<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<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:iic-com="http://www.cnmv.es/iic/com/1-2009/2009-03-31" xmlns:iic-fim="http://www.cnmv.es/iic/fim/1-2009/2009-03-31" xmlns:iic-ges="http://www.cnmv.es/iic/ges/1-2009/2009-03-31" xmlns:iso4217="http://www.xbrl.org/2003/iso4217" xmlns:dgi-lc-es="http://www.xbrl.org.es/es/2008/dgi/gp/lc-es/2008-01-30" xmlns:dgi-types="http://www.xbrl.org.es/es/2008/dgi/gp/types/2008-01-30" xmlns:dgi-lc-int="http://www.xbrl.org.es/es/2008/dgi/gp/lc-int/2008-01-30" xmlns:dgi-est-gen="http://www.xbrl.org.es/es/2008/dgi/gp/est-gen/2008-01-30" xmlns:iic-com-fon="http://www.cnmv.es/iic/mep/1-2009/2009-03-31">
	<xbrll:schemaRef xlink:href="iic-fim-2009-03-31.xsd" xlink:type="simple" xlink:arcrole="http://www.w3.org/1999/xlink/properties/linkbase"/>
	
	<xbrli:context id="FIM_S22018_V-83173864_dpy5">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2013-01-01</xbrli:startDate>
			<xbrli:endDate>2013-12-31</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_dpy3">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2015-01-01</xbrli:startDate>
			<xbrli:endDate>2015-12-31</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_dpy2">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2016-01-01</xbrli:startDate>
			<xbrli:endDate>2016-12-31</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_dpy">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2017-01-01</xbrli:startDate>
			<xbrli:endDate>2017-12-31</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_dpq3">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2018-01-01</xbrli:startDate>
			<xbrli:endDate>2018-03-31</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_dpq2">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2018-04-01</xbrli:startDate>
			<xbrli:endDate>2018-06-30</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_dpq">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2018-07-01</xbrli:startDate>
			<xbrli:endDate>2018-09-30</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_dpp">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2018-01-01</xbrli:startDate>
			<xbrli:endDate>2018-06-30</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_dly5">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2013-01-01</xbrli:startDate>
			<xbrli:endDate>2017-12-31</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_dly3">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2015-01-01</xbrli:startDate>
			<xbrli:endDate>2017-12-31</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_daq">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2018-10-01</xbrli:startDate>
			<xbrli:endDate>2018-12-31</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_daa">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2018-01-01</xbrli:startDate>
			<xbrli:endDate>2018-12-31</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_da">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:startDate>2018-07-01</xbrli:startDate>
			<xbrli:endDate>2018-12-31</xbrli:endDate>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_ipy3">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:instant>2015-12-31</xbrli:instant>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_ipy2">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:instant>2016-12-31</xbrli:instant>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_ipy">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:instant>2017-12-31</xbrli:instant>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_ipp">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:instant>2018-06-30</xbrli:instant>
		</xbrli:period>
	</xbrli:context>
	<xbrli:context id="FIM_S22018_V-83173864_ia">
		<xbrli:entity>
			<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-83173864">SABADELL ESPAÑA DIVIDENDO, F.I.</xbrli:identifier>
			<xbrli:segment>
				<iic-com:version>1.0.0</iic-com:version>
			</xbrli:segment>
		</xbrli:entity>
		<xbrli:period>
			<xbrli:instant>2018-12-31</xbrli:instant>
		</xbrli:period>
	</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>

	
	<iic-fim:InformeFIM>
		<iic-fim:InformacionGeneralFIM>
			<iic-com-fon:DenominacionFondo contextRef="FIM_S22018_V-83173864_ia">SABADELL ESPAÑA DIVIDENDO, F.I.</iic-com-fon:DenominacionFondo>
			<iic-com:DescripcionGeneral>
				<iic-com:RegistroCNMV unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">02572</iic-com:RegistroCNMV>
				<iic-com:XCode_TipoInforme_02 contextRef="FIM_S22018_V-83173864_ia">02</iic-com:XCode_TipoInforme_02>
				<iic-com:XCode_PeriodoInforme_04 contextRef="FIM_S22018_V-83173864_ia">04</iic-com:XCode_PeriodoInforme_04>
				<iic-com:AnoInforme contextRef="FIM_S22018_V-83173864_ia">2018</iic-com:AnoInforme>
				<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
			</iic-com:DescripcionGeneral>
			<iic-com:RatingDepositario contextRef="FIM_S22018_V-83173864_ia">BBB (Standard &amp; Poor&apos;s)</iic-com:RatingDepositario>
			<iic-com-fon:FondoCompartimentos contextRef="FIM_S22018_V-83173864_ia">false</iic-com-fon:FondoCompartimentos>
		</iic-fim:InformacionGeneralFIM>
		<iic-com:ConsultaCarteraInversiones>
			<iic-com:DireccionInforme contextRef="FIM_S22018_V-83173864_ia">CL Isabel Colbrand 22  4  28050 Madrid</iic-com:DireccionInforme>
			<dgi-est-gen:CommunicationWays>
				<dgi-est-gen:CommunicationType>
					<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_S22018_V-83173864_da">EM</dgi-lc-int:Xcode_UN3155.EM>
				</dgi-est-gen:CommunicationType>
				<dgi-est-gen:CommunicationValue contextRef="FIM_S22018_V-83173864_da">Sabadellassetmanagement@bancsabadell.com</dgi-est-gen:CommunicationValue>
			</dgi-est-gen:CommunicationWays>
			<iic-com:DirWebInforme contextRef="FIM_S22018_V-83173864_ia">www.sabadellassetmanagement.com</iic-com:DirWebInforme>
		</iic-com:ConsultaCarteraInversiones>
		<iic-com:ConsultaGestora>
			<dgi-est-gen:Address>
				<dgi-est-gen:AddressFormat>
					<dgi-lc-int:Xcode_UN3477.05 contextRef="FIM_S22018_V-83173864_da">05</dgi-lc-int:Xcode_UN3477.05>
				</dgi-est-gen:AddressFormat>
				<dgi-est-gen:AddressLine contextRef="FIM_S22018_V-83173864_da">Calle Isabel Colbrand, 22 4 - 28050 Madrid. Teléfono: 902.323.555</dgi-est-gen:AddressLine>
			</dgi-est-gen:Address>
			<dgi-est-gen:CommunicationWays>
				<dgi-est-gen:CommunicationType>
					<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_S22018_V-83173864_da">EM</dgi-lc-int:Xcode_UN3155.EM>
				</dgi-est-gen:CommunicationType>
				<dgi-est-gen:CommunicationValue contextRef="FIM_S22018_V-83173864_da">Sabadellassetmanagement@bancsabadell.com</dgi-est-gen:CommunicationValue>
			</dgi-est-gen:CommunicationWays>
		</iic-com:ConsultaGestora>
		
	<iic-fim:DatosFondoCompartimentoFIM>
		<iic-com-fon:FechaRegistroFondo contextRef="FIM_S22018_V-83173864_ia">2002-03-22</iic-com-fon:FechaRegistroFondo>
		<iic-fim:PoliticaDivisaFIM>
			<iic-fim:CategoriaFIM>
				<iic-fim:XCode_TipoFIM_08 contextRef="FIM_S22018_V-83173864_ia">08</iic-fim:XCode_TipoFIM_08>
				<iic-com:XCode_VocacionInversora_08 contextRef="FIM_S22018_V-83173864_ia">08</iic-com:XCode_VocacionInversora_08>
				<iic-com:PerfilRiesgo contextRef="FIM_S22018_V-83173864_ia">6, en una escala del 1 al 7</iic-com:PerfilRiesgo>
				<iic-com:Subordinado>
					<iic-com:PorcentajeIICSubordinada unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:PorcentajeIICSubordinada>
					<iic-com:InversionIICSubordinada contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionIICSubordinada>
					<iic-com:DatosRegistroCNMV>
						<iic-com:RegistroCNMVInversion unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:RegistroCNMVInversion>
						<dgi-est-gen:CommunicationWays>
							<dgi-est-gen:CommunicationType>
								<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_S22018_V-83173864_da">EM</dgi-lc-int:Xcode_UN3155.EM>
							</dgi-est-gen:CommunicationType>
							<dgi-est-gen:CommunicationValue contextRef="FIM_S22018_V-83173864_da">sabadellassetmanagement@bancsabadell.com</dgi-est-gen:CommunicationValue>
						</dgi-est-gen:CommunicationWays>
					</iic-com:DatosRegistroCNMV>
					<iic-com:GestoraInversion contextRef="FIM_S22018_V-83173864_ia">0</iic-com:GestoraInversion>
					<iic-com:DepositariaInversion contextRef="FIM_S22018_V-83173864_ia">0</iic-com:DepositariaInversion>
				</iic-com:Subordinado>
			</iic-fim:CategoriaFIM>
			<iic-com:PoliticaInversion contextRef="FIM_S22018_V-83173864_ia">El Fondo invierte principalmente en acciones cotizadas en las bolsas españolas. La selección de títulos se realiza en función de la identificación mediante el análisis fundamental de empresas infravaloradas con gran potencial de apreciación de su cotización a medio y largo plazo. El Fondo no sigue ningún índice de referencia e invierte a lo largo de todo el espectro de capitalización bursátil, con posiciones mayoritarias en empresas de mediana y pequeña capitalización. Este Fondo puede no ser adecuado para inversores que prevean retirar su dinero en un plazo de 7 años.</iic-com:PoliticaInversion>
			<iic-com:OperativaDerivados contextRef="FIM_S22018_V-83173864_ia">La IIC ha realizado operaciones en instrumentos derivados con la finalidad de inversión para gestionar de un modo más eficaz la cartera. La metodologia aplicada para calcular la exposición total al riesgo de mercado es el método de compromiso. Una información más detallada sobre la política de inversión del Fondo se puede encontrar en su folleto informativo.</iic-com:OperativaDerivados>
		</iic-fim:PoliticaDivisaFIM>
		
	<iic-fim:DatosEconomicosFIM>
		<iic-com:IndiceRotacionCartera unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.32</iic-com:IndiceRotacionCartera>
		<iic-com:IndiceRotacionCartera unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.01</iic-com:IndiceRotacionCartera>
		<iic-com:IndiceRotacionCartera unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.35</iic-com:IndiceRotacionCartera>
		<iic-com:IndiceRotacionCartera unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">.12</iic-com:IndiceRotacionCartera>
		<iic-com:RentabilidadMediaLiquidez unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-.11</iic-com:RentabilidadMediaLiquidez>
		<iic-com:RentabilidadMediaLiquidez unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">-.45</iic-com:RentabilidadMediaLiquidez>
		<iic-com:RentabilidadMediaLiquidez unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-.28</iic-com:RentabilidadMediaLiquidez>
		<iic-com:RentabilidadMediaLiquidez unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">-.08</iic-com:RentabilidadMediaLiquidez>
		
	<iic-fim:DatosClaseFIM>
		<iic-com:DatosRegistroClase>
			<iic-com:NumeroRegistroClase unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">1</iic-com:NumeroRegistroClase>
			<iic-com:DenominacionClase contextRef="FIM_S22018_V-83173864_ia">SABADELL ESPAÑA DIVIDENDO, FI - BASE</iic-com:DenominacionClase>
		</iic-com:DatosRegistroClase>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		
	<iic-com-fon:DatosGeneralesClase>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ia">5153262.72</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">5043214.19</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">5104</iic-com-fon:NumeroParticipes>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">5044</iic-com-fon:NumeroParticipes>
		<iic-com:DistribuyeDividendos contextRef="FIM_S22018_V-83173864_da">false</iic-com:DistribuyeDividendos>
		<iic-com:InversionMinimaDescripcion contextRef="FIM_S22018_V-83173864_ia">200</iic-com:InversionMinimaDescripcion>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">80461000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy">63948000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy2">56391000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy3">66754000</iic-com:Patrimonio>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ia">15.6136</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy">18.6979</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy2">15.7159</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy3">16.4840</iic-com:ValorLiquidativo>
		<iic-com-fon:ComisionesAplicadas>
			<iic-com-fon:ComisionGestion>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">1.06</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">2.10</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">1.06</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">2.10</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22018_V-83173864_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
			</iic-com-fon:ComisionGestion>
			<iic-com-fon:ComisionDepositario>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.05</iic-com-fon:ComisionDepositarioCobrada>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.10</iic-com-fon:ComisionDepositarioCobrada>
			</iic-com-fon:ComisionDepositario>
			<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
		</iic-com-fon:ComisionesAplicadas>
	</iic-com-fon:DatosGeneralesClase>

		
	<iic-fim:RentabilidadClaseFIM>
		
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-16.50</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-17.63</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">-.05</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">1.54</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">-.11</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">1.56</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">-4.66</iic-com:RentabilidadIIC>

		
	<iic-com:RentabilidadIndiceValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.00</iic-com:RentabilidadIndiceValor>
	<iic-com:RentabilidadIndiceValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">.00</iic-com:RentabilidadIndiceValor>
	<iic-com:RentabilidadIndiceValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">.00</iic-com:RentabilidadIndiceValor>

		
		
	</iic-fim:RentabilidadClaseFIM>

		
	<iic-com-fon:RentabilidadExtremaClase>
		
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-2.63</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">-3.01</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-06</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-05-29</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>

