oKoj/grAm0QJOVhAu7yNLdX9DPxiIAeAnrB5ba4XO5wUK3BWQYXccUibpexpB9dCgUydFlCwfi6KFcVSpVo9SYUopCYpCCiYrJireIpxUmFTNHP1aFejR5xBwJpF4sZqxIudvjE7kVTPjbcBfHzLowBYy67i/2wsvbwzMtuKMP41nOOcuPgUI5ro8PnhuvYoeHVMSA7BrokDMl/8KlUigXr66VgMEcrxbD/CEix3OmhLcY+oVZfMUjsBLGBywUTCvKDllXdHR23ZB79Y1VbxXibPd6myhSpO0cFh+yCtyC+umF5fOXSqaPGV678SSW35+yOJXvX/TKTtOVnMhPtNiEvFOJHbOdWTrO4PYrCIfOE2hv2vb1w8owvn2cWK4xISiK1i+ArcRRFHenDPIXM4Oaq5qqnFh3gDhoOOJ5zqXa59rmy6Gbyj/DUIwgEWny/jxRVQBuhFi8VKPGV64guTfaLfktILieKCEEgQfD6LF6vzyuoIz6vsUIlqiarOFU/Fdkv+HqKTnsZNcrsSa8YHxn3iiUJrxjE7MeMToZXzC+Ig5eAd7/3De/73vPerFeOuvHOo1GvvUqyeReGyRONohch2aIrKitHHewm0hHdVepq9yVfkrDDd3OIy4Xbw+c3heHLHv0VLSR1LSUd9x26d0rMF/Y7Su0+niqUmjyDKzFtQbGnWO59pM9rsPisI7gpIzIuEt3cXBgaXV/qEcxypVIvXvf46Gk32G+hq1aWmbRGFWI/O4j+wu8Q+xXwqhisIsTudxsblRre4NBYDbWFsogmYHiE48pJI5lE5hGepAkvqsveggqFLFikcKbJUTFufcth1xQE8zS0C94iIsazkwkhp/W173vPeD/3ctu99yL+Tnp571PK2vA+V5fzLYdkFuIJh1iB2eePP+U46aCOmyv7STNZxD6CfcFE4AKagwudnUMoDwNSRF0/MJgrOyVuZocYXCA87Dbbhz8ISZgKmGO2nPdcWEZzX3BZu4b+bmRItqytYXxB5a0TX7593FyfqdQeGhmS37BwYocxvze2d43XpV+aFy1AFf7uHVubK3z11ffcJy572q8tI83fvWVGQ8Rf/9MViQV3yLjCcuTgaxGHS/id4CHyPpChgV9nSBrQD3xWdp5+redmuLvgIuGCBbUwW88ZvAVeuh0ZiXpAbyC8TKGAgnyPm7jyCzwOmZMnStRZTifPcw/AUxgFmDVougWbE4XUaRMiTpuRjjdwGAhnOcKt9MIhhaFL308IKDCq1ZpsYnUyftL2vo3aJP9MYN8vhG/5Z5JLbLAxf8zG/GIb00qSKzSEvu4A4+iBnK659EUCTS7ifKieWWXpCxzkjpwlLpbV1xPj6dwXydy3JMKx767/yLYGmJKh9mueyHv8YL5R4yxyTPPNmToiWTLC+8LD6tX3z+J3Zj5vHOqZl59nCliWOu+oCddEq9dgsO/Z/ADj1xNoIW9Hfh1DlOJCHWM1BSiKYSRpsIANvZMAmeCeSfY4nyEvOQ8UvzjyUKNxnGhMGO0Lfet9p53v+GSqgLZ4aoDjnS4XLS6ONogN9WLE56culxARLZGI2FCMyM9LjO4a8xbksQ8OgrVWrQZF4q1kYVlZWMMXOxt8Xfv97/mp/7SODrT0k7EgorvkujXC1E+Bc6BBrGuNN4gFiYaGsV6dqLtXd0jH61zjqpxj08Ry+FfMqg4Yz3aakuXM70EeP4uxaOdgLvJkGkMqMDyVvnJfOngwnlYojfWXT/ahs5NE2WdQjCsZXq8okGHtYbZdTYDCMDteuPJ7BmkMo8/CcC4EWVrpNBW1BxaFHQXRmCE/aEXj4/A1zJxqdums+TWFgcYFNeERPuvox+eOTEZ8jhKvN+jSa83l33M2yOwTxtk93J54PPjI7RXXGtVlvrDeqTLmx/dlXpwk2MsmmDZdU9JYSIoyf7qmqsAW8pV47cbwNyP+oh9VTYOQzebO+GRbaRjGIaHlsHcjgFVUU1JksowrpCTSR1NoJKKE/SKXPMIH6K9lWzFuaTy2mRAOxTBNtvVS8jxNkzVHOZnd7oIT1AocvQg8uebwD1nYP3RNy+Lms22IVyi/5L0QEjDTX2c+8i+Vbc28RK5l/9MS/4dpA6Qvp/8B/4PMJxfprVwJd4Elfp5MJXvhfyfJb/1fJXQjTipvVb2uvlGzV7tTu1M3jSW9Q+8wVBmOGg8aD+Zdb9KZ3swlc+q/nX74fztd/Ff6V/pX+lf6V/pX+t9N0v+LUulfigEsaLvZf8+4JGsPEFs7Y+zE5pnctKnjrp09ZcwEqzl/0niNK89i17pt8P//i4dZUskz/HxegB4RfE5Yyf7lCMsYrIUZMBYmQjPMRNxNg6noKV0Ls2EKjIEJYAUz5MMkGA8acEEe4tcOWnCDTVrBxH7BiXdyMABMX75q8XrvNYs3e6euWbVgNUgQQO5j/97w37yU325+Dp9nv9WRozHIkyT/UmaP/6f5ANxND2T9/1MGaGEZkbAV8zbMXszNmMWr8jnM12Cu+38t/zb7/v/jDFDBMrcXRmBdiLVIk5nHeci+zTJNQvtVeRLLDA5zPY4LLHMFUMwVZP+IY9OvztzebN//+Qzi/9eZHiCP5HTDP7kYf9GzSw+nDvXPM9R/oXTmGPIZIf0aq4+ePlD0jWzobuVFZQUyl+oSP/5fH4R6MAplbmRzdHJlYW0KZW5kb2JqCjI2IDAgb2JqCjw8L1R5cGUvRm9udERlc2NyaXB0b3IvRm9udE5hbWUvRUlaSktLK1RpbWVzTmV3Um9tYW4vRm9udEJCb3hbLTI3IC0yMTUgOTMwIDg4OF0vRmxhZ3MgNAovQXNjZW50IDY3NwovQ2FwSGVpZ2h0IDY3NwovRGVzY2VudCAtMjE1Ci9JdGFsaWNBbmdsZSAwCi9TdGVtViAxMzkKL01pc3NpbmdXaWR0aCA3NzcKL0ZvbnRGaWxlMiAyMTYgMCBSPj4KZW5kb2JqCjIxNiAwIG9iago8PC9GaWx0ZXIvRmxhdGVEZWNvZGUKL0xlbmd0aDEgNDAzMDQvTGVuZ3RoIDI2MjExPj5zdHJlYW0KeJzEvHl8VNX5MH7OubPc2e9MZl8yM/fOTDJzk0zIZCcklyzIFgiKmiCRsEUWlQQQBBdQQSRuWBc2rbjh2jJMWAZwSd2tWmJtK61WaEvV2kbtt0hbJTPvc+4Mi337vr/f5/fPL8PZn3vuOc/+nDkDwgghA1qPGNQx/ZJ4BZL/tvdAdtn8a+b25dpbr0cIvz5/1cpAz61fnISOTxBi2d6+q65JTbwGnmGhT3nsqqvX9ObgA0mEFv900cK5C472V01D6JFa6KxeBB0FCstphIwvQju06JqV1+ffl0aI6bl62fy5ufYAvN9gv2bu9X3GFwtaAf4EnfTaudcszMM3QBbsW7ZiZa79iJOO9y1f2Ld0y4yjCJmgaU4q70F+5VQ5eZkHkAeh7B8gwVqzX2QmZ88olyIhsyR7gimA3YVyKf8XRhtQCH2BHkKvoG70LmFQGy5DnUiBnciFCK5DUzCHHEiJtagYCWgK6kA2NBn9GRvQHjQGfYknoFtwGE1HDyMeTUN2NB7dh3bhi7J/QbegD/Fi9Dw8/QyWUBGaiidmj6MZqCN7EN6B0Fi0Fe3ARuSHES0Wsp/CDCvQJnQY/QZl0Sy0TbkLZulAF6NrswfRbPQBnoWvyHrRJHQtuhltQ4+hl9BJfAceUiizPagKzUPLsRoX4GLm1uwzqFZ5TLM/+3p2GHEA/xjM+jciKiZkv0IS+kKBs4uAEwpQAj7XosfRAfQJduIqpgUZUSW8qxvdiPYwxbDGiWgz7O0wvgHvYYzZJ2E3NWg+WodO4OvxEAkqjym/ya5FFthfJax0AD2JfoZeQ3+F2Sbgmcw1mabsNIQRi0TUBm/agG5HPwXMvQqf17EJB/EkmPln+FP8B+Za5jOY+Wk0gk6jf+FivBjfTJrIrcqK0Vuy+1EEdijBHJPQ5ehq9AKOYAlfAc8+TFaTm8k65gDziaJY8XW2NvsaUqE4wN6KnoN9/QJ9iD4Cek3A7fg35GZmUHl79gZYbxwtgl1sQE+hQ+hbrMQarMdWHMAJXAM7uwEP4T8QHxFIJzOP2aO8K7smezcKAq90o4Xw5BJ0G9qIDqKj6I/or2gEu+HJODzZhDvw3fhe/Do5ylzOzGYeUkiKhxTPK15VnFGala9mPsicAKzTecpRO3y6US9aC7hOw+c19DvMYA8uhJnG4ckw0xzci2/EW/CD+Am8Gx/Ab+Fh/Bf8Nf43cZK7yAPkCHmDHCXDjI+JMa3Mo8x7iqDid4rv1XNHfZlXMl9ndVkxm8huyT6c/Tg7IlPBCxzfhFqAu5aCLtiAtqAH0SOA833offRr4Lvj8uck+gZo8D1WATe5YEU8FnARLoHdXY478Wo8gO/HT+I38R/wSXyGIKInPHxipJpMJrPJreRv5AyjZQRmPHM9s5X5JfOdYo2yAj7PK/crv1GdVIfZ987sHP00gzKLMw9ldmargBdVwHkFIHOVqBl4bjJQeQHqh89ytAqtBhytBYw/DJyzB6XQEfQ2eg9wfxR9DBqKrpd+/gKUOIVGUQYToKcSs/DJrb0cKNMC3NKDFwJtc58b8K14M94Gn534x/gxwO8H+Jf4Q3wc/wl/C3tCpJSMJxfBjjrIFaQbPnPIfHILuZPsg88vyG/Ix+SP5DuGY8yMnyli2pirmDuYASbJ7GN+xfxaEVGMV0xULFW8pfgAdj5ROUk5RzlfeafyMeUTyleVP1eeVGZV96seV6VVX6i16mp1h3qmerP6WfUR9SfqLFsE/NQOq4+i83/34ysUcbIFZ0ka9v0yWcm8Sx7Az18AgZQDsIIFaA5JMy+RR27cwvyReYHcipCiVR4eB1rsPfQiek/5ocKm/AK9RdzoK9CHDzBzyctkO3HiamasYqPiPdA6a2CdT5DjRE32AMRfgRpz0KXYhf5HcRn6GvB/VDkAOJ1APsXPkzfJZODkY+hJcgRtR7vQQlwDq1uA9qPv0H34EBPAB4Dv1qFh9Dd04vxqFfHRZtKkcpJVqnqg0CE8I/sWiWb/ClL/B7wRfcx8B7x/GZ6G42g3+hNQ/de4EvsVGYUHfQCarxDtBK79HA2CDP5cEQIJ+hYdYirRLMUJoHl89J1Mq3Ilcxs+TcYDOR2y5p5OtTHo4G2gq6geNaI9wAmgRWSJ/it6H/OAxQ9Vv0M70L3oMGNDYeYpsp5kmbcVAfQjdIKZCm+9CfSTF1fCTNegxbCPQPazzJMwwxJUi2rxPDwLtcLIRFSYvQZWvht0kZSdnd2u7FKK6Bd4KrahV0B7OQGLDyk1mRGA3Ady+DGaiO9Eg5kFaAjsihOHcQVw04hylXKL8jnlPuXLyvdVY9D1ILU7gYp/RKfAagTwfMDFl+ifwOvNID0lID/jYRUTwYZdTbqYl1ALdqM+0IHFoLebAQezgJIrYJZb0V0gT0+BDfkF+gZzeDZ6GR0DyXGAnM+H97MwzxR0KVB9BdoN2vE2PAg9C1AhigGevsNGXEtWwvuonn0I9OwQrOkT9Blojqy8rhI8FrcC9eajf1JZhjdUow68F2zyAVQHlrKVeQ/9GYXAujaDjD4Jz/UAbxiRD9Up/4QJKslMy9aSxcxL2A7W0AhcNRMs+zjcD6swwT5GkQ1PR1WZi2C250GXdSifksbPlJoaxzWMra+rramqTFSMKY+XlZaIsWhxUSQcEvhgwF/o83rcLqfDbrMWWMycyWjQ67QaVq1SKhiCUUmbMKEnkIz0JBURYeLEUtoW5kLH3As6epIB6JrwQ5hkoEcGC/wQUgLI3v+AlHKQ0jlIzAUaUENpSaBNCCTfbxUCaTxrRifU724VugLJEbneLte3yHUD1INBeCDQ5lzUGkjinkBbcsKqRQNtPa0w3V6dtkVoWagtLUF7tTqo6qCWdAh9e7GjEcsV4mir30sQa4BFJd1Ca1vSJbTSFSSZcNvcBcmOGZ1trZ5gsKu0JIlb5gvzkkhoTppEGQS1yK9JqlqSavk1gcV0N+jOwN6SoYG70hya1yPqFwgL5s7uTDJzu+g7zCK8tzXpWHvSeb4Jk1taOjddOOphBtqciwO0OTCwKZDcNaPzwtEgzbu6YA54loQn9AxMgFffBUicckkA3kY2dnUm8UZ4ZYDuhO4qt7+FQhvt6VkSSGqEZmHRwJIeII17IIkuXhNMud3SoewJ5G4LDMzsFILJJo/QNbfVu9eKBi5eM+iSAq4fjpSW7OXMOcTuNZryFb3hwsrCc2NyTQantSkXn8MspisSJgFDJAPzwZe+uFOAPdXSbGEtGphfC2Dw14XhqeQCoMjipKalZ4Crp/30+aQyzAmBgW8RcIAw8rcf9szN96jC3LeIVimfnGM1GD9bT4piMhajLKJuAZrCGhvldlVpyao0eVTo4wJQAPpQB+B2bld9HNAfDFIC35mW0DxoJNfP6My1A2ieJ4WkuNiVJD10ZOjsiO1SOrL+7Mi5x3sE4OR9iAYotiQbOffPxNkL2hbVJ7H9/zK8MDc+5RJhyoxZnYG2gZ48bqfM/EErN157bixfSxa0dDIekq8RDyOPAlPOPgdMG536pCIM/1QyUy9Iq1ngSrkHByYkuZ6JubxLGwz+v3wonf2GPiUX5x/LLzNZL/6wPfYH7R8sTz/AwIIVETJl5qyBAe0PxiaABhoYmCAEJgz0DMxNZ9fPEwKcMHAI3JWigb62nrMUTWcP3+lJTrirCzaxCNcDtxLUvFfAd8zYK+E7LpnVeYiDsOuOmZ0pgklLT3PX3hCMdR4KICTJveRcL20FaAsCJ+D0FGHlIc8hCaH18qhC7pDb89MYyX3s2T6M5qdJro+T++CvlNJeHcy0ocs59P3mTAQWg9EP/47RHtUA+h/UgJaBL0kg6omD9ULqTdkseJfkMJqZHVIwg21tFVIaSrFMLlPF0YpDdCDl9la8BCZgOwQyfujAKbtHHkGp5uZ8pbo2VxmMlVYcH69VIPQ1JKKAaBHMq/zUYHFZxTevQBszGWTCmPYyZwY5K7yNGR00FVRI4znm36gDEkFJZi8agkTQMuZbtA4SAfA9qdIx9EXMnkGtsYID+K9RANJ6SAzaBTmW2xIkCv/1YIGdTv95ymSWnzueKq/MVQY5Z0XHeCvzCaznHeaXEMD6wSX8JRhxP/MWlD4o32TeRgZ5nU8OmriK9fC+JwD8CWYNisLwU8xaVAHlM8zNYH8p2G9Txtx7fpsqjlWM1zJPMzfKICuYfnA//MzVzNJUhT9whHkSVioxfxvU6Oj6/pbibBUvMX9hliIrQJ0EKIff9BJzLYpDojtJD2oMFVvG65k0bDMNaPHDGjF6VM4l5pcpmAje9yyzHgJtP3OUuQVcOj/zHHNryuYfOsL8UwY7TWeB9z2eYhO0GDQYK4bGa5jHYTTJ/A9g/H/kt50ajNRWoPER5i5UDokAUv8EtT9R5mG+gtpXQKavgDRfAWm+glV8BYyFmBEYGQGYOPMp6mM+RlsgPQp1BUy5JgUYPCRXQsUVh5ibmBsBE9wRwB2G3psHNUa6shtTlgIZ7MZBvbGi6SXmIzQdEoHFHxt0OCuWHWHukbeyZdDpoQ/8KqXRA+puyNECHlxLafASs565VcbELTIGki9DEyMTc5v8cHZQb65YB9SfCc1lkN8LaRjS15AUADYT9jATzYHEAHjHoNFUYTrCzJIfnpQyJvwvMRNh6xNlbE1M2Xh5zRcNQmXGEWYKMMl0ZlpqgR8WOCMFD9PRaYO19RXlR5hp8oanpfxCrjtV4JIrE1KaHPO0DGrN9HWtMqCYYo1yt5iXOyY2aHVU+IEZ6+UtJaiAMzVAoxrAfw0IQ0LGeMUgZwEWX8BUyMuuQD2QdkFKQlIAISsAvAIIWQG+e4W87WrYUzXKQmKAgNXoG0gE+segJkj3QnoF0glISrm3BxKB/nJ4Qw/kWyARmDEObQ5yCVIPpPWQdkEagvQNJDU6ypTCe0oBuhzy9ZCSkI5DUgBBSmAdJTBmYQJolEXIj9aR7VI9XofW4XVkHbNOsU65jltnZqWqcEmFtIRmZTQrhqymR9OnWa9hyjWSpkPDcJqAhqSzQyl1fQIKyaKqT/yu/cv279oZS80W1RY1OTpej83oOKSvITHoKHjexyF9jTlpE3O08Xjj143M0fbj7V+3M0c/Pf7p158yR0uPl35dykjtnvqKmjl4GV6H78UKP47jJjwdK+Ywy5h1zL2Mws/EmSbgBUWPrk+3XseU6yRdh47hdAEd2aLbpUvqhnTDOmVSNaQaVp1QfaNSdqh6VH2q9aotql0qlV8dVzepJZXim/Et5GNA6i7Ik5AIWg/5FrnGySNDkA/L7S1yuwfyPrktQd4h1wTIy2kNkgBz/Q7g1kO+BRKFo20B8nLahiSACv8t9PVBvgUSIb+VvHx5SAoRLhQIEYhRvgnh4dCJEEmGhkJkaHw9OSav8his8pi8ymPw5DH53cdgXqhBEmC1H8lwHwHcRzLcRwBHa/+trwfyPrkmQd4h1wTIy2mNfJQSakzjHWQnzDgH8kchHYfEoDjkTZCWyS0/hSA7IZfIjsGikor1abIjFQFFCAWfKwpzhVcuBl3uijnjTWQHTLkDptwBk9CWH1ITbWWHyPZUK4XdnhqXK+oTx8fXgKmkS9mO9kAiaDrkj8q1OORNcm2PDGM6105CfkKu9UG+69xzc+SaH/KzzzJkB3y2Q81E1kLvWklHkN0Olt5iZi1pcji12OJPk32pYg6KwVyRosX4AsIA7g34Kzn/qZw/KucPyPnlcm6SdILh34LhDcHwtGAYryWTUQi6v5Hzv8j5EskYMnwRMrwZMjwRMjweMhzBf0I8DAQlN2/4M2/4PW84yBue4w3384bZvGEGb5jK06mKUQAZiI/m+Eo590qOgOFMwPCHgOHdgOHtgOGxgKErYKgPADj+HzCaBvywnG+V86qDlQZ/pcFXaThMQDPhK1ImpDlCCL4CGRhtKtboTzMauSDBVHsYCm+qfTwUnlT7xVC4U+3LoShItd/vH68hJrwXPBI/MeK9LC31qdgtMKzLFWwqdiUUylSszp/GmVRMgOL7VK8Piu9SvYVQnE71VkLxLS1exP9AvRAp+/HfU70/hunxl6iYTos/RxHyPJTpVHsTQB/MvR3vQ404DN0QFNBV4BdSMVgcfiYVK4bi6VQsBMXuXPFEKuaH4rFUbxkUP0713g/FI6nek1DsSBVfTefbjorlebahiFyuSLV7YLg/1U5n6Eu1x6FYlmqvgmJpqvF9KBanGk/SR6/CezFwNu5FMXmlc1O9MRiek99INyqWh2ejKnnmi1LtFCUT6CTjDbgtv5FW3EIdO9yM98qzSKlYOYA1pmIRKMblMNeQ6hWhqE0VA45xTar4x4C56vwLopQ+L+IQLINOJKRizwOQP9UbhaIw1dsGhYc+CYsqyL/VghrlRZlTMQrFpWIB/8tYh3rlGbUogncc8I/CvN83pvFlKf93UprFKf8/i6E44P9b+zz/X9vT4Nb6vwQRfv6A/ziAftoIVUnn/yR20v9xL+//eQwgJI//nViZ/7XIGn+6+Ih/sL3QvxcWluyd59/TK8/w0wg8lvI/U5wmGJ7e1TvVvy0m+rdG0nQNPwLgTfQdMNHG2Br/rZFb/NcBK6xs3+xfEfP5+4qv9C8ppi9y+BfHLvYvgo1cBc8s7L3KPzd2v7+nSl7xlbH3/ZdUyXuY0ivvaFKjPDCx92L/BFgBDDTRAVjBWODLCni0rOoIxREqxS2D7/svrXmRgBXG6yEtl8rUL6lvVs9Tz1Q3g70pUofVQXWh2spaWI41snpWy7KsilWwhEUsItZ09oQk0jjDqpLDDZWC5gq5zhGaQ0Z9EoJZgiajZAEzhUy5pDlZI05Jq7MXJ2vFKUl1xxWdezG+pwtPSQ7NR1PmBZKnLxHSWAsxnFJoxknLFDRlZrMTgJPkDgiGZnamcZY+sdFDD0YOIYxLNt7toeWEjXd3dSH7qiZnk6XRXDeh9b9kPfm8rVU8/+cUxR+0fMmHplzSmXzO15WsoJWsr2tKMkoPTw6Rq8mSttZDZCktujoP4UXk6raLaT9e1NoFYGNlMNRIlgIYaqcFgJHZqJGCQf/sC8DwXuhu3dvYmAOajvdSIBCa6TLQrBxQy4VAzJ24RQZqYe6UgX6ce2EM1gEvlGgBYMqrUUx+YUx5tQzmpGB7IxGYqTdCQfZWRABgb6RCHp5xfrg4N/yT3PBP6HAa4/PjVZHcaotRRH5DhBQDjPj/49/C5v8PD+HBcauu7aSHXj1C20JIPck7Vy1yJtfPCwT2XrsqfxoW6Zk3fxEt5y5MrhIWtiavFVoDe8d1/pfhTjo8TmjdizrbZnbu7ZQWtqbGSePahLmtXYPTbqnt/8G7Np97V+0t/2WyW+hktfRd0/r/y3A/HZ5G39VP39VP3zVNmia/a8rFzXhKR+deFjV3tczOlYNEpwVp6fEEu5rtXF+jLDpjg86bPYcVCD+DdGJXUi80Jw2Q6FDp+NLxdAhEmg4Z6cFmfsh589ig5zB+Jj/EQbdZaEYrnW2LW+HfCvhbufI6+AMcr1iRw7UzN7BSbJPHAWAl1FbKfwAJdZpWyL358ZXouvN/opiDRSvEls697e1tzsWtHnDiB6nfLXatQKKYe6EoIngn7Fp29O2yo69T2RO/bv9z+7ftzJDs4Q9DOiF7+EPg3Q9DOgEefiEz1DjceKKRGWofbj8BsJ8Of3riU2aodLj0RClTk18BfVUXhhWe/1wnrriOdotY3q28b2iuFFeIdMtncQAtkfZSrMBfrl9+ToRZxHPPiucrK3KD18mP5HpXnGdg0KtehJReJUR9EEk17yP4NZU6zbBSAVIqXmOQVq14DSMXq1K+RpgX8XikwWF8GXKK3OmG0YZp3KmG9tEG1AR17gxkY8qD5qA5DBn2KtCZADN0RlKi71FAMQSvQfdk31IvVy6lvi+KQIw9CXfsfw29xhAxnf3XoNtXyebLOJSSESpG1u2tHOO0WGnXF4NQAugXkhEqUdprpBmbH9LTIQ1UVLR3CiWcCSqg1vcQxkoIQ3CaMR8oLWroS+BEmlRKpsaGkrJSA2IU2oZ1HuyhfRzXoDQplFMcDvdw7ESMxNLk/YOtHw3XnqgltVDfJw2V43JwWA4E0J4hBjPw0D413iMRuW9YfUJN1PSZ4EfDthM2YoO6pBkyDBuIwTV5yov4IxREa7ETkChOO9XdPrr89Ohy96jbOcKd7naOuke73U65b1rbwtbPALeA4tPdI1xDA1Tl2qmGTcoy8Sbu9THlWEQ/UEjdGAs4WGG3WVUCH6mqrHbwapXKZnXYHfZERU11TXVVZVGkKIL/n0FU4TPjbmdePSPd89rr99370qv32I0ul1nrNFntBofOzOlcekXsvtfevOvO116+z2p0uk06t8FWoHfpzZzeqVcu/W628sl3Hn3i3dd3PfV+lcHRv/fu9hK7QW+LT938zJRKp2508VuPPfHee7se+3ml3n7NjicnJhx6naNy0gMPT6y06ajZvzjTS34E/GJBHVLxJuNBE6lRbCMPaJ4hT2mU+FXE6F81FBj0eoAtt5rUNMRlAPUPShqJw9xlBcseoozaPdIN3MrBBzWNNI2MKUfdgCebSg0fM2eBfdsiyMwh8qNFY1oj5ZdPqez+e2YvnqZcWtY6ftbdezJvZo5l0gsnVFXMwP8Av1TC9Ft+F6ytS17bxRJfrdikvMOUNikeIts1u8mzGgWsrgBWB1LFqQP5VZmn01VZgR/1ekN5wcWbYXWn5IXJi7xgdQVV1ZQQZo4AJarsdHWuRWNainKLw9MzezO9ZW3jZ92VxPW4GF8kLy5jyLyY+VmGXr9BzZnt+CWcoPdIJPO/CVbLK3rPMkmvVUyxAaNKOpzwm7BpvPMnd9NldJ8aHYEFnBrB5ro64Cu6BJkRBOCOHJ8kZJ7pXblYrVar9D5x7OULLrps7U8y20sqHr3ErGHV5tmNzQs2rrz3U7qCCryMrCGNIOtuSU8+RsitxC4Ffdk07iT3GYq3w15xsCpI1oweIhfhZUfpU7Oyn+OncSXSIX4fmqTSMWlcIOkCmnIN0bj0yzbTp890t9OlwtMXMDFGE+bOa2ubOxdXykVb2zzwGtHk7Elmv3IRsiMRT5ZcGo/Krwprog6102ML2MLOqEbN4tWsD7zFlEVZBMWgymBxpBmtFEZSKFKJJLEMskQ1ZGPHVUqoA+2ieyq1mHg/T3gKabzXgA1Sga3S4Cr59u90iafF5e0j3S2dkoOXQkWVPJ2Ep5PwdJJlPO6n0toFgHKlfYR6oQ4wRgDsoEYJ4OUSHqHlfniqx5F/Ks8nLWukeTgWCPqDRGUyckaiCglhgah0eq1eo2f1CpXNbrUTlcvpdnqcjIpgBiswo4qJUZGoCs38PBRRQ+YtcMzDxUrIgkbfPCzoi+Yhpx1qIoaarFVoFsv/3YL6cT+2qo0EEE/1RFVlTTXlDYddydE2ZRiQK4c9p02Y/XX8ih9dNu/H40qCYmNieOWq98tbMu8ptBFXregKu62m2rIKV0xFdr+bvHpgxoLu1v7tT/z+0PYnHrvjyCd4wdg7xwScwt7RrzMn5l1UHqi9jnLJJjBX84GqDnTbi8iIf4KrEIufOsDPUS9TEwxBJO1R438jAdnxUxDa/xPZoMdOiGQ0sUjJqvXQ6cfUHoCqMBo7TMtMe0wMBwLhchpfhqCDJW8iJ3Hg47KtOwmWrru7oZ0b7abWrslS9+3IGfwt6FsR2NBshb0mbMGqRAXIjLkyQnFQFCY77RPa/aPVocsnuy1jAolJFvwP5aLvn7+prSQcLp6wnrxyZTwYCJ2UpQV29DDsyIu+kEJ3kJ+SFximSP8gQ7Q6rQ4jpceyy77PTuxeAmvS6lhvGvccsMQdSQdxpDGfwhaWsovOAMaQCe0zKrEeROeU5EFKTkmUn1g+NHnxK17sdReaMH4FY+zyHcadeAuS5bG7HzRQf/up0e6TqKlphHo/UgEr2Q1NrOQwQuYyQWaok/kPkNAyO8+vACHzKQDJpYeTy5TX3CTDngRtYrbUYUjd5jpLHTS5d6h6Qd3BYBWyVFXKuJIZCIRZrQLjVV1dk2A6zvwRL3vk1it3XBqu/mTLVc/1TF6YeQGHrx4f40N2vB+XbVl85w7DULrn6UkbNx/K7LeIbRSPweyfmAHAo4iOSn61yWFaJK4RN9o22ncWPGh/1rLbfrhAV+pt8hIri9MYDAVCHI0xg7rxGtwDMWmQvAfRyC+QG7GwHYO5UsarxQYl+cUByah0G5A1TQr2BTBWag/jB5EOuw8U5tAMyuCg+UMU5aIkShWD2eTADnepqRAXUvVQ6Cq5AOci4LwftMQpME+nRs11cZd7pAE5m5rcI6LIjZ7kTlrq4t0jlrocunBVI7kQW6D51BRlKMgX5bSzLHGgsyM4vrxTWjPrrnnhiX8YuPvgpVdcd0Pm/Uzmhel1zWLQx7126eQlQ+QZIVh3XcMlqx8wPP3MCyum3FlV9/TNv8p8VFfcVDbeyD563azNnwNiEsCXPwF8apEBbZecTQacwJhBCqLWaJWsQY8UrMGg06XxbIlD2Aok0CGsZnUGrEBH8Bnw+bSEk/QsVrJ6A2I5CPyPMBqYWI17JGdc0aQgJoVfQRRuE6IoQi5jToOepIa7u/1UgyxxTWAnTzcA81BGstRtKhMV4P6YTKYcbgpwwpywCeB6BmuC5gTZsPbGGzMjGdtcPICzzOIzW49mhnH5UeIADmkDizConIp43CGVGVVYo3Vpi1Exo7BqbR6bl6lVTVIdVDI6JXZ7tF6Fj4Pcp8BuBcPkdsnDLnnQ/hjxnGwANPssSIEVafz1AUuAeYUhAMgPYqRwp/EOSWsq8BeQgk/0BpImbw/iD1h0hKgQj3z4W8ktsR3sLpZh3SHug3t5zFMc8C4hh4NTYEVOApOMgME8BYI50j0CnjYVPsnKSCBijATyxlAJZaisyhKX6ZeFUwFcCxCKvFAq8kIqlwBKy5RVLz8ido1004ekQp5OytNJeTopTyflJQDjJYsuByt25X1PZLY4KDkcwJ+ovxsv7+7HQSaoVtBLPyqFcJYr7Tm/EvgyFOTVuJbcsHD0ywTuOrz9nkxmx+6uxvFiUcfccSX+ootXZHZlTnmqlVMzmU2GR2977aavb2ksqRWbA60xTn/9zOQn9DhoKtDvVVn3F4GMa6wM7rWvshMtjRhs4O3HmJDtLRvTxCp5p9Ov1ERsL5Gfg8v1IEIQvOzYH4lwSOkHQ7+PM/Cf6NP4D4PIHXWmyTv7TW6/m7ip4OqslBBWV/FZQoCcjoC1bj9NPQ9Q//ERbuSkzIuUI2VjXOYJawtCEa/H5yEqS9gYCWv5ebjQ7J6HAiaoCbrIPOwp8M9DQQNk6KxhFWPiLbegbrAl4JQaiRr8vpx4U88GRN4SwuCdW3JI5Kh9ZV7d//E6ocQ3vnnbu9f+fMVNv1r9Mb4/8w5bVRYsLZvYIk4qVi7ylt13dHuhxvr7V24/sXYzZneexJv/MnrtgDSQyVSGlz6JrYtb89JwFKRBix6SdEjjUhIVC6KtTeMfS6acQGsxYjRqzKqpPdFbAuQVQhDhCIF4hz+g0bAKpFelybuSVuPWb1Fj9Wndt4fwfdRuftZNcUZNSgMYjRzjEspjhPIYoTxGzjHuSUuOnTbJ7HXWDVVi4BqVWigIYrwU92c+f+qS+khkHlOcqfMq5oiFl+CnvttGo9eJsJO0cj7wRQh8z4lSMaNXFJj11oI2/aLImog6jGscl1WsVtxGNrh2GHaGnjM8F0qzB6z6vSrSMhM8NQ1jM8XG8B592In0lQlaKPz0gJx6hmVQ7FUZZNfrHON7pLiImlClnrlE3xGer1+hvw0pw3qDocIZCiG9yRkewyObJ+wENamyVOBQiLobNkOFFUBwiOErDGNMhhCuUKgueE1KZfDkbbknzSDJZysf84nEdDC7GIZxV+bczk9M5TFJY6iMUQjjvRqsoQyrcSUow1L3c0SkdgV0x6lRUV51btGyNa7bZCwTNxlvOifDcqelTm3kGjYZuddfpyFIVz5Osp/3sWsi58MA9dnoAHjTzqjkCDJvf8jhe5f981fvfLLugceu+PydVz/ofy0cqo1NbrlycanfYA2Ud8UnLSCZxfuve/JPb957zZOtNzx81R1HD67vuZ+tuHHyrW1VcydOeiTzttch3D7pynW1S7tfBalvAuoelP34YjQkebSMm4kxzDbNM5q05m29opVVOgQl6/AX4SOypLN4x2BREaJolfQmJTI4PkAuzkVcVLotBe6Y8InuA0xxhl3Rc0J+SpbxvBOUE/IfyniFO6KxBMOGiDnscXvdPjejCkcCRmEeKuRc83BEAzVe75+H3RbIQtqiC+Q8BokKOu52gCmvUeWRSvFpsVmJAufjbuo/2zgq7k27P9/kaby8fMf7y36xbPWvbn4/swRHtTFn3FVc4S1qFicVeb2RB353T8D16c9uP37DHZnMU7/JXD9C7ui79MAjl0ft4tjdmb+CmNPvCCGuOsO8CnGVA1UcQq7skOSyFFSqJiG1fpJFZ2ImaUpesWGby3nsqIwMML2jZ+NliAQuiLQKLoy6LpNDrblzW/PRF/Pq3Fz0NXd0+YVxGIeQMgn0C6IQLpfu5zmdpamXW8WtFjZxtwvPGQ5y6ocMgwaCQwJBvCAEtUadT+sIOn0OHTA3YX0au9nmswNOEW9fIZi4gICCXJAEBRIsNXNWs5kTiBAkxUaT1Wg0kVVGbNSuNeOgmTMp7ELQbAQMOwQTHyoGnYbxSU7iTAy4TFqthjXZsf0wvhUJuEwSAlpXeaQvsj6yKzIcORFRhblIICJFOqBnSyQZUd97DSCon+s+5XK3j0LU7mySQ/imBjeNDkbBSzmnILrB65WFjQWNBqWTVrpfF6lTXFfnRNwI5oZyefeFDTXX0KBuaMhLoIiD6tz5DIQY4ByDC2bPNWiAJTNNEaiGmZlgnbfMsyQzbtKVbfjPBfgvE0r5xtE+z/SAXUW8S34+jG/d0CzWeTg2HNbN36mo//6ZH0f9ynDYzhVaCjTN/8AfZkpBk4pAKyPYBA9o0jH4Uum+bQ5sWehZRVaVP+18vuRw4eGS99SflP47ri3GtXginuS5lHR5FpLbyYbyZ/BbJb8q+azwC/504b/4f5WbJ7KRsDcUKjIGfBqeNwV8Vl4oDxcyIVQWKB8TQ+HCkBcMs9VbFg5rrKEyG4hCrIxlNSwKcAES+NT1iEXhToTGmIr8RaSo1GR0VSTSWDEYHNcpH6A1UHmlYtvSeQCVcWWkrP0v3Z69Ze0jXafomUoDN0KTmYqzi+ayROdjEqARTKLmjA0U21TAxdKgYHcq1Y4wH3GEVZGSsGAPxDFPM1FdFsdBZ4hmAvQJpcpYHAScazhrymURzwk5NXaWteV/KSWRErG8ju8qub3kN2qVrFohszvkcAeCoHMxY1VQjoFUStoDHWqzWW21J/It5t6fTeu7YWvmxOj0K1s8ntZuMvCXV/vuGf3DPZsmXrThR7imumPTxM4d5GipdMV92xesCQu11zJ919bx4Uue6p633SKtnDVrRQMefTjTXlFdc9GmS+ZsbaAR04zsH5SXK5eCXPoOIXt2/aBGW+lN50pVvjRAKXVBRe/WeKoL2t232+903+vZ7GWXmpda1pjXWDabn1Y9Y3jK8ZbjXY9WZUeRFvt473r7Rsftng3eg4ojhdp4ZJF/tWqVYZXn9oLDJnWN0WwJ+dAs4sMQiFklqAafNVuMyiU+xrjEpsFz4mZsdvdFcMQSvvYQrpCDppZOSWPS+rVE2+5ynaKEHszVRrqmcd2nu6mvQS10Xd3fToEgjZwaQTTcnHLJmr0VLJA3ZPeqDHogLKtRa4jKEzHYtWGk8kKmcxrDSONWhnGOmDFKStzdj8CvlQ9BzAKN61VUFC2UKjU2qsJDsodGgy/apby8qOSbbet+NaZp9usPr//1quX/fOq3mT0H38Vdr9776GxXIK5WLs3E0q//aNXWQwcyv97et/m61Ut/iiekX8WzhxpD8QTVlR6Qv35Z/kSsk2a71wPiBZpxNBNpdlXBIudV4R3RdLHyKvNiaGw1b7M/WaCab1QHfIjn2YDPyAveMpOR8FUeD2ItpV6Tz+8jvka2XI07wEu7qWTc/pym76ci1NBOkcuhCBchkXZk5azlVsZaDSgFJB+ItJdbsdwa6cqLFASpOcReSRE7WRA5t6XAXEBUxUXRolgRozrfIiq7zWFz2lw2hSoUFrlIGMdoJrghKyrw0kyEPjFs48MXiFPuvEmWJtpM0POVmrywUGlxUMMJHrNKYMzW/Om1WT6D8pSObTJp7C11pWTOPx7Yf2T2j14ZGHfbLK7Ak3i68/qLx/dODIcDtsXMjYsqi8LNMzLpo/f+/ZE5br0i+/2nMyNa0/IduBUrH15b4gcJiSKk+A7oMQZPk0bsCpeGBBLlib7ElsQzjo+sHzk+c/zToVmjXWm7sWwz8yOrcrN2G7NNe7/tGeYZrSpgbbNJiY7EGkapZbRakqDh1AOKhzVPKn6q2W1V6jFSz9Dr32V96kDA5+R5ccaYMX8o8YmqGRi/q/SpggFflBewCunVBmTjbMRmF602O+NQO+yDljLnmOIoLtPrnVHiZFVqk3q6mjRBdq96j/qo+rhaZaJnYuqKxB7xFZHExSZxujhHXCauE+8VHxVZ8TbO3mffYmfsbimBE8hk8BuIoTEYcFXk2UNmjrxwdffTc5z+5XEakuf8I25kpOGsF9md8yRFELy/IW40X5xtMpwyb9LE/m74Q/3YTAmaMAtlRMidodEmk7NrMqFlfwhITWUPaqTMc8tKLhLRt/fOLaisn/HynyvC476/unRsyG3UKbWeSHOpYlnEt7indociM3rs8R+P1q98IJG5ta8ikNyXmRG2GXlnL3PjbJsATJdZdv/6QgvQtwzouxvoW4KDUrtaodGWMLxusk6pUqq0IAxMRBHRRnQR/XRmgna6rle7Snu71rg2uqVsv2K/9k3Fm9rPFJ9pTytPa7VG2bz5Aj4bz0dmlJSkSbG0pMgXMbGYpUTW+FgEojeDkHdVPnVhwBfiBVatjhD9dAOZjiOvhHHYnSzDZQgbTEa/kRgbfSbkB53QWFjoc5VabSXFIVKMiyHGCFmNvjraEUbF4RCxsaVlL2ICDtY4rKZfLdGgi9Kn4VQDtXoNI3IDyxTlIDQAqjbk6Artz7jPZKA8rb7t/o+SyjrVhTmSyTSjMnjBwWfNhZJ5llyJolnLp+sFoeDZpUUOEMbRsTlSUcFUXB81rrim4XEg1IfV668ZvfxnN2TmUnE8SyVaz9yweYMH4lB0SfaEKqS8GiXw1ZJdyylDTNgYvd5/h39DaEP47ugdMa2Qt1X6/7BdMWq7WqCySL1It1q3OnSIeVmRVh0MHYwcjGlbhQlRKbYpentMuT2yNfa06gn1M7o3wu9G1ZONThqk9jlx4ds+52yeHmtKVuhZ58Dmt30OXkhcYL54NKv8WbHQjzm/weF08soqkTFU8Rpk5szE3IgL3VX0eY2eq6yyFLsqq17ElwCtrsUncl8DUu/FpPFriEb2XjSyQRNPN7TnvxaixIEYDUNC3FnbRo+fc0fQiCriNqqIKwIxlUkH6A8XhUAJq8N6QRNGxiDXjAN+E6eKQUtbZAgjU8DQjNiobO9A3VIX9txZBO6XFS4ltxAJgdEjZ23eWQqD7QNDaKbnPJTUVRwK5s8fa5Qbwy2ZU49u+/nM2e/fPeaqanvbGIHcP2Usp7k18/nWn2Vfq5mAweQtnFHyhsVbbgWDyL/+3vOZXzz2WuZ3AzYrdnfEI+Gw0h8qmJz5rH7s4ueXDjyPK/Bujp0SraMeC/inKivIawtukiwtPMQB4Cn6WJ530lMqJ8WzscbbhJycc5eToVo1TX57kK8I+GI8X0+HCwCuXgIYU72/fk890xzw1QPMAV5NZ1Cfm0HNqXepGRzwqekMgjlAyR49O0NUniHqj+6JMgJoaYCRrhQSAV8dL/DB4hZERbeJfrEei0adTgepr6tjWTUroGaumTQ3VpgSGP7NAb17E2rraSNSW0fbrrZkm6ItkPt2otGMOAz/OjjM3dQ6blXeXi/PG+zu/tNnG+hsEEJzSx1o6NEGmTfEfH5BVVbEHNXF+P8kwDYahFICB/+3nv98gpT/p2STN2jdpMPH7a11JeT1kgYBWrQ+2pCrk7sys/9T1HP1zHq8/nzrzIbzdfwkytli8hX9XwjQgFQapATQBnyE590Bn4XnPQEfeOW6gM/MCxYzIZh1mzx+D/E06rSUas4JQtMJLS7XSto+7ZBWMQcyonUFgnTQ4/FVngjivuBQkJQHpeCc4PpgEhoqGe+AaFHGvXgW301UXqheBLfl/4xAii7y1X9DD6At/F8wIO8ZdhoBL9AAOw2je6XqeXg1vkHoK1JsEbaEdoeY85ueyue2C1LKeIQQQmEu3BdeH94VVobT+JDEBYLFBHCBWcKGf4kewWmyR7KfR4srUl4kFe0qYmg4Na07b+9PnRoF+0FP7RpOdTfQY3dHnbxZOSBl/m/bdchmHNSAIfH91At2/eFYeddOwdXTf/WWxXH8SSb0X3a/a1GdUTP1yV05WqsXAQaq8XRpeSE9MdAVYk3hDYWkvLatuqP2afQ2Uoa91Xg1Wu1d7bsdbfJu8m33PeP70vedT99H72v4Lf4Cv5ULcWGlyWIqMFkhpA1rqlUXMk1ZvS/C57Hor/eFeSEe8FXxYE/ukFqQzxvACBV7PVav14OqqxEq9RVafb5ChKt9XsaP3ai6imASCfu8FjOLUE2th3Njd6P2qO64jujctbLe9xZW9uUukIA10tjslbWF/uJ4GR0z07GyE2VkqGwYoldXTW0az4TwdpUzjUs2yndEZKYDYy0uF6m5BgLJkayTXg5pkO+FNOSjWXZTmai8iXsdSqdcOXsxkdrv7uU0nEH9Isb/Z3nGAmgFqsppn736Qiozw7iPFJc0hFznxZnWR//lHP1Gabi8O1NuLJ1WrCMwKJIY/gVzM1A16Fx45tYLpH3ke1Hx3pm2BY6KpnAY+yvjuiuYWVclisJUvn0QjW4Fmgdxf8piAbn8V8pQRwtptb6O83pNnNfnMxnqqbr3UHXMk3qfmqeq2T41fyIE/leQ8zqwyedrzB1h+zw8MpuMGPscQdDAakQcdtakwfS0yIDnGLDhpg4BC5y52Is8uMODkWcZiMdNfF7l9ndTLUs17ulcjTpXZ3Vt/jspyORjVcVNryPodOZOdSjqN3ENN72+iXsdUyrQL/pRNimJBVXIxJlq0PJAX3B9YH3wPrTFtCWwJbgP7QsaFAFFMKYo0vEFMbeKS2evSBVUQbEb7A69NM1ZMcdtwbu8SS7pZRH1AsBi05t6+znW6mni6L1ajcXZhFhjQRNKZ7/Jt0zWJlM6+/kgwED5u5TR0ZQ7uJCvpGHqcKtBmo3EZqZskOMMej5RBFa+CmfII0J5Px66bGyQP7N0aVsg4+/r9InNjcqpZw6Si9aK9SQc1gnTe77fqlh85vHrLgYCz7qaeSlUzZMw/TUPUPcb5VJkQIX4eSmxiFtUsE37keUj1zH3Me9Hvs8tGrVTXeggTr3D7fAWcUUFRdZit7aQhrwOmtnyTp3pgoMJWrJUrBZQr49CYZpZtuKHyHbVdvYh/VbDbrJb/5byLc2bvo/wRwYDUahZlUaldWAHcegdBrtP0+vq9V6vXK1f5Vrl22o64Dzg+8jzDau7zGisQoy9Sq2x6Fz+aztldgBnTXIhDwcs0i4xmHHHA00BEjBZ/BZiAf+NetX91I+TTD8AsLSP5IZGzt7hoG7bDOq2NeBCLuyLWCOasDLicjvdRGUyWMKAJ08Y21ioOVRQM+uNYWzwEshxgdYeRm4FZKLYAJ9zh8yieAsGKacnUPtYlaVOmc6eknSWOuK01OkhkXT2i5S5Dhzlv0GhpC1DnQZaew11526TdZ070ALWwiHwY9UkGCiKmDmk5NXy/Q6qMSxVHERIDoiWH9z6dub+zI/e/jHeiWsPz52+9tLtV7V1zluwUzlHn7k288tM5vXMmX+9jg24DN8/9eWHM59kntq9skLCrj9Cn+5aevJRCZHYUyD9blDTRw+hAEi/vi5ApX+2rm56BG91nnacDvybV8RYL8J68Mt4HrwzFS8YqCoXPGUWVOb1qgosRK1iuSAOftpjX29/FMLbgXgERzw5t6rUgPScnnToe/REf1M48oO4iarbs/4VPe/olk19Ltg96zzJR4WFfsHqdjpcDqISrME49rsh422hOA44CumxIKVI/viCNmRNa/vBeV9A/iZFxZjzX9wLJOppm33ugG86DmWe3DL386B57YYNt5HezB30OO/8wd7wwxte5J1k2+gBct+2rXdRDFKv4beAQQGV4uulpkvdy93bbAwrOIUp7ou8F/FzvfN5tQUpkYpTcipFefwqz2rPav4O4T3Pu8JwnN1u/5X7387vXd+7lXFWnya/3ifjWK5QNENFqqOoBmMoC0CpwFsFgV8n3CkQAcW8Qc96/iR/imc4voMf5plhHvOOmJcXIuEyTxr/UXII4L6HSssKgEiBXwaDPA+hBAsuGFZCeIRiXIzEPnWkGSLZ9aEwGIU8zfT6Dqqny8Ydwi75Tk43/U4xd3tulMazZ31g+bx3tEGOeUcb8ge9/cu76+jBfF03VdLdRrCMTtkqAiEDRSVWty3sihSHS6yxOC5yQybaS+M46ozEkdtz/nw3R83c9ZdiYEudvk5k9XVeZ4GtEeeUKL2q8V9Inb/eos4f3WPGnD/YFUgAaD06OU/zVadPbrm67UY8QfJEqzOXZqZ01d05MP2+x8iSzIYfUr/14A0PzWv0Z6q67H4mTJaQ7aM/TWxcuvMBakeXZE8ogqBp63CpVOcsvzy6OsiojFhjUouqcqfJIZaaRC5qjvMBMVRSHasWr4pujm6OPVuZjh2uLKg7F9lOkmxolqnaX02qnx0DXs+sgM8f8GN/GrhrQuEs5ObcxP2sLSqa2IhJZzJ5dV6TYpVpVXSn6Sndft3rJpUYNekUgrJqDCNU2TTT8dlfOCrx5bnDxjTmJKPFPVbSGSrHmlg/OKrQtc8/psxVn8Z1e/M69+RIN42IQSBP5kJicEm7++WvNGlITK/R5A98aV2u5r/ZDTA6xkTC0Yi4RLfYtFa3xnR7dKP4oOkF3RHdz3U/NxlQd7/8bWc/+LYFuVPe3HVYh3xKr5AvutGjX8GcOHvHJlJURi64dVPDvKqL+v60oXe1zSfFn/vqkosz/3xPWn5Zud9dbwmHS76/r29jYtGGQ49f/tX+5sb4Jo+70ACRb8NzR6+5qFSIlwVnXrdo0e3PfesOWYujBB3709oZ5bNmjL9i/Y/nPH6S048PjKNUnQzSrQfpDqAXDiE+OzTodFfy1Iccy1kqA7wEIjfEK8qhQvDv1eozQENnwMfxvCbgM4F3+3u3+0yhz692F6MA4Uws6sOUyDGJZ3OHD40uzokDzg7nFifjDHB+HPB3+Nf5t/gV/sM4hpzkp4NBagS50/TYGAJQej3nVD4cGm04e+J39sgPnE56koDz50H/+3mR7IQKZqU+FJjWGpmz0NFSXzpan4uP5m1uvNwRUU7N3LduWdDy/ZfnXUiFvX7GQ3gZxUh59oTyScBIGWakx5wmF0+c2iI+Jtwg3G28R9gjvC9kBY38MyIGYmjCMX3gwq6zr3McMr5dfKz4i2KjUrAZOT4QjAhjgrN49avBbwWy23jASBKsmoaTvF8+lo0FynyID+WOAJwOB4Y59UtCGvAZA+v8eI4/6yf+m8rLpfKO8r7yXeXKcpZeSCbqxmi0I4ZjN8XPhu+5W4SydenP