﻿<?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-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: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-com-2008-01-01.xsd" xlink:arcrole="http://www.w3.org/1999/xlink/properties/linkbase" />
  <xbrli:context id="T12008_A-78304516_dci">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-78304516">SOL MELIA, 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>2008-03-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="T12008_A-78304516_ici">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-78304516">SOL MELIA, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2008-03-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Apartado>Individual</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-com:DeclaracionTrimestralIntermedia>
    <ipp-com:IdentificacionInforme>
      <ipp-com:CierreEjercicioInforme contextRef="T12008_A-78304516_ici">2008-03-31</ipp-com:CierreEjercicioInforme>
      <ipp-com:AnoInforme contextRef="T12008_A-78304516_ici">2008</ipp-com:AnoInforme>
      <ipp-com:PeriodoInforme>
        <ipp-com:Xcode_Periodo_T1 contextRef="T12008_A-78304516_ici">T1</ipp-com:Xcode_Periodo_T1>
      </ipp-com:PeriodoInforme>
      <ipp-com:Version contextRef="T12008_A-78304516_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="T12008_A-78304516_ici">DS</dgi-lc-es:Xcode_NMT.DS>
          </dgi-est-gen:LegalNameType>
          <dgi-est-gen:LegalNameValue contextRef="T12008_A-78304516_ici">SOL MELIA, 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="T12008_A-78304516_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="T12008_A-78304516_ici">05</dgi-lc-int:Xcode_UN3477.05>
          </dgi-est-gen:AddressFormat>
          <dgi-est-gen:AddressLine contextRef="T12008_A-78304516_ici">Gremio Toneleros, 24</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="T12008_A-78304516_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
          <dgi-est-gen:IdentifierValue contextRef="T12008_A-78304516_ici">A-78304516</dgi-est-gen:IdentifierValue>
        </dgi-est-gen:IdentifierCode>
      </dgi-est-gen:Identifier>
    </ipp-com:DatosIdentificativos>
    <ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada />
    <ipp-com:DeclaracionIntermedia>
      <ipp-com:DeclaracionIntermediaFicheroAdjunto>
        <ipp-com:NombreFicheroAdjunto contextRef="T12008_A-78304516_dci">Cuenta de Rdos Consolidada 1q08.pdf</ipp-com:NombreFicheroAdjunto>
        <ipp-com:TipoMimeFicheroAdjunto contextRef="T12008_A-78304516_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
        <ipp-com:ContenidoFicheroAdjunto contextRef="T12008_A-78304516_dci">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</ipp-com:ContenidoFicheroAdjunto>
      </ipp-com:DeclaracionIntermediaFicheroAdjunto>
      <ipp-com:DeclaracionIntermediaValor contextRef="T12008_A-78304516_ici">Sol Meliá presenta los resultados económicos correspondientes al primer trimestre del año, en el que obtuvo ingresos por valor de 295,2 millones de euros, un 1,9% más que en el mismo periodo del ejercicio anterior.

El principal elemento que distorsiona la comparación de los resultados de la compañía con los del pasado ejercicio es sin duda, la debilidad del dólar americano y la libra inglesa frente al euro, cuyos valores cayeron entre el 12 y el 13% en el primer trimestre, frente a igual periodo de 2007. 

Así, en moneda constante, el Beneficio Neto Atribuible de Sol Meliá crece en un 22,5% respecto al mismo periodo del año anterior, el EBITDA consolidado se incrementa un 8,4%, y el RevPar un 3,7% debido a la positiva actividad subyacente. Estos datos contrastan notablemente con los números reportados por la compañía, los cuales acusan el impacto del tipo de cambio, resultando una reducción del 11% en el Beneficio Neto Atribuible, del  3,9% del EBITDA y del 0,8% del RevPar. 

Por zonas, los hoteles situados en América Latina, especialmente los de categoría superior, así como los hoteles urbanos en Europa mostraron una evolución más destacada, mientras los resorts de República Dominicana encabezan el crecimiento en el negocio del Club Vacacional. Los resorts de lujo y los hoteles de negocios, en este sentido, no parecen acusar el impacto de la desaceleración económica .

Por otro lado se consolida la senda de recuperación emprendida por Canarias, una vez superados los meses de estancamiento; así, el ingreso medio creció en el archipiélago en un 5,4% durante el periodo.

Entre los negocios de la compañía destaca, sin embargo, el desempeño del Sol Meliá Vacation Club, donde la calidad del producto y la eficiencia de los programas de comercialización explican un crecimiento del 9% en ingresos y un 16% de incremento del EBITDA, si se computa en dólares, moneda en que se desarrolla la mayoría de su actividad. Cuando se traduce el valor en euros, sin embargo, el crecimiento respecto al resultado de 2007 sería marginal. 
</ipp-com:DeclaracionIntermediaValor>
    </ipp-com:DeclaracionIntermedia>
    <ipp-com:InformeFinancieroTrimestral />
  </ipp-com:DeclaracionTrimestralIntermedia>
</xbrli:xbrl>