	</iic-com-fon:RentabilidadExtremaClase>
	<iic-com:PeriodicidadCalculoVL>
		<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
	</iic-com:PeriodicidadCalculoVL>

		
	<iic-fim:MedidasRiesgoFIM>
		
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">14.00</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">25.20</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">13.19</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">25.83</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.24</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">.34</iic-com-fon:VolatilidadLetrasTesoro>

		
		
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">9.76</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">9.76</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">4.46</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">13.19</iic-com-fon:VolatilidadVaRHistorica>

	</iic-fim:MedidasRiesgoFIM>

		<iic-fim:GastosClaseFIM>
			
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">2.21</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.56</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.56</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">.55</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.54</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">2.16</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">2.21</iic-com:RatioTotalGastos>

			
			<iic-com:RatioGastosEstimado contextRef="FIM_S22018_V-83173864_da">false</iic-com:RatioGastosEstimado>
			
	<iic-com:AplicacionRatioGastos contextRef="FIM_S22018_V-83173864_ia">true</iic-com:AplicacionRatioGastos>

		</iic-fim:GastosClaseFIM>
		<iic-com:EvolucionValorLiquidativo>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">valorliq.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/cAAJ2dnYaGhpycnP///+rq6gsLCwAAABEREd7e3h4eHvf39/X1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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:EvolucionValorLiquidativo>
		<iic-com:RentabilidadUltimosAnnos>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">rentab.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/UAAJ2dnYaGhpycnP///+rq6gsLCwAAAB4eHvf39/X19TIyMnJy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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:RentabilidadUltimosAnnos>
		
		<iic-com:ModificacionPoliticaInversion>
			<iic-com:ModificadaPoliticaInversion contextRef="FIM_S22018_V-83173864_da">true</iic-com:ModificadaPoliticaInversion>
			
	<iic-com:ModificacionPoliticaInversionTexto contextRef="FIM_S22018_V-83173864_da">07/07/2017</iic-com:ModificacionPoliticaInversionTexto>

		</iic-com:ModificacionPoliticaInversion>
	</iic-fim:DatosClaseFIM>

	<iic-fim:DatosClaseFIM>
		<iic-com:DatosRegistroClase>
			<iic-com:NumeroRegistroClase unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">3</iic-com:NumeroRegistroClase>
			<iic-com:DenominacionClase contextRef="FIM_S22018_V-83173864_ia">SABADELL ESPAÑA DIVIDENDO, FI - PLUS</iic-com:DenominacionClase>
		</iic-com:DatosRegistroClase>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		
	<iic-com-fon:DatosGeneralesClase>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ia">3262496.34</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2892491.42</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">366</iic-com-fon:NumeroParticipes>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">317</iic-com-fon:NumeroParticipes>
		<iic-com:DistribuyeDividendos contextRef="FIM_S22018_V-83173864_da">false</iic-com:DistribuyeDividendos>
		<iic-com:InversionMinimaDescripcion contextRef="FIM_S22018_V-83173864_ia">100000</iic-com:InversionMinimaDescripcion>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">51886000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy">24704000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy2">13648000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy3">18057000</iic-com:Patrimonio>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ia">15.9039</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy">18.9514</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy2">15.8493</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy3">16.5410</iic-com:ValorLiquidativo>
		<iic-com-fon:ComisionesAplicadas>
			<iic-com-fon:ComisionGestion>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.81</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.60</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.81</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.60</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22018_V-83173864_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
			</iic-com-fon:ComisionGestion>
			<iic-com-fon:ComisionDepositario>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.05</iic-com-fon:ComisionDepositarioCobrada>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.10</iic-com-fon:ComisionDepositarioCobrada>
			</iic-com-fon:ComisionDepositario>
			<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
		</iic-com-fon:ComisionesAplicadas>
	</iic-com-fon:DatosGeneralesClase>

		
	<iic-fim:RentabilidadClaseFIM>
		
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-16.08</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-17.52</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.08</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">1.66</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.01</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">1.81</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">-4.18</iic-com:RentabilidadIIC>

		
		
		
	</iic-fim:RentabilidadClaseFIM>

		
	<iic-com-fon:RentabilidadExtremaClase>
		
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-2.63</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">-3.01</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-06</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-05-29</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>

	</iic-com-fon:RentabilidadExtremaClase>
	<iic-com:PeriodicidadCalculoVL>
		<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
	</iic-com:PeriodicidadCalculoVL>

		
	<iic-fim:MedidasRiesgoFIM>
		
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">14.00</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">25.20</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">13.19</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">25.83</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.24</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">.34</iic-com-fon:VolatilidadLetrasTesoro>

		
		
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">9.72</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">9.72</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">4.42</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">13.15</iic-com-fon:VolatilidadVaRHistorica>

	</iic-fim:MedidasRiesgoFIM>

		<iic-fim:GastosClaseFIM>
			
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.71</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.43</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.43</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">.43</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.42</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">1.47</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">1.71</iic-com:RatioTotalGastos>

			
			<iic-com:RatioGastosEstimado contextRef="FIM_S22018_V-83173864_da">false</iic-com:RatioGastosEstimado>
			
	<iic-com:AplicacionRatioGastos contextRef="FIM_S22018_V-83173864_ia">true</iic-com:AplicacionRatioGastos>

		</iic-fim:GastosClaseFIM>
		<iic-com:EvolucionValorLiquidativo>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">valorliq.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/cAAJ2dnYaGhpycnP///+rq6gsLCwAAABEREd7e3h4eHvf39/X1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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:EvolucionValorLiquidativo>
		<iic-com:RentabilidadUltimosAnnos>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">rentab.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/UAAJ2dnYaGhpycnP///+rq6gsLCwAAAB4eHvf39/X19TIyMnJy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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:RentabilidadUltimosAnnos>
		
		<iic-com:ModificacionPoliticaInversion>
			<iic-com:ModificadaPoliticaInversion contextRef="FIM_S22018_V-83173864_da">true</iic-com:ModificadaPoliticaInversion>
			
	<iic-com:ModificacionPoliticaInversionTexto contextRef="FIM_S22018_V-83173864_da">07/07/2017</iic-com:ModificacionPoliticaInversionTexto>

		</iic-com:ModificacionPoliticaInversion>
	</iic-fim:DatosClaseFIM>

	<iic-fim:DatosClaseFIM>
		<iic-com:DatosRegistroClase>
			<iic-com:NumeroRegistroClase unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">4</iic-com:NumeroRegistroClase>
			<iic-com:DenominacionClase contextRef="FIM_S22018_V-83173864_ia">SABADELL ESPAÑA DIVIDENDO, FI - PREMIER</iic-com:DenominacionClase>
		</iic-com:DatosRegistroClase>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		
	<iic-com-fon:DatosGeneralesClase>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ia">141850.31</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">58511.65</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">2</iic-com-fon:NumeroParticipes>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">1</iic-com-fon:NumeroParticipes>
		<iic-com:DistribuyeDividendos contextRef="FIM_S22018_V-83173864_da">false</iic-com:DistribuyeDividendos>
		<iic-com:InversionMinimaDescripcion contextRef="FIM_S22018_V-83173864_ia">1000000</iic-com:InversionMinimaDescripcion>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">2307000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy">1127000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy2">937000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy3">972000</iic-com:Patrimonio>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ia">16.2614</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy">19.2605</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy2">16.0113</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy3">16.6102</iic-com:ValorLiquidativo>
		<iic-com-fon:ComisionesAplicadas>
			<iic-com-fon:ComisionGestion>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.50</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.00</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.50</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.00</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22018_V-83173864_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
			</iic-com-fon:ComisionGestion>
			<iic-com-fon:ComisionDepositario>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.05</iic-com-fon:ComisionDepositarioCobrada>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.10</iic-com-fon:ComisionDepositarioCobrada>
			</iic-com-fon:ComisionDepositario>
			<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
		</iic-com-fon:ComisionesAplicadas>
	</iic-com-fon:DatosGeneralesClase>

		
	<iic-fim:RentabilidadClaseFIM>
		
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-15.57</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-17.40</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.23</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">1.82</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.16</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">2.10</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">-3.61</iic-com:RentabilidadIIC>

		
		
		
	</iic-fim:RentabilidadClaseFIM>

		
	<iic-com-fon:RentabilidadExtremaClase>
		
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-2.63</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">-3.01</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-06</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-05-29</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>

	</iic-com-fon:RentabilidadExtremaClase>
	<iic-com:PeriodicidadCalculoVL>
		<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
	</iic-com:PeriodicidadCalculoVL>

		
	<iic-fim:MedidasRiesgoFIM>
		
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">14.00</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">25.20</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">13.19</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">25.83</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.24</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">.34</iic-com-fon:VolatilidadLetrasTesoro>

		
		
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">9.68</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">9.68</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">4.37</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">13.11</iic-com-fon:VolatilidadVaRHistorica>

	</iic-fim:MedidasRiesgoFIM>

		<iic-fim:GastosClaseFIM>
			
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.11</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.28</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.28</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">.28</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.27</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">.65</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">1.11</iic-com:RatioTotalGastos>

			
			<iic-com:RatioGastosEstimado contextRef="FIM_S22018_V-83173864_da">false</iic-com:RatioGastosEstimado>
			
	<iic-com:AplicacionRatioGastos contextRef="FIM_S22018_V-83173864_ia">true</iic-com:AplicacionRatioGastos>

		</iic-fim:GastosClaseFIM>
		<iic-com:EvolucionValorLiquidativo>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">valorliq.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/cAAJ2dnYaGhpycnP///+rq6gsLCwAAABEREd7e3h4eHvf39/X1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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:EvolucionValorLiquidativo>
		<iic-com:RentabilidadUltimosAnnos>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">rentab.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/UAAJ2dnYaGhpycnP///+rq6gsLCwAAAB4eHvf39/X19TIyMnJy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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:RentabilidadUltimosAnnos>
		
		<iic-com:ModificacionPoliticaInversion>
			<iic-com:ModificadaPoliticaInversion contextRef="FIM_S22018_V-83173864_da">true</iic-com:ModificadaPoliticaInversion>
			
	<iic-com:ModificacionPoliticaInversionTexto contextRef="FIM_S22018_V-83173864_da">07/07/2017</iic-com:ModificacionPoliticaInversionTexto>

		</iic-com:ModificacionPoliticaInversion>
	</iic-fim:DatosClaseFIM>

	<iic-fim:DatosClaseFIM>
		<iic-com:DatosRegistroClase>
			<iic-com:NumeroRegistroClase unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">2</iic-com:NumeroRegistroClase>
			<iic-com:DenominacionClase contextRef="FIM_S22018_V-83173864_ia">SABADELL ESPAÑA DIVIDENDO, FI - CARTERA</iic-com:DenominacionClase>
		</iic-com:DatosRegistroClase>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		
	<iic-com-fon:DatosGeneralesClase>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ia">5188761.69</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">4985292.22</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">17471</iic-com-fon:NumeroParticipes>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">18626</iic-com-fon:NumeroParticipes>
		<iic-com:DistribuyeDividendos contextRef="FIM_S22018_V-83173864_da">false</iic-com:DistribuyeDividendos>
		<iic-com:InversionMinimaDescripcion contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionMinimaDescripcion>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">82668000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy">53011000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy2">40000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy3">47000</iic-com:Patrimonio>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ia">15.9321</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy">18.8327</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy2">15.7832</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy3">16.5132</iic-com:ValorLiquidativo>
		<iic-com-fon:ComisionesAplicadas>
			<iic-com-fon:ComisionGestion>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.40</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.80</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.40</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.80</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22018_V-83173864_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
			</iic-com-fon:ComisionGestion>
			<iic-com-fon:ComisionDepositario>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.05</iic-com-fon:ComisionDepositarioCobrada>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.10</iic-com-fon:ComisionDepositarioCobrada>
			</iic-com-fon:ComisionDepositario>
			<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
		</iic-com-fon:ComisionesAplicadas>
	</iic-com-fon:DatosGeneralesClase>

		
	<iic-fim:RentabilidadClaseFIM>
		
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-15.40</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-17.36</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.28</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">1.87</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.21</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">1.72</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">-4.42</iic-com:RentabilidadIIC>

		
		
		
	</iic-fim:RentabilidadClaseFIM>

		
	<iic-com-fon:RentabilidadExtremaClase>
		
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-2.63</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">-3.01</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-06</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-05-29</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>

	</iic-com-fon:RentabilidadExtremaClase>
	<iic-com:PeriodicidadCalculoVL>
		<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
	</iic-com:PeriodicidadCalculoVL>

		
	<iic-fim:MedidasRiesgoFIM>
		
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">14.00</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">25.20</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">13.19</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">25.83</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.24</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">.34</iic-com-fon:VolatilidadLetrasTesoro>

		
		
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">9.66</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">9.66</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">4.36</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">13.17</iic-com-fon:VolatilidadVaRHistorica>

	</iic-fim:MedidasRiesgoFIM>

		<iic-fim:GastosClaseFIM>
			
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.91</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.23</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.23</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">.23</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.22</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">.82</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy2">1.96</iic-com:RatioTotalGastos>

			
			<iic-com:RatioGastosEstimado contextRef="FIM_S22018_V-83173864_da">false</iic-com:RatioGastosEstimado>
			