+ZIjOcUlnlVIfLBYY9JGImFjWBdm46io2CBwYFuCmiJ9HJl4yCiKG8TcM1Qp9S/HkAqoW6/KO/V55VMUycVnOWeffmUBvpysldTl5EVh+lhXzc091+5sj/hKL8a/9tZNNRuaTn2Y7Lntard0mXJqOFi/cnTRgVXT5v/0GIleMc3kCIfLygKXjI5+/atUXHr7WbLtujoeyz/YAu8uJfvuvkNIAK6sd4cqhwWcUGy1EU7AtQ5c51jseNaRdijsDofN6XLR//LPh1yg2G1Gn0HP6nz6oAvcdymdvUuqdqhVAZYewhC1utQBIumwKVWqYocLai4bq1Yp9EoXGGAbq1SqgwY9Aquvgbht6GDppErB4XCjw7gMOfCtkiWgl6CvR4/1Ll64OnjvNeeDK9Htah8ddcq37UWZkRsa6IE2vSvhqNvUXiZSa6GkAZVR/vbW/YMvbn/w9e0mzthAU07zHHQGWHMleJngoVMFA0SCCEzMXT2HOIv61LlAzAZxM8ayPaD0UqYm18cuyZQGM/GZddPJgL0z4ODKcBDry+0Bv3gRkEXfUnHo+1OK6tdaNeGw3eSzjFk62k26rpnsLizTm8PUF5id/QfzKfMaGoMayGTJpuK4OkWAq6uQGlor76y6X72zimmkymPulKoDdfhm9e7SFxoOlr5Zeiz4Uemxqs9KNVXqNvXkgsmOSVWdjl72QbSz6il8AB9g9Qk1Xt+4XbGj9OExCtTY0Tjf3tO43PGQbQ9+qv4VfKJRy9o7GleOZSayxGaxkbH0La876r4eiysSrIZViyXFYklYLIk2JJ5PHEkwisS4RHvipsTdiUcTP0m8lPhF4veJkYSO/kpjrJUNsgvZ61gFYceyU9m17Gb2UXY3+zb7W1ajYz1sH8tYLSzjNET8IswY7Y2PnUgqtqLueJw4pahYaXL6nXOcy5yPOvc4X3Gqjzv/5jwD2s0pGblKJwER1ZlK/CXxkqYSRUlrtMUU9odJ+EuE4pomzTrNKxpFAAqCNBzoxzQ+InFS4/pGIjX2NJLGZ2zYRi/rSMUdxU1ZD/aIqIarITUVSkkIVy6DYIeUKyVlh7JHqVC6xtVeCmw3ZmPuFE9sH+k/1S/+rBvU6CmIzak7c5ratiZLnRiHcdAJp+ih/eipk1zO2i2Xv33JX4Os495huQZjQwO9O7Y8x3H79E6fkyB6eYeeBdfWewUtxyhMEFoEw7pIXcRYaC5E+oCmEPNCPVNTiDivoRBrechqFWML87dVcnol/2U2Xt7fjSDhfhHRC+jh/N2PcFXuorNsK8/dCMnd+MtroBqHfMulyKzKQSUqyKTn7+hYksZVDql4fMztjUwa23Tp8veu3bjTYdRaDW5PYcXS1o5Z2jVji4Ku0oqBrYunL33+niuX1ER9FqfNLxaPaZuamHjbhP7m2NbMg1KQCzsnt0x5ENddNKO6pkzwUL4XsycVHtBDDlSEZ0gmywQWOTgHwU6XOeR3pPFXkkeIbGDUhRGdzrjcZOJ0DoQ4evlS7bbQ093UlCr5kLd27LjKjuhwlJRHpWhHtC+6K5qMDkXVUaMRmVx+F3HFzBaJw+WcxHVwQ9ww+NSu4mn9sneau4bJgZF2BWlADsY6IJcph59eeOuiprMuznUvF0UZNJoDjeZBoxeAns5HIdxJ6viIjJFraMDd+RtJYYVBGQ5F6H0kotJEAuGwgi/CPr2rEBmMfi3UBVWkCLsNhYUoyBYW/YDG8rfcEM4KNyn7NH2BdaGH2KeVu9mDCvZWdqOGrFOs067zrws/pNwaUslBZRc25+9q50gL1rsydziQOzWqOHsvDO9ZdVfPcz1r37tt6qq6nbxaKybwBpV26tjEpDHVRc1gWkZH1/YP37H9u9vKqxcqnppR4PWQ8OiTmZ51wthJ9S+c+KijnlqVadmTzBzQYgL6u3TNtyoc0uAuze7CN8gbwjH8Jf4jUWtZXEJi1sv9vZqr/Ks0q7TLC7cWvFDwgjVNDlsPFB4W3ig8GjYjbCtAjNE7jE4AjwzjE5gosBUii2ABWCLnN2Zs/qszolMHJyp0JiM2ipgSosLVhOXDYY250oTxLpyEJ9x7wl+DjjB5/V7irVDn4Wh5oFisHFZjde67HmOl2hWqvSd3uayb/sxDPhoA0RbbTy6XndiRfq5Bvg3U3V/XL98Zyl+Ppzdq+8Oy/BD6C4vE2VtX566I5b7xrmYkf/Mby46c6L3h2H3Pt9WObdeoHA5/OV85c1LNlDGdf3feuAa733zlvj0/mlXXOm1Bk8uVaH90w9/HimVUVqaDrLSBrBRCvLhWErYZnjEcMhy0KyyWGhYVcoXE4S/VsM7H/YVvCDl/BuRnH35c5YfKFQdZcYMerDb9db/kcqwJRqxqmArlLnrH6DcwxBmTEWgEDJnwdEyS4HK64zkpo8UgCFlc/m4N8NURH46TvviuOIn7IV6XqLxINvroWSkb5hScq6z2Fuc5JUpxCjIkns61RnLeKLj/9J4CJ/9OozsnMueEppiPGQpCYSFMVJZI7oaCMcwXRIpQzABZ2BwswkUmsSgfxIOUxGQpifcZ+gr6+L5YMj4UV/UZ11lWOdYJfdEbSm93DJRuM2y17yzZbX++5HCJcb1ps5lQKnZ3ydIdz0l3PC/d8bx0Y/kHPd054QH3pirnoJ1VpLJsCVUFuR/V5Elew/xSxZbWZq67aNmEwUUzF+1f1LJorEZf3rxp8tKwMxyvLHUUd05TTv3+vWuswYAi2P7AZY27bn1p69drK8dj91K7zxsbvf0eq//hx/Y+FykYyHEB0w0yZkMBXCV1qixTrN3WZdZFtoXONVZ1WPs0eZO8Y/6AfMAcMxyz/YP5l0G7zpa7rH4Z08ss41cz6/jbmNuNXxq+sGlibNaOWY1GpGwQYBm2WxmwIzzBnsbF+zyRArUyjQsH9TqNXf5pLVDXLrn4SvtiRCWIEhvEXr4Ba6xE8tc25irkjvNN/Bz+a17BB6K5I4EKLi95clloyZWR8kqZa/TATsPg87uCeQmUz2Jzl8W6T4siZRZRzF1xPDVKHfBT3Scx905/7nDHXOgL5w53vBZ/IXJb7YW40OwpxA4bZPnDHXrQJlIi9+NgThpzFo8S0AL0U1eeFVYb0z2a1cxqm9swr5afml4zvPSy0efu+eArIWwTKoNj8beHr76k5XL7zlt23fLKl9j2l8cfu95vSXTtFOhv+RBimiGWL8WiNFuKY1WBP0RMKqT2qzi1IiYijKNmzqDXW0Dhi5xJH/Kr3+BxyK8CmfX4PU0eZg+4JhWRW2241HhbCYCAPdbG6fVrU9wfPx5n4uAsY/mb03KXp9JZGOUlKPkt0fjvjpfi0t8gFM0jPaYfNmHTb4ZBQ/7GYLBE9fkfFtBSikcrKgP6YT0BF0Nfrl+v36LfpVfRw7YeuTqs/0av1rsC8fI4KYv/PHgYL8AqeujWP03+ag3UIti4/pP94ArJtc+40+KpnwH1qHPefdY7h6AJNCdVo/TiHr0rKV/gy+VUxOVvqahI1UCs2UggzqxKVBVVnleiVKOevb7ssCVs+Lg1cNnob5uqrHfcgT/cd8PqyeMqx0F4wTl8RWSAaRtdfaUzzIRC2FM+lWye1xbfMjS7trS5Oqjxmk02ram8as/qefQWentmAvMxSFI5Goem4vekGWFOZ2oqCW/S3FF6f3S/4pAmFT1Q9k3o21atNqGpUtWpxgamKVkQ26gm6q/1T/TfxW6M7dQ8Xfp0i06aGGoOGqJODjH16pC1MWqI62WP3Q3M3ihZ6hqlSFFlo1Toh8zmrCxvxI3yr5WclY1pRiHZrLmfMfhqtur1vjhhpPiYSibNeCU9cPCYrXF1W8RnmiiLmqWJlpIWVhuYiCdOdNans8Oy6jXU4/oK53I1wcv9ahyn1o1RSdGSZgkegszUFG/GpmZ/M2meGORoJyd3ctjE+SHkTjNKyRqpLIep/ld73wImR1XveU5VV/Wjuruqq6vf3VX97pnp1/Sk55lJuiaPyeQ5AwkhkzAQDAkhvGYCUUgMEyCAKBpEjSIqAVGQ9ZqQCWFA/YiL8rjXb8niVfS6K/nW3FVgh40a8XphevZ/TlVPEoJe9/Ht9+1+6fOdOvU61VWn/ud/fv/H+RdTxWJVqzJVPZHNF8j/abC3oDc1VwsEMIuFGwv7CuxQ4XiBKXxsJcBliqSg357sJe9bmhqBXmwup0fG3gcamaK784aT++ne6Tx1d5kiGNrExIquJar54ak85QB5Y++zaD48dgaaj3DimFYFPmy6x8+6yRN3pm5KTYCA88RmRvVBtIdTv/c5nW0BQ4VL3CCoh/xZbvJW45w2SmmsMWSbW1nmq3juRMUbvPH5Zfz24rzO+X/32uDY1ktuf+K24+sXX37HtpvuvuXEoZFlPUODHb1DxfiOLYnuj379Uw+LkevZr9xQaeqYe9XnVnNzm9MlpqTfdcmnEpXKpa2lpSF9++I7WisHrrn3lfk7Jr9w4w0PT/S1vvc7j9Y+Z/WyhSGP6ieIqh8hSxf1d3rjWcTPnDosdFNDZHl5e5XrZ5ghYoe0chzv57O8RXShJCpoLikpFXj5oPt5NxPByJvW3JPML3VPMpfWkqmkPa25UqloWktMMv+kb0o1pbVCKoUjUBUFt1isyUTC7XY5bJod21sUr57oq3n1xUuqXn1eu1dfCLm7BzZaK7DINcEiX4RFMg0LoG6vLnmqr3qx6MVx76teRvJiLxHF5GMlrJUOlZhyaZS0xPx28iATcClawtVoCRekJVyJloUSLXU3dI4SMmBcS1OO7oIbO5XD5dyx3PEcS3ZNdPZUaQl9h5ZwU/RUeyxRzYWKqwwoQigLKJRaDiRTegKWBoId4Wuzv96zfDUAoAD0o7tZwrqwoVdOkB4s1KhPgl1x1tzEY5Buef0u2AJm6ybzMd3EPclNqDeh1M6YbUYIfNxOvOyAZD3mxEpilyeWvIYxN8lbPQ2HcmMfAPgXVu5ZvG53c9O8erYtJMv5SNOKguidW8/ODXly8wGv//qihVfdc6D+uWvbrem0NRHejB+5eW6ic3FduCqUtKXTfNx/LXt0W9VGbH0tAC9T3HVIQFH0S92v7vEEaqIHySiqeSRZivKBtCYTMJl0pTUPWUkF01r0uzSiGE/s4tWO6kEe8zrCzigvexx20gZR2GvI4jrb7HQa/ootwYAOl6czT3va6UTUeMqYQO0N0FIvF1urhwJ4XwBTYTCwS1eHVEZTN6oH1EOqpazW1H2wckw9ofKxVceA8cCLe3eEMh/jtYEwbo5AtSnTmea8qRHntjO0abZv/QZdX7/+x6WFdet8VSkt4K6jO3R9Q33udGRTpyWdZpKBTUwSVqHdZl6q9+NpGO0FVEH/mQiQp3TVH6yiOXhL65bKza03Vz6p3NF6R+VQ66HKsTkn5gg0QInT7amiilRhCmmtQkRcdyr4VvKLslhx8qQRiVIMWo40pm+SZXWFWG/ikdaIHhmKbIyMRvZE7JFJ1jqRzedpOwc+rJ3fKuSpx4JbqgJxPZ8/kQdpW8oz+e8xP0NtzD/TwVyirTbbYtLJ+hiZNJcfIQ03ZbbayBj6YMtZGzNi6CjdUBiY8xs8nbQ5r9KH19dq64d/7Al9YeeuHfOaswXMSFIokOAdmMX5xdy1wzXSurXheu/7XZ/ou3z7VUsKfcWiU/LZUh5PU0aZd2NgillQrZWtGcOXjEkDL5QQkJZMaHSjjA/JWOQQjySNk3hJ4gWAUpRSAVNxlFIBYkmklf0pqMlzDtQARwKhQ8GgQ1JMFKtVwaRHUuopIMhDAt4nYCRIAiPs0uQD8iGZLcs1eZ98TD4hczI5v1KtkvJosVT1UHIk7OQcemy4IBk9fowaGM8lvokzRLfivY/Okhr78kcIqcHTr0CI3wFopZ9ZpWtLGCzLmu5QO22iF/Wifs0LbKqfxx2dobQGwvTrR5LFtNYEK7qS7EtrvamkmNa8qZSew8m0lptkfv5MSp+LO9PaXFjXW1IL0lp/KmVNFjsSVmxRe9u2WNQtDofFivr53rlNOcXrGNABAVDocYmarKKBAwOHBo4NWAYAkLpFURMZsSUcgkEiREaEh0PPh14NsXpoX4gJvZlItpSKcKhIDxWfL75aZPXiviJTfBOJnVon09myoI/CpViyurHvRB9zoO9Q37E+tgyL431sX2jJwCSzeiJBWHh+1RnnLgo5eqcb5Ugv1Q2PEYxh+tvUiA+t1JgJ2E0d6wwPO5OTUyEiXa5EYoKL41uz0WyFK6mYt8aEsIqdrjLfpuKIUzVEiYYqn84dWbrmVl3W4jZ73KbmOM2eyKF4wmbF1ESADHVNeuPAiQGGd6adVac+8DOBG+QGbavsg8KxAa6LGeQHnf/KWwgKHttuiJ8DZNpvjDb0hOSr8STODgwrtITBBtD7qdnS4zL2Q0m3RcHYFs3jklkPSrL9lNB9VgwabMizPkN+/beHH4LOTT2i9TwCfmXlnavW70wMfW7oypuKufn1WHdEVvKx/LqiJ9BXj+aKolKONCXK7XBMpaMU+/iuNQvXrF0/NHzv/vrt11VhVOJykSvxA7sXJWq1umNzOEN6QapyMX5gXE/7tOV1x6YaT8eu6xiJjl0GQuqEfpFnLAQh/fZpodvO4yLVCS5vHypiDtBRhmd/wfyM/WmY9fHtgJvYn+E3IowsulEC5TW3lJDyB8XnRRuORJW0JhpoKQsIKZV0AHqiaClO0JIvBRgqn0ol4nFRdDtCWzjWYo1M4ismjhPz3MzT+tpgO74VoTzvoPjJ51MIgFKA9kUFx5VXFUYhYEoBIKUQIKXo7R2wAPyjkL6hEEilEDSlEDSlEDQlKVghEErUioeKTLk4Ct0G8FPRxE+0hIsUTRxVNHFT0cRTRRNP0TYRAUcVo4ajeksul50FUllczh7LHs+yWRNIZU0glTUAVLqaDRXOACiKn6SzAFSeaMbP0BbtjmYIDqgwBgCq9yzb2TkoKm6gqHgDRYkERcUbKEqksi9BUSJBUeIHURSA/u1Eqh/ZTnTeDWr+EEI+n2ZfGNi7YsMtigQkmWsPSHI+vHZZrr2eM8nz1lVLNi/vfrT++esoiMqENuEDN/UmdtWFa7qs55ChGb3mGaBDF0rgNXrwpTDOObF8qc2ddWFkDWStdpsQ0y0N/ZpFz+arogVbwilDv0aLJUZRo8VE97wqKfV0U756LHU8xaCUntqYIqucnno4xaQMNyb9uIAFU79CS7g0KY863VUhRLwj9xzJtXeNEc5pvDxDE2eiXRLXhkTpoS+o14hWswgnpAyT0dS4yvCK1+dleD4biYajoShLvJ1yxHKoYr9dVlHQGssRb6ccVlm3ir2OgIqiXCB3VjyafAtRXgMzrDThbrwUL5VudXKj/LhzXBoN7eH3OfdJe0IvMy9qjnHrqGtUHA/us+5x7RH3BW3ESWNsmDg2mW4ZVMkqB5JGHCwzDBY1nuL6zteu37zz9Z+cfPPVOUsDbmGgVFRzLiWbCbMv3PbbT75096O46YVXcH7Jyl///bUjS5aFkvOuwIknx2M+8gZz9WUWOBFEqDK+WQ/JZRtR3CAPUd1IHt5bTgG6TRNl6ju6YOpsTDysR1LFvQGrRwbsy2eymsBb3VIzbtYjYblivN+KqT+tUM0N9MKhyvEK01rRK0OV0YqlIpuwxCWDxN/q1J1DzmPO407OGWo9x0rhNJSTTlM56fyAlcJUsNJTK8apFfPUytlWCtNZasrAyKRDnqN1jWcLQTWUyWdj2VymEGzO4awKi5ZwMYeboplZbWvetEnMTeu1JdUUWYwHx9Xx7HjBcrMyHhqNfTw1mhvP36Xcl9qvfDH4oPpg8qH0N5VvJZ9MH1W+l5YX+TDVvBJ/nEzDF2e2hyZ8RoSFhiSfzfkb82ihP+ODgdb+6bcpasKfqMxZuvbqb63b8HfbVi5s61z7kY5UtTurb+67ov7YQDWYyTCJwEb2lwS57xqIl+/4572feXtXMvzYzu41/+33w3MfIBSwCihgGVBADJXwNboiy/02MYCCWkAKWlQUk02TVDYVe1EL/iiZzjqthb0WIRhwi9slyWMVRY+moZgUY2ItHnlWlS4PygzgVDncapBCq0kKrbOq9NbjrQzxRGBatSbcpNuoeodUteHjNmxrmChsobKpTc+fp06naIioUxC1PfVS69O55qd4niORLrKJeDLO8C1ZPpMRmnIo5dJU7BbzHKzn7OkcjrvTKm62Fj7c/NQyyo0Ko5nR/KHWY608dGLHeHa0ZVfp3tKX8IPcV0pPcAdLk9zzpVdKbjSrUm81SLHVJMXWs1XqGaqTOaNI75zTABzULcLTUMx6DCGDeXZee/+KQ1su2vX6LUO7i19NSuHB6ZPzu3ypcjCzomVBd25+esNH9HD6q7u/89mZezo6r39v8WWBDM5koqUl+Pv49ke2Zr0Lr67/9vVL57YRZL0cIfYGeOvNOKc7hKzQLShOyWCkMAwLxAc3opFYhhTpQ7nnsNZON2OqsVuUaKnnFH9VyuP9wv15Rgi5PFUxhlTUrMUkVWrmsc8fCKDko5pKBZTAi1qMCiiptNZMyCqWcrSJutoL41y0syZeTaAFaubVmEMcQY7n8BXIgq945n4riVrIAhd6ThdQsxjQQEJuSSUN0kpSDFClnkYTkbjhcaTI/uqxJB5thMH5p5ZVlzRkP0NAOX16ZGpKOmlIzL1kvihhCVbKEqiSNo9NaYa6H5uDbMPIZbqn+wKGYcTwQjYtja+M3NfXtbCv1L7K6nDFws2+OLY6y11167y8zZFtZR//x89esbi2cNkiC+9P1q7c8XpXtxQJsQAFu3cy3JA/GuYydObzSeYf4R21MffolwmtPqlmkVzNihRrtvCKX3kx82L2F9Jb0p8la7OUaemSOlruEb6Q+kL6W8LXU5PCkZTAOTmXrdnnXCIsd/K6oDsZuU1DDzEaxgRtYKILfZh6WC3WveghuQw7quU/5INa6KGIFg6T4RROuT+Mw5P4Wj0Vesj/B1nmsnmrrGZlweTeuuyr4g2y4dtOLSaCWDW2kkT9o5egU2tu7A6LVVyuDlavqN5YHa8erPJV2XCn06GCsZYMNzc1jCzAFBo8oCk0h4zkhAcACzgJUjsZF562xQEbUUYRgAo2XUnUbL2+FCz8GdiEWzfhEhn3391OmIdRMRE3VFYndDtcIXE51CZ3PgEXoCVcg5ZwGVIenr1SfvgkvYIewnpTEFow6oGFFIEFcVXXXX4zYhGqTZE/UlVVrKmTM/9lwqkYJZxBSuLZTk+k5z2LOEDRMpzLqXAip8JZnNI4hcynG8k3nAdp7DOxrDs8tbJuF2FhhEki0QTyxlnknzNFuDXox8cnjBIeFdBkpgi4ErZ+otthJVMEqJmZnPndBLAlKE8+QwbXKPCsMwLTMBoz4ieNEBXzWd6HltnxCbpCip11PDRC7nU0ZpwznxeT8+7sa+5R4jg7suozaxeOqkLCn5CSxa/2t87r3fpgccEXPr1iScQj+4PsD+o/+MzWznQk1PzSp9au2j/UIrThob1757a09i/Z1nXxpusOZkSR2JyyM39g9lumUQh9SXfvE/Y5GboQnCg0iY/C67EoCuu7k8F8XCAfomCF7fbNboGEvnLrMU446gxHsMWCRE7jGK7F6/fdqiheHRrfS+hJAom87D3mPe5lvaEw4RyGgQ7g/2mK8AHSk5gOJNYpqk2fHCHehdRG14upgdyYiupLzfqZUKZBDD0kQMbkr34lZqW+HvWio8O7PI6dtz21wDJdf3LT9PMXlWOb/Mc2zUvux39ODf/wVsKrazMnLRX2cZTEDzyL0nB33wQZL308zdidEWeLc6nT0u38cvRb0cmo5b9b37ExSeKpmiALkUNejZO8ljeseMaKiXoolTJ0IipRi6c4nnOENtsFh4CSSWgAHvEtJiZTeSKy8SDD8SC28URs44nExhNhjSfCGk9kN55IbDzVf/NY5HGcf5VnEC/xDE/EN0eaSIJpkNzSpuSWNiW2tCmxkfJwi3EYrpw2BTdS6iGAjMfSWEsfSjPl9GiaSSuaD/taRMJXJuDCblNuc5tym9u4GGU7XhDfTrlx2X3MfdzNukOpVbNGeToCUE342drvD+jCYYiYOjNvEeQECgmIEy5REFKzKgCRhlaLN0wsBoIz3zqdjpprZ3/cNK9+58K7Vw/uasnNx7u9zZF0rKmLSFvTaaKr3j209Mo7HsU3EbFq+varelRveBCfNmV9L8hY78Dbj+K9elhmEINlJGNLqzocGA4Oqc84T6inVKtKRmhXu0oePBvVqjX/oH8tz1rdNs1qCeBABACd8VYwp/F+yaf5J2fu1beJKBqPRKP9oqSIooQRulx0w5o76sbIwktxYBASYZbEuYGRIgExIoluzEVh0LNaeT6KhMifpFtbRV0cEllxxP0WJvGy6PASxwcwQ4jpVcziIXJnE72DVXqHkVSuquousSpR/fYJ1SKp+BA8BxMDnMBOJH4APS5vvI3TxEN3OnR65HRwCs3OajKDRcEhIyIXcYG8hzNcIH+Y/7DINY2Cvjwj1pdPJTerkptlJE+0hskCaOfEYaWbFj5S/MthQaw1ZpsMc5hwOADphmOZ10t5njHhGOO36z/qjgeK+HdlT7Dw5V3txW7cVujqqr8cZX56Zypsz2Q8fjWzpf4ILt/RoeWYTIbv2DudJL3cM3OSOwzvucBcekRGHlwg00oeJ+GhWWQR/EJAQhIrWaxlpewvB2pKzV8LDCqD/sHAOm6dvFa9ntviuErYKl/rvzZwlbpF+6i0U97t/3jgJvXW+C25faUv5X/O/xb9V/dbhX9Bf3T8UXjX/V4hyzt4gXdbJM5jUfXSUGljyY4xI8serxc5JEFzgECkBS05nMs3aTlD326xafaANw535vVrgWw8o2X1yZmPTnhYJj45c5N+jYYK8Xyh0K/FFU2Le5Ed8RqDLtdU2FQtrJ3F7OVGRCTgM4jp98iwLksWlrHYC6pXxoj3CHH8dvy9OBPP57R8XFPJVzot2FHIZYMBh50vsAwSSoTmC4ZJrbPLMJ3FE4bpLBgKV0s6cdCAZ2IOlnApEAjndsS1SVw8qm/0jHoYz3dxEcWRveHBYx+3z8x+SckeKpYmmbWUEmc9cceoKy4Jfx0OmQ65IwbDoIpXQ/k6S5pjsGY66NoaDrpj7vPXKMWe67Sb/1DSbbjw2nptvdRznfh2UPSgzpwgFnIyrc4s/wXwQbffpnQHIOMG6bIptkG9BvHmsibtnkfK7MkZ9F71z1250Bz889Z0/N69DrVYxm90qbG9t4SzndhX6sjX/zXKfGf6YuabD5XjbpA1ZM8l9c/h64PLm22ZDBsK+JfD5tBAOJe2AKW3f3w6RCi9DLLHG0DpPcwP9eW52IMaE45KPYz8uIp7XLe0PtvDym5Fy2ofY/a7v1x5Bb/Ra5Oskk0iEmkwYLMS3ZhmHbKeAonAyoeq7dmMlCbB6whcFWvpjhQxJ+l7vKHalzue62BKRVyOqZqrHHNrrh4RFXGPaHUBYwzFwlooXcxo6Y6eTq3jOR5T7hgE+SKY0pJaqr1c1dpLqhtYIV2mQg+Xv11mLivfV/5emS3Hvih+u+d7PexlPff1/ElkLxXvER/uYWP9Yg+w0J6iqZ2C8mX9bgDJvy7i1cU9xW8Xf1K0FLHsaoIuxGEfzuDteC/m7nW9oP1JY9dod2qf057QLF93/SfXuy72U/hB/F3M/gJw+uUuTXG5tB5dTtVELLrEsthj0bDm0spaj6WnXNRiogvb+Nm1UEd7OsWHglbecaD3WC/TS8xsoqfaC52BtNFRQJwwbPPPYTfCWD1cvj/2fayiIvMxNBf1Mv0Tid8TRnx66t1pQD+GB/rILK1TSg90j43l73EDkZOYKdBFKEFiIER4S5gQZKBolEqTUYoqLQ87TX3mMNA/cZig8cfgEnTTiPxHwl+d78tuLPHIXzoiwm/EdKPQlVjQ4a6KZOEmC5UskKlEpbaR3eWRYG/vr4ge4ePlkXwQVgHsjiE6RITb84vzzDZ0jXC1uq30OP629u34s9o/uN50OTBR0ZHZVF5/I/RZezWXo2Lh7Pyqzk7W6GJWM0RaoPOsXsbc8OiaSqQ8/ad5sfhFi8u8zZso1B9YNHbdykcGV7UyfKRq49jQ0uxQqoiXz9u2gJlX//Ej+QADkqLfG+390ubFLi8Qq5hOL394O255YAF0MyxbJVGylj/RcUPBF+MyGWbJFjq+1PvZKeh1ZbzpaWotdRKh4Dte33ziZroMLXMNhIfD6yPrStvC2yJbS/dGJiMvR9xN3ialC3WF+1G/62r+auvVzi+Vn0BPhF8PueCqrrLLWXbzTqvG+0J+zSeRL65bNJBdvJrS4ss1pfPucrk/HFLC4ZDT5QqCYOO6nEx6dhGKS5TDIbfLiay+XBmlySrmuHD6rfz9qph+S/UpIGFwfBgJGysnKqcqLNUjupSmagUIWPSVyccLMKsHuObmeK6aW5Rjc68k8og7Dpg+1Fo5AyVW0XiBIycBuhtUvH0WSqyUiJsrITePGeBT7r7HVsobkMJtMmhk+t38lZh4Nsngy4Qtj3D4L3JW5qx49bPfNMC/r7+2qK+Ef1dpajtw/dzKfNxd6llU/+PmyuKtq69eUm2bh7HNJgYjTR1Z5umvDgC3ZZLB7Gj9ARz54txMAZAEN++p6eX193vXXLGwZ4W+MCsIsZb95M37gN9eB29eZlpAJkasn32TfY+1uOjXKFKZKhsPx8hM5d9OqHFSntKXhyLVHmYZs5UdZ3c4P8ncx+53vUe8Kpez/c5Frg3sWud32b9nrYwE1Xc4f88wZVvZHvfE5bXO152/cf7JaRMYizPCKE6L2Q+bnIzidTBhZjfzSeZphmNcmHP6nDucdzmfc3JO1sH2O3hXP3aYIUxpsKYROpJGnkUyvPduj6Nms3tkDzyC0yVf5brZtdf1eddjriOuF10ngVXaXZc3PqPBupDdqQiMG7P9gn2SzeouwYFkSQZsgx28TPY0ufoRcxRhh0JMvEjBCsELClCWYDtqtzs2YHaH0CznqYunpHQjHfh1Dc0g5kbi/8lkDrt24FmlJYlY7lUm8fJZihvLr5ymwsbp00RMlKYML8H8GEELIDlOvUNCVI1Ive/Q6H9nwpwCnN1OuagLuCXpMIRrAreE8jkyvNNtyWeUIt1/4rDbOxv/ePcPybWkV6RXELUUEa6Mt1OpxzQ+sVDRLlLrqG4HzMsEYQGXeecpEkYD5Pz8cCLRjslcLWvKk/BhI/DVwvdfY5j9V66pRlOst87ox57MR/3smtTKTViKvH/khgfQzIwxq4fbyWTRIiA+K/o0ehIhFH+GieundEbXJmdOHhnIM3j+c8yXUTOu3EX+bqwdalIvX1pzAGry6NM7EAocZtLeRpXks6QKOb+d/BPx4Bmi5//UOP8fEPLpdqw49w7kMZbPPZvaTLnL4OyL6H29jsiHIMtPYern53FJ1VoBo4JUiBfeKFgKaBLff4Rcpm32MtCM9ErU6kX/9+KznjClK0yGCN3xDN6XwRmEyC2nzqtNpXlae51Z+wTU1nQPzuj+YJVUVRD54/SZqlATSO6kRWPu4naCPNCjO0EOBDI3bJqTuP/IOBAgrCw6wt7ChCzk+2GbjHmpp6dReYTKupQ5YZzyMnfVn157M7ez/g28Aap3sT5mO7cVCSiCug4rvSC4/+gZZy/C4+TjMdj1dOjwuAd7YE23P2zH9q9F6Sc5yCdBaATLqekPfOsiYEQh9Bvh8KpZvHr3ow/vvu3AI7dpRau7vVkt2Fxt3NZv7L37sW/csfeJfDrTe3D3qmyy51v3LocWonMmrRFooS6jhfBN+BHUogdxm+4LVNt0kG/bdKen2iaopKFan2MeBEoqUEqCXzu0FfXuAp4noQd15Y2/2V8mmkISf7a/DPmWKWP4wxhuMknDTUbw+qumgwy1ecDTVjV54xlPGdZjOmnl3x2houz5LjHnO8QcnnWIYR8/3/cKI8WygHmIW4+C6OIjGDldaJL1TEj+B/jvsx7kQhLWkJ316WEX+veWgvEInWHnd9wFVygUfidx8X4jltdp8iWf01Oo/P4UmcF1UjJoY475BulM4izV4BnGh83t+OPr+n6UUJtsPZbxEVWJLrq64G/i1inuG+6+vKl6x+d5W7ycNr7B3XFuwqto+gp+mySmwCxhbmRuZNezL1iu5kTuFn4dP2O9yrba9gf7nLOTwy4g4RXnZ123u1eLw9Kl0o9J8qyUl3g7lH7lN8pvfG/7fxa4IpgJTn1YCl8TGYrMxJjYf1Qf1/6cKCReTo5Dqqc/mfkP2YO5Q03/rnl3XsjfXthTvLn0ZutjlUfafv4X0h/PTnNcZkqbaemcrbPprr+anvo305//76RqhKa7Ib1+IV1IF9KFdCFdSBfShXQhXUgX0v/ZROUihnwmHH4KyO/km+FhqrNAqGndJRevZeeMLlmxaPGlAxcNruwX/Ion4As6c7fG0rd0v+aNRjqHV4dDUnZopLB0mXjZze0dtnLL8g3N6yttrV+7JrMmfxv6f/dnodoT8hlmaJ9Ti0H+R6cwWZIPrcOyCa1Dl6CL0VpotzloFC1BK9AitBhdigbQRWgQrUT9SEB+aFcPCiAfyMZOlEO3ohhKo1tQN3oNeVEURVAnGkarURiFkISyaAiNoAJaipYhEV2GbkbtIKvaUBm1oOVoA2pG61EFtaFW9DV0DcqgNSiPbqN3JMN7JJ9856EeWnPN9Ztviq/a/LH4xTdef+UNiJ6B8P2I+5uf3nbu5il0auacHQbNIL4bRxuZ/P0HM1zmM43MPIkuhhyazQgtgLINyvUkQ6Mug3wP5DbICchzIC+GvMIsByDXoM7Bv5S5l5DErUV5KC+CHIH1ZsuvUYnvRqsh59kYam5kOJa1fhrKl1AMjg3BeVWSYTtruQltg+PLYL2VXvNvzHB/l0HdPPtptArKQSgH4b4WwP6VsN3PdKMW5smZl2mG++GfhGeD/fTZb0I5yKugznK4v4ugHrmPGhzzwrU9UJYhe+C4738m03v6C5nc39mZ3t9ZefbePpjJff0vZniuk//b+THU9f9TNumM5tn2f7LBk//Kj/RDOOepQwefu0Ls/aMtZHTcR3/d3k/KZ3/69NL37p2+T0I2on20N/rt/wD7pysTCmVuZHN0cmVhbQplbmRvYmoKMTQgMCBvYmoKPDwvVHlwZS9Gb250RGVzY3JpcHRvci9Gb250TmFtZS9VTlpPVlorVGltZXNOZXdSb21hbi9Gb250QkJveFstNzYgLTIxNSA4NjggNjk0XS9GbGFncyA0Ci9Bc2NlbnQgNjk0Ci9DYXBIZWlnaHQgNjk0Ci9EZXNjZW50IC0yMTUKL0l0YWxpY0FuZ2xlIDAKL1N0ZW1WIDEzMAovTWlzc2luZ1dpZHRoIDc3NwovRm9udEZpbGUyIDIxNyAwIFI+PgplbmRvYmoKMjE3IDAgb2JqCjw8L0ZpbHRlci9GbGF0ZURlY29kZQovTGVuZ3RoMSA0ODgxNi9MZW5ndGggMzIyNDI+PnN0cmVhbQp4nKy8CXxU1dkwfs65986+3JnJ7OudmTszySSZSSYJJARyQ0hYAibKllDThH1VkrAoCCUqCgQVal1wKWAVBcGSBTCAFbTqW7dXfGutWiuxReuWlrbUViEz/+fcCaB93/f7/b/f78vlPGe955777M+5Z0AYIaRHXYhBjQ3TE8VI/juxF8Cs+TfMbc/WB44ghF+Zv3Z14O/5H9wKDR8ipHxlUfviG375pBdmUD2BkKJo8Yp1i7LjfUmE7l6xZOHcBW/9wHsbQs/fDI1lS6DB/Bfz1wgZ3oN6eMkNq28eed6/EGLaVqycPzdbP/goLMp2w9yb2/WY/zmMvwSNgRvn3rBwZPwGAEL7ylWrs/Xnm2h/e+fC9nOj74O1GD2QLNw9CHFTkR+Sh7kPuRHKfAzpHKTP0lMyl7jlKJRelhlkLHD3MyMJIRE9gPagMDqPi9CL6DSagp5E1agR3YcmorfQYWRA6/DriEUhNAHtRyL2I4LqkB1z6CH0ProedaJP0CCKoXr0ETbDPLWoHdlQeeZzgPVoa+Y4jNKgGvRzdAKvwNNRAsqTSD6Ow5N3ZE4jO4pl3sy8B7Wfok9wONOLJkHpU2RCUbQJ/RiZ0TL0WoZiJIzmoafwBvw5ElAb2s6WsN2Z5WgMOop+g+uhNA2t495TH0Ur4K7HsR2fzpzN/Ak9z2K0EGa6DW2FFfeh06SQqeH2ogCKoLHoGjQXem9B72MLLmKkTDQzPvMQtD6F/kbi5BVGCeuIo8moFd2NHgNsvIvOoX9gLS7FP8UH4Xob/5mj1K1Ha9B64KufAvaeQofQcVyEi4id2AFbdpSLZkLfDrQPnt+PzuB63IxP4xeYfVwyXZXJyVgzf8pkUB5qghXuQS/AMy7gJIyBJzBBZjXrY1dzxcO3whsuQI+iM+htWMdHgPd/oH/hPLg+Jj8imzKzM/szn8BaVMiPRqNr0Ry0Eq1FN6GfAVVfRC+hv+KLRA0j32Jf5tZz5zP3Am4jaDysvQFGT4e5twOV+tAAXO/CW5pwAN5iNL4GX4cX4x34ATyA38fvEwURSAf5gulhXmc+ZMs4LlMBM9mQD54bQrPREqDAjwDb98L77kcvo1exFUdwAbzRu3D/12QMmQDX4+Qt8hFzB7ODvcTdmR5Mf5m+mOlGSuCyiYCHNehpwMJfsA3WkIuX4VX4j7DyneQIY2B4JsSUMtXMDKaZ2crcx/yK+U+2kz3IfsBN5uZyB5Vz0zem387UZzYDLjBSwLqiKB+VoFHAP4uAm5bD+trh6kQb0K2oG90D/HIv2osOwnufQq+i36Dfo6+AAggLsOal8PQbgOvuwPfA9RA+hF/AL+NX8cf4a3qRIFwxUkaqSA2pI4vJHXDdR86Qd8lnjIeZz2xiuuDazRxj3mcRy7IZrhiuSdx27inF68qYcpJynuqNS0PDecPNwx+lUdqV/kH6gfQL6T9lZmXWwfpFVIAKYaVbYJUPAQ/ug+tp4MRj6BX0BvqtvNa/YYI54HgHDgE35APVqvBEPBmuafhauGbCNRvPgWsunoeXwLUJd+Hb8O14M74b3y9fu+Dd9uED+Bhcz+ITcP0Gn8Wf4i/w3wgwMWGAm0USJQlSDm9aQyaSBnIdXIvJSrjaSSdZCxR6ivST4+RdxsKITAEzl+lgHmJ+zrzIvMN8wxI2n02wlewsdjF7O/sW+zb7HnuR83O13BJuN/eiwq0oUcxULFPsUhxWfKa4pFQoG5XzlBuU7ygzKhG01X/Aex9F3/1LKN7Cq7gc9mZyFuTCwbRzW/BMwJiCzGBWMPcw/8UtwueZAP4AdzNLmeWZx5k68i9mJZ5FTuEg4+cqmEXoLpTBB8nH5AL5E2vFM8jnOMb+GD9LVjI1REEfwv2atbK3c58hRH6LKshGfJq8zNzO3J75BargduOz3G7yNgqwg8SCzoJUbyEPwk3/SZaS7aiJLeEuoqWA9wPczYDvcWQrzmPeYXejT5gQ+Ts+jx8ArfEmnsKGyQ9JOT4IGncY+9AQ7kDt+H4k4ZP493gAYbyfeQpPJTqgVg/R41FghN5kBPwOo0HNdI04Qqy4kZwnM5nnFGeYUoxBS/wXWo8ZnEQbruArjW4ECbiPREGn1YI2+TUuRg70IOj7C+nnqMbm3uO2A589xuSj61AStZDXUQXIxidwNaE7UTE6ATy4FSXJLrQh04UXgN6fBvqToAG8DCWwFrSlHda2CeyFjQRBF7bCU/8F+v810Pr1+M/oJhwAyTqNYiztuYutBc3UBvp3O1wLUAvUHkX3Ko5yv0YN2I4QG0jvBi7/EP0QbM4f4fkuVAnrm4MeY/Nh1QHQzB1wx6PpSUiC6070OiZoI6x5HMh5IzsJNO8DmWXwhkvBRk0Fm/gqWpp5ENUA7a7L3J7Zjlozj2WuR4vR9Mx+0L9rM32oDG3hmsksLs6WgI59Fb8E9uh3eDvo7UnoA9BHInagL+ACO43GcSdRN/tb0J1Vmbsyv0FWwEcQMDQPrOg5dAP6M+BtEnMapdLXkN5MHdMOFuosujbzVMaPNWhJZgVo3ufQPiUHuqcL+bh9wLtIGj9zhlQ1bmzlmIry0aPKSktSxUXJRGFBfjwvNxaNiOFQUAj4fV6P2+V02G05FrOJNxr0Oq1GrVIqOJYhGOXXhuraAj2Rth42Epo0qYDWQ3OhYe53Gtp6AtBU9/0xPYE2eVjg+yMlGLno30ZK2ZHSlZGYD1SiyoL8QG0o0PPmhFBgAM+5tgnKd08INQd6huTyNLm8Uy7roSwIcEOg1rFkQqAHtwVqe+rWLumubZsA0/VqNTWhmoWagnzUq9FCUQulHnuovRfbx2G5QOy1Fb0EqfSwqB5XaEJtjzM0ga6ghxFr5y7oaby2qXaCWxCaC/J7cM380LweFBrfY4zLQ1CN/JgeRU2PUn5MYCl9G7Q90Jt/uvuuAR7Na4vrFoQWzL2+qYeZ20yfYYrDcyf02Nefc1ytwuTmmqYt3+11M921jqUBWu3u3hLo2Xtt03d7BQqbm2GOHiLWtXXXwYPvAhTWTw/As8gdzU09+A54YIC+B32n7NstDNXSlrZlgR51aHxoSfeyNiCMq7sHXbdO6HO5pOOZQeSqDXTPaAoJPVXuUPPcCZ7eHNR93bp+pxRwfr+nIL+XN2XR2mswjhR0+u8WFl7pk0vycFqqv+4KXjFdUWgysENPYH4AVtIUgncaTcHC0ah7/mgYBn/NGO7qWQD0WNqjrmnr5iugnaf393AiHwp0/wMB/UNDX32/Ze5Ii0Lk/4FokXLJFUaD/svlnni8Jy+PMoiyBigKaxwn10sL8tcOkJ5QOx+ADNCHGgG3c5srEoB8QaDk3T4goXlQ6em6tilbD6B57j4kJeLNPaSN9py+3GOdSXu6Lvdcub0tBHx8BNH4wtqjilz5Z+RtltolFT3Y9n/oXpjtr58eqr92TlOgtrttBLf1M75Xy/aPvtI3UsLZDkB4DysCpiaHgPWum9NEG+AfJ9aFape2TQJRgzX2WGqaGDdpzpaIm5GnAv69/srMtNKko3OxokLm/wUDShUwsNyCA3U9fNukLGzWCML/z5sGMufpXXJ29baRd+qpiH+/PuZ79e8tT9fNwILZCKmfMae7W/O9vjpQVt3ddaFAXXdb99yBTNe8UIAPdR9nmpim7vbatsvkH8ic2O7uqburGV5iCa4A1iZofG8Ib722V8Jbp89pOs5DiLV1RlMfwaSmbXxzbxj6mo4HQD/LrYS20kZaCdAK2DeQij6ikse7j0sIdcm9rNwg1+cPYCS3qS63YTR/gGTb+MttBNrYbJskt9E/qilqZjR9lwdkwWoukB0AiFCFdC2azaOLq9MRXm753t97tEXRjf4GFnQt+NkE8RCLzQL/5jWIPRhETqAZmdPMx/21tcXSAOTxQjnvi+UWH6cdfS5P8S+Yj8khcKf90HC2z+aWez7qGz9+pFA2OlvozysoPlutYT5Cf4FEmI+Ys2Aa5bv6Y4XF56v10ICZHyEjeCp+tJf5PeqBRJDEfNAfjhTvOcW8Af2vMa+CV0Bve7VPbyqGCf+DeRZiDT9400dHeo72G0zFqHoVcze84GmAZyANQjoPiUUrmafQJkg7IB2GxCIjQD+kBKQG2sIcZA7COvfB/UaACUgrIe2AxKIZzNPQvpxCZj+zDMy7n7kLwmsr5NuZn8j5E5C7IP8ZtEMQxDwGdZrvGak/Ajntf3ik/SGo2yDfNZI/CO1uyB+Qw3Y/c/9IfS2zRr5v9Ui+l1nV5/Pz1T7oD0BKQmKgdB+U7gPU3Qc1BBCDe7pCflIv5MWQ35DNAV0b+4SQTKON/XZn8V5A6UZA/UbA3EbA3EbEQteGy2M2ZMcUMBtgzAYYswHGbACsJJlV8LxVQDAEkIcUgMQA3lcB3ml7D8DTkM7I7ZsB7oS0l9aYmwCPubCqbcyyvpgfmGxxf7lUXHUSvHEM0y7qd3qLd1ytqTWUESE3jORGOnah3LuwX62jrQv7Xd5sDqOWVxuY+egWSATlAAxDKoE0ARLLzO8LJ/wnmGvQDSokGfybyCZmE7uJY5MTsPkUU4waVQhY0swUoEoYkOtvrcSj2tTt6i41w6sD6qRaUjequZUQ2O1gGD+TYKqYBqaV4QYyp/uUFSnIpImKitRO7V5tj/a09oyW61GcVpxRDCrOK7iAIqmQFI2KNkW7okuxU7FXod6p2Kkkbdp2bZeW4bUBbVIraRu1nF+J91bfwcyjYguQh9QOaSckFnDcCu0B5oeQWoEarYCKH0I7AoigxkM6A+VByDmoGWGcEcYZodUIrUZoRQBpTyOkNkjtI72KKz2X76Hjz9MeSFHoNUCrAXA7CPA8LUGaAjU91PRQ08OoM+QSrJAHGIDUCImR2wYhAdcAvNyXHOlvg6SQ+8/LYy73SfReckmaGz2di3ty8d5cvDMXS5VV1cVSEIDZbG4NtYqtsdZ97MrQSnFlbOU+tiHUIDbEGvaxVaEqsSpWtY9NhBJiIpbYx/pDftEf8+9jd0w9PPXU1Lemsq1TV07dNJUZBaTr74sni+U8KNL8aJ/TVTzKWD2GHIbXaQW4B9JZSAzyA0xAqoK0EhJLDgP0k2eg9RlofQY1QGqFxMEdz1D1AtA/0kfb98h9tET7yff6GXjxQ30VqYbqKaByWyHtgcTA3Ieg/5A8Ols6LLf3AByU2xtGxu+V2/0AL9/DgIKbI6u5OSB+c1AVpFZI7ZA49BYzG52FBDMD9ENqh3QYEsvMgWs2M5s8A9chcojJl/RFVj+y2cCymE0qvponOuABPd4vw10y3CbDKhmGJcMU/ddT9M9P0d85RR+FAolBBKfH98lQkLTV+iPV+oZqfW61HmazIwHpiVWGCgrxlzK8Rob5Uo6g/0bQ/13Q/1XQ/1TQdwj6sQK9zwOyqyc5MtRSCCE2hVNkGJG0fv0rfv1sv36UX1+tx7sxPB2Nl6FPhm4K8d+OGCcYkfok/huaADPhvspcP9hpOcOZvspqyNJ9lRMhG+6r3A3Zt32VP/E/h7/BsknDX/eFz/mrrfgCnszS+t9H8r/iyRDs+SH0nwxhpx8/iSqxCPkTfZW30vGPw/0PQ/1nKKii4x+DMJbme/Bkuf2nI/c92pc/D576SF/+OnjqwyhffuqDffnnoPUnffnbILu3L38FZDv6RLrAZX2Vef5qE16MwoSOnY9EQlcydeSJk2DmFZBPzN5c25dP75pAHzCAa/pCRZBF6SqfwyHUKD/O3xeSX9KLQvIUHhSSF+1GopwbsFFevB4F5VzVF7oVZlEcEc/5/1l5kr44+gc29u32//E5eL9ZUP0Dntx30P/2cYquPv9b+QNYPOb/z9BJ/8vhATyrz386f0AFHafyBwg+6u8FJPfAWIKP+Q/nL/Y/E5J794WgF0i9p7LA/0hojv8hEep9/lvzn6PLQDfAG8+C7ub8cf6plQf9deIAhm6pEh4mafwVoU5/OTSPHsCT+w/6i8IDdClJmOPgMX8ePDESkpcyc9QJUoqUeI2Ur1ytnKecpbxWOUaZUhYoA0qv0qPMUZlVvMqg0qk0KpVKoWJVRIVUOQOZQSlO/bMcheymKVgKWbnMEwpJ1qEjWEVAdnosTD2pnz4e95jrUf2M8T2j4vUDysx1PaPj9T2qxh809WJ8TzPUeshWcC9nNAGD0qY73DQoPY4wTtxxt5vmG+64u7kZ1/ecno/q5wV6vp4O76EB55oLjXcg29oqR5V5nKm8bsL/ANpGYPzqnyP+3T+Ht+eB+ulNPU97m3uKaSHjba7vmUjD2eOkg6ysnXCctNOsuek4Xk86aq+j7Xj9hOYrw1CQtMMwVEkzOqwfBekwFMT98rCp8jBg02DthN5gMDvoRTyZDgL2eVEetDg7VxgeAXM10gyGER8Ky3OFiY8OA37ITmb87mQ6hI3yZEYdkifz0EG9oghD8kU6pHeUCAN6xVFy98Gr3SExu5xmJMrPEXGz/ByMr46JZccAF4yMISoYE/9/+bdw/P/FYNw/98MF8+mmQluodiGktp7ta5c4errmBQK9Cz4c2W2ItM2bv4Tmcxf2fBhaOKFnQWhCoHfu/P+hez7tnhua0Ivm185o6p0vLZzQN1eaWxuaO6G5/8lNNfXfe9a2K8+q2fQ/TLaJTlZDn/Vk/f/QXU+7n6TPqqfPqqfPelJ6Un5W/XXjcX1jU68KjW+GqFTO+4lWA/LQ5haax9v49nGycIwRHD9yn2ARmC0tRPS60PgePSTaVVBdUE27QDppl4FuG410OX40RnCfwPtHunhoNoXGozhy1C6dcOXfqlWrVtO0Zk0c4Oo1DrltNQitML2+p44GuZU9lbU9UtuEZkzJsWbkr6ZJ4k9VvlVJVlZuqtxRuafycCW3Zk0zNJtPBd8KktbgyuCm4I7gnuDhoIJ2XN90TKrcE/xLkFkD3IRXw1/tBPmZayCHf7S6es0q+ofgAasgZR8XXxOvaaoOovng7WLwzAuQBVIIUgrSdEgc+iXAX0P6I6S/Q2LR7QB/AulxSP20hSlgCmodSyfQJzbHqdJxMMX9ydLi0QOQz12UzafPyea112TzyupiB+R9VSlNtREcb4xOAHwN0geQvoD0LSSOKWaK5cnXZLm2eRVaFcewfASV1RSsiq/GcShgiu7Vq+JxRBNlcKAADI3j7/M9wqvWIEAFEAQyGCS3rqK3raH51YGggz0QIXuotwwx87Regk+S58FNVZJTfYhjB8jzRxikUdLCUYycKgV3CvoJYnAuUuPl+IfIEee/rhyuvIa/UDltuBJVQZm/BKAoKZgEkwgAe1h0KcCcviRx6CIKsKcB6ZMyv1LM55bDU00QchahalwrheCdGHJA8aTuAH9AfDL/QPK44pjuOH9cPJZ/PKm7V8UQMsBEpRwwLWCeMfFbETOuzF2nMddpBnDzMZZhUXEdKP1myVVRl5dHwA9gsDY6ety3ZaMbCzFfKBWSwgHykaQfrxzt/9Y62uAcP2OOIw6Lnzb89RD/dUsHZKiqiq+Ea2h4iK+EbIgfwiZzeTlNWwrjG/mXipKOmnVSO1ddIiYjoihFRkfyxUqRjwgRu81hc9oYhU70iqmiMi+qDo/z4vI4lMbkQslisnpRkPN7sUsLJY8aSqWJYi+uigAYVVDhRWNjAHKMZi8OKADY9G4v8qkAoCuK7SoJ866UbkUtuAXjEBaKbdYcRSgYiZSWlJXZgwprjt1mt6WK6WZ7NIKLbd/vV8oDLndz7ZfCzcyHl2ZuuX//2obNDY3b61INNlPY6k8Gi4sCzIGJd097evXkbQ0N2yYmQwWFwWRhOJkUuOXftnCPD/7458/PPrR0ae/s0Tef3j55lM9cMu3I89NSwzfOObS49+Scp5Yv/fms0rK6X/ZPTI2a3PdcfQqkYkZ6CtnA3YMsqEIKPWB6ykTu1G0zEc0utQntwhbwFDTq/YZgowIrunJm/JAyXMvQMFAGuG2oaqgoKb+4NRKNkFIejbIqFAReyEfIhgcX7nwUF399y+5rBNeUjemV4tRFP8bd7+AynLkxb8JX6Qdefvdw91MPwxoKYQ2z5DWUS+FcNk81iWPg4SZYhAU8C7UGFpCNbRlFl7Xpif++CNxiKQUsm608UpaWlZkBl8BsuxbueDT91j9v2TNNcNZv4Bbk1S+6N33Tb9KvpfGNYu2XePnLv+npfpKu4MekkWmHFVyHvpDuts64w/iDsuOGU67+umeve8v1y7qPXO/UqUZxYwyjjRWuMZHSUWV1qetUOV4+yFfmVOeMz6nJd+fXjnWPrb3GfU1tq7u1dp1jlWdVzbpJWx13eu6o2TZpl+MBz/01uyY97XjSs6/m4OTXIq+NClw7uaacLZ5aUlfGuuLRsNfOs34NxLdlxawmzvqrCjcEwWt8VgqZSxo2KBHapf+NtcT/m+iust9UVQWmJiG8PDOVnXrH9GXrZZRU8sPDwxeGQYYuXBiuPAdyYy/Pyo6cXy7KNOtoiWMgGjBhSuZYZdmosstFhRJwOcKm0UgUKnJZHl02ivbTHqiMohcdMjKPDf+ZdQSLwv7CUsWo/Anjg0LB+M3TUiX16+oLfL7J43LHEms46RZ91kIdNyZ/sujyBJO5ue62cWPK6m/xFhT4hCk3sjm1E+aJ8KTigscmhIobIgV+scJrsrkNtvFRX37e5KJ4ec3aeGyU11qY3JIqjiavs/GFHucosy5H73QbXVYh4S7I20Td3BvTByFc/BWyo+lStJk021+yMWp7m/OMk1FjpGRZo8qMjpklnZatMFr91i4rYx3AeeC+G1uNxOh0PPqErKBapg23AFqHzpnLcRaFwPQdFmA1KrWh4GWEZBF44+IOtVKpFc05RRX1ZeMX70gfzA/uaLTo1TnqilRR3arWxb10ddNxF2mCYJRBVVKAcF3eBWWbOIzlDS4GER434ja8E+/FZ7ACD+CSo6iLpRqT/3q4hfJ+YgggXUrcIliF6YQbvkjsD9KZf5w5h1eiF5EWxSUPkhRaRlJLFaVqqaq0VY33qA+rifoOXZZtOjrjcfpuRUnxsu6CN8EoIVUXFlZXvyjDwoRE52Uy58g4kBMGXSepEfe6f3EZCCi1C3rC5BACywarpkUD2C/lBJgk08a0M3uZQUbBnMTPkNfZAbyy9yx96tAFitDKqsot3IhWj1P1ScalrY34S+6eb2dxT8NcaErmM+ZZbgniURid6JurCkCE18dxVprp9a4BbJTMaheKSBEiRdoieyODETZios2GVrQSbUI70F4weU7xBPYBakeoOXQN39Lx9bShEfUB9mQqDofCwTBREMxgolCKHrfX7XMzCkvEKGojDqfdSRQCa5qH/ArXPJxjgJJNB6UwDszDbhUAM2+dh5waAFfMRJ6c8vJutZSYRwF32G2mHCKL0iiean2QH1MJlR/KQmTKXavntD264ZGtv5734q03vFRb3lG22leYDJfnVkwonVRCdn+GG66r3vNy+vBX6WP3f/LCP9Of9d4/t/MQLv/skVVJYez09KNAo/PgTigAYzb0oJQjOdocex2DDhY5JAdZi+5ExFBtwUtxNXgQe8H6M3JZBeUQEPhfyIiXIhu0IPw3CSJsI1ETzKlVOsKgE/ifMHyyZDYYjJKpNGncZNxp3GtkjU77CRLG50aQG6+cxg+do6oZqGuiAlOO/jF0Cf8jHh/RPBYxZcqx2exWoXQcKaUIoO9/Hk8RLJXXp0nbaJtGKbrE8ex/PHZxS+doHxFF4i1aTz68Ly/g81M+zId3PAjv6MNLpNuUDm253eEZW+KQADgpMPpstlxlpXKy8oBSIQV+wM5R/cA+x7Fctdq02vyo9qeGh0yHtIcMr3Kv2n/leN/+vmMw8A37jd1qxV7WybmtTpvT7nUo1XatQ+stcU50brPvCCgdTkLsLqfOqdAzTsIpHFQxKi2sfgCWoVZLObqqLjVWDzApScdzrh1OvMd52EmcJ5gUIO7ufkx0vgF8t6RHij80WFotKy2bLKxlACslC/1W40IBKdAVYNoCewMk4DyJvwE502NJymklK8kmsoOcIm+Rs+QvREWc/hP4nqv8fK4yy9Et00CseCpYQ8MtHZVVwx29Cvph59kdanxK/ZaaoJaO5vi5EYMgO1aEzw45stF5txP6mw2VW3hu40sGEEnc0dkCFKPOahwzQilCpSVAKoUyNGIrwBQQpVAMVoE52HppEM/Fgd03LtgTEZ1vPbLv98kpT34zDs9bMbvOhbn0RRGPx7sO3Prkmo7jr7yzc/Hinx1Nnx/NF9HgYDpI+SygZzGeehxpMoN9unI13euu1JVXq2s1ddr6IPuWGufmjs6VStpK3ioZLPmnRolKcLV6U2h94dPh4+ETha8Wng2dFX9X+EXwc1E3WZU7gO/qj8V4NEDO9Z9J4uQAU3KU4Xgbtg3gPUe9UjxR4h3ANf28Pjd2Ei9BOUhN/ihpG4EGZKdMA6Bkf48O6wbwTmgv6CogOwv2FpACaD/aqtwE7z5APpE0UgneW3K6hJSA3hv3rGQ5ZSEWZ4oqnM+uEEimzlBLxwUKzoG/DqonPtRZNdQyZC5PZHVQWWHCF9EYWUVQCAlhQRRYBScaIhENKJcEWzAP+4xQErTReVijLlQk52G/3ku1DV854pXm3Qp/sox1oo543FIm6xygk00mljBipMC6y9qnVNY9kVCIyiGlrHJJRe/mx2ePP7Gxq/3e9Jfb5icEp8t0s13MW/RgyOWPP3BNoGHPpFvbHlnCTtl2/7KGOfftLjp2S8+t+ydEvfkqrkqh3b2ioX60N1bt0/xwc8PiTU9SHR4AaT0O1NUgPfqtFLPpsRHV6iUjIxlxng5blaBwMaPmFJjVafWI1elZhU4PUuWRzEpVjlKpUjGsUqFTIb8e60/iRyFG0uI9kp7DCrVKoVBxrE7HnsSTQV5UeJGkVauNDN7DHGYIM4D/KTlwlSxeRtwG+mrQyBgVkhIrnYbvyFBHpUyhShAgKH7K02iqqjyRjUX44c5KU7lJFhgIQliwV7RoNBpBo3WCA9zRia0hU8gklOIUZJg5fmzf8ItkzY370mF84Z70w3hRF3PbpbvIY8OtVH/NA35fx01FAvZJNU+w2NzsW+rbxG1SbPLexd7tVZaSUmEmMzMwW1juWcut82wh3a5uz+PMfvXe0GDIiELYyJvMFqvNrsoBy8tQVJkCAphcNiC43B5G6WA5aN3THwgIlhOgSRyMRQKc4j8g8gdBgDj7BB6H3Hji0S7lXsrH+B/AxyEshdpCJAQC8s0xnuwVsEAnkdQBid/LE94ZPIHvx5/LGDvXAmqeb6HYkVn7HCgdKIM9lRkatD7VMltUhXEO0IVoJatoJH0n7iSdgdvwbeS2gAI0DlU0oGdqrm+StMvZleYFvnau3cu1NIOTpRSUrOx/Kr7jY40wL/U8MbPumvSSZqx+5I7Zm69dtW79ysKQK5qon7amd/f2G57DLDf16WPR3VsHlh/rio6aXuyJ80JJ76ZbflNRoCRGyp1NQIte4E4HiqFLUt4a9VrNTYbb1O+Ln4sKBYM3MuvZ9bY77GylKqbgmJAz5lQwgVYVVoHuOBaI4EjECM7Z3f0OxFHnpN+ox4BcidJIMmtdKE/KI1JeW97evME8Ns+ZxTt0IQtvCViSFsmy07LXorQ4c6+6KJfA4Tw34qPIqgIUOmC1ZagT0Iiv4vKIVuFWEBmFoD/yPaLa7PX4PERhEvURUR0CDcG75yHBAKWwJjIPe8yBeSioA4CuhLJ5IyoDWw2M8rJepz6KqcQcLkthiFCvYByUP/PA5qceXx7e+ePtbyze8Mb2uc/fi43/Wj78hnliXWry7G1bN0Zmc0tEfcPP/mPb/MGep+96+vp+7D2GJ6Wbhidsmd728fjEE7sOfhsAKZiaOcfsAynQoheOIzYz2G9xj+PkHWwoOFWYY/LU45Gkb9Pv1b+GXyXv4ffIoB5QirUY6SU9QzgWPMqfSC6G5DAMYRk9J00s5f6AFZAp/oCBzQfwQ8f2arHWqeNOkM8QQ/4k6RDLsxLbyO5lOfY58inSjeCdRpXnZHV9gVrQOD8Uz/qnWwwbXxphXvVqbrViM7dZwY4wLljITsAjeOA0+gc3Thn9T/LbdGU7vj+9vSM5I+Xlpka+fZ592V3YpqU7PRuA37qB35woglJ4vXSiGULclD+VF12ZWh/s0nbpulxd7tvErkh36oBjn+spsV93xPVs5GT0Zc3L2t/qbUqkwQo9camjNr3dJepFQz2+C9+uv8NwABnGoApcj+rx5Fgr/kH0+tQytAwvJYsjy6JLUrfgDdG1+RtSO9gdXJeyS3Wb6Tbzjpwdtl3sA6r7TA+YH7E9GXkm+kxqgD2m+lz7he5zw+fRz4tzlXp1tAKV49HF3AQV0rmirAx4u+yLK7gCmln03mo16HU1cD5NSSjzoIt5VCqVEqm0rXRv6WApWxp6DjoYkIE8kAFN0i7Zd9oZu7PkBP7ziGKh7vkFWakMnbuQ9dApw2MadQGTF8cTvqDJxqqsosCFwB1Xeufh/Jy8eajQDBYxyIKJ9FF3PG4rmIcSpoIsq4/wOrWPVNl0UKpFvhP+fi/IFctGeJ1yvkVBsxFribc91vLGgSd+teJgT/nUD3pfWDFrHS66WVq7aFFXaVHZ9Ma7b1hxW2QiObh576zNp/o6p+5evvWaRR07Xl83d9Wc3ndXbGxYetPahpIlifSf6va13frI+tmTypeBDroWJGE/8IQdRbFOSt0SfZ/7bfD9KLuEXcdtVK1X36S7Wb/OclNgu+p2i0at2pFLxqi4qEOIOjjGJ7JIyZ3A85EDS0eijWDZQDNJ6oS4UgTPGfkoeQwc6Ki7jtjtSO+gGsiFjc8iM28OmBnzAF4I2ihXyu3KZaTctty9uYO5bC6mOkyAYZLmlIZonLHv+TNDWYdmOKv1q0aUE39hSN5nsGddS5leee6wyqSL8KInEor49cI85DXSsEkFpYDWB7GTCUBQLX5XJVFCyTbBTndzRmU1/6gRZ4aAdsKUQFkKyappxW2Db+f+dNOONxbd8spTN9370SuPPU9S5vHrpjXf2VzdWvgjj0jW4PDhhb9/tm/7ge6DF/+QXnfrMnL8tmvmfnzz3t2/vmlWvnxmCXE93HLkQX7i6CWyvJux30d8XgRaFXn9GHRrzvPMH5AdkhKShvmDZFcRj48xqjw2L/K34y5MMFYZiQolqiha3jzzZiJBccIPDf35K5zI/vEbt7z0Eg+pKOmW3CqD0ajnNT61v1FQWI0W3mVyud0eh1ch0JMfYinN+pNNJXIeL5TzvtxscyCSbXb5ss12ubnPKmfSg7ylRG/UwuTlxinGOn6yr0FoNs7mZ+Y0+ZYZF/NLfGv5LnaLodu4hd9i3ubb6n/E+Aj/kOkR33Hjcf4XruO+142v8b/yvub7nfE9/kvjZ/xnvm+M/+K/8X7jy1cb693ED9oTkIS8Pp9HbdC41TaP3W1TEaVbZTXluK03+4x8gPd5PEETn2NqN2F6pNgwQF6VTMSXQ4jP792HUBZxA/iopFPxRsZqs6lUapVnAH8rqY1wD9lnkEwDJNnf4MO+AfKVZAhIhkbDeQNjeCqwvFvW3k7XcMuQw0VdEhoDUecN4AW6MVa5xZD1RLa0GAod8S0Q4cQdiB/C/On/DrfwG1+qVFbCP9k1ufpNqxN8EkEpqwUIXunuF07hbCQrbwVpCXNg+O/XB8fMS8+c6UyNw78P4ffKW6YPf35teezGT7/Cr7zbEPUnlKJodCR/wl5/cdfWazlRZAuF/FasJ+HhD6mFCCLEfgp20YfiaDTZKCXnoDm+bWirb1vqIddPo4dch6Kfu76I/imhG43WR9elHi5+KLUv/HTqPdd70fdiGrZigPyp37i4rIJyhSdYQnPpj1Z7SUoS8gE4fSXFUigGwO0tmRCeIG5zvY/fDX+Q+kRUsmEs6ot5xqpwu3J8trAtZk0WFteGp5TMxk3OOdEHiIlHfMVMPCfcVtFe0VWxt0LlSrqKGxHDK11hX8yZYBWE8dl9Damt4YfD76eUgQqporFiPpnPtHFtijZlW3KtYpVrlbvdtzq8Kro+tllxp/tO345UV8VriQ8SX4a/DTubVUa/Wy0Eeb/bJoRSYcSw+ag07g8zwdzR+SmmMBgrLVXbcmN2u40Uxiin7ARPjLJ9RamcjadZV39VdQmt9tfUybmUA+1TWz1Y40t6iGcmG/ePzi+iHXxtqVkCj4AgAIMsw9JGjd5UglgcYDG4GW9LYr7CYiEz83VGI4V6PcAg8LKRJzONAVo17i6veA6/jQQ0FztAV8avuRCPV04bAt6BeDze0kE/XxUxBZ+75WyoGUK3SsqhnUMyg3Vm1SkkE3Wi5TDdng087OV0/wQUanWiJBRz+LDS5Xa6iUIRCYOaT0VijkgKJ5RFKRzyRVJMCS5KMVF3bgonucIUEr3BFPIVM6Up8HQgXKz87ocMOWqEIAZ3dnaizo4r5hLR4D9rGBUhoVT+SEF3ayBeFIqzO8SijWrfrLVUmkacRHmLgOm7u25u19lPhrtSM0W7NzotRaY8Mf+B3RuGbxFby+/9yTUvnljQuLrj6POzXtwxrslNjvjGX3/HwuMzxbJQJ7PiR0K+6Ag/e9Oix4xKZdVt027ab7u40v34zQ33zmA5GkFNyXzMGUFXhzGRxqt9CZwgCSbhf8D4kO9x4+PmY8ZnzVqVD1YPDvwt1pttdzPdtp8yD7gOMScZtY4xsMQ7iWlmuISKN4Xd4CZyR4kb4xNogKk/FniYi3kYPEDOHjXFe3jMDzDVR3fo9+iJfoBJSIkcNTmEMMbF/KHDJuw3VZmIySUBA6orAw5sdPgdxCGzh2OyuGC+bDLjLZ3yruPXnR3g3nSAehruuNBy4dOqoa8ugMqhHs+rMnkDVrdCpxRdEW3EJirc6gKkswJQObkCrLHrC6iVxN+1kZ3guVtCMtKJNccs7yraFWwoQF0Zc5jaTEq5Uezbfv+4Tx/b8sHGtUO7Nr+2zr8off5k+vDx7mO46hc/2ZFndue4tNzydOqtY9vS75wdSP9tZ8f+nKP7vz1x6XU84+Qkm8WdpPFSCKwkjV1t4B0wUrPWrfXeyd/P/4bn1vJrc7bwuywPWV91v+p9h1c5TOYcr49RWvEW11YfiakUfjcCH9nv1gshu+D0xwwGPXHGbDak8lQ2mHHWJUmaJTNnHsh8dIzi0Dw5RGVxXFUpxKeBEG4P0RiYCQl2WRrtsjTaZXTTz2k6HqRRITcqXLRRsTs4d4QGVBaHZQjeS2f8a5koV0Wu/LKIeVw+o5UXcyI+o2cWdlkBeE3+Wdhtcc66jH4aNIHEtHSkvi8YAdZs5ZUKIQpYR6ArQS5CqVlhm4dKQAwn8dgXDr2QXvO7TbM+w8Xp/zw/Z5U4SljFrNgUyBe708//Ov3J8+/M8+A6bMdOPMFLeT0P7MERwHgKl0lVUuliz02eR5IHHIeSJ5ODpapZznZFu3KTapO6S9Gl3KHaoVaH/W6vEBT97rgQUkkUISrBYPCr3SolRaVAW5QCIX6FW+nh3QSHwP/wptC+eCEq4OkGF/k1mIr8ODDUPq/7M4/Hq1IfUqkUh6rorhdS8soGJQNzfSo1ynOtLTyUH/cXJODWFa5DAfBozroZ9/TG0nZw+5lSxMuk4mWq8DKp+KAYlkkVlhvDMqnCu0sGj+MtcihGySTTCmSmZehCy7lhIFfLUKW8u8l/BRYdsrRs2kFVVg5XUpeTH/oK8f+I45F8ZMe5BZsEKgEpU0je7hLo7nNK3n0flWKyiu0qAaksQQkfwnmroyUKUTQYzNfNTL/Lx0Z/umpJclx1bM3FL5PJeMDuCs9IslZj1Joqji3kyPBnocLV6dh8TyiWrp4TtQcS4zamD4l2XprPdNzqi4np3y5vtBopRQWgKP0tdQHO640lBrBPGiUuKFOzak1PgtkVPxF/Jf4+8+v45+znmovsRY26nWtXbAIad3Fdih1AY5VSo84jSkGnG8ARSa9yK71+t10IKoCotCWXcysMsu30+d0RIRTPj2lUOpYjQGpAv70AhSIoxsdIjFJajEYjxGZXReOxQygXo9wkBAPtEAPsVCj8StygxKfkoOKoVIgMMiUNMtEMMiUNQZ9XpqRXbvTKlPTuLvxvQncBZK5S/sx/Tv42wP+55Qrxsp8nKQnjI9QbvpwDCTvoFlscmyjJgIiFJBQyZT+rp6zfsUuX6Qf9+PF/zmzQiyKO1k74p14TyE8WDZ9Izog49Bo/MAXzV33IVbtwGRDty/qV6dKGKWJ61mLBaXaIYlFgPbMiW06/29oco/SaBNbmabA2JbhFmqFh6wqJM+qKEd7BO0mgTCprK7tZ1e5od96ct9Ox09nj6HFqCxJrtVu0jKOs0NVY1l52F/sMO1jG6pg7tafLmEkqoIvj70EzpVqoRLY//bL9wf3gAdZLNUUP59sdjqAils8YYkE1jvt9Oop5n4xkn4IiGeJgU6N5p5kYzQ1mQnXnJnPGzJpZSg0zKNBzR2QFOkD+JWk1lY0RbIz4IwQcofMST6eJ8LQ/Mrl0QfcIrUAhgpwl4jKpZKqdkyNwSiX+sqUa0ZIlgbiSV4mxaG40L8oodOCIGAXTGBzw8yZlXFOA9CEAfMAwBqmjigKsFQ0FIyEe9czlT2OyCYvLMkpdD2rIgIoB6mJnLZmJuhOlgpV+ILOawA+RzRr98Hx5H3AU+zmQfca659PDWzoe+HtX/V3V/urriN55jTdn1eC29E1vPDRrUd/9r09Zt3K0xeJmwMTN2Hvtmjef+cuL6dP3R0S8dVGVEImUiDek546ruPSLf/Y/8culsx251hA9H0Gt3U9BUmvxTdmI8NmJEkUaEgcyXx+lFBFLBjKXJDMtlsi8XyKTqMQCAyQLbbbgoEy7oCwvwYHMZ5IsMEF5YNBVzUMk6YWUDykBqRDpAKohVUGqhBhTOxaFw4VjSaFHQ1BVQo4s34SA8quvZIAT1CSdfjNO89/HTxcl426po33i3olnJg5OZC0Td3ukskYoEuA4rRAM+t0eIVjidxcKwVq/e5wQJH63RghZ/G63EALDUSCESv3usUIIMBAKh93jxo7VajWksKDA43GrzJYgkYL4bBAHgslge3Bv8ExwMKgIDpCA5OIntk08PZEJTMQTa8VgaWNJWwkp2V0390NHfBp/oZMeVOI7OmVlIB9ZGonS4MqqgsteqfxhG9OA66psy2wAfPDvwi/87+pg5Ba8j6wFPRBPJskEWXmDIshPJoefS06POIe75a6i4ZMjKgJ6SC0gERy53+LNS7KKwc5XL7h0/1UtgX+anv8dnbH8O8OozkiBs3Qz/T8z0AvSSkG2woLMOoIUK3UKc00LylR+NxGCDr/bLASdfjcWQmq/2ySEzCZQ1CqHk1CucaoolzhZeqszqG5XdakGVUxGhZOqRlWbimlVnVadUTEqlg5TyRyoGsj86wi9FwppySs7AHMD7UKXMCgwSaFRaBOY08IZgVCiXAOUkNU0CH1H54iulhV0lgoUiv8LXi9Tgtz8b6gDpMooFb+nT2n50n1yWfZrMh8zJsBQCH0ujak141ZLaw5ZYG+336E7aDwtcmYHToqSSFyqLKK8MopsDg9vcxJMkjlSDmnMwTkDjOaoM6ZXez0DmW/l94bChSMUH7QgCRQnnqBanVRJqh2qParDKu6U6qwqA1gjI2j6QsqR0WST8ecSz4LXPxgWB0hRvzD4MxrJnWuRnZKWDvAeR3A0NNTSUVWZ/S502XfkXW6NzqXzjMFajVvrHIPAjlXKeo5+S+2wXMWc4uq21sj++gh235AR6Kh5YvUPVziF/EAqag+7EzI+uaiMxOGlDz1/d0tlkdOf94Oy8TOY3VdwmguexbOA0wDqkdwQqeMACmApOJssJjeR7sBDgQOB4wEdDg7ge6SUYUHZTHK9jwDXMULQNsptGhvU+N28EAr4AyiJJMSgP3lMPPGECKNCh/AKMkBekhK2/8n1Vqs1slbTyK0amRE1u4W5LVfdgCzeLlyQP1CDzJ9roWijkt4Jko7tzL8FmdbIiLDL3loZ+4Cw+uKnqVmiVXamF62YHeB1xbfPf/RHS/BNyvROcXRgNbOcOtIizpPWXTo03W/NKVwDWAkipPgbYCWJX5U+MzqwAansBqc+Zsw15rFJpXksHptodqzESxw3JNY5HsQPJ153fOD4DH/p0OsdEHYpknVJpsxRlpzoYGzJqCOSZBQOLmm3M3GUC7UxqMJe7ih1liarihuKl6D1aK1jnXN1shttc9yRfAg9mDyAnkzuLe4pfsP+quN08Yf29x1niofsXzi+cA4Wf42+tf8zKU7Ck+11iTm42T4rscx+s/MVx8vJdx3vJj9xfJI0ZPdDAn63SwgW+t0xWWOrhFB2h0Twu6MQUYHDgHAOcjgRdjocdIdtXDKRk3TYkwkHRMiwdrvL6bQTtUqFUDIZjamSPwAt5UwUBgMBYa/QI1CtMCgohN1SMS7GhE6h540Bo4nubRTJ6gJoSXX4NOqX0wLwfyINBJVV+GVVTneAr3z8g9whFxxXNTvomo4OcOzoRz93gs/RVeEs4MsdDlO5gzeXI5Wj3D6QOXPUXm5P5pRnjyHIqRmDKAmYcsb3VT51FTD+jm76Tjdm6oYvuMXGZDqWhHgsx1A/HXfhr/A53JWYDfGZ2JgYPp2cHbIN/4Ndc2ntRn+eKJYEOpm1c2LeqHjxd6xcvdR9paP74naQuMwnmS/AN5yKovgFqb7bjM07MCZSQ+kOgs1egqOkwDLacrNlFzlLMkRpCQbNPLW1QYHa2iBD6RrKoXQNmc0mTEjQHMwxm4MgoT+TjNFDWKNWY+J2qcxqRqaHzjzdZArwSV7iGX4gM3jEBMThLys8WpDDZn53rryvBWFzLg7QX7YN5pJcSw6dwioIySA+HQS/RPZDZGcwSN1CjeyhOGNzf3ZZarP67krEDA1Q/lT+PJ6l9dDQlpFvvODAl8skVtJjaails6ZJiqnNTnMurkLl5gY0xdyK5phXomXm9eZH8AF8Eh81v46/xea/EEx9wGYEXn5HDf2JBcns7/eZqwjdvLPpq8CZ/ewYMJXkKafFvpHMLWfHnOVgLWnxPcloLjfbzOWEt0JyloMT9l6fthymOZPN/nU0p5xIpvLLx3kvb4JRrkItDDBVyffsW+jfuUwODt24nRlLOQa/R3kpfOk2d6QBGIsy0pixY7xjuKmXlIzhMqtc3MZOuPSLK4xzuDbfokZEjipuhqhCh9yoVyp60LxfeUBzgGdvwuuUW/BWJVuj0scQY40p1I5K+mNQghieocfqJIZjJnspfV1VpQGv5CVeUyX9ASkxqv1qop7sGdl2ohsc0/iO+NfZnY7Lp92KsZueanNFLBGDzlSA3NhRgHOUULJxUOI1+gLsJADMKmsBsrPWAvRdZMVvBQEGy2LikUDhKPkgs0k+0mY28RBNDmEVvj29Pv1l+rP07R+e+uexG7fdc0P/qW+23Qju98r0O+nX00vwPbgS17zRO3nL/vRz6SP9W3EersbXH9xKd5noHnhc9p7y8c3HUSG86k8qShOFaxyr3as9G2Lthfd7lOscz4ZPxH7n/p3ng7DCGeULY5FysTw6JpYsnBNdGm0v7CrUvoKwy5Prqff81vk7N7c/hl8Lv2//IPx+9L3Yl2GFRwp5YyoDVaVB7HcrhRAoWqsQQt5Afp43VhVqCEGwqbTmxWw2K1EpVWbk4l1Jl+Rqd3GuyYUjO1OoEEuFPYVkT+HpwjOFTGE+lg0klk0hlg0kDhoNsrSNxM6yfTTsLigcwDf1CzRYljeL/22HqmUa3TGOZHeMI3THOBs6y/vD9OhQuTlrQemuVTjX7nGIsUiuPZLCYQ+AqDMvhUU3RDJXd60mzwAnxQfqJzSGDfoCY4CEfoTliAzFsx9HOyEYa6He93/XsPLe75XDwbarO75K/IQnMq1k+CTY5xw32Gf812P/tfN3vyrqrC69zrvkwUmbZ6QayS3pNV1+sM+j/auZFbRU37f+yTOGiRrNY11ND9ZbRvYXlwDlY6iEEKkv7KDoEmWkbQli8x2Rl0MvFzCTw08VEIffXrgozKixWoyIE1ETXklWhm/Bt5BV/lWBtcGbxW68JbCr4CA+KD4bea4gE7YqApvxXeHN0YfD+/AT5Mnw4YJTBe8l/1KQKdCbkQ27iDkG1C2qKKxILgovTWjyVMTjwVa/2ygEkRhzI/BEDeCD0vgpJJF8MRwOEpwD7nr4EAkQZV7uPnmLzU6Xq+SVjco2JbNTPmKD3Ic8JQP4x5KxOOb1eojRYMAYqczyx7qm7Me62oZSJBwWSAMYYyIc5cuwVNZedqaMKStRyRylkvGgkjlKFbRZZY6yyo1WmaOsu0vnHsdO9G97L3wLjbji8s9nElluSoxw04jRpr+0MJe3dCbiEJ9VOl380Bb6oYwedTKXu4A75S9jcflsYPYnGJ6CIl/ILxaEEilc5ANQGMxPoVA4GShOYXT5UBp4vp3ZXWpZr4vy4T4MtqYvpzwG5utYjqyooXj+KF+e5I2gmnFWI4OZj8cFAcus9n9iRSX9BoeLr5xRUXJL0g+kS1MBvY/3RKaWykwpO434z++9uePxg9jR1r3y0liLR/3iy3tur5hP1hOM02u/z5pVB9ZsHIikb7mzSUfuw/tv27THQj3srszHLAdaezSZLTnN9+djIzYSLYOMbAzlcvEG3EDUpooBXCedKRtd5mLcbKuj1dnqanUrOD1nQHmnK9jV2tX61Ya1xnZfu7890Z7cprpTu0W/xbDZuCW+n92f4s36lL5EX+pNeUu8pfTjRgEb8AX8ubkFqXF4HKlik86kL+lPCmNLxpZO0k/Km6GdpZ/Nz8qdFff6sZ+4U/5Sd9kMxwznDFdz8fWp60uuL72+bM4oA6PV5lq07tyQNlAxJjdZ0WnutGwL71LuSjyU3J84HXsh75X46YrzFTnXqEa70UriPozfwgRvwiPfRiR96cNFHrd3pd/t853w0pYS58M5ecBjOkOOTmeI6/IMbEQtZ4oQHgbPO1bEhGL0mwmWfMESjP30Ux0OSXzCdMpEzppwwHTYdNbEmAbIlmf9h3xxnp6ihQH+PYX4VOFfCjOgUqWJpVLhW1BhUGGgMAmKli18Dtehclwnf2qjxq4l3gFmrvMCPfzaOdxZnohnbZ6sL0cOTtHvwAbqi6Ir+1lyqQXzHVDOHsQMJ5WWWESbr06hXCNVphYAyiRUNQW6FNLq8uNRHlSr0ZCbJ5pBvaoSCsrz2Y0tGVw+bwKuamcLOELq+dpF+sX8/Djb0twCwWAcdWSPvOm0DmM5mzSWp5JG2S1pxvIW58hPh3xk5FxK9uCtKeUjlw+/hSOXj3PSbTDmoGhuOXT9kq3xcZ8/v73+L8+NKfH/0uX0KkXR1XR0xcYfj6qIpp/4ydTBZ1asG213CRqwxPEte3+46dpxqfqNi26479qHz6q5Kl8Cv33vj9s2zylelO/75eq7Ztz761KnP0E5fxzY5B7ZJv9VqpiD55A53jm+5Xg5We5d7lMlhCqhQdjFPejezz3pVhLs9dloLBlUU+0ZUjpCyE94o0oYIKclixrHkWQ3VJmNMF0jOkyPapGY5FKpZT2nllWaWtZz6qDd5o/7qH400DuQj/e1+vb6WN8JEkO2zFeSlmpBm6z/bDB7f2BBS/YTwoUWqvB8oGC1pXSCPq2xBBAcP8dXjmxJU8ogSVsK6XLXp7KJpRtRmH+VfpWj0UZ2ZzKS3Xj+jh6Sd5eUIQv7mDGitfgXzzgFnmBi+AXqFj7eGiuZoozw3NT0izPCFaMuXrjsArI6g2XF9Xgcxao2M8j1AlYL8e3HURLc3bxESVI+1xGWc2mGzVMSU1QopirWGVkxJEaLQ8XR2lBtdF9UmRstj5LG5GrtLcaHo6ei/4ooKg3ZzRK/3+0UgnnylonF73YIIQgJwU4RMaZX50Fs8NcjFGtQ+FQOHOQCxWAujRB4tVol6cpVEriXqqSKqOg+iiknh9oe2Q4p5N0SGmxkt53klU6oKuWTuD25N9mTHEyySX9AJmZAJmZAJmYgaDZvsuCVFmyRbZfFQPssPtpncSYuXI07Wi7vF9BzkHLkEW+5uokgn4kc2UYG96f+2nW9o1QguhEhpjHR89NEYRSjYtgQKEC8KaLLLcBajcCLBSimFak3i2VBzX79xi0gi6iDiiz+t/2ZaARszfc2vGT5G7FAzNt4MNUYt1479MZHnyYDtfQjd8mMsNM7dceSO/5rGlgcumFT4+8Y/uCNjx97+LbmfxDzxmtEsTTcOdzb8EbnlNVH3yPipkA+8IEZooGfU+ki5iMao8JPsvvNR2zYx+sHmD88a/ATm9IAjgTd/a3ih8+cOY0T9PiQzswL2KbSlh+wYdmbcGQPBqVKsweD8hNyLt0eCJX83XzRf15gTtiPO066eoRvlNwB5yHXc9wxxXElhLFPKQ4on7Y+ZeMeUe407jQ/bNspcEutC+yr2XWaLoGbY5ttbxQWKpYquR8om1U/0PzQ0GzlJKERzWBmc9MVXEAoYUdb69BkAycqcpUxVcwas3HgYgpJoU04I3Ajxyg9yCAENDaXLc/G2JR6+opuA9hxpcpvIFT+Wvjhl19+GbzcFnlzzS3lIA67kdHKu40GFQz2231u/0Bmi2SyKRUBlVIJ3lAOeAOcQkEZuNRmpz8x8RvBzUJEqVBftGP7n5I2ybbTdt7G2j5LWiVro7XHet7KBaxt1nZrl5W1DpAvjwWEBwR6ngiUR4vzQsu5FuQYiXTls6DUdkDukAv/+xGi7KHmq3+yRwMedSdV+WqNw1xulMzlLI1e+XKVylIObuN7xyzlmpiFtr7Xayy/HG0103PQVvqzOxyiv9mLRIEZ6aFEO8Yjp6BLuZ9PEktz01ExzUZ55+RxJO+HowtxM5YSFbWcjpsq6oWihRd/xP54To4/xImiujBcvOzSJ4xpdYG3VAtKgcZckzNDzDbmMCpGY5nJI+ffAlXynnWVRAXZ6lYWiiqtlvrjtFVEuhTdNdCazWRmykaHQP0jWbGkqMawUuFOyWNT5Uo5VxbIQVNADbcUppCPzc1PlugkNUyqk7xeCk3QpRvIvCP56CCdjt3kwA651SGPcPCiT1mZz6IE2PaXQC1ALEQR9WZimPLKO/E3cQIqMvJOn/59PP4S/86bdCPbLa3UerpTxDy9DJsD/vKuqv3qYxrGHDdvRBtTd6Lt2u2lCq/ZVsFXdVWxas9UbqqiNlAbnFohVW3zqjQGZQAFJ+N6zWTt5NL6UTUVk8fO1i7W3qHerNmsNc6w3W4j/qrWKtKmSqGSysLcgpKTwLM6pMucPqYu18W05To5Zq8o5XWNOiIBaNMxATlbq2N1lQ66hZGrLW9wtDpWOpiEY5ODOH7k5zF942SlVEngtdvpD1EKSgFvA0ydZGK1hacLcEGbiFJ6na6kBBB/CSigmJk6Sf87FvC44YmGciT6xS5xp8hK4nmRdIlY5Okg8SSpQUpkBa3hL7cO4MWSz50oL1JKhvIARC9dSoZX4vNKTI+V1oyruTHraHV0dsbpKd04KGMap4I1Hdn+oz9DRVUXhs+18EMdVUOd9NiTqZyOiccTWeHvY3QYtTQPjfwkVfa4JpaO8YQ4y6jRZaOJQq3SqIhCCAaCRFGqLQ8gk9fiQWaL0a/34GBoDFfuQaNVJQFcWqI1e3gPNgQBVCgqPej/a+/N4+OoroTRe6u6u6qrl6req3qtVu/qTVJ3S2pZ0CUsb7KFBN4kG2EFHAIEYkmENThWQsA4JLGyQciCnEwSEngzNsaLDEMQGQfI4uDJEIbwhsA342FgYmc8+RxeJiDpu+dWtywzk/ny3u/98d7vh0q37q1bdWvrc89+TlFZB5ivOnZvbgbnJjyBxwl6HydS7fKhgzUnWJVGsgjm4qFW8qQEIl8/KNHqiL3aoZJnB+2SFarXNYulKquWqo+UIEC730JmqaXakYZaILVAajOpzYtapcbfMHnORCNyoaO9vUMXT0wen3sxmgEMKB7qkQA+Ch5d2DFxda9jZtVn4+0XbftYOPPT05vX1xJJpphMFA9M33HpsqBT8ImS1dM9dk1rF34gN9C7qXPdp250KJ+8fnlr722b4nuuaWrKdRXayvlNU5nIJdm753981zI3Z+vuvL/3i3ikW8mNVldvIzN/4Z2FU+wx4+eQF8XxL/SZ/1jYCDNYgrlsdFuRTFWDshXYBJjoVgAz6KINmOdWON4Gx1utsg8ZGLOLkC3CNWhmcpjbgwIJsyU6TAgY8OS1V7M6U07n6avZWelZMmkJOatTiCQ5BUtOQcbBGBgbNhqTCQSeVaaNMgPQC7fzh0OwTRq/PQpdVmsy4aAIgUz8WWidqF/vhB65G9Bul5L426YjpsPcv0YMxuRy20i7mryZvcVwD7vb8F32UZ5bxeEu3p2y9bjC7l7ZZ0WGgBcRIrt4J60R45SRGTVOGvcbWeNvrF6E5LjVKtkGbWO2KZthkqwO2Fhkk2yqrYU0Z20nbZyNzP6j3RXbaOKHa+teYWBxk0DiluZGJnRpZaLm8FVpxCSdGmlFZS1cUmXDKvYLchApssUa5MlWxBBVsWIJBFHIFFDr7tN1nugTnyAATy3rE4R+nI/qILClq2tSiZLD4T0vMpvwsru/+tlffOu+Rwe/s0lU5WCzHbvypRurW7/xje2VSpp5+9i//+25L092dbGHv77aL8XG5tJz/9BWev7pA08F3IR/WUlgqI9Qjyj+/UHegBv0g/Ff4JJFaYDJmxDN3Gh0LMoAY0LN6NEQwfiHXITDJI2fHAGKEmplCYon6Ds7Ujt+hgLKCfCXfsxJPcJuas6XUQx+PZ9ts5EJujYY1hMeZAM3FBgKch8y3mKcRJPRQ4EfqSfV19E/G80deBXeJG8MbouNyqPBW+SJ4Kedn3NNOabk7+JvM/tjj+Nn8HPcc8pb/Kngv6rnsGxi+pybnfdF7lMnY2djnEPFf73wOlJJiRCEgUIIEHALgYvR6GSUQVGJ8DlgXB2LTi2xppyN2qLXhF4TsficN2HmQqCSdleh0jqdVfKQlujPIlY8YN1rZaxFidrdRtEYmkIH0Cx6HZmhg0GP3OS/y88M+vG0H/tnsFVznjVhZJJMemoEo2l50/JjzOd1URi8DEcmxufGR06NU7DKZmtnzoxT1H3KWZ9iwvrQ1aGbQuwXQxjiQsnc6OzsxJ3U8R7cMbJZQJBIkqsBgvcIc2KUJFDdzBJcSTDj7GNSta4WJiA2joFfZiplVGprhFLUA5spIiO4je1LvHzX19/E+NDuv2rNLQs7LLHYxdsvuuybe666tKOMrzj8N9j02svYvrc/WUx6bomE+6765rffWV64nTx978Ipg5FgqAjKM2vrsJUsUqt6xiRToOJ1AKPAhtSQlyIsr0WlogvAk0pFF5UeTXr/oOlyiQwj1OAT4IQBhBpcmSJOQF2SSzPbiVziRoRj4nI5lnIcgLmKpOA6h/Eq4S9mKXCC20X93V7uJKOQamFZGBocC2EtNBpiQhELOY3FS3GY1wAIi9yhG2rVIIpkzcAeVS0WMvQY+nCmjSZTsUCx2omsjtzA2SML6OLVkZETNfAUJgiOzI1jqEg4/lWrykWYIpdkC+XR4p2GO42fNkwW9xdni5xWnCwyqOht9mQ3GjfyG7L3c9xqDqvFDmGVsEn4iuHh5n1FbrZ4NsuoKlKjTxBoJyKqtqJbHVCvVK8RblDvUKfRtPoId4x7ttmS5F0pa48z7Or1hFLenmA41BshwyyGnIe+tUgO53IR1hJBlqhVBQbD6Rn1Tnr3e9kI4cUZ728ygyaQUtKFMtRHV1VMywvLd9XlwP4zcxMjRBiHP7AaT5BHJuhRovgRSefRpD+ZNfCpRJLPqChrIKs0l1BxszGnNjxmwWOzEyAcVNyglATWOlG3wjsJIa6cx4w6OfYZYxUHqGLqMMw8t3yy7/7X//A3tw8QDOnP2rAjL0a9gbxl/mzB1H11cWjF1gM3bP3Qyove+dGP8Kr+73+DIsp3Xv3mqqAjNv5j/HLvWHXg2ud/8vcEoiH6bT17ALlRiN1Zh+g07yX0zgoO5chOq7qPnadFQxhM8gxCEqTEX5iluBIamgMsgAhZAgkHB76ZDKigD8FojmJXchxHZIqX6AjS+MlRmA2GVouFIgbgoKmHFwjdIxSsCTkunpg9T4xDnkm0j6AjtuEVQG9Cv6LuUxoHEJY4lTvAsYgb5SCs1MB9wfAtw0EDC5fiyKPBTEwCOLvdkTB5TmiSpyVgD09LKrsXuuz2SPhCEp49cRKo+MhxIki16dFGBOyBlivObfKIMopG3S+xRkUNEjYtWPVqwWqEOvAv7yvzESAREQpi6TLtXt9cKAdMinnIdaV3m2+LvNXPYdZs4sy81ehZY9rDfMa02/pp6e7QXzCPyoddLzK/El+RzjH/k3U5R7lRfow83R7zM9zz4lmOUDrO9imGNcM8MZF50tduXsmsMg9ENjAbzFcxE8we1x7lQde3zd8WZvjD5gPCc8y/MK9bzwlu/iSHEXeSY8ahhncHhoIDRM7baXCjFq8HbtXlrDq3eXZ5pj2vEfnUE/g7iEVYOEkICMiOB3VhUVtNREnyjq8IYPhFuJ/x3nSgKnrxDu8u714iYZ9zuyfBYWiKZ1r4vfxrPCvxGk+ehD/Av86b+EfsHgPaA3DF5jRnix0ia1hkl+yqnT1rx3a4EzN5l/bl4eV1zoWIAP1z48C2jEPE9BnC54NrLkxQMtcmHOQnIrz2Dg/htbOQlopI0+MTNHEK6uwEj87lQ4dMCDPM+DAVDqiAPEFtBBy5miVWtWr5qo0UHihOGgRkqABHHAzoWwF9X31L0LcEfctMtzS7ueqRlKqiOqo2lZp9aTavJSz68LDL5Kt7zesUzAkULBFN6jrXV/D27bu33J2PeH7yle/85t+PfPXZud34e0ZJubp9/V3Msp999KNX3+be8z8w/tVvMPfTR7qG4p3aJwg/NIAQe4fxMyjL8PXZnchTepXXgOzkqVwdyGLJbsK8PYN5aiV02sEXyQkT1O6kU183F5qe0D0CNYGPJ8I+hMSMOIMDB50miDM7MyvN1k6ckc7oRGkW2Onj0rOwHKceXPWJfAyJdAwiQ7VQxhQnZ+IzmE5EbIIZiClfTW/jZc1CZyPtJ9uvUP7abs/nGiToVViRy584oVuWA9rF96kPeh5Msr1sr3W1cjd7t9X4VQMu5ndFIRPxND9tfkh6yHEgb5ZMBE9ta96WZYK8/VCY/0ITPhTmZlhei8TC0+Gnw0zYEU/4cHaQCL8tzRmnw8RzgkQAfAZf/vheIvDOMG8fxM3ZGSxptnQGO0WH9AVRxHEA1sdHR8u07urS61pNr+OttNa8wWh5yo4BxLfZx+yz9pN2k13JPcGaWK5uTNCBsv8MAV0q2XaT6o2RUxNUO9zdPTfRXZsjkm2xbn11JlJubzLhSSa86SBKueNB/B77F2GSliiPQYUYq5QgpZIe1kiTggHDRCQ/T8mDvxtMXLx+7tVM+hLl4MGhw+PXDXWVw75SXySSLGjB0+y6ue9ONuXi8XTvVcyW1d17fnBzb74zXIne6HK1fuilS1ZDJNlF8yvZ/5Pw5MvQGjTMPqB90ukdfCD5YDuL8tJW5pbmW9YzqNlUMF1+n2qodQxs3dFxc3JsK8QH3+X7lLy38umL71qxd+09A1/2fVl+cGDGcMx4yHdI/nH5x2tnt57c+vrWs1sDftVTkiru9shW48N8X3stgLxse7QvgJTl578dYna53GZ+MoGdCdAPOQkdSsDP4bbWoNYsTkttOrE/8XSCTczghw4PZSejoMr8tWaDY53T0f3Rp6NstD6G1mRIlByryVN9uA9yr/RppKsvB1Onj7oFYl5z7eDxLp40HKC6rpgeXI6Xz7CtmlXpE4oKHlQmFUZ5ivkFMpHJ1Y+6yS7BxCmX4ctyObH/B2wLoXdhsq6ifrZFi0gteEfL3pbpFrZFBvraYoUp0VKpFtjJDXgDPJuNzFbS+MkhyU0bv6a6mA26cw2ZSBsSkTROUxj0+ct703ggPZaeTZ9MG9J2ODLd8OQhjd9qTkAY6ZvVrS1bta37yDs3boWhQYu1vNW+9/6VeCXV4qxsVb1Y9I55XyDIfmbhd5qDWkSswBh46T16Z5inNNeDNVxrbWEHWWaQxeBMwrDwKpVQmdbkrCxcHthkaByFZ2Sv27L1CXwbkeuEx/bI2bomnkgVE3O0cSY7cUrKjuu+kVk9kG1cOkWdyc9IZ+pEYe4NIBE1CYKEIY5jQoLjycGEShx6IfpalCF0YuLcGVCUQk/itQTpmYCJdz6Nme5o2dAZ3bF2c9eKeCUY8snYmEy0tZZay62sqSc5kCwkmpObEhuCOLgsHERrK/0qugTXVHSRsRZEg/n+ILo8u0HFvfLKIN6Y2hzEmzaHugLk8MAytK61T8Vr+yrtGrMcshRcbOgO4kuLlwXR+sxlKlrhWx7UI8oblr766sJEkM001BwmPwSb43FK2jShIBEYrUhO0DWdfcxZt/c17HjUERTkdFMsVpehTHr2BZ+ekY2rR6jriddonq7FEGganm5aukW2Kxu2nNh31+gPs3bWZGTF7K2dx7/TuyoXibYEx35+0ciO67/+zjN3r7U4Kty2craKPX3be8uD665aUZr/Q7Gla/tThx4tlb/6P/ClmS8O33tcM5rMPr9gNK0emzziTlbdDpUzsEazbezy8au/sLmtXZYTl5ivjrRGYlcyu2+546HNl0zcMb3lknc/URpKtMQv3rW67PUaCNFHNoKc/ieR5tqZvXXaGOrUYOJKgkOghFCQ47AtU6OeDFoemBMy6OOohCfbAUjlJFDLCHQko+VKKo+jBquV2Ril54jmZThHHryCoZc03qYqq3xjjpHGaU2kRJmeL4+JFNYjEFLrJCVBSpqUFCoTwitWqB6r0o5SjlDOAFqsYhFkQeqBT4CyLg9SplU6/mybdDyr95wgAuLxJbLhUNkJU7JC1+SKqTI5KZzSkRIo+RUoyRUoWRbqmi7aVdd9yZ0dOEq7o7Q7Sruj5GnOUmxDGr87BDtI492jsC+f7+yoU21KtOvtE8B0kafQtWMwrzBoyYudWnNF6BwlfLOYEJOTnVOdhgOds50nO9msCQ92jnaOQZfWiVVezoQdM6yoOZrymXCqr0nIhKW+WDQTTs6wdq0Qq6QKPeVwpRerqXZEn5KwVQ6HJChy3Dwl4AMCFoUxYVp4QTAIgKQSeRSNFyL5wfxofixvmMxP5ZkDeQyBabP5k3lDfrTju7touLceQgAc6NJQgjPgkV2tZxyrE2e3P2jkTYlAMmhUgpjj/VwIyHNdU0YVwxBhBHoMR7vuj133O9ZpNfU40S3wVDQkvfWYsbrEiPt3fLLn0rGAyy60aPMXe7Q2gY30trRe3+eprpzvuijmlsWI31O0Y6fxc3NX3bFi0xXaI/N/vVmVg/F4Kildinvvv7JYHpgPXlmIxOMuoXMTe5EuPYJlppusODJfLKiJqVtmjqE4IQQhGuBjo+Bui1JNRpQ6TEVdMmsmFITicjO4iVJTOkiB1LI+s/DzI3C02SY3MD5p/OOh+nR7vTHdXjpMZ5sK6hDfQHRHdBchw007yBweNWET5WSp1A4nMDWZXIQbfIkg9RMj0qsjdQ2Jbok5QaYEwZlZSCu2OBNsKp0DUbqG8xxau7be6OnRG5rS0WHaqIGqa5+JgYsipEabOBc83ttaEEaazfGYjc4HGwNgb6PzAZ5Mnw8yTHw6f0jPUX0KxWNL5oAuY5J7f/VE7YRurKhPBWUqjkfjY/Gp+L742bhRjQ/GGQ1WcSCYbW1lWnd26XW+Ra9jCVprBcVfJhPE1ddky4SdZFqklB41HO21KlbXFHmUKkJNVs7lFKbM2FwFGnxweQUqTaxV2A9brTbFFpe1bFWmdqP2rvKUjAdlPCqPyVPyPvmsbJQPxg7+BZ0ONJEjzAFCes/obCqhvBAVuZh+TydRBNR1tfCSfI+uRbhub19MyUfgOtO8bFlzc/eyjyutPfPLlxcCZi7sD6bt2G38HOzobm5eNh+dUzdVCSD7uzfiD3w5pypifAwxC1fPr8R7jXsJ1Gbw8Tqet6RdVAhyReD3O3cIEDRt1MHz9QZ4vqy5dPjUYVuAbhuR3ufpENI4TYeQxj/QIREYYoYhEWTKpABerWkNlHnpjDfwcwkVz5wArZ300ok6WGazDcDMPktklyNf92OTgrPwpmsdFVv2IEF/WnYwO5X9nv17oX1Zk0o2JrOsRHpOZlk/n06pPalwuleBRzJtdPnNzUpAzVg57wy2azYJIStHrixOu7ALFF/dzfrPrK2qsIWsz+cnv68OtVT1B09K1vFIZErFooohD+BZlVVVqh2cWfg9kRhBN3iwOfu3UfjNqcNo3YKgO0qs+GDvG/3nyK9PmC1QDtb0eXbAdCJwiMLbmYlhCHau5zJzZuupGfXIlWDYLoYSQTESxGF7ALgc3JBfCJkgAsx7AGaJCctbeg/cpLPd3VkCHpPP79s61Br1BxwfiMoF73no2Ut3N2e759V3r/nNqUtisTYbtzmx+fPMZx7IRikEYXQRwXsiwXse/PkG1vORSU+xnttqwlxdaqaxT9gERB5bgfjVLVT/Sum+tYHYrID+qIGK8OWHqc3K+BQh8Dxkc0EuiLNzLVqrwM/i1WzbolCtY4rjIFcvoeUpF8VdbqrCBWMVQlxdntYlafrTwk3pqMiqsx60oaMiq9XnvYAc16gmF7DP0SnfrO+sj/VREXZlGWqtq7qsjH0HbdvbB31Y8w36Rn1jvinfPnIgZ82Eub4mnAmbUrGG+YrcEmcSEI7brPXT6EboyrLylBUPWvGodcw6Zd1nPWs1Wg96lyATnajWus+jD8LIUqmWYo8LMUbjh/+YUl41X6sV/PaI7E87sMP4uXd6NnWGKHZgta+t0mkaRg6ETC1ENt3M/l0dN/iGKQ84TDUjPgf9aR0b17U0uLUW+EHh54MeTYTfuCVLj8q2dqxsHLWycdRKGvsFR63sWdVDj+uhgNJDAaVnnRuutq4xbl2DO1zXOAFp/FFT4Nh1ApxmXZYOz9Lh2Q7q+QAdHTSMtgM8FqgnWkcQTtxBWVM4tIOh+2moWYeDnsNBz+EAM7N+DrWlbpX4oX4OtZlaLGYWXtEscKjK1Pe/S2AUrBhepdi2YjWgOXXVho0aHFPciAc27ti4ayO7cZNpVaucyFm47pxRt7cWgVkdGSHobm4W/hrc6iIevKBZB3WQco5LWVo/S2n3oipJ6yanJ2e3cEZuw8ZNnNy6ykEh3qFSs4aapaxplvZlO3roVg/d6llHnuNfj+qGjqEOYO6hu0Pn8mnjd3RvR8fQOuBhoHNdYwaRxh/o3nXrhofqE8exuJbIndNCHgHRZz5Rq4EUSqD3gG3thqGn0cqFN9EKUoqktCy8edgvKzJhqfW/4YAWLHMnh//Ny04SEB8GHjhrw1PDhNVVM2F5hnn3UFNHJtxKGpqlaV0mvKqvyZEJ+wi3eyiWzYRbZljboVhPJrySNLSLYxtT/T0bwht7+UxHv1bNpHnEJVZt2gw/TCJnFSycyWDkVq1sbZF9wjChCZIjHm1R8Zh6ABKQ4oomdmQK2XhnSwce6zjQwXRAn7d/c0983bpI/2A/M9k/1c+gfqmf6Sfz+ojbW+4fHRqeYbY8HiV88gzefjclFIuW5nPALZ/Sq+5LgWJA8Bb5q9H/fsjh2N3I4YUW+egGJ90Ut4q2RCwZt0aD2C422RNLOekJ8HGiqq56PnHff8FOd7Q3PLgJP835zuORxW5uCZ99AV0p4cHtzvy1pU13ej70ubVrxqNem9B+0Xy3a1nUJxgCqU2VD69jGE/XyvnWdVWLMZobaK+szyuta+eX1dr8lPqkROzOMqe3i8nm7dtuW7t2Y9ed87dsUr2E7fZJMccg/vRYQaustmTn11JePB53XE76WrVQrmPes6U9EI8Hlm3EVz6Qa1ApK5Fm/y+CyUrMIiarUEzWQkXVVj3sgxe9MUAJBdiKheIZnqKketwuxQe8lwq9dU9Waq30NtCTt+FY5QW9UBIO96IQHRyiJwrRU4QyVObNUHE2A5On7uV5tuHl+Xbdy5PgNgFGZFCQibcAIjG3Un6ptc0GKc4gKL1Jl4I1c1yMt3H+nO67USzqkefUg+MCuTc7uwR/SIBAJF30PY82rix6qc6MaqVaaZveQKt+fjHOU+rJU0zBU6zBe6lR1Eu7vDx0eb2VMgrRI0O0I0R3huiDUrtpA11kAJnAEZlMpfznisCE8e+qEBmYr8D8b6kMVkYrY5WpijFvwBptT5KtAxXTgcrJCnOggkdJx2yFDfHeTFjUxeFMJhzva+IzYXtfLJQJx3RxuDXV3NMSbu0NolhbiT5xPBYTRbvg88a5KR4f4LHIj/HT/Au8gQdxOJApheLNkcxgZhRyckxmpjIHMizKSBmGBviZyYTPjJZ1kTj754vETllhTYaEwvqC2GiSjf7GNNZTQYFHLJ6gEvGflIch5dOSzvNMQAmv/eYX1t6geu2W1kvml7m0kmDo6b/1FosdJqJ7ZSuRhevz8MwP127qvnP+9s0RhUrC4gC+def4J+dDI94QmWmrtuMN31ntp/IEQdqn2GNknokoxFjrMy1I2EDd5Yiyc9RaapXARdHqN8DcgZ3Q0FzQaaCHGXwJ3iIlkE4ZdccSXRY4b/I0w344zg+DAwBTfoObQpzbKlEOTqLsm4HyAdA0GMJWq266pKQIgIvQItQwjqxwTnrww94j3h/hH5uPh35lNjn/RcCrzSu8mz1348+Y94i/CnARra1ioCbL6Qh+1vNjP6NF8Bq+cTdOmpgs67TUBggoGvBJWA8aRg1jhinDAYPJcNoKanDNOm1lrIvWOvDWA3VJdu2B9Pq1BwYv2/KYNbzmsYhhzeVbhp4C/0T4Nid8wxNI4PKhv0Z+tg0ZkJtte0t6K7Bkk1CH4fNxhO045EzYk0wimBQSpqRDdKsohP0q9ppJS+ZIy2WTVBxgycpj8alIMZIVFULP60qpfx6BNQJ1ePmQ5riZudl0h3CH/Q7nbd6b5ZuD/MhwPT2wOSg5qgFSPKA+tejqUxBk60nK6t+o8IENxe2sq0EZdPLjH77lhV0v3PGhnT9bX/nwJdOf/MDHr1vF7n9o9/6PvTv5nfv+8uP/cWtP7aE7n5//9b6/OfeZUfCI+4/5PvYJAmspVGWa6rCWWUa9YNuEZqhASQd6SpeCVDbjojjYpVInWBU0jg1+jeJdddE3TmXTWafBbvI/oaeR1CyE/Sgk7O3DJo5KrWZEsTDCBDoJhiWc2xmKcC9wlpuVniWItXiBz8kx1Lbw7mEAxDYBYJI6jgjCsi5ydxRuXRRHulSdBlCZ8rdagDJrKjkqbbKnEFbs5GYscDdwA9RzTtIxI160yZ+sG+WzANUfF5YBtFalNdJWaY/DcE8OL8vVlq3Nbc1d77g+dxN/u+P23Kf473Bv8f9htrUsGyoNl28oG7RluMiz6YzTRdgq5Z4mF2GuUjGUig6kwqiXcWbTrKEgtWO4E4aDe1Jke1trRJgSmFFhUtgvsMJvVIYK1gFVHQRnsskoBics3fHKGB3tAjc7KsxAmqi6hx2gQ9CL+Bb1IqwdsvB16+nXihXOxifKSWuyJVHh2lRctJFVydyu4lZLQX1P+jWq3ScgyCZKnsVk6xQOUw0GpuRdoik06giz/rkf+tUH7E+u2jvw6SvG7x17pK893earrp1XlY6UyyPFwnICl832G9dvv/iyK7ShlmKcrU68dPsHbvjUi2e+tssj5uffurIUTiSw19K6nb1quEW275p/ZEesa+jSa479YvxS2Qnaw975PgMisBwiAv2LdVj2JymqTHpowgsPEaXDdVnaDjIJ9Zeqx6hSPsQOqhnKx0AMNTVJG5/QRWdN4kImMeyMJWRTZthp4ew63BCQqS0VnmcpxOpAMxtoBhQaaAY4DDQDDPpFf3iTxOI8ZblVOTWYZ7T8ZP7b6X15Q4u/JVpr7swOSJpfiw40r84OiYP+4fBgdEvztuwO6Sr/VdEdzXdK4/5d4fHoruzd/s9mvy7e7/96+P7oV5ofyn7P+13/o8G/zB7z/oDcwSvZ09l3ss1q/qbETem9rgdcD7hn89x6F27i7USCTtUl6IAshiNszJ/B8FixREjmOJM9EECRiB3ArogieAozo3gS78cs5qm8/5tkq+QZ9DBPe17w/JuH9VD7nGd5ruHRBBFqc9mRCT3pVZEK2GdqcwCPzkYOETmedvnivqSK0i6ySnhjKk65wbGpoZEBD73xic4sOOllz4vi9UxmdZ8mRPnvDtbRSJULWhr2w3Kpb77N1Rlyy1vvXXP332L331RHk12Vu1Lba2P7/uKmZVew+9+5ZqgtmEhIliphfW8Y+N1P38IJVQ3G54r4rwi9/sEzx2ZLSLfjMEcJZKXx4YYHUzPFkaaIz5GizGlKjuC6KL9U8o00+NpIgyONADaidssIFcwjlIWNUImXHoglVvYqTxKgk1GSgJ19ILUjtSvFptKcbGUJsjoBEu4ZIt/+J64UdM/ShUaYGJwuScbuMO8yM2ZyAtlE7pQiSgeVYOEe/0gRZQQ0AgCv0KBeEJFIc+Y8M0nOT70gRhZ5yIC2g4hvYhvTJmqMJn7SwGnNeFszjgCWo/LiPbFUSu1JhlO9SLA0O9yqhA0yfD6kKlmxdZhlEUckwm0mrJmwqRBpxs3IEY9EIiqeVKdUBqkSkRBn1ZOqUR3NfHfRL1+X8SZOjU/UA8Unzow46vmY0RJF8ATh7wjh9LQ3vDUbUpdv0bzRsVSts+6m2ztWl+OxzR6nJ9/isl1y8Xx2ZZMiGG0xfyQlYA+7/+c/X55Lta9wZ66cX7MuRZi3uJfKU1fvuygIDByBl+0Lp5hfEnhpNZTr8JIqUXgpacCdMZhaMDC1YGAx4OdTVuhPRcUG+hGBkLbBfrGV41Ni1ODMGvHtRnyDERsTRYxxM6fcGsZXh3E4ofrxqH/Mz/idFlQ7PjJCeKAiqUk1Ag6TACKE7zvx4gnpRZ2SLkJHW1RM8YZmb9hZMDLNrZx+GsW51og/bPyYkTEmmrneMN4e/miYCSecFgx3+DvND9AiiqU2P2+nUkzKCVUqVWqrU8zjen0cvNlGoEjHj4/UpOM0FqLun54x55Qc43QWNEs1l7ZUZfewdUvya9KX4kaBE9JCZrQ0VposmcTSDFa13QRd/tT2U/vx+PHE38deiv8q94bhjdgb8bdyFmctN5L7SH5nbi/ey+xlJz2QWX4yuCe/t2CDqGWBNVtNQSH3fNOPY3yQ9bqdQW9IyQRyD5ofFL6mfjH2xbjFmbWlc325gdK20m2Z23L32L8X2196k30jaM3wrWH0FBPGEVykqZuzB9FThRns1xzNclh5KhD2R/xY8qvkzcFO5Skv7GxyOuMxm8UgpmhlDOPnUKHY3IoQvFT/xxVFBrdqt7cIL5b5mRNjJzgI/Bv4f7BuzTIG3/EYE6dEVpzB7ZqS8iuFCI/53HQKj6bGUpMpVk21pJjUE1hFbVh9bG1jckBsMBWO5sA3bSGKR4arRcJXHlzApEk/8HWOpjMHsenUkqBhwpUKRE6L2yxum83SCCEe1mOIRyYuiCImzfrHGQqq2VZGWf3jDMF0JqJKDhMXcUSD2JThgwiSYiMubQziBmIH2QsiUt/h3pbedryTNowM4wkaKDykKdN4mplmpy1ftU15pvxTgangg00PxKbzVsIeZ8HDADwnNEsxVozfl/ta/Gs54wh8vlNzpFWlak4rVawJVYaUgO4m56fWNaFaIF05WsxVqxR21uwqrCBEP1CllVKN686GMb2yQtiaq5qTXfq5nPq5RCe5hJNcwlnNqU4Yc1YTRXKYWGUlG7mODU5wVnPayHVs5BhSZAct7w2cufAP65E0EBi9mPTdt5iwHzKsOkqNUIZ4amlQNDMVTd56xcpNamTbF3761M0bboh6fLZoNPjQVSs2f2D+1/n81z7W3l9ySE4ru3/++S9e35fvTGcKq67+1s4Hw4Ifr/rM5y6rrrhyqqu6efwrPtEuw5eVF/6d6TY8gwJ4ruHXF9KcBIeFqGHLYqUKGKvHhY0u2nRRQuZq+DC4GtYuF7wLPQjWwudEr9sADn0Imwglmzt5onjmeJ2GvdqIjTmPnxSf7tVD154lbfJ7vEn1Hv5GQwF+jponxizYIgaw5zo3XuPG9HIaAUVybUsAG6lwYKTKFCOlgkaXrj4y0Tul9I80/kh1ry5XKLhEmUK9c2tzJ0dGZqUT0vGRhqWR/KyBY8hGbqDHWt2GtzFMLfSg40Hlac/T3hnlTYWbDuE9fjxgHbBts26z/V42mmSPnJJZr0dW/CyGlTuwD7Oelvrdsi0Mg03WCty09wXPa5TH+qA78DNkmcGntZxKiGehGDoQYkIIY4PBGHcPuvCkC8PnVg64Zl0nXa+7TK7R4KN7GqLBnB64NkI/nQXZ4lFt7pT+MRuy6xQm5BNR7kzPREq/+EE9BUqemIPyVB0lk/5JT0es0k6zwve99FIpHb3YkYpN9haGmj/fcVPelzE8M/93K+f+avjiTPqqq0vbrmaujXqvW538IP0s98Ipdo79EkowLXWo8qaoDpGvs+UWNV23CNT5ITVclzBP6ZZS1U8P9Dup9cHZADdnQxYljXPUmO+MN0RPu5wwWVS7bArl7BYO/GUPg+jJC6j4ahZ8OnUW/nTDYKpnmXw1u5SP2szpjsQsL1hUi2yPJ3zkrPopLXWeWNBtYNQqpvqpRcxPWSy/QPUqTp5PqhTyVJNuFUg6wYoHhzgbtntoUNhzOlPJpXp/spKovhFWs9TsSYCQMmKEH6Re4hWcAqlCTQF9OJAylC0dkS51dWS1avTzrgGQPKMD4UQqxqdwDxfme1VLIsTP4BWaS0CJBCFJ8Dx2wSJYLFEaxGBHBzAW8Riexi9gA6aOK07FH3c6B11TLmaSrA64WP0bPzrYEaBL/nDXhXwafKSt/h1TPQk1TagFd77IqYFhNhAUHUHRH0SSIyCFgo2UgjRHT8MQp0crNOCQ8G1cJVqHTrKVqrBXi1FvJGWf/23+ljtX9I/ngh2rcc9wLXvj2uoW9ktzv5ymMQo/nLxk+DOT+MGetgBOzH1tcrB9HcNd2sEkwGJHYPQMgVGVeUaH0SNmM/I7TfSLGA5SVFIY9h8fQybIjXj6dK1IKELxvE6tVRbMAd5sboqScRY3Vf66XSYHlf8cThNDe8j8VmlDhfOcyJ7/1x0Ai6+ekGisi2Z2rheG5K0Kq9A0X5UmoEIf8FTcitsfMzcJUYfqjMuqovq7zFWhywkp+rr8ffwac6+wQl6hrPFfx3+df9D8Df9XA9NN30ff479j/pbyLf/3Aj/gD5uPCEfko8oT/icDs02/lN8W3pbf8eenzbiJen6MlmmdbdXrcEavV63S61RKr2MxvXY4aK1pSrAsNt2J4BtYY8Y71U8Y73bsbTJ38WWhLFcDz5pmoy/7uXuFPfJuhe1wrpYZl+wOu1BADSOn4AiTWXCPljP7FVVWlBaz4DabhYDfHzfzpMVzJqPBwBOWzOUkbBMy+RWLPIMJedomYEmIC9PCEeFFwSjsNAcAiCXNVNzHH+N/TmbvTrNysx/ClVVkJvcrOsvmumso1AfbKlAdtVaQeZaISzP46SNSE55s0t8GOQrqI6KrHAXEqkjZLOR4BXzhn5PfUAjMy+f8Z6CekPUPf+qwDth1958RVU9zBoKLlv5HQV+Ppj8sqF5bjSCvN4+S2hy3gLPM64RLEcBZUHBVeZWwKaTUswph3ecf8jkAI+FyUVUMTTLciLGHkHoH3h9MZTy/fMnHW5rKOFt2x4LzT2bmj3nTEUcb+6VEUo21zJsYW2fIbhYtiYTBEV757m9ZY3tRMvMgGy+cMh4isyXHnqjPlmQ07LAzOVDy2ZE5KfOGdCJiEk0A5rVaseirQlKHRlqHhlIvSahnL/VZClKRgq5lqlbg9bWcNBtQmp789hzOoZsTOGG5OY3TFv3suVw+Gi3k63ppuFZtpAYOWvRielQsfauBx5w0OD9Yq3hTRMB0JFJqYVvhOvNY4a3EW+k/JP6QtsIBB10VetzzgUg5WihktreHFCUSiEkFg5AMJXPJanKj72Hfw/LDSd6S6Ih3pAbQOtzPreFXxVem+tP9mXu5SWnS8dnEvel7M5OFr0pfgoMTT0rHEsfSTxeeTzyf/lXiV+mThQgyGjiTx+AzJ7iUOW3KVHzLpeWOQePl3Cb58swey17pXnmPsid2b+Le5GTBt9t8j293krWZh/Gt0q0OA5kT5NdMJATMkVkh+RxhSY1FwyrK5MJIFOxhMaKEw0Ssv+dxcOeZWdipaXIirvIcb+bimbQ7k0kTaEikWnizm+fNhDtRPHEh4RaERCweb5EVtywrmWRMIcI6mX8C+R2exKfJJArj049HsOiALQnZCW9CqKAkEQFeRQx0YpQjh5BJKj+Jr0cJxOPvamJaIzcbj6ct6rviBwUiUz12aBZ9MBMDX3aPFigOKnifgp9SXlBeI1jvC/Eimd6Bo6qYwBL50es+3IknsYSSyENmuFUTituSWEtOQt5vfPqQeWeqyD9BpjlP2ClBRWk8mT4LeeAJ7SdD0/s4qlAdzOBJyAQvZdSMljmQmc2czHCZ0fwi13QGLMqK/8zcKSL0jNfnNunykw6yWz7lJ6wUlMaHePz044DdwGI1UgXo7TO6nLWYWwOyjvENdMAv7cn+6XQbS9ecxHfz3XqSUZq6B3RkBF0ArkhCklEQTCCMwAV4IgQ5RhcrN1RnD/qqCag8dOsxz2IqjjrmMOmII0VTb1C00UAk9W0cY3U8YsOThAwf/1FZTnm78aHVYTd/8hl3qoqjmzPzP8/88/zvE/OvhDq7CT4xhIOR3Ny/47/c3e2zs4kE65Nibs/c7/A77aoLvoFru+7d3zBr5o6yzJqSDXjGAELsvxAM08n+rs4zWpOCXE4a8oicqkjwzKG8S2I6SeMIyocdOqIpFmnqGLrSbQpASnc7Vwh4r22vfa9jd3J3+SXLS75XUq+UzGIhKSQsceuEcLPljTYu2FUQt7QbCjVjTao5OpO1dLXc0rXGMiANOFaG1yTXpdeWta5NyqbEYNfN3C7LLmmXY5d3l+/L3LQ07XhYfjIZthtFSXSIuYgUcURyGSHjK3YJUtdG85b2wS5DnVOIk/u+vRN3woPcUsTFQrIsCwZUgGcIF0KhaqHQVW0gtGKxVqMf2AKMNquv4Zm+lSRz0+f1psrlimCxWkuE/eA4JVmulEuVhHOvt+jAjgphS73W0E5lMIzDxcSO2K4YE9sbwzElUShUS/nfZTKp0iB52zsruGI0cgmF4+KVhLtSSVi9qVRLyeoulazkl5fNVl8plVAsncWkLLDWMlcRgzgYIb9EsQA/AyHgDgdQ5YIhj/P5cDgkWAmLeXiHF3sLiRlsf1xVsAJ41SpVNOWA8rpyVjFAB1Bj5UmmHZUQhz90sFJIEXzwOCrh0pPMM6iKupj+x6MnaHDGCHxJZi47kh2vf2EbJJsGtYUwWonymzSrDhVs6inR4BOHdKJBA8vO6s6ifFo6NQLv+BR90c7qSHGE9Eh0U7rzNGlxvNRt795tl7p3Hj8O1XH+OEcqnvRCBpyJEZqCYBzpSV0tZE4JVQs48JirPtAykPabkOfVA0KqOeio2bSAVJOhl2xArbl89poRbJqcTFbt0IIPWh0ldSYtwtnOHhGrCVUEgv/yQRHC/14nVRtk87CRHTbaA9qJpArFQfocMA4ywwKTcNCpVw6dZQjYqhJ5AQ5SfJqzKkli1UFKTvNAOlnACl69ctLPrIHu46zm8lTbeU813eKuZkhx8F74gjE5mbea0RykeKptUMiVfXB1UmD4Y47qBWEj5//eqxHBF+ygaKihCOmgKRzq/Avn0r9HppuYUhd8rKwD+JwA3p+JxizenrWrm5K4vTXeunHnqQ2rq/ODecWl3fPF3nx+/pfxQHLL7F/1XXYRQUxBn9wmNV177dV+T4igJblp4uH5mdtb2Xjcbff5Ro4f3+qQU0w8bnSHbl1494YO8IiZX8meI5ipbdF2SrjTbDOLbkvhVIhIDFTP6wbE5KBNBzQZ2mSg2UabbTMNYSJ7JnuaLLXiiZEGyqpjirA5i0JuB3NHG25DToIeYnfANUS3u4RQubTI9Lw6cpzIhRQ36Cr6A9LaDUNPocDCH5CycBb5CaIXpLoL2KNmiNOxZ7+cYVzlgnd7+13Gu02M2Wx08grvN2fd/qQ57oz7k9lO3O6sBFY5rzVfK1ynXOO/OnBt7jb+duF25Vb/RwO35fYIe5SvoK+YH/Dfn30SnSz/sylGeJJsNtfcLGDKqSvA3ufa6ux9klcVv7+lWXCTA3LZLGXss81kSLPfbBD4HKkVwmnwsTqLn6JRruRuU8VYNSSWfT6/AtxCYK+AXxPOgrF0TPg3gRV21swD5m1m1ryTB/fkUPYlEdyMp1VG3bsth4u5Wo7JKaXy98FtDFzGRib6T42Mn5o7NwKxu3N1V7H+uVPZ+ucaGhkV+SWUu/5p5D9JqM8TZzwOqCH7p1hxyoublrgYgyTbAfmvyGLFj3ry+ehrJxwc35TFzYm0bFbm72vff9mydR0t0WpaCK+K98wfFaOK5CsRGE6FUivm2/AfM2mn2WIjzLoctdfe/cjd9/bmmkte8eLhaebxSCFmlax6Dn32BgK9Hvx9rejkDbJh2jBtm7Z/3zBj4KZ92Oa72dbaPoiGxEEPGzD47C7xSsPl4muGkyJXh8o0Zn1eVmTsRutaI/6YEQ8aR42MscVq6hXxR0W8TdwhMmILI6DaHEGSdHX+GzhVItqityWpxxMGtVZcazMaDwlhi8EuinHW4GZZA2thDCK22n02uIph0IiNLTarSdomYrEFM4L4JHMxsiMDc7GWY3FhmjxWYdCGW2yabczG2vxFX8034GN91oKlghjMKF7fN3UScum58f5z8PFhyBl9buSURBZCRyDeFVaNe6xH5BHZbffO43L9i0v1iqJ+NJElQhrF+/aFk5qZYHm2hayoA4uNNEQNtuLeqjiz8A9HvFVD2g3Nl4+4q4YxJzSnjjirBtkDzTePeEhTpM0ludEaGHEYPk+Po00ANbGOqAdH6ded2Css777MjM6/+IFuV8CQNrFo7qv40uvW+iQLVub/Jc42K7G2vvnEuy/GcuqH0MKCngPN+BEmiXoRqGI/ezNCIU1iij21noEetifsXZ1lcO0Y85cETAhSHqnAKJrLgY5ajcBx47PokwghRbMytSiOOtpgTOQ9Y/SYHhjzS/1KTyHUpFnwgB/v8u/1M34vuK2vzmKsnB85XiEjqb+hcR0ZeRm92t+jR8nVopoLaz2DPVM97GAP7mF+AUNXLA4d169KfajoVS+v3+lDCJ5QZAaieBe5WSS952bH6Tiqn6Tjhurj7iHjIpoTD2S2ZXZkdmUMmZAXLple+pwE7E4bPEzF+BHEoqomElDDIun8JWMkiArN4LnD7KcYxWCcYcyPR//52xT++s/VkU2x/8yIjitwzMVU5n/VdJ3xI/MP42E4L31/7H7kxWpDveSmvvgeuva6PV7OyPMyHyIiMif76v74zBJd5FKv/Lff65Uv+y4IEELFUtZRqr16QtJ98x+fkjGNylHa2spj8n75rMyq8qDMaGQ1Kk/JBrkeGSTXI4PkemQQHZVQ/OXz3vp9MU/K1uMOe3ptnBdx1F/fhuPUUV+BqB/qqD9lPWtlwFufsR701f30wanrjK5ArHU7qxdG+kCgD/jq4z8R3PMx/3uDetj9/1UoD3nbXsMK5n7jOqSgj2jLHxaPMUdEdg93j3iPi71FvNV1H8Ne47qDuZ1jr2eu47aL7IPM/eL3GBbhsuMT5lutNu8nDAYbsl4r2iK2IkFAM3jsKLoWK/6hX1OVaP+ZOZ1dJSLhublzuvgGf65Y+2KESUfJa2rkwuVM7arh+kszTfnvpNVWewSXRooDN9dynoxsMazZc4fNcWP7xpEbLxrMOuMOAqpo2YUL7qHLXfg4c4AsC2yOHWI/b2g2fN34KdNNpne5H/K7+D8KBuG5CxerxfYN+xbRJb4rvej4W+dvXbvcGbIc8vyjd8H3WfnT8qeVVwKbg0zIFF71Xy1qb/Sapi/H5hO/TbVk7sy6czvyU/mpwsdb/qntgdKJSql9tOO26ivLjN2bL/qtFrnkhuU/7f3xn1hOXbDM68uKQH2prti4uEz8t8tD/99aVm4ky5H3l/eX95f3l/eX95f3l/eX95f3l/eX/3cXEIsQQ6Q7+HNDWkci6vmpNgIhNl5ZvWloYHPvqssv61s33L9xpcXrdvg8sjW1duv623Nr2gZHrku6xlpWpDcEgn7lCqmj1Nxabe8Uix9NZGz8lo87s/nb0P9v/wzo/6BrA7yfsysXFsgaw5psGxBkV4ujClqNNqEhNIA2o160Cl2OLkN9aB0aRv1oI1qJLMhL3qsD+ZAHyciKUmgt2orWo9tRDq1BbWgQjaDrUBK50BhqQStQGm1AARREfiJnX4Ek1IFKqBm1oipqR51IREX0UZRAGWRDPNqCPo6cKIvySH/JmGwxkJUTmciRaMN1N37wJvXSD96qXr7jxg98RD8C4Slk/LPfAH/h5ll0duGCDh1ukKmKg40Cl39vMT2CVjcK8wjaQEqBvMDPQyH7P0K21zPQriKW9PWRcpaUHCnrSVFJuYqUIVLWkXInKZf9d8X4HJKMm1ATKX2kHTP8E2o23ISipL0atsn1SmwINUMh+zJciBz73MIbsJ8c1wSFjI2RepLsv5j0W0hx/rmF/SxaY0AL75J6JbmfXlKvI9ccIO2LSLGR5+xmqgvb9YIuMlWRg/RbSVlBxv0RxpDjbeT+YL+bbDOkOMi5baQOwLHknJn/m2XNf1PWLS36/Z0v5+/tPxXm/2khz3f6/fLflMb7f4RgEPZ/M08xxUbosQP7n9gmdv+eV/SJ+61/Cv0Q6mO/PJx+56Nzn5EQbyeb5sa8/V/wofanCmVuZHN0cmVhbQplbmRvYmoKMjI1IDAgb2JqCjw8L0xlbmd0aCAxNTI0Pj5zdHJlYW0KPD94cGFja2V0IGJlZ2luPSfvu78nIGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4KPD9hZG9iZS14YXAtZmlsdGVycyBlc2M9IkNSTEYiPz4KPHg6eG1wbWV0YSB4bWxuczp4PSdhZG9iZTpuczptZXRhLycgeDp4bXB0az0nWE1QIHRvb2xraXQgMi45LjEtMTMsIGZyYW1ld29yayAxLjYnPgo8cmRmOlJERiB4bWxuczpyZGY9J2h0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMnIHhtbG5zOmlYPSdodHRwOi8vbnMuYWRvYmUuY29tL2lYLzEuMC8nPgo8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0nMTczYzk5MjYtMjQ2Ni0xMWRmLTAwMDAtMDJkMWQ4ZjZjMTI3JyB4bWxuczpwZGY9J2h0dHA6Ly9ucy5hZG9iZS5jb20vcGRmLzEuMy8nIHBkZjpQcm9kdWNlcj0nR1BMIEdob3N0c2NyaXB0IDguNTQnLz4KPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9JzE3M2M5OTI2LTI0NjYtMTFkZi0wMDAwLTAyZDFkOGY2YzEyNycgeG1sbnM6eGFwPSdodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvJyB4YXA6TW9kaWZ5RGF0ZT0nMjAxMC0wMi0yNScgeGFwOkNyZWF0ZURhdGU9JzIwMTAtMDItMjUnPjx4YXA6Q3JlYXRvclRvb2w+R1BMIEdob3N0c2NyaXB0IDguNTQgUERGIFdyaXRlcjwveGFwOkNyZWF0b3JUb29sPjwvcmRmOkRlc2NyaXB0aW9uPgo8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0nMTczYzk5MjYtMjQ2Ni0xMWRmLTAwMDAtMDJkMWQ4ZjZjMTI3JyB4bWxuczp4YXBNTT0naHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLycgeGFwTU06RG9jdW1lbnRJRD0nMTczYzk5MjYtMjQ2Ni0xMWRmLTAwMDAtMDJkMWQ4ZjZjMTI3Jy8+CjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PScxNzNjOTkyNi0yNDY2LTExZGYtMDAwMC0wMmQxZDhmNmMxMjcnIHhtbG5zOmRjPSdodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLycgZGM6Zm9ybWF0PSdhcHBsaWNhdGlvbi9wZGYnPjxkYzp0aXRsZT48cmRmOkFsdD48cmRmOmxpIHhtbDpsYW5nPSd4LWRlZmF1bHQnPlwzNzZcMzc3XDAwME1cMDAwZVwwMDBtXDAwMG9cMDAwclwwMDBpXDAwMGFcMDAwX1wwMDBVXDAwMHJcMDAwYlwwMDBhXDAwMHNcMDAwX1wwMDAzXDAwMDFcMDAwLlwwMDAxXDAwMDJcMDAwLlwwMDAwXDAwMDlcMDAwIFwwMDBJXDAwMG5cMDAwZFwwMDBpXDAwMHZcMDAwLjwvcmRmOmxpPjwvcmRmOkFsdD48L2RjOnRpdGxlPjxkYzpjcmVhdG9yPjxyZGY6U2VxPjxyZGY6bGk+XDM3NlwzNzdcMDAwR1wwMDBFXDAwMFNcMDAwVFwwMDBPXDAwMFJcMDAwMFwwMDA0PC9yZGY6bGk+PC9yZGY6U2VxPjwvZGM6Y3JlYXRvcj48L3JkZjpEZXNjcmlwdGlvbj4KPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAo8P3hwYWNrZXQgZW5kPSd3Jz8+CmVuZHN0cmVhbQplbmRvYmoKMiAwIG9iago8PC9Qcm9kdWNlcihHUEwgR2hvc3RzY3JpcHQgOC41NCkKL0NyZWF0aW9uRGF0ZShEOjIwMTAwMjI1MTMzNzI1KzAxJzAwJykKL01vZERhdGUoRDoyMDEwMDIyNTEzMzcyNSkKL1RpdGxlKFwzNzZcMzc3XDAwME1cMDAwZVwwMDBtXDAwMG9cMDAwclwwMDBpXDAwMGFcMDAwX1wwMDBVXDAwMHJcMDAwYlwwMDBhXDAwMHNcMDAwX1wwMDAzXDAwMDFcMDAwLlwwMDAxXDAwMDJcMDAwLlwwMDAwXDAwMDlcMDAwIFwwMDBJXDAwMG5cMDAwZFwwMDBpXDAwMHZcMDAwLikKL0NyZWF0b3IoXDM3NlwzNzdcMDAwUFwwMDBEXDAwMEZcMDAwQ1wwMDByXDAwMGVcMDAwYVwwMDB0XDAwMG9cMDAwclwwMDAgXDAwMFZcMDAwZVwwMDByXDAwMHNcMDAwaVwwMDBvXDAwMG5cMDAwIFwwMDAwXDAwMC5cMDAwOVwwMDAuXDAwMDMpCi9BdXRob3IoXDM3NlwzNzdcMDAwR1wwMDBFXDAwMFNcMDAwVFwwMDBPXDAwMFJcMDAwMFwwMDA0KQovS2V5d29yZHMoKQovU3ViamVjdCgpPj5lbmRvYmoKeHJlZgowIDIyNgowMDAwMDAwMDAwIDY1NTM1IGYgCjAwMDAzMDkzNzYgMDAwMDAgbiAKMDAwMDM4OTU0NyAwMDAwMCBuIAowMDAwMzA4OTM2IDAwMDAwIG4gCjAwMDAzMDE2NTQgMDAwMDAgbiAKMDAwMDAwMDAxNSAwMDAwMCBuIAowMDAwMDAwNTg1IDAwMDAwIG4gCjAwMDAzMTMyODggMDAwMDAgbiAKMDAwMDMxMzQ2OCAwMDAwMCBuIAowMDAwMzA5NDQyIDAwMDAwIG4gCjAwMDAzMDE3OTUgMDAwMDAgbiAKMDAwMDAwMDYwNCAwMDAwMCBuIAowMDAwMDA4MTAxIDAwMDAwIG4gCjAwMDAzMTQ5NzUgMDAwMDAgbiAKMDAwMDM1NTQzNCAwMDAwMCBuIAowMDAwMzA5NDgwIDAwMDAwIG4gCjAwMDAzMDE5MzkgMDAwMDAgbiAKMDAwMDAwODEyMiAwMDAwMCBuIAowMDAwMDE0OTEwIDAwMDAwIG4gCjAwMDAzMTI4NzYgMDAwMDAgbiAKMDAwMDMxMzA3NSAwMDAwMCBuIAowMDAwMzA5NTMwIDAwMDAwIG4gCjAwMDAzMDIwODMgMDAwMDAgbiAKMDAwMDAxNDkzMSAwMDAwMCBuIAowMDAwMDIyMzQwIDAwMDAwIG4gCjAwMDAzMTQyMDEgMDAwMDAgbiAKMDAwMDMyODkyNyAwMDAwMCBuIAowMDAwMzEzMTM3IDAwMDAwIG4gCjAwMDAzMDk2MDIgMDAwMDAgbiAKMDAwMDMwMjIyNyAwMDAwMCBuIAowMDAwMDIyMzYxIDAwMDAwIG4gCjAwMDAwMjg4NTAgMDAwMDAgbiAKMDAwMDMwOTY4NSAwMDAwMCBuIAowMDAwMzAyMzcxIDAwMDAwIG4gCjAwMDAwMjg4NzEgMDAwMDAgbiAKMDAwMDAzNTM2NiAwMDAwMCBuIAowMDAwMzA5NzU3IDAwMDAwIG4gCjAwMDAzMDI1MTUgMDAwMDAgbiAKMDAwMDAzNTM4NyAwMDAwMCBuIAowMDAwMDQyOTY2IDAwMDAwIG4gCjAwMDAzMDk4MjkgMDAwMDAgbiAKMDAwMDMwMjY1OSAwMDAwMCBuIAowMDAwMDQyOTg3IDAwMDAwIG4gCjAwMDAwNTA1NTQgMDAwMDAgbiAKMDAwMDMwOTg5MCAwMDAwMCBuIAowMDAwMzAyODAzIDAwMDAwIG4gCjAwMDAwNTA1NzUgMDAwMDAgbiAKMDAwMDA1ODM3NCAwMDAwMCBuIAowMDAwMzA5OTYyIDAwMDAwIG4gCjAwMDAzMDI5NDcgMDAwMDAgbiAKMDAwMDA1ODM5NSAwMDAwMCBuIAowMDAwMDY0NzMxIDAwMDAwIG4gCjAwMDAzMTAwMzQgMDAwMDAgbiAKMDAwMDMwMzA5MSAwMDAwMCBuIAowMDAwMDY0NzUyIDAwMDAwIG4gCjAwMDAwNjk4NDUgMDAwMDAgbiAKMDAwMDMxMDEwNiAwMDAwMCBuIAowMDAwMzAzMjM1IDAwMDAwIG4gCjAwMDAwNjk4NjYgMDAwMDAgbiAKMDAwMDA3NDU5MCAwMDAwMCBuIAowMDAwMzEwMTg5IDAwMDAwIG4gCjAwMDAzMDMzNzkgMDAwMDAgbiAKMDAwMDA3NDYxMSAwMDAwMCBuIAowMDAwMDgwOTUzIDAwMDAwIG4gCjAwMDAzMTAyNTAgMDAwMDAgbiAKMDAwMDMwMzUyMyAwMDAwMCBuIAowMDAwMDgwOTc0IDAwMDAwIG4gCjAwMDAwODc4NzUgMDAwMDAgbiAKMDAwMDMxMDMyMiAwMDAwMCBuIAowMDAwMzAzNjY3IDAwMDAwIG4gCjAwMDAwODc4OTYgMDAwMDAgbiAKMDAwMDA5Mzg3OCAwMDAwMCBuIAowMDAwMzEwMzgzIDAwMDAwIG4gCjAwMDAzMDM4MTEgMDAwMDAgbiAKMDAwMDA5Mzg5OSAwMDAwMCBuIAowMDAwMDk3OTQxIDAwMDAwIG4gCjAwMDAzMTA0NTUgMDAwMDAgbiAKMDAwMDMwMzk1NSAwMDAwMCBuIAowMDAwMDk3OTYyIDAwMDAwIG4gCjAwMDAxMDYxODggMDAwMDAgbiAKMDAwMDMxMDUxNiAwMDAwMCBuIAowMDAwMzA0MDk5IDAwMDAwIG4gCjAwMDAxMDYyMDkgMDAwMDAgbiAKMDAwMDExMjA2NSAwMDAwMCBuIAowMDAwMzEwNTg4IDAwMDAwIG4gCjAwMDAzMDQyNDMgMDAwMDAgbiAKMDAwMDExMjA4NiAwMDAwMCBuIAowMDAwMTE3NDA0IDAwMDAwIG4gCjAwMDAzMTA2NjAgMDAwMDAgbiAKMDAwMDMwNDM4NyAwMDAwMCBuIAowMDAwMTE3NDI1IDAwMDAwIG4gCjAwMDAxMjQ3MjAgMDAwMDAgbiAKMDAwMDMxMDczMiAwMDAwMCBuIAowMDAwMzA0NTMxIDAwMDAwIG4gCjAwMDAxMjQ3NDEgMDAwMDAgbiAKMDAwMDEyNjEyOSAwMDAwMCBuIAowMDAwMzEwODA0IDAwMDAwIG4gCjAwMDAzMDQ2NzUgMDAwMDAgbiAKMDAwMDEyNjE1MCAwMDAwMCBuIAowMDAwMTM4MzU5IDAwMDAwIG4gCjAwMDAzMTA4NTQgMDAwMDAgbiAKMDAwMDMwNDgyMCAwMDAwMCBuIAowMDAwMTM4MzgxIDAwMDAwIG4gCjAwMDAxNDMwMzMgMDAwMDAgbiAKMDAwMDMxMDkxNiAwMDAwMCBuIAowMDAwMzA0OTY3IDAwMDAwIG4gCjAwMDAxNDMwNTUgMDAwMDAgbiAKMDAwMDE1NTI0MSAwMDAwMCBuIAowMDAwMzEwOTc4IDAwMDAwIG4gCjAwMDAzMDUxMTQgMDAwMDAgbiAKMDAwMDE1NTI2NCAwMDAwMCBuIAowMDAwMTYyNDAzIDAwMDAwIG4gCjAwMDAzMTEwNDAgMDAwMDAgbiAKMDAwMDMwNTI2MSAwMDAwMCBuIAowMDAwMTYyNDI1IDAwMDAwIG4gCjAwMDAxNjgyMDMgMDAwMDAgbiAKMDAwMDMxMTEyNCAwMDAwMCBuIAowMDAwMzA1NDA4IDAwMDAwIG4gCjAwMDAxNjgyMjUgMDAwMDAgbiAKMDAwMDE3NTY5NyAwMDAwMCBuIAowMDAwMzExMTk3IDAwMDAwIG4gCjAwMDAzMDU1NTUgMDAwMDAgbiAKMDAwMDE3NTcxOSAwMDAwMCBuIAowMDAwMTgwMDIwIDAwMDAwIG4gCjAwMDAzMTEyNTkgMDAwMDAgbiAKMDAwMDMwNTcwMiAwMDAwMCBuIAowMDAwMTgwMDQyIDAwMDAwIG4gCjAwMDAxODc3NTcgMDAwMDAgbiAKMDAwMDMxMTMyMSAwMDAwMCBuIAowMDAwMzA1ODQ5IDAwMDAwIG4gCjAwMDAxODc3NzkgMDAwMDAgbiAKMDAwMDE5NDU3NCAwMDAwMCBuIAowMDAwMzExMzgzIDAwMDAwIG4gCjAwMDAzMDU5OTYgMDAwMDAgbiAKMDAwMDE5NDU5NiAwMDAwMCBuIAowMDAwMjAyNTMwIDAwMDAwIG4gCjAwMDAzMTE0NTYgMDAwMDAgbiAKMDAwMDMwNjE0MyAwMDAwMCBuIAowMDAwMjAyNTUyIDAwMDAwIG4gCjAwMDAyMDgwMzAgMDAwMDAgbiAKMDAwMDMxMzczNSAwMDAwMCBuIAowMDAwMzE1NzQ0IDAwMDAwIG4gCjAwMDAzMTE1MjkgMDAwMDAgbiAKMDAwMDMwNjI5MCAwMDAwMCBuIAowMDAwMjA4MDUyIDAwMDAwIG4gCjAwMDAyMTM3NzEgMDAwMDAgbiAKMDAwMDMxMTYxNSAwMDAwMCBuIAowMDAwMzA2NDM3IDAwMDAwIG4gCjAwMDAyMTM3OTMgMDAwMDAgbiAKMDAwMDIyMDA3NCAwMDAwMCBuIAowMDAwMzExNjg4IDAwMDAwIG4gCjAwMDAzMDY1ODQgMDAwMDAgbiAKMDAwMDIyMDA5NiAwMDAwMCBuIAowMDAwMjIzOTcwIDAwMDAwIG4gCjAwMDAzMTE3NjEgMDAwMDAgbiAKMDAwMDMwNjczMSAwMDAwMCBuIAowMDAwMjIzOTkyIDAwMDAwIG4gCjAwMDAyMjgzMTcgMDAwMDAgbiAKMDAwMDMxMTgzNCAwMDAwMCBuIAowMDAwMzA2ODc4IDAwMDAwIG4gCjAwMDAyMjgzMzkgMDAwMDAgbiAKMDAwMDIzNjg1MyAwMDAwMCBuIAowMDAwMzExOTE4IDAwMDAwIG4gCjAwMDAzMDcwMjUgMDAwMDAgbiAKMDAwMDIzNjg3NSAwMDAwMCBuIAowMDAwMjQxNjUxIDAwMDAwIG4gCjAwMDAzMTE5OTEgMDAwMDAgbiAKMDAwMDMwNzE3MiAwMDAwMCBuIAowMDAwMjQxNjczIDAwMDAwIG4gCjAwMDAyNDc3ODggMDAwMDAgbiAKMDAwMDMxMjA1MyAwMDAwMCBuIAowMDAwMzA3MzE5IDAwMDAwIG4gCjAwMDAyNDc4MTAgMDAwMDAgbiAKMDAwMDI1Mzg1NSAwMDAwMCBuIAowMDAwMzEyMTE1IDAwMDAwIG4gCjAwMDAzMDc0NjYgMDAwMDAgbiAKMDAwMDI1Mzg3NyAwMDAwMCBuIAowMDAwMjU5NTg2IDAwMDAwIG4gCjAwMDAzMTIxODggMDAwMDAgbiAKMDAwMDMwNzYxMyAwMDAwMCBuIAowMDAwMjU5NjA4IDAwMDAwIG4gCjAwMDAyNjU1MTQgMDAwMDAgbiAKMDAwMDMxMjI2MSAwMDAwMCBuIAowMDAwMzA3NzYwIDAwMDAwIG4gCjAwMDAyNjU1MzYgMDAwMDAgbiAKMDAwMDI3MTcyMiAwMDAwMCBuIAowMDAwMzEyMzM0IDAwMDAwIG4gCjAwMDAzMDc5MDcgMDAwMDAgbiAKMDAwMDI3MTc0NCAwMDAwMCBuIAowMDAwMjc3MDIyIDAwMDAwIG4gCjAwMDAzMTI0MDcgMDAwMDAgbiAKMDAwMDMwODA1NCAwMDAwMCBuIAowMDAwMjc3MDQ0IDAwMDAwIG4gCjAwMDAyODI0MTIgMDAwMDAgbiAKMDAwMDMxMjQ4MCAwMDAwMCBuIAowMDAwMzA4MjAxIDAwMDAwIG4gCjAwMDAyODI0MzQgMDAwMDAgbiAKMDAwMDI4ODAwMiAwMDAwMCBuIAowMDAwMzEyNTUzIDAwMDAwIG4gCjAwMDAzMDgzNDggMDAwMDAgbiAKMDAwMDI4ODAyNCAwMDAwMCBuIAowMDAwMjkxOTgwIDAwMDAwIG4gCjAwMDAzMTI2MjYgMDAwMDAgbiAKMDAwMDMwODQ5NSAwMDAwMCBuIAowMDAwMjkyMDAyIDAwMDAwIG4gCjAwMDAyOTc4MTIgMDAwMDAgbiAKMDAwMDMxMjY5OSAwMDAwMCBuIAowMDAwMzA4NjQyIDAwMDAwIG4gCjAwMDAyOTc4MzQgMDAwMDAgbiAKMDAwMDMwMTM4NiAwMDAwMCBuIAowMDAwMzEyNzcyIDAwMDAwIG4gCjAwMDAzMDg3ODkgMDAwMDAgbiAKMDAwMDMwMTQwOCAwMDAwMCBuIAowMDAwMzAxNjMzIDAwMDAwIG4gCjAwMDAzMTI4MzQgMDAwMDAgbiAKMDAwMDMxNTk1NSAwMDAwMCBuIAowMDAwMzI5MTM3IDAwMDAwIG4gCjAwMDAzNTU2NDQgMDAwMDAgbiAKMDAwMDMxMjk3MCAwMDAwMCBuIAowMDAwMzEzMjI3IDAwMDAwIG4gCjAwMDAzMTMzNzQgMDAwMDAgbiAKMDAwMDMxMzU0OSAwMDAwMCBuIAowMDAwMzE0MDA1IDAwMDAwIG4gCjAwMDAzMTQ2MzAgMDAwMDAgbiAKMDAwMDMxNTQwNyAwMDAwMCBuIAowMDAwMzg3OTcyIDAwMDAwIG4gCnRyYWlsZXIKPDwgL1NpemUgMjI2IC9Sb290IDEgMCBSIC9JbmZvIDIgMCBSCi9JRCBbPEIxQjhCMzYwMDlDOTIzNDc4N0MwNUI4OUE1QjVBRTkwPjxCMUI4QjM2MDA5QzkyMzQ3ODdDMDVCODlBNUI1QUU5MD5dCj4+CnN0YXJ0eHJlZgozOTAwNDUKJSVFT0YK</ipp-com:ContenidoFicheroAdjunto>
        </ipp-com:CuentasAnualesResumidasFicheroAdjunto>
      </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
    </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
    <ipp-com:InformeGestionIntermedio>
      <ipp-com:InformeGestionIntermedioFicheroAdjunto>
        <ipp-com:NombreFicheroAdjunto contextRef="S22009_A-08049793_dci">INFORME_GESTION indiv.l 2009.pdf</ipp-com:NombreFicheroAdjunto>
        <ipp-com:TipoMimeFicheroAdjunto contextRef="S22009_A-08049793_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
        <ipp-com:ContenidoFicheroAdjunto contextRef="S22009_A-08049793_dci">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</ipp-com:ContenidoFicheroAdjunto>
      </ipp-com:InformeGestionIntermedioFicheroAdjunto>
    </ipp-com:InformeGestionIntermedio>
    <ipp-com:InformeAuditor>
      <ipp-com:InformeAuditorValor contextRef="S22009_A-08049793_ici">Se remitirá con las cuentas de la Compañía.</ipp-com:InformeAuditorValor>
    </ipp-com:InformeAuditor>
  </ipp-gen:InformeFinancieroGeneral>
</xbrli:xbrl>