	<iic-com:AplicacionRatioGastos contextRef="FIM_S22018_V-83173864_ia">true</iic-com:AplicacionRatioGastos>

		</iic-fim:GastosClaseFIM>
		<iic-com:EvolucionValorLiquidativo>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">valorliq.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/cAAJ2dnYaGhpycnP///+rq6gsLCwAAABEREd7e3h4eHvf39/X1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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:EvolucionValorLiquidativo>
		<iic-com:RentabilidadUltimosAnnos>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">rentab.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/UAAJ2dnYaGhpycnP///+rq6gsLCwAAAB4eHvf39/X19TIyMnJy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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:RentabilidadUltimosAnnos>
		
		<iic-com:ModificacionPoliticaInversion>
			<iic-com:ModificadaPoliticaInversion contextRef="FIM_S22018_V-83173864_da">true</iic-com:ModificadaPoliticaInversion>
			
	<iic-com:ModificacionPoliticaInversionTexto contextRef="FIM_S22018_V-83173864_da">07/07/2017</iic-com:ModificacionPoliticaInversionTexto>

		</iic-com:ModificacionPoliticaInversion>
	</iic-fim:DatosClaseFIM>

	<iic-fim:DatosClaseFIM>
		<iic-com:DatosRegistroClase>
			<iic-com:NumeroRegistroClase unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">5</iic-com:NumeroRegistroClase>
			<iic-com:DenominacionClase contextRef="FIM_S22018_V-83173864_ia">SABADELL ESPAÑA DIVIDENDO, FI - EMPRESA</iic-com:DenominacionClase>
		</iic-com:DatosRegistroClase>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		
	<iic-com-fon:DatosGeneralesClase>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ia">61602.57</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">67012.82</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">2</iic-com-fon:NumeroParticipes>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">2</iic-com-fon:NumeroParticipes>
		<iic-com:DistribuyeDividendos contextRef="FIM_S22018_V-83173864_da">false</iic-com:DistribuyeDividendos>
		<iic-com:InversionMinimaDescripcion contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionMinimaDescripcion>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">1001000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy">825000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy2">0</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy3">0</iic-com:Patrimonio>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ia">16.2513</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy">19.3643</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy2">16.1944</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy3">.0000</iic-com:ValorLiquidativo>
		<iic-com-fon:ComisionesAplicadas>
			<iic-com-fon:ComisionGestion>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.81</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.60</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.81</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.60</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22018_V-83173864_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
			</iic-com-fon:ComisionGestion>
			<iic-com-fon:ComisionDepositario>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.05</iic-com-fon:ComisionDepositarioCobrada>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.10</iic-com-fon:ComisionDepositarioCobrada>
			</iic-com-fon:ComisionDepositario>
			<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
		</iic-com-fon:ComisionesAplicadas>
	</iic-com-fon:DatosGeneralesClase>

		
	<iic-fim:RentabilidadClaseFIM>
		
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-16.08</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-17.52</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.08</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">1.66</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.01</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">1.81</iic-com:RentabilidadIIC>

		
		
		
	</iic-fim:RentabilidadClaseFIM>

		
	<iic-com-fon:RentabilidadExtremaClase>
		
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-2.63</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">-3.01</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-06</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-05-29</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>

	</iic-com-fon:RentabilidadExtremaClase>
	<iic-com:PeriodicidadCalculoVL>
		<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
	</iic-com:PeriodicidadCalculoVL>

		
	<iic-fim:MedidasRiesgoFIM>
		
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">14.00</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">13.19</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.24</iic-com-fon:VolatilidadLetrasTesoro>

		
		
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">9.72</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">9.72</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">4.42</iic-com-fon:VolatilidadVaRHistorica>

	</iic-fim:MedidasRiesgoFIM>

		<iic-fim:GastosClaseFIM>
			
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.71</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.44</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.43</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">.43</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.42</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">.06</iic-com:RatioTotalGastos>

			
			<iic-com:RatioGastosEstimado contextRef="FIM_S22018_V-83173864_da">false</iic-com:RatioGastosEstimado>
			
	<iic-com:AplicacionRatioGastos contextRef="FIM_S22018_V-83173864_ia">true</iic-com:AplicacionRatioGastos>

		</iic-fim:GastosClaseFIM>
		<iic-com:EvolucionValorLiquidativo>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">valorliq.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/cAAJ2dnYaGhpycnP///+rq6gsLCwAAABEREd7e3h4eHvf39/X1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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:EvolucionValorLiquidativo>
		<iic-com:RentabilidadUltimosAnnos>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">rentab.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/UAAJ2dnYaGhpycnP///+rq6gsLCwAAAB4eHvf39/X19TIyMnJy
csnJyQYGBsPDw39/fxEREd7e3qenp01NTfv7+1BQUMHBwaWlpYqKihgYGCSn1ACZ
zIeHhwaYyBOWwgA8ZAydzoiIiGFhYWdnZ1lZWfHx8UdHR3t7e3Z2duHh4WZmZjo6
Oqampo2NjQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAACH5BAEAAC4ALAAAAACnBbIDAAjrAAWEGEiwoMGDCBMqXMiw
ocOHECNKnEixosWLGDNq3Mixo8ePIEOKHEmypMmTKFOqXMmypcuXMGPKnEmzps2H
Agfo3Mmzp8+fQIMKHUq0qNGjSJMqXcq0qdOnUKNKnUq1qtWrWLNq3cq1q9evYMOK
HUu2rNmzaNOqXcu2rdGBbuPKnUu3rt27ePPq3cu3r9+/gAMLHky4sFS4hhMrXsy4
sePHkCNLnky5suXLmJEizsy5s+fPoEOLHk26tOnTqNVuTs26tevXsGPLnk27tm3M
q2/r3s27t+/fwIMLH544N/HjyJMrX868ufPnnbONQ59Ovbr169iza68ufbv37+DD
ix9Pvvzd7ubTq1/Pvr3799fRw59Pv779+/jzM5avv7///wAGKOCAR/EHVQkGJKig
ARAQVcIBCjbo04MRTgghgxMaoAKBHHbo4YcghhiXgU8xsGCFQpl4ogEW8KTiiS3u
pICEDJbAEwoQRCDijjz26OOPQPpEolMSGIACUiUoYAAJO0Eo4QBJLtkkhjoJYKRO
KBggwU4IHhnkl2CGKeaY6f8N2ZQJBgiAVJFP6qSkmgOw2dObOpGQpk5FmrCTCTmS
6eefgAYqqG9mMnUABDYehaaXO2Wp5wCL9uSoTmgygKcBj5rI6KCcdurpp6BKVqhS
JUAAgQUL6iiUkjHuFAGVrPb0qoRowlnkhgOQ0GaovPbq66/AqhaCVi+eCOdPCBpg
KU8I5pjsslwyqGORXma5pYnHBqvtttx2622Bm1pV5J06vWqAqhme21Op5yaLrk7N
qqpkBKUiOsCM3+ar7778hjpqUpPeeCWyNa5bY7OJRtunmwk+WqSaL+La78QUV2zx
gP9ClSdQ7L4LJQTtguxxvEEpoKeJJ2N68cost+xyeRmIl2jAARxDCG250kZ5M5TS
AlWkpZXWqaxRAoWAwkBHI6200Usn7XTTUDMt9dNTR0311VZnXfXWWHOtdddgfy22
12SHXfbYZqeN9tpnt62222y/LXfcdMNt99x314333nr3nffffAPud+CED2644IgX
nvjhijfO+OOLR+645JBPbnnlmFOuOQpbMusVs1Mm2vtTrC7CymJPoXOs8r0LZ5lt
UsO+LPvstNfO2ucO2txTkUwCFanAvaMpMZZS/pSlpQ+K7npTsdvu/PPQR+8Y7kTZ
OXyu5P7EZsL3kisnT3ROCIHE8+oUQvZKNS/9+uy3775c1A+lIrTfBwUhzVA6yZP+
+VPpE47ostOygua59xnwgAhMoFaMtpXznWhhlNIQT8x1optRcEE704mmSpeyRzEl
XAoMoQhHSEKexM9BCwLh7/anIPz5REkJ2hVP+DQyBYEQdiXMoQ532L4TQiUE19OL
+nhIxCIasWI+fIoJXifEIzrxiVDcX1YSm8IACPLlhlHMoha3GKYpfrBzfhkiF8dI
xjJ6yIuXEaMZ18jGNtIHjZbBohvnSMc6eoeBt1GjHffIxz4uB46V0aMfB0nIQtoG
kJQRpCEXychGjgaRk5GjIydJyUpGUAaSorKkJjfJScVg8pKdDKUoR4mXT0JGkqRM
pSpXyRVTPkaRrIylLGfpOVS2Bpa0zKUud7kTVzrGlrwMpjBT6cvG4HKYyEymJYu5
H2U685mcSmTmYo4JzWpac47SVAwwr8nNbnIRj4f0pjjHacZsFoec6EwnFM1pmG2q
853w7CE1UTPPeNrznrRjZ2Hqic9++hOJ/CyNO/9J0IJ+TAuctQmoQRfKUH8p9JEN
jahEuaVPwjx0ohjN6I8qOpiBavSjIBURRwVz0ZCa9KT9GWlgSorSlrr0PQiljUdf
StOarkelgGGpTXfKU+xJ4PQvOu2pUIfKnJ/6ZaZETapSk2PUvgR1qVCNakKfyhmq
SvWqWKUnUiGa1a56tTdNveJXx0rW2YR1L1Ytq1rX6sm0ppGtcI3rZ0fOqpetyvWu
eA2jWy2z17z69a9oialZAUvYwua0r5Sxq2EXy1iw0DUviG2sZCe7lMeWkrKYzexY
LHsezXr2swuMrGQUC9rSmkK2l6Sd62lXy1rNiBaUrY2tbIX02lPO9raz5axdaovb
3nZVt3XhrW+HG1Xg0iW1xE1uWQUrG+Eq97k8Ne5cnAvd6r5BVLrws652AYvduCB3
u+AVanfdQt3wmlei421Lec/LXoMyNzbfba98Q5petqx3vviNZ33Xct/8+hed+1VL
fP9L4II+Bjgt/S2wgqt54MAu+MHXHTBuIEzhkzb4LBKusIa7eWGzJHjDII5lh8vy
4RCbmJQjJkuGT8ziYKZ4sy2OMT4+3wubEsv4xo18sVhWjOMeo9jGK/WxkL2p47AA
echIxuaRgZrkJjuzyGDhsZOnXEgav2bJVM7yOrHsVC17eZY9UP6KlL9MZjaG2Stc
LrOaRXjmrqR5zXA+YJu5MuY429mJVnbNm+/MZ+jNuYF9DnSV9wxZQRu6j3/WSp0P
zUFoORP6so2OtJkf3VlJW5qMeW7Noi/N6dolOiuU7rSoffVprIR61Kj+VKmvsulU
u3piq7bKqV9Naz/FuiqzrrWuwYGU6dvt+tcGvDVVWg3sYvNK2FPJtbGXfUZlj+g5
INiAtKdN7Wpb+9rYzra2t83tbnv72+AOt7i9rQFmnxfZUiG2aMbN7na7+93wjre8
r21u86I7Ks4ezLz3ze9++/vf2q53eHudmnwLBuAIT7jCF85tgYP33lBRd2gYTvGK
W5zfDt9nLsSfYvDAXPzjIA95tzOu3Y07peOAEbnKVy5yklvX5Mx7DstnTvOFu7y6
MP+gzGvO857P++bQJTg9d+7zohs93EB/bs4rS/SjO/3p9E56cpeuFImDBupYz/oG
pD51lKum6VoPe8+5Tl1cquPQOWJP+9jJ7luzI8Xqn1G73GfO9rbD/Zxon7veQ173
3rq9QGDfu+Bt3vfb/v0tgR+84v9deMN7PS1378ziJ4/wxuf28Q7OO+U3v2/Ly/bw
RcE8XzhPenl7PrZdQj9N5DlT+ta7+/StBT1RRL8X19te3LBnreyHQnu93P733s79
ancvlNVnBvjID7jwTUv8oPQ+L8mPvrWXz/znw1jz0pc+9UubetNY/y7ZD//2Qdt8
oBgfM+HP/vg/Vlv+n3zfLunX/vo1234hJT7+rp8//d8f5fvjv/T6l1n11xP8Rxf/
h3wBiFndVxoFOBcHCHwJSFkDeCP+94CUF4GTNYG9VIEWuHgYKFkaaD4c2IGD94GN
VBWCA9CAckGC+WeCi4WC53cZLNh6LviCMRhk2DeDF1iDhYWCKhgXOkh6PNiDP7gV
N1gZQch5Q0hYPjiCSZh2S8hdRbhATviEYReFfwWDVWiFWYeFfv+1gEtxIQVTFGIo
Oj1RhtyjExdihvAiQT+0hVwIdV6YV5hULArSKkBhhwmCh3p4OvByADSDIC6EJVYU
czkYh3M3h3iFSRDiQUrChj7RiDIyhgMgiQzzJNRiPtnTJYcBh4h4dIp4V5BkJYNY
iVoSFKR4hqcYJzOjinBSK5fiQTSUbp74iUUXinIFSXYSLufjQT6xiwS4OiukiY8i
QLGoQQODb7Voi2uHi2yFSBSyM6mDLLpTOhJSjTsxjbDIil7CJ1QxhWzBjHrnjHAF
hkexhwZTiDuBjsySM+yoMNPihsuDLcO2jOJIc+T4jIg1KzWkjgPAj+lILz3Tjgtz
KCUgiFAMogCl+IaHeI9dmI9q/wWNptKPHgMvExmQAzCQ8DiJq/MwAxAxHGePDrly
EBmRiEUyBFmRPFOI8YKSGwkUB8AkKPORq1MUAnE0SbM5mXM5Ovk3JzCSaXcCAyGU
PcmTRrmTSFmUSXmUStmUTPmUS4k5HQCUWtcBREmUUOmUUamVXJmVXrmVlgNG6RNZ
pPOSL+SHXCIy3bMzLrk7p0NAdoKHZxdLH1CXdnmXeJmXermXfNmXfvmXgBmYgjmY
hFmYgplFVBl2hrmYjNmYjvmYkBmZeXlTJ4mNyLiQfzg0pROIlkmTmMkzj3IoqrI8
BSRLknmaqJmaqrmafImYiZl1rBmbsjmbtOmXNzVm1iMpNZP5i27YKKuTmwLjiwKz
LDOiKufDRIBnmrW5nMzZnJLpmq8ph+IESUVSihAilm5pnatYP2q4igbjJUnSOugD
MLPknOZ5nuj5l9AZnU43Tpj0iIkCn6tSMFHSJvLZPTJEiAGkmXFpiHSZngAaoOe5
nuxpdO4pWn14M8JTOityMwn6ExuUjSozk/7JSgJ6oRg6mwRaoD56d6BdAUP+sxPA
CT4ocpYxFBSz2I4JQlrguDIZ+qIw+pxRxKHtOZ02hgJHWHUl+SU0CorTGYMkgJyQ
tqM/0qMGaqNoYSJp2EREWqRG2qHi9AAlhgJCOqRNyiNPCqVE1qKsdqU+kqXNyGFc
Kmte2iNgynMemkdliqVnio9SUZqjfnECa7ojbeqmW6obYzqnV1enLJem4aSnIMKn
fYqktwGngKocgkqSUZqn33ioH5KoKuenCeWoHgKpLfejuiGnlMohlsp3hPqnmzog
nQpy41EkpbrxAKFKIKP6cZJKG4yaqpSxqhfXqrOBqrAaILJqcbTaXLeKq7lKcaVq
qHyhqb3qH78KrJ86qcVqrMdKeHd6G7a6rPrRrM4qpngqrf1BrQpOV6qvKhXRiq33
oa0Jt6ux0a3gqhjiWnmYehvEeq71ka4AR6415q7hCq/+xq2nSq/2Ya/3mqyuqq/v
yq8Y56+1CrD0IbAD+6ygarDugbCdS/emmcqw8OGwP0ewvCqxDUux8Savr/GtGKse
GruxFluuH9seIQtv+AqtJcseJ/tuHKtnK7seLft662ob7Rqz5DGz7fayt4Sz6aGz
7E2WsrbhsT4bHkA7bjzra0Wbs0eLdCMLG0S7tN7RtE6rsMoqtUZLtd8WrBGLtVmr
tSP3tFfmtV8LttuWtKkRtWR7HWYbtlb7r2s7tW17tk6Lmq9xux1zS7dvO1h3qx15
q3xEJqx7cbN9Wx1/m21oO3SFix2Hi21CWxtqu7gN2biJexrmKrlp0bhRt7eyEbmY
uxyaO31iC7OfSx2hW21IXMuupWu6pzttlet9qzsdreu6o9sanhu7xDG70va6DIi7
Ijmzj0sbt+u7waG7W1e7Sku8oKu77im4ekG4ypu7zIu8BRe9yzu7QsFbsNabHMbL
u6RxudvLFd1LvagxvOGrG+PLuSR7vtKLvRCruuw7HOlrrWoav8Ixv9yEguZrv7OB
v9fUhPwLHP5rTUOmqrIB/BsDzGDge3IHjMDTG7hd28C8kcDQBMASvBsU/EwFPLQX
PMEPTL8L28G1kcFPtsBNsb8ijBokrEwWnMK0scLJR/QAzpsX0OvCrwHDyNTCNhwb
ODxM+rvDL/zB+WvCpQnEPCzE17TBkGvEstHDwqTDTMwaTuxiM4wXNRzFpjHFvATF
WHwaWrxLQ0osvF3sGl+sS1w8xqRRxrn0w2icGmpMS2fcxhOHxARcxXdxxXIcd3Ss
wNeax1m8xxVMxEuBwn6MhID8THFcyKx3yM5CFMbaq8jrxsgsLMjpA8mj8cZgZsd2
gceWbBmYLEuJ3MmG7L7e5MidK8p7SsogfLWovMiqPMR228qu3Lrey1WyfHySThzD
mlwXnHzLj/HJIkbJc+nLnpzLOSzMSEHIxGwYwMxKobzMjNHMq2TKsaHM0KxvxuzD
yJyc1zwZ0qxK5igavdzNzJzNT7zNiEfOkvHNqUFEzVCrzutszi6GzqEHz5HBzj8W
y/bcGPg8Ss+8zx4nz7wkwxEM0IvRz6L0zwbtFwgdSmy80Ogq0Luk0BBdexKtS0nu
3LEVHdGv/L/0PHsbnRgN3UnhHBrjHNLQd9Fr/NG8h9KFMdKclNGuYc0uvYIqDccs
LRQ5jcUwvUkPXdMpd9NgttNAQdRM3NOaQkTQ8AvUQd3R1kTRTG3TTs3HBhzVDC3U
oGzU9mfVVz3V0CTTtsvVXU3L5Gu5Yt0XSL1Mu0wXJ33W4YjVwdzHbp3SXketwVrd
EzQ912WR1pUE1Xp9FnxNST/91wYI18581yZE2OBn2NO81nPR1oq914wNzoi9gZFd
2HVdwvp82W4R2JPk15wNFp7tSKVgzRp5HdriO9nEVNkiiNqdrdoo5thyAdmu7RWj
nWOidUElGhQUcqIWstuZGaI4E0RMV9tvndnKVNqgsyKUCKHMzYfPzSX4gjA34o9K
cdrGfRW3zUiYlIlHQSG9Y4pPAt5T8iRW4iXHGS3fxdopvN2LhEnbaBTbQ6K20tzh
Yyf1LYvWfd3ZvRbubUiQFJ4qiaLJSDyPMowDEDAEtDE0GV/sLcL/XUj/So0VzVIs
Az6JOzMrNqIk0kgl23grlJKfTUHb/Z0VEU5IkNSH4zlBCcKWNWIuLt4n3m0tNImd
IVniaHHig0SdCXIs5jLgHbMuIhPkzHKR3UMvpuImIn7COJ7jsO3PkZUl4U08WETd
LI4oGo6R3bk6VgIxCkLcmtHkgP3koqTcVMHg4qMuRR4yam6WL9RBNGkCSwoUN8k0
UhoCUiqUeh4Ce97nfP7nfh7ogD7ogl7ohH7ohp7oiL7oit7ojP7ojh7pkD7pkl7p
lH7plp7pmL7pmt7pnP7pnh7qoD7qol7qpH7qpp7qqL7qqt7qrM7nxvvqrj7rsl7r
tH7rtp7ruK7pZlU6e0FlJTASFNP42zF+kByu5T7xM5DCn5pZ3GJOFjruRyW9E+Oy
IHLpIqYy590jl6Gz4WiJjCKOII9SnMTT60OB3c/+FNGOaJEFIXLJOwR+PVIeQfJe
PP8zNMmTKKTp7OkeFuvOR6JmvhQjGkFVyp3dU9+7Ej5CTj5qnt5F3O+iTeYOHVnz
Q+3CHYlUQiFtwj8ab34QZIzLnkFHge4QvxT/vkeY5EALYkUL6irMbUEv79ybMpMU
+vAl3xUnb0eflCwr6hMI3j2+baIXvycsaUNPQfI3jxQ5X0cT7mFgXmlJj/MST9I2
tkR/gfRRXxRLT0ccVUUXvltZL/XInUwcxTmAgfVhLxRbP0dCAQ+7aa8Va+9Gg/32
VRH3bTTtqkX3WGH3k7bZej8VfL9Gbd+7f28VgV9O7I32hb8Th19GoL34Q9H4mJb4
kE8Vkj9GQE0Pt5UfFZf/TZS/+Zw/9dHE3g/ewZ2/RXMP+iYv+ps0+N+r+lBx+lqU
+rCv9KyvSXjvGaV/wbKfRbRf+0bR+1E/5Pq2DPxKIfxb5vfGH/y3v0ykv/yrP/bH
rPzQH/nNX0mZz7fVfxTI/0S/v/0/0f149vzgz/zSr83UX/4+If5H4kT8orH7Esz+
RvT96s/41y/Ysv1s9W/953/OADFA4ECCBQ0eRJhQ4UKGDR0+fPBQ4kSKFS1exJhR
40aOHT1+BBlS5EiSJU2eRJlS5UqSG1y+hBlT5kyaNW3exJlT506ePX3yZBlU6FCi
RY2KfBDi6NKLSpk+hRpV6lSqVa1exZpVq9GfXb1+BRtW7NiZW82eRZt2Yginao9G
dBtX7ly6de3exZtXKFm+ff3+BWxT72DChZu2NTwScWLGjR0/hhxZMt7AlS1fxoxz
8mbOZtl21ggX9GjSpU2fRu0482rWrfumhh2eGykK2Q0X18adW/du3r0RugYeXHhO
38WLfzYuUHRy5s2dP4e+dfh06sOjXx+NPPlt7N29fwcfvmF18uUxi0dPWLvx5end
v4cfP7Z5+vX5ysefNmlz7vn9/wcwwLTsI7DAnwREMKr1imsvQQcfhDDCkgyksELB
JMQwpRBoY66/DD8EMcQPLSSxxA1ERNGjBX1rMEUXX4QxPRNnNDBGGyV/2q/DG3fk
scfiaASyPh+HJGjF3lokMkkll0wsSCfJY7JHI3nzMEorr8RSqye3tC5LGKfcDUkv
xySzzL24RLM1M1F8gMPt1oQzTjlFSrPOzObMEEzdxMSzTz//HMhOQSsD9EE9c6uy
UEUX9XJQR/1iVMBDceMzUksv9fFRTcfC1HO/HN/sNFRRd9y01K9GjW/S2ipFtVVX
BTQ1Vp9eTW9D/mjFNdcAZeVVJ13BU1U2Vn8ltljnekX2QmOj+9S4RJeFNtrckqVW
JmmfCza2Ya/lttvOqgXXJW+3e7a2csdFN13DwgVX3d6yhW1bd+elNy52q603Z7c2
b823X3/lupfaf2ODNzV5B0Y4YaICTlbh0wpG7VyHJ6Z4QoZ7rTg7iePNuGOPT7oY
448na/a4kU9GeaOQeU0ZMohPO7hlmVNeWdaZG7NVx5t35jnQmk3tubCXTYs5aKMH
/hnoo/NhKtm3jZeGut6kS436rqFLK7pqrb2detOt6bqatKe/JjvarjUtO66wR8s6
bbdzPfvRt/Vz09m57+Y67kHx9mxsmPkGHFq99w4cq7VB87twxQsdXNDFrTq8s7Yf
p1zOxu2sfF6qpt/NvHNML6/Tc6gi52xy0U+PEvQ0UV8qZ1BZh91y1bmMvSjSNzO9
dt1jnJ323YPanMrfh8ey9y2JX+l2kpFnXknjn2weJeUlSzx66x183snrS5o+sty3
Bx+/7IMMaH82fstHP8PxgUz/o+4h+759+btbn8b5OXr/serv5z+6+mfsX0by55j4
BdCAvfmfiQ5okeDtZn8LhKBuEliiCK7lgaApYAU1aJoJkmiDDnGd3T44wuZ00EIk
XMgAG5NBFLZQNSakkAsRXtJA3VxQhjdsEgxrhMMi2bB0PAQianS4wyCqkDE+DGIS
5zLEAinRiIlhoRKliBYmEkiJ+9LZFLX4mCrax4lIXN4WxciYLgopiU80DBjHuEap
lJE+X2xOFNk4x6W40TxZV1RjZPJIRz4OxY7lgSNz5NhHQq7kj1A6Y91MVkhGnuWQ
1QlkcgbZSErS6ZHTweP5KrnJqVwSk2fc42MmyUlSZsSTXSpiKB2jylK2kiKnFE4k
2eNKWhYFlsFQuaIinVZLXgbllsCRJYN6OcyU/NI1wdwlMZXZEmOyBplHWmY0Q9JM
ZyaRhoiSZjY7Qs3VPJM3o9QmL7l5p0RqMpznnMg4zwPKOKLTnelUp2VHMpnFd9ZT
IfGUJzsFaU9+JgSfhNLn6/o5UIH8MzDeDBNBFToAgwIml+ZcaD0b+heE7imiA50o
pAIqwovaM6Ov2agwO+rRj5JEZZ4CHSk6S2rSkLIopRJdqVicqEvOvdSdMZVpS6Fp
U5XiFCwn5ShPtenTn+r0m0I9J1FPZVQHIjWcSvVKRfXl1KFC9UBG1qSp8KgqTate
NZXt3Go0uzorptYwrGIdK1DKOtWzKjOtag3iNXHDyrYC8a07kSql6krMu/qqnPTc
Ky37Spy16jWw4hzsTY+AusjDCjaxygIiGgsDzsa68LGQ5aFk1VNZx162LIVdFWdd
6VmaPBSwoq0kaT/71X2ilpSqtRZoG1ICA6gAIQcwQG4hUAKH4Fa3vDWIbw2w2+D+
tiC0ta1G6OraDcI2Jnl1iAkMoEsL5Na6ubXAQqp7XewSZLvcza5ASnCAAwyAthAo
CAoMANyMUJa5GnQuTP8WaxHp1va4CjCACQaCX+IipAT41a9A+Avc/+Z3v8MFrgSm
K5AQGEAAA0Eu/t67yfi+BLoKicB1FSmA4RYEtw9GCIfRS5APC0TBIx5IiQcgXRAr
OMAr7m9oJpzaCp/orxZR8HQVnNyBkGDBRTIwQnysyAYHWLpEDrKPGWDiIDPAvhKe
cSNrbGPWWkQAEIjAABRct/EaYMkEcTKKj4vbLw/EyeUtcJkFcmaBsJjJHDJBeTvi
3igfcMrzxfGTB9Jdgpw3ywahrQHCC2EIGCACgR60eAud5R0LRL0PdjKIoVxnQt5Z
tgzZMkEyjOXjDvfPneZ0nxHsZ1AD9wC7pS2aFSCy5o3QmdL9s3SVM9JoQoea0IY+
CKn7vGhd3/rT+A2ygiUwACfnlscWWe6rYV3jC2P6x+L1dKlzHW1Ne7rXAtn0p4NL
AmIb2MkvZogAULChECSl3Oc+QQjSvW51t5vd73Z3vOE9b3nXm973tne+8b1vffeb
3//2d8ABPnCBF5zgBzd4whG+cIU3nOEPd3jEIT5xiVec4he3eMYxvnGNd5zj6Z7y
xz0+cpGXnOQnN3nKUe7wYf8zMKsE4TB4DULrA6vZvItGCH4TLZBo69wg1J65oFfs
ZYH4eOcSSbay7xfryD4rx9c9eqYhTOaCVFfOgKa6dw2A5qwPxOr+DfKp//zoi7ha
6fJjemZ9SPOi69nR+WVvQXx87AGoN8BzT2+QDaLeL6/6zw2WNEWSfvb2pR2HpJP6
QE7sYQO0/CAKvrpAcNtyyDPe8aLm0H9DTXZkE36Ohr+hXB3CdgEjuPSsNsiAzctf
gqi+wKh3tK2l+2Wjl93zbAS9DBH/bDNzN7dqlu6xi81dNQ//ujZfM++/3W1wC/72
a8y9C0OIEdIfWLcGCX7qrQv7AQC7wwgxga33nNuXO8QS7M8HX/RbqFmFTH8rg0f/
9tSPWkLRm8QEgTfL+eNvvfmTkP0IYQDx84z906L+G6H/OwgUwL/8I8ApMsAPQkC8
gL8GZJ4H3CAskiQKVCIL1KAItBoNTCIOrCAPtAv9A8HfEcEIIsG6mMAT3J0UhEqg
+tMWF+QhGFygFQQbGsQhGzwg99spHbQsZrs02GhBIGQdHjQgGeQYI2whJAwgHJyL
ImRC0XHC/oFCuTDBKaRCIZQ1xtLC5uJCIEnCwFn6wg+qQv65QrUpQzMMQ7UDqzWs
oDO8nzR0CymEw8WRw/lRQoO5wzhsw8OzQxbswwjKQ/nxwaMaxAUqxPahQ7UIxETE
m0VMUJ89RI0shETAkUT0acS0eMRLfJtMLJ9NRAtL9MS7AcXwEcWz6MRSLJtTBJ8x
FClWnB9X3J5UHEBZnMU/vCFb3ApSxMVW1EXdW0U1/MXCC0YXTKLEvynG9KHF6+FF
rRjGZVyaZrSeQ0woaSwfaoyeZ8yKaMTGoNHG5klGovnG8AlH5uFGwynH9DvG9fNG
/VhH+WtHFErHq3jHeJSZc0RLHlh0KXyMHn0knnqEHH/8x3n0v3s8C18kSJ4ByOER
yKpAyIX8mIb8nXHEGolEHorcnYekiojEyIzRSN2xRov6SBQ0yAP0SGgsSZOsTjA8
Q8SVrJ2QrB2OnIqUhMmEkcnYoUmpUMibHJmchJ2dVBCfjB2gZB1+/EGiPB2jRB2h
HB2lPMKThECbxIqehMqKYcrTccqnoMqrpJesFE4diyQNq/RKhwFLz9lKpujKslSX
s+yckWQrtqwct8yctGwducwcuqwcsWQbvJxLqdwguzyKtfTLbtFLyhFMoyDLwuyX
w3ycxLQdxsRDwNRLIKR8ScnERMocQcLsSMwsHMdcHMgkisX0THcBTcURzaHgzNIs
ltMsHL7EINbkG9cMnNQUitWUTV2hTcCBS8PKzU/UTBXEzaH8TeBsUUlrGk6oIM3i
5Jbd5BvbDIrkZE5UcU68gU6WWM7pNJvghKDrTB7tBMbjjKvyi0vw1JrqvBvvVAnp
NM/P4c4bZM+lyM72JBb0nBv11BD6PM/3PE0g2JQc/awa+3wb/JQeAI0aAXWb3gwt
A51G/jQgAj2J+GRQQEHQtPHPH5pQo6nQsoFQk5DQDO2TDSWbDi2J+QRR6nTQJ/zQ
yDxRhkzR/kuxzGts0ZsR0a8hUZJY0RldkxrdmhsdCRPVUfcUz6aDqCD9yRflnwvF
HSPNRySdwxxVTSZtGR7VGgUVFimlGSedHx8VCSjF0iuh0qpIUdIw+tKJ1FJD9NLo
LNMjHVI3bK017ZgwjRouDYk0hdMkkVOoiVGSvFOsPFNGtNPv7FM/bVNAfMNBNcs/
TR86BYlARVRSUVT0TBlTyQDSR42TPF0aRnUfS03UQt1F8vRNTkWaSA1FR81PUUUY
TD2aSfUeVE1VUkVFUy1QV/0XVTUaTfWISqXVRoFV8MHVjpDVXQURWw1Imj0tT2Gd
F2LtmV+dNGRN1l6txWA1CV111tSBVmeUVu6p1q+8VuthVfjZ1mf1VGEs0nBtzm7d
RlBdUHNFF2XlGWbdiGxlV1hBSldxlNcfndd2rVd0vNcuzddxcdedgVcZ+1fD3Ffk
GVgBKliDHVdkVNcrXdhrCdibSViM6NeIhY+JnZmKtT2M3c6Gdcdy9Vi4OVjiRvlW
URpZwSlZh7zYRk3ZZdFYmbHSGXzZ1lzZ3+HYzqvZ+rzZ3TlZAtpZngVZemzZTQ1a
3exZkSzaXD1apB3agxTZpg2VmG1KGWMNValtFapNmZytiKXF2mNJ2pn0Wo6g1q+V
EK1FGa51PrPN2rCNnZ9dIbZt26dFyaiV20VB25OZ2SW826l126Ac23jtW1HJ25H/
udAI6zTfi7GEEK7FTbHtizvJMy5RozsGGly/pdup5IgjM4jvui7u8zrfE7rQ9b1B
Gy80+76BUK/I1dnLvZTC/ZjIqa/KTbzZArAD668CezHV07IfAzwIczuMKFvXBRDY
9Zi1yTDr0iU3ewgRY7wWS13JBTHmdbGBCD/WbV3iZRTj7RirVYgcQ4Hq8zuJGLKC
KLI2470BON8BUDImCzAnq9yO1d7t/VvWCZsrY7T0zbADMD7snTqiA7OtWz0A7j05
o94fizMVmd9I4d6M2T26M77rWkDgHV1fQ7TjwjlaI7tIY9oFxtv6bcq1S98ck7Ri
0zZRE8DzKoFrMy/TG4BTDFthAdY8o/VgxgHh0/+5UNKzO/MNXuBNYV4DOkXDtdIL
tsbrNmNrrxpWlAaumN1TVwXjtmkTwGxj4WxjXG5bvuVrCiW24cwNTFCNOagLuvg1
iDDzX58riJ6r4D0TQMUTutlru6MLMXJLCnNLCpXD45XL4z3W4z7m4z/240AG5EEW
5EIm5EM25ERG5IubMkV25EV+5EiG5EkOuAkGIacr3aBTVzbLta4TiK/rMpv7umkL
MLF7O0u2DS6m0BsOSxGmO0/u3eYjCLwjiB1m3+C15b0D4PFVXweTX1XGEyamGCeW
u+D1MVSuPBIz4t6NvBde5k7LPF7mvK4FZj8R5ol54IIotjJbPIVwPdbDXd4uej2E
QAHZA+Das9xqDmZWRksR1iX14i7xy77e873iE13k67a6yWK9o2Z1npNrdmgY722I
6uM55cW+HvY+7kvohAi/Ex4AgxZef/5ndn7LVdzbp5ToS6XoulzF+1OL4c1o7wBo
hYHCAHRolQzpHd3ovexEBXQLkE7p6xjphFHbtYhpM5lphLnoSrzpMsnpgalppOtp
Mvnpf0iBW8aA6aEuoZVGzMBVLqXmVS/uQKdOYqguHqZ+TKq2WKu+aqmuIIGmWa62
Vq8WTrsVa0gl6+7U6l8+azzF6tBc6+xtayIpan9MOWoomuslqet+CeqHiOu8pou9
zpedVkbAHhLBrpe+BiHDpuu3Vpy7NoykZmzZQGx6UexUnuweqex5uWyGkOzMTo3N
dpfOTiHQ5hHRVk4XsOZb0+Ydxy4c0m4/1r4R1E4X2E6Iz5Zt0qBtdLFthPjr3NYS
1w4cyJ4s4IaR3R6X3j6I3zbuq0BubyFscmzuFHnublFug2Du6aaK6uZNFuImDNzW
bsng7mu5bvMNbxEZb2kpb4IA7/PmIuHmzez2a/ceVvjmG9XmQ/pWH/u2TvlebP3G
kPSOlvUeiPYG8HXh7/T0b8w+cAgRcGhL8e7BMPAGH4wHXxYCZzAKd/AEv8+HDWsN
RxALNxYMV18Qxx4Of5sI14sJN3G7EPFiIfEFb/FiQvEElfGFYPEZX6IaT5sY1/Fd
4fGyRcFvnv7x/3hxYvHxIvePI/8VEs9xJR+QIB/RG49tKBcfKf8aFWcaK7/ytIZP
s+Zy+sHyHvXw1Q5zGRnzKqXyhFjzM1eZNEMX0zY/iCd3c6xgcl1J8jpHjzvPFSfX
czT38h6Uc+z+8z2H86gZ8sIu9O/gc1zJ80UX6UOHGj+HdEaX9EwddPOu9EgPRPQk
zHT23nROj69mI8JQF/NOf8Iyz29T959LP5pHZ3WwRXUY/fQCj/VWn3U0rPUMv/Xn
aHRaofReX+pcf1IwF/ba+PVXNkl06T725Eh2V4H1ZkcgV7/VXR8AOpd2lnj2Von2
bNdxLccLbPf2o+32cTfx6L5Icy/ycld3CioH97sQ93ZPWXaXdwAP9noHcXrHd/de
9nTfdw3X93/X7nsXeHu3dmsveP0qfPcSTPgGD/iGz210H0uIN3hjp3jQXvi6iPeL
39aH5/jMJviPN26PF3nDKu73iS/56Sb5lJ/rkGd50175lxfrjKeLjZd5UY35m4dq
ie9LnWftnPf5niim+bmw+aAfVKA3+pR2+aRva6Rneok++Z5/esB2+qmv5qW3+p0/
+KzPKuuhx0Kub/mtB/uz5vnYHHuxrvqzX2Cvj4uiV/sZTfu3J16sl3uJjvu6Hync
qDd7vL/pu+d7uaX7v1dlvxf8r2X7ly58pRf7xLd7VSdyxvdnwof8oCg9/I+e/Mhf
/MsffGt3e82fTsn3/JHV+/8MfS4G/dKP2MBH/bs9/dX/J9fKh0fXX+DWl312LXvS
r/25z/zcz3vO533dt/jfr1nVF/6gpf3iF//W0cdQ5Af83Wd+rCX+5x9Z5OUuh+6y
65utxu3k7cM67K82MrZp6TdbsYRn7gq8COazhED/NV5/0121Fl7ccj5piuh88b/K
qyk2N/GxIe6yKAaIAQcMQBhg8CDCEgNJHBxY0KBCAwwNOjwowAAKgyEMCDhYAiPC
kCJHIgxB8iTKlCpXsmzp8iXMmDJn0qxp8ybOnDp38uzp8yfQoEKHEi1q9CjSpEqX
Mm3q9CnUqDhDZJRpAiRCBQZUGJRAMKTWjiS9QiiRlWNXgmYPhjVIAu0AryYOmoAQ
AecDqXr38u3r9y/gwIIHEy5s+DDixIoXM25MM4TJmCW0MgiJQqLBq1UqD16eS1Kz
ZQOeQSPsnNlA5biiDTLAejOy49iyZ9Oubfs27ty6d/Pu7fs3/9AHsKduNajVQsgI
aklSTr68OcLWD6+K9cp1QF2deYFz7+79O/jw4seTL2/+/G/IOiN2/Ig65Ee7I5W/
T6iWfmqPBO96rXpZwgCtAZjTcOgZeCCCCSq4IIMNOvgghDypR+BXA5QAgQF32Sef
SBdmCB+GEXiooUcQcKiViCYa91BO20X4IowxyjgjjTXaeCOOK014E1lrxUciRPuN
FN9aBylX1pFFBsmhQAasNsBFHbXm5HUzFZgjlllquSWXXXr5JZg2PbBZTZcZgNyS
QFoY4pBsJhTiiPAJydxcrdUpmpIvuRgmn336+SeggQo66GI7nnSRk4miSdecEEFn
5HIdDsuU35IlTFaffkyG5FVlV6X2FqUoCSAcCpCZekIIqKqaKqurutoqrK/KGiut
s9paK6636porr7v62iuwvwobLLHDGlsssscqmyyzyzrbLLTPShsttdNaWy2212qb
LbfbetstuN+KGy6545pbLrrnqpsuu+u6OmBMho6VqKIIOaTmAMc5VxZzZ4YknVn6
Rldhh08qwOFlYhG6MMMNO/wwxBFLrJK8L0V0wGfFlYZZxlUadNlEV3k8AMgkXVaZ
QvySDNfELbv8Mswxyzyzd8bC0aSVZyORBRbLIu18VnUEG9dziVWiqBHRNCu9NNNN
O/001K9d2dJlGKNUkYVYn4R1RCw2+VDXJjMJ6mmhRn022mmrvTbbfVIlk3v00psz
fXJTKjJCddNLqd6Jmh2ga4DfmXPbhRt+OOKJK95dxSx5JffcPDvp9WlkDj15v5h/
pqmFiVq+OOihiz466aUfZbNTIYxsOuutu/467LET1ThSJigsO+65674776/TbhQD
nPc+PPHFG3/8y78XhQK8yDv/PPTRS39N45jTW3899tlrD6jy23v/Pfjhiw9e9+Ob
fz766avvV/nru/8+/PHLL1Op89t/P/7529++/v37/z8Aefe2ABKwgAY8YOn4h8AF
MrCBDoz/mAIfaKOPrI42FCTJQCaXJwlyECdxc5KazJQ0vVxwJBmMVAeHEsEUxog0
uHHhQSwAuRGysIYsESG9FIZDGkIFhgaRIeRuZ0Oe1G+IWbqKxm6DxJFdikVv+ZAR
o4iSKW3miXeRTqX6skT4aMWJIJTiTlYIRgTp7XOxKeO/DJCBhLRljG6sHBtB4hV4
beRvTUHjwNbokTa+sSYD7OOLHse8JIbkhCozCAA4kkgnLUokJ4RiIRN1yJVxBYn+
GsAiCakajFhnU0/ijCYBOUSBgXIuXlnUKbdGL3w1SYMbq2S9MJmokQmykwiRS2gq
KMqWiHGX4hGAfPojEkTJDZUSkSRJyIAot9sRk16LuowKtOJMSzqJcMDkT+AAp6mB
NM+XbtxIRryiQ0whRJk5REgzY0lJaSqKmp+EUjCzKR0gcdOb8ZqaPRdkS/24ZiNQ
fBzhRuLCy6jMPZvxp4b8ySJ2pgahOgvlW7xIuXxKcSBSqtCFJsmozRDUR0466BcH
oFC2+A1pkLwlRAkWUYq+pJcs/Y4wN2a5y1SlRyj50VlSQ9PQ+AeFU7rdpB5qRnda
7aVSrNpBnpgoIaYppx/L5k5Xdsif2oucB4lpSIhq/1Sq4XOr59nn0NRkp7RoVCRd
PMnRBuaZzhQJp0kdIVhZM8NGejWFZAGSCJlK0omSVKxPYmumgPQWvcYVcJCja11F
4tLE9garA+ib3B7ilYmgJJNOul0KZpgoq0U1SEU9DWHl+dGrXpaxHTSTHVNi2Z5l
VrMG4GzgPvJZ7MBVtK55nF5N+0fTfpWQHtKsZN95kilFbk2ufchGPJbRkAz2oSMb
iOVsytsGWnEmxE2UZ347Q+T6VkUIaa7PNAldT5ZVt12dLkxji8KHBjQlj6NS58oL
SjLFJ6u1pW+jgmRV9AawaxuMyXuLQySUdDa+9g0tfjnnntTWdbH8tU1cScneeNU9
55IkAeebKEcd524IXxJ+8P+aKKEKI7YksfUuo0Kr3PwOrcSMdTCIZ+NY2gYUl6pp
b0hkSLnWWO0qNf4rIZUzW/B6kr5asVwihRdj/EWEsjLRcRp7LFwbQzNvr2XufeMY
XRbztohLBk9cp5Qz3KYFxzwj3JHl+kkyr4y+JlLShsNLS/imJZRfvt9G+AoTnJ2l
KmImLVwKnFE413bOSXycLl983jvvZsablNtmbDzF7aIUciDF72zjXGSR7LCajO4f
ZIvbkusiE9CQPgiG9ZPpLIcGcmZr1q0ZP82bwl7OSZSSdErYmc1ak7PKmcKyikli
N1nrL8CujomuzahrSvl6ScDm8EiGvWQYE7va1r5266iN7W1zu9ts07a3wy3uccfM
y+Q+N7rTzTRwq7vd7n53jnYL73nTu95dYre9863vfXs+B9/8/jfAAy4bfwu84AY/
+F/MjfCFM7zhiCG4wyMu8Ym/JtYUvzjGM94TiGu84x6fOMc/LvKRFzzkJD85yus2
rfCUs7zlEje5y2Muc2zLe+Y2v7m9YY7znfNc0T3/OdDHrfOgE73oY1y50ZOudN4O
felOf/oByGsO9alTvY9NrzrWs+6+q2u9614HH9e/LvaxSw/pZD872uUX9rRn7KQj
AWJuk8nIoPhYJUB0sU3uvhKCxiQCJCiS3sdTd534/b9E4btLAi+SUGv21eaRYaLZ
rhipS94oiE6JmVg53LkDxceGP8iU8F6T0O99vSsZvJpF/xvP5wT1SemoS0g/JNe6
+vPkcU/kZ0JM5HzEBLavvNSAvxQRn8Q9Tl7JlBh8E9cLBqkvYf55oE8T6S/vyrG3
dUvuCqG6WXwm5qRX94Vv/5O1i/+pFg7v+ZHP+Z+8xfF8yfPvRdL+BM0/J/VXCvyv
n36UaN9BAc59TCRM53ha+fkE+U0dCGxAB3SAAjLgAjbgBoCASFDRSVyFnk3afu0E
9fmF87nEBsrGB4SgCI7gCGaM+z2fcB1FB7JE8mUflx0IZIVfAQaG2c2gSmwADuag
Du7gSETUfxmUfdGLRske6MmNX5WFJeHd/W1e+l1XR8Cee1wJ7BFhEc6SSK2XOx1S
pyFH6OHeSMBeFSaK5iEFCZahCJLEEmKgGLaaMwFMEiJEFsZfGBZH/s2h21Ghe4UU
E67hBMoNPpEavrihOgGiB0aWHMbNXGgFAMKhIdoHWv/gUG4Rog2yxAFCHQPuICYq
4ENlIEGRSDqdUxXezQx5jAwdgCU53gemnkc8UjUhHn10k1SpIiNGVgd+4lKZ394Y
FnJYoKQEjjvRWVOYoRma4OnNEOFsIY+dokW4VtzNohCu4C++Uws6jukFodwEVDS6
XTSOTCkq42lAziLaYmmlhJBBxHithDiyDH340zWKxDZOoo7IIDyGRCbWY7/4Hhd9
0p8B2lStHxJVETASl1iIXirqIqO4BjsdwFqMo4k9BBX+41tpzj7WmdcsYQs+Dl1h
5EECpJ0dhTCWITGmBBIpzOV9lz7e4gCgyURuknxtZEQSzEgCWpXgIf/poTsyZEn/
bpLCiFmRQKRbAKNhwQWa+OQAPFHureTjtGS/yCNSupJxYd/l3A5RGuU8okQlPt0l
1mMOdoDJsNg0rsxsSRWJTCNVbQyHrCRKFCRZMuQ3Wo17MJXzfWVZgpL1reBTMYnr
TeM5MkrOzOVdjiFRfCQJhuRJAFGoPORJpqBdiiVKwF2rWc1XymJk5qGSGdZhch7z
9Z9fMqaaBdRmdiKBCc1fvsRehuZEgeYAWtVA5IxjmiVgwuNVOp1WYiJJfKZozguT
yB4visQ4buZJpOFIyB7ihYQrvaViVQgRDidCaM5JPA6JWCTn1eEAKsxuOmIzDoVg
lmAPpiCW4dhbeMz9+WZzstrkcfKV5kjfd8riSvTfTXqnxqxUWt6mcaqZEMGndQIY
eaqEItKEc+pXe/ngT07UfFalYi0agR5EVs4mV6LhOwGhGuYmVJYmX6qZ8k1oSujl
rtGWW7LlXVJoQ2ToVYRlGB5SXkLlV17EIUnoT55gUGTnGQoUd67iCEFjYlZoULZk
RAzVlV2KXsUlVK7nCzZJj1ZIXqmSGYXnj2ZNhgLnhUqSHO5RhqqfUzroxrilihZl
jFb/ZQ0eKELMJg/OCySxpx2uUhXyHoboVZ6pZ0owaRpdUpqVp34xVZoa5NCYkXSS
Gpmu6MBY2H7qKUSc6RdWo1G4aAgyqON9EHAVCZLun5rNEGC+aUikKaJSGp0Cqdv9
Ke0RjK4Jl4cMKYtQYacGqlIGJeS8pll1ZHC6loYMKKphFKBymqBWZWwuXYJq5YLO
nmtAXxZGgHRZ5nQGKmQmaXyeYAuyKihtaNL4aH0Y61MV1a6yZ4liys8MKLNeoYgO
KqESJq7S3meh3mR+oyTxapA+Foc2a2q6VrBmIG7+YKZaX51JW7XOqa/yE5q6a9uF
q5iqRI6yxLPOCbM6X7zaK5eK/5Q8HqiX6qBVLsdkmklAOZQqVmv90aS21ibn9Wmk
Lse/Iuf6WWxDml/DNgp0Wph7IMfPxCmMsihQEOoHTCyI8FB3limsCpfD9ksFwV+1
tqnqVRor3ex4nlO1euv6/Wp7hqbM5meuoerGFC2HMGv+/WyWzuOsKl2t1uOtpup7
KCdFcIxrhqKFQCojesa3smwf1sdVHN9pICtTwec0NhmMYsyltBdq0tieUspbZAQM
XcqRPi12ZuvJogR9FCzQ7tdCwCqOaoXZaugAymDY4ubOjhZ+rgbebmdfJmnkyl+W
vi3hPqmjRGkcwa2/livAeu1boWwBRm3SHWwOrmlxiG6o8v8MhF6SffKTnwUtSrDp
nqKJdOoX2ADl0Djk+skrPxUEs0rTc0pj0PYI7caufi1iyvKt5bqf8v5mYtJV657F
pZplnrjHQ0Tv2OYsoGke90bS6sxp9FIpHpYv796n5JgqzwDg8IYU06qUfKbvgZqu
0U1tJlbtQ0HAPMGHhL5Xfqwl0Vighizu0DbpsjouXbql4YYEoqRrAPOumbit6AKw
hXooP6nAbW6mBWquT6is2Fba56zm13JtQvxvSTHhTDmJ1QiSIz2JAYeXfCHKCD/J
W4Tl4HFwo0ymDhduNllwS+xrSlSuqaWGe8BiB/awB4vflg7sAKAuDg4xhvCZ5bIM
NS3nChFS5TduhsRKrkoQIUDRZaT4U86IkO+eHxm/5PYy5BW3KiThoQjlbRJtUTA6
78uq7ifFDbPNCU0+EXU6U0qk8U865RPljB6raR5e7yAbcgpPideYicJoMW0FTh8D
Ix1LrxUDskuILoNmcizF7yFJ8iU7sUgZKCnbhAj9zaQSBJvNK7iC39zya7teUZJ2
GgTcsIxeo7KGyi9CAMBuVysH2EVZlSNrXjQWrF9kI5lGxAyFijB/6ypDQCtXIOT4
srsyM+REsLru7xhis7S966k5IyzH8k1amr4Cc7neFMcWHzrDRcaumjmfsbJGILM8
x4Qj1y4oUnGlNuoG0y4105580CQ7ZQTwXmFJzanEwrJ0KhVc6POjZYRAP+11XWBh
KPPkjGU4o99W0IeLMbRYODQ7e84V7lhGI3JNKrIdxpqu6dlEW62LtXRLePTQkG6d
xnQ+Pwko5wlM13Mp8zSXLKZPB3XwCTWW5C5RH7VM2C9SOwZQL7VTq0QTP3WDFLRU
V/WFmbJVI0hTZ3VWUx5XL4hRf3VXY7VYl7VZoziHUp+1Wq/1+5E1W781XOtGVMc1
Xdc1baS1Xee1XhMIPe+1X/91WwO2YA/2YOA1YR/2YRs2Yi/2XzTPNWM/NmTrhGJH
NmWztVdXNmZndku5tWZ3tmf39GeHtmiPxGSPtmnXs2OftmonNmevtmvvt/Vlv7Zs
A7apUIVtlwoK4DZV6HZu3zZv/7ZvBzduA/dwC/duG3dvF7dyH/dyJzdzP7dzRzdx
Q/d0SzdyVzd2X7d2N3d2c/d2U/d3W7d3jzd4k7d4lzd6n7d6d3d6s/d6h7d7xzd8
z7d5y3d903d74/d73zd/53d/77d/BziAD7h9C3iBE7h+H7iCJziD//eCO3iDG3iE
IziEV7iEWziFX7iGZziHP/iGe3iHTziIj7iII/dtm0pAAAA7</iic-com:ContenidoFicheroAdjunto>
		</iic-com:RentabilidadUltimosAnnos>
		
		<iic-com:ModificacionPoliticaInversion>
			<iic-com:ModificadaPoliticaInversion contextRef="FIM_S22018_V-83173864_da">true</iic-com:ModificadaPoliticaInversion>
			
	<iic-com:ModificacionPoliticaInversionTexto contextRef="FIM_S22018_V-83173864_da">07/07/2017</iic-com:ModificacionPoliticaInversionTexto>

		</iic-com:ModificacionPoliticaInversion>
	</iic-fim:DatosClaseFIM>

	<iic-fim:DatosClaseFIM>
		<iic-com:DatosRegistroClase>
			<iic-com:NumeroRegistroClase unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">6</iic-com:NumeroRegistroClase>
			<iic-com:DenominacionClase contextRef="FIM_S22018_V-83173864_ia">SABADELL ESPAÑA DIVIDENDO, FI - PYME</iic-com:DenominacionClase>
		</iic-com:DatosRegistroClase>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		
	<iic-com-fon:DatosGeneralesClase>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ia">286399.42</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipaciones unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">258596.59</iic-com-fon:NumeroParticipaciones>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ia">135</iic-com-fon:NumeroParticipes>
		<iic-com-fon:NumeroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">128</iic-com-fon:NumeroParticipes>
		<iic-com:DistribuyeDividendos contextRef="FIM_S22018_V-83173864_da">false</iic-com:DistribuyeDividendos>
		<iic-com:InversionMinimaDescripcion contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionMinimaDescripcion>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">4626000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy">1774000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy2">27000</iic-com:Patrimonio>
		<iic-com:Patrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipy3">0</iic-com:Patrimonio>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ia">16.1530</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy">19.2953</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy2">16.1773</iic-com:ValorLiquidativo>
		<iic-com:ValorLiquidativo unitRef="euro" decimals="4" contextRef="FIM_S22018_V-83173864_ipy3">.0000</iic-com:ValorLiquidativo>
		<iic-com-fon:ComisionesAplicadas>
			<iic-com-fon:ComisionGestion>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.93</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaPatrimonio unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.85</iic-com:ComisionGestionCobradaPatrimonio>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com:ComisionGestionCobradaResultados unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:ComisionGestionCobradaResultados>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.93</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:ComisionGestionCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.85</iic-com-fon:ComisionGestionCobrada>
				<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22018_V-83173864_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
			</iic-com-fon:ComisionGestion>
			<iic-com-fon:ComisionDepositario>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_da">.05</iic-com-fon:ComisionDepositarioCobrada>
				<iic-com-fon:ComisionDepositarioCobrada unitRef="euro" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.10</iic-com-fon:ComisionDepositarioCobrada>
			</iic-com-fon:ComisionDepositario>
			<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
		</iic-com-fon:ComisionesAplicadas>
	</iic-com-fon:DatosGeneralesClase>

		
	<iic-fim:RentabilidadClaseFIM>
		
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-16.29</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-17.57</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.01</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">1.60</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">-.05</iic-com:RentabilidadIIC>
	<iic-com:RentabilidadIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">1.68</iic-com:RentabilidadIIC>

		
		
		
	</iic-fim:RentabilidadClaseFIM>

		
	<iic-com-fon:RentabilidadExtremaClase>
		
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">-2.63</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">-3.01</iic-com-fon:RentabilidadMinimaValor>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-06</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-05-29</iic-com-fon:RentabilidadMinimaFecha>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaValor unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">2.78</iic-com-fon:RentabilidadMaximaValor>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_daq">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>
	<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-83173864_dpy">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>

	</iic-com-fon:RentabilidadExtremaClase>
	<iic-com:PeriodicidadCalculoVL>
		<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22018_V-83173864_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
	</iic-com:PeriodicidadCalculoVL>

		
	<iic-fim:MedidasRiesgoFIM>
		
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">15.98</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadValorLiquidativo unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">14.00</iic-com-fon:VolatilidadValorLiquidativo>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">13.67</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadIbex unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">13.19</iic-com-fon:VolatilidadIbex>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.30</iic-com-fon:VolatilidadLetrasTesoro>
	<iic-com-fon:VolatilidadLetrasTesoro unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.24</iic-com-fon:VolatilidadLetrasTesoro>

		
		
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">9.74</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">9.74</iic-com-fon:VolatilidadVaRHistorica>
	<iic-com-fon:VolatilidadVaRHistorica unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">4.44</iic-com-fon:VolatilidadVaRHistorica>

	</iic-fim:MedidasRiesgoFIM>

		<iic-fim:GastosClaseFIM>
			
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">1.96</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daq">.50</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq">.49</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq2">.49</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpq3">.48</iic-com:RatioTotalGastos>
	<iic-com:RatioTotalGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpy">1.25</iic-com:RatioTotalGastos>

			
			<iic-com:RatioGastosEstimado contextRef="FIM_S22018_V-83173864_da">false</iic-com:RatioGastosEstimado>
			
	<iic-com:AplicacionRatioGastos contextRef="FIM_S22018_V-83173864_ia">true</iic-com:AplicacionRatioGastos>

		</iic-fim:GastosClaseFIM>
		<iic-com:EvolucionValorLiquidativo>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">valorliq.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/cAAJ2dnYaGhpycnP///+rq6gsLCwAAABEREd7e3h4eHvf39/X1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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:EvolucionValorLiquidativo>
		<iic-com:RentabilidadUltimosAnnos>
			<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">rentab.gif</iic-com:NombreFicheroAdjunto>
			<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
			<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/UAAJ2dnYaGhpycnP///+rq6gsLCwAAAB4eHvf39/X19TIyMnJy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</iic-com:ContenidoFicheroAdjunto>
		</iic-com:RentabilidadUltimosAnnos>
		
		<iic-com:ModificacionPoliticaInversion>
			<iic-com:ModificadaPoliticaInversion contextRef="FIM_S22018_V-83173864_da">true</iic-com:ModificadaPoliticaInversion>
			
	<iic-com:ModificacionPoliticaInversionTexto contextRef="FIM_S22018_V-83173864_da">07/07/2017</iic-com:ModificacionPoliticaInversionTexto>

		</iic-com:ModificacionPoliticaInversion>
	</iic-fim:DatosClaseFIM>

		
	<iic-fim:DistribucionPatrimonioFIM>
		<iic-com:DistribucionPatrimonioInversionesFinancieras unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">216806000</iic-com:DistribucionPatrimonioInversionesFinancieras>
		<iic-com:DistribucionPatrimonioInversionesFinancieras unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">242952000</iic-com:DistribucionPatrimonioInversionesFinancieras>
		<iic-com:DistribucionPatrimonioCarteraInterior unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">171744000</iic-com:DistribucionPatrimonioCarteraInterior>
		<iic-com:DistribucionPatrimonioCarteraInterior unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">208996000</iic-com:DistribucionPatrimonioCarteraInterior>
		<iic-com:DistribucionPatrimonioCarteraExterior unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">45062000</iic-com:DistribucionPatrimonioCarteraExterior>
		<iic-com:DistribucionPatrimonioCarteraExterior unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">33956000</iic-com:DistribucionPatrimonioCarteraExterior>
		<iic-com:DistribucionPatrimonioInteresesCartera unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:DistribucionPatrimonioInteresesCartera>
		<iic-com:DistribucionPatrimonioInteresesCartera unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:DistribucionPatrimonioInteresesCartera>
		<iic-com:DistribucionPatrimonioInversionesDudosas unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:DistribucionPatrimonioInversionesDudosas>
		<iic-com:DistribucionPatrimonioInversionesDudosas unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:DistribucionPatrimonioInversionesDudosas>
		<iic-com:DistribucionPatrimonioLiquidez unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">3120000</iic-com:DistribucionPatrimonioLiquidez>
		<iic-com:DistribucionPatrimonioLiquidez unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">10212000</iic-com:DistribucionPatrimonioLiquidez>
		<iic-com:DistribucionPatrimonioResto unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">3023000</iic-com:DistribucionPatrimonioResto>
		<iic-com:DistribucionPatrimonioResto unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">1579000</iic-com:DistribucionPatrimonioResto>
		<iic-com:DistribucionPatrimonioTotal unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">222949000</iic-com:DistribucionPatrimonioTotal>
		<iic-com:DistribucionPatrimonioTotal unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">254743000</iic-com:DistribucionPatrimonioTotal>
	</iic-fim:DistribucionPatrimonioFIM>

		
	<iic-fim:VariacionPatrimonialFIM>
		
	<iic-com:VariacionPatrimonialFinPeriodoAnterior unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">254743000</iic-com:VariacionPatrimonialFinPeriodoAnterior>
	<iic-com:VariacionPatrimonialFinPeriodoAnterior unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_dpp">145389000</iic-com:VariacionPatrimonialFinPeriodoAnterior>
	<iic-com:VariacionPatrimonialFinPeriodoAnterior unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_daa">145389000</iic-com:VariacionPatrimonialFinPeriodoAnterior>
	<iic-com:VariacionPatrimonialSuscripciones unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">6.52</iic-com:VariacionPatrimonialSuscripciones>
	<iic-com:VariacionPatrimonialSuscripciones unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">50.71</iic-com:VariacionPatrimonialSuscripciones>
	<iic-com:VariacionPatrimonialSuscripciones unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">53.05</iic-com:VariacionPatrimonialSuscripciones>
	<iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-84.47</iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior>
	<iic-com:VariacionPatrimonialBeneficioDistribuido unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
	<iic-com:VariacionPatrimonialBeneficioDistribuido unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
	<iic-com:VariacionPatrimonialBeneficioDistribuido unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
	<iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior>
	<iic-com:VariacionPatrimonialRendimientoNeto unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-18.95</iic-com:VariacionPatrimonialRendimientoNeto>
	<iic-com:VariacionPatrimonialRendimientoNeto unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.98</iic-com:VariacionPatrimonialRendimientoNeto>
	<iic-com:VariacionPatrimonialRendimientoNeto unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-19.85</iic-com:VariacionPatrimonialRendimientoNeto>
	<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-2432.44</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>

		
	<iic-com:VariacionPatrimonialRendimientoGestion unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-18.14</iic-com:VariacionPatrimonialRendimientoGestion>
	<iic-com:VariacionPatrimonialRendimientoGestion unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">1.77</iic-com:VariacionPatrimonialRendimientoGestion>
	<iic-com:VariacionPatrimonialRendimientoGestion unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-18.26</iic-com:VariacionPatrimonialRendimientoGestion>
	<iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-1341.51</iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior>
	<iic-com:VariacionPatrimonialIntereses unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialIntereses>
	<iic-com:VariacionPatrimonialIntereses unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">-.01</iic-com:VariacionPatrimonialIntereses>
	<iic-com:VariacionPatrimonialIntereses unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-.01</iic-com:VariacionPatrimonialIntereses>
	<iic-com:VariacionPatrimonialInteresesRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-90.23</iic-com:VariacionPatrimonialInteresesRespectoFinAnterior>
	<iic-com:VariacionPatrimonialDividendos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.83</iic-com:VariacionPatrimonialDividendos>
	<iic-com:VariacionPatrimonialDividendos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">1.25</iic-com:VariacionPatrimonialDividendos>
	<iic-com:VariacionPatrimonialDividendos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">2.04</iic-com:VariacionPatrimonialDividendos>
	<iic-com:VariacionPatrimonialDividendosRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-19.46</iic-com:VariacionPatrimonialDividendosRespectoFinAnterior>
	<iic-com:VariacionPatrimonialRentaFija unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialRentaFija>
	<iic-com:VariacionPatrimonialRentaFija unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialRentaFija>
	<iic-com:VariacionPatrimonialRentaFija unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialRentaFija>
	<iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior>
	<iic-com:VariacionPatrimonialRentaVariable unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-17.57</iic-com:VariacionPatrimonialRentaVariable>
	<iic-com:VariacionPatrimonialRentaVariable unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.53</iic-com:VariacionPatrimonialRentaVariable>
	<iic-com:VariacionPatrimonialRentaVariable unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-18.75</iic-com:VariacionPatrimonialRentaVariable>
	<iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-4071.93</iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior>

	<iic-com:VariacionPatrimonialDepositos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialDepositos>
	<iic-com:VariacionPatrimonialDepositos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialDepositos>
	<iic-com:VariacionPatrimonialDepositos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialDepositos>
	<iic-com:VariacionPatrimonialDepositosRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialDepositosRespectoFinAnterior>
	<iic-com:VariacionPatrimonialDerivados unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-1.41</iic-com:VariacionPatrimonialDerivados>
	<iic-com:VariacionPatrimonialDerivados unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">-.01</iic-com:VariacionPatrimonialDerivados>
	<iic-com:VariacionPatrimonialDerivados unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-1.55</iic-com:VariacionPatrimonialDerivados>
	<iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">20984.92</iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior>
	<iic-com:VariacionPatrimonialIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialIIC>
	<iic-com:VariacionPatrimonialIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialIIC>
	<iic-com:VariacionPatrimonialIIC unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialIIC>
	<iic-com:VariacionPatrimonialIICRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialIICRespectoFinAnterior>
	<iic-com:VariacionPatrimonialOtrosResultados unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialOtrosResultados>
	<iic-com:VariacionPatrimonialOtrosResultados unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialOtrosResultados>
	<iic-com:VariacionPatrimonialOtrosResultados unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialOtrosResultados>
	<iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior>
	<iic-com:VariacionPatrimonialOtrosRendimientos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialOtrosRendimientos>
	<iic-com:VariacionPatrimonialOtrosRendimientos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialOtrosRendimientos>
	<iic-com:VariacionPatrimonialOtrosRendimientos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialOtrosRendimientos>
	<iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-100.00</iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior>

		
	<iic-com:VariacionPatrimonialGastosRepercutidos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-.81</iic-com:VariacionPatrimonialGastosRepercutidos>
	<iic-com:VariacionPatrimonialGastosRepercutidos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">-.78</iic-com:VariacionPatrimonialGastosRepercutidos>
	<iic-com:VariacionPatrimonialGastosRepercutidos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-1.59</iic-com:VariacionPatrimonialGastosRepercutidos>
	<iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">24.07</iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior>
	<iic-com:VariacionPatrimonialComisionGestion unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-.75</iic-com:VariacionPatrimonialComisionGestion>
	<iic-com:VariacionPatrimonialComisionGestion unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">-.72</iic-com:VariacionPatrimonialComisionGestion>
	<iic-com:VariacionPatrimonialComisionGestion unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-1.48</iic-com:VariacionPatrimonialComisionGestion>
	<iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">25.11</iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior>
	<iic-com:VariacionPatrimonialComisionDepositario unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-.05</iic-com:VariacionPatrimonialComisionDepositario>
	<iic-com:VariacionPatrimonialComisionDepositario unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">-.05</iic-com:VariacionPatrimonialComisionDepositario>
	<iic-com:VariacionPatrimonialComisionDepositario unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-.10</iic-com:VariacionPatrimonialComisionDepositario>
	<iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">23.04</iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior>
	<iic-com:VariacionPatrimonialServiciosExteriores unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-.01</iic-com:VariacionPatrimonialServiciosExteriores>
	<iic-com:VariacionPatrimonialServiciosExteriores unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialServiciosExteriores>
	<iic-com:VariacionPatrimonialServiciosExteriores unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">-.01</iic-com:VariacionPatrimonialServiciosExteriores>
	<iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">36.80</iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior>
	<iic-com:VariacionPatrimonialGastosCorrientes unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialGastosCorrientes>
	<iic-com:VariacionPatrimonialGastosCorrientes unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialGastosCorrientes>
	<iic-com:VariacionPatrimonialGastosCorrientes unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialGastosCorrientes>
	<iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-21.43</iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior>
	<iic-com:VariacionPatrimonialOtrosGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialOtrosGastos>
	<iic-com:VariacionPatrimonialOtrosGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialOtrosGastos>
	<iic-com:VariacionPatrimonialOtrosGastos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialOtrosGastos>
	<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-200.00</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>

		
	<iic-com:VariacionPatrimonialIngresos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialIngresos>
	<iic-com:VariacionPatrimonialIngresos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialIngresos>
	<iic-com:VariacionPatrimonialIngresos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialIngresos>
	<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
	<iic-com:VariacionPatrimonialDescuentos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialDescuentos>
	<iic-com:VariacionPatrimonialDescuentos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialDescuentos>
	<iic-com:VariacionPatrimonialDescuentos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialDescuentos>
	<iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior>
	<iic-com:VariacionPatrimonialRetrocedidas unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialRetrocedidas>
	<iic-com:VariacionPatrimonialRetrocedidas unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialRetrocedidas>
	<iic-com:VariacionPatrimonialRetrocedidas unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialRetrocedidas>
	<iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior>
	<iic-com:VariacionPatrimonialOtrosIngresos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialOtrosIngresos>
	<iic-com:VariacionPatrimonialOtrosIngresos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_dpp">.00</iic-com:VariacionPatrimonialOtrosIngresos>
	<iic-com:VariacionPatrimonialOtrosIngresos unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_daa">.00</iic-com:VariacionPatrimonialOtrosIngresos>
	<iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior>

		<iic-com:VariacionPatrimonialFinPeriodoActual unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">222949000</iic-com:VariacionPatrimonialFinPeriodoActual>
		<iic-com:VariacionPatrimonialFinPeriodoActual unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_dpp">254743000</iic-com:VariacionPatrimonialFinPeriodoActual>
		<iic-com:VariacionPatrimonialFinPeriodoActual unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_daa">222949000</iic-com:VariacionPatrimonialFinPeriodoActual>
	</iic-fim:VariacionPatrimonialFIM>

	</iic-fim:DatosEconomicosFIM>

		
	<iic-fim:InversionesFinancierasFIM>
		<iic-com:InversionesFinancierasValorEstimado>
			
	<iic-com:InversionesFinancierasInterior>
		
		
		
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0132105018</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.ACERINOX</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">7642000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">3.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0167050915</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.ACS ACTIVIDADES DE CONST. Y SERV.</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">8278000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">3.25</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0126501131</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.ALANTRA PARTNERS SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">1925000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.76</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">1710000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.77</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0157097017</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.ALMIRALL SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">10816000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">4.25</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">11067000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">4.96</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0105022000</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.APPLUS SERVICES SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">5072000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.99</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">4300000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">1.93</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0113211835</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.BANCO BILBAO VIZCAYA ARGENTARIA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">13590000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">5.34</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">12319000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">5.53</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0113860A34</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">4408000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.73</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">7556000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">3.39</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0113900J37</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.BANCO SANTANDER</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">13041000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">5.12</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">12298000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">5.52</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0113307062</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.BANKIA, S.A.</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">4171000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.64</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0115056139</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.BOLSAS Y MERCADOS ESPAÑOLES</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">6340000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.49</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0140609019</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.CAIXABANK</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">11926000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">4.68</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">6286000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.82</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0105630315</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.CIE AUTOMOTIVE SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">4184000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.64</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">10710000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">4.80</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0121975009</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.CONST.Y AUXILIARES DE FERROC. </iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">7569000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.97</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">4345000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">1.95</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0125140A14</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.ERCROS, SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">3769000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.48</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">3418000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">1.53</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0134950F36</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.FAES FARMA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">5039000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.98</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">4123000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">1.85</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0105223004</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.GESTAMP AUTOMOCION SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">5699000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.24</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">8570000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">3.84</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0105130001</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.GLOBAL DOMINION ACCESS SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">1154000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.45</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">11599000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">5.20</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0171996095</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.GRIFOLS SA - B</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">6027000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.70</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0147561015</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.IBERPAPEL GESTION, S.A.</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">4042000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.59</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">3721000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">1.67</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0177542018</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.INTERNATIONAL CONSOLIDATED AIRL (SM)</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">6529000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.56</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0157261019</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.LABORATORIOS FARMACEUTICOS ROVI SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">3839000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">1.72</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0105015012</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.LAR ESPAÑA REAL ESTATE SOCIMI SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">6400000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.51</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">4987000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.24</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0168675090</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.LIBERBANK SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">9955000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">3.91</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">11105000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">4.98</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0176252718</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.MELIA HOTELS INTERNATIONAL </iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">6245000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.45</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0105251005</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.NEINOR HOMES SLU</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">6658000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.61</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">5396000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.42</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0161560018</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.NH HOTEL GROUP SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">10482000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">4.11</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0142090317</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.OBRASCON HUARTE</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">6869000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.70</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">1634000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.73</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0105229001</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.PROSEGUR CASH SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">6428000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.52</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">6632000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.97</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0175438003</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.PROSEGUR COMP SEGURIDAD-REGD</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">6540000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.57</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">5169000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.32</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0110944172</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.QUABIT INMOBILIARIA SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">1562000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.70</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0173365018</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.RENTA CORPORACION REAL ESTATE</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">4473000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.76</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">3088000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">1.39</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0173516115</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.REPSOL SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">7083000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.78</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0182870214</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.SACYR SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">7466000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">2.93</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">5666000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.54</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0165386014</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.SOLARIA ENERGIA Y MEDIO AMBIENTE</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">5924000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.66</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0105385001</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.SOLARPACK CORPORACION TECNOLOGICA SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">6000000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.69</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0105065009</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.TALGO SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">1835000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.82</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES0132945017</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.TUBACEX</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">4530000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.78</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">501000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.22</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES06670509D1</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">DERECHOS ACS ACT CONST Y SERV AMP JUN.18</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">210000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.08</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES06349509R2</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">DERECHOS FAES FARMA AMP DIC.18</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">141000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.06</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES06735169C9</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">DERECHOS REPSOL SA AMP JUN.18</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">205000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.08</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">ES06828709D8</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">DERECHOS SACYR AMP JUN.18</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">155000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.06</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>

	<iic-com:InversionesFinancierasRVCotizadaTotal>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">208908000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">82.01</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">171541000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">76.92</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizadaTotal>

	<iic-com:InversionesFinancierasRV>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">208908000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">82.01</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">171541000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">76.94</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRV>

		
	<iic-com:InversionesFinancierasTotalInversion>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">208908000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">82.01</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">171541000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">76.94</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasTotalInversion>

	</iic-com:InversionesFinancierasInterior>

			
	<iic-com:InversionesFinancierasExterior>
		
		
		
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">LU1598757687</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.ARCELORMITTAL (NA)</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">10077000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">3.96</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">9528000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">4.27</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">PTBCP0AM0015</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.BANCO COMERCIAL PORTUGUES - R</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">4271000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.68</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">5206000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.34</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">PTCOR0AE0006</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.CORTICEIRA AMORIM SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">3927000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.54</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">4950000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.22</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">US3984384087</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.GRIFOLS SA - ADR (USD)</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22018_V-83173864_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">5602000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.51</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">PTIBS0AM0008</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.IBERSOL SGPS SA</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">3600000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.41</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">2844000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">1.28</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">PTPTI0AM0006</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.NAVIGATOR CO SA/THE</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">0</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">4975000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.23</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">PTSEM0AM0004</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.SEMAPA - SOCIEDADE DE INVESTIM</iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">4355000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">1.71</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">5257000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">2.36</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>
	<iic-com:InversionesFinancierasRVCotizada>
		<iic-com:CodigoISIN contextRef="FIM_S22018_V-83173864_ia">PTSON0AM0001</iic-com:CodigoISIN>
		<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-83173864_ia">AC.SONAE </iic-com:InversionesFinancierasDescripcion>
		<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-83173864_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">7724000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">3.03</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">6696000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">3.00</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizada>

	<iic-com:InversionesFinancierasRVCotizadaTotal>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">33955000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">13.33</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">45062000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">20.21</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRVCotizadaTotal>

	<iic-com:InversionesFinancierasRV>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">33955000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">13.33</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">45062000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">20.21</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasRV>

		
	<iic-com:InversionesFinancierasTotalInversion>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">33955000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">13.33</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
		<iic-com:InversionesFinancierasImporte>
			<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">45062000</iic-com:InversionesFinancierasValor>
			<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">20.21</iic-com:InversionesFinancierasPorcentaje>
		</iic-com:InversionesFinancierasImporte>
	</iic-com:InversionesFinancierasTotalInversion>

	</iic-com:InversionesFinancierasExterior>

			<iic-com:InversionesFinancierasTotal>
				<iic-com:InversionesFinancierasImporte>
					<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">216604000</iic-com:InversionesFinancierasValor>
					<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">97.15</iic-com:InversionesFinancierasPorcentaje>
				</iic-com:InversionesFinancierasImporte>
				<iic-com:InversionesFinancierasImporte>
					<iic-com:InversionesFinancierasValor unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ipp">242864000</iic-com:InversionesFinancierasValor>
					<iic-com:InversionesFinancierasPorcentaje unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ipp">95.34</iic-com:InversionesFinancierasPorcentaje>
				</iic-com:InversionesFinancierasImporte>
			</iic-com:InversionesFinancierasTotal>
			
	<iic-com:ProductosEstructurados unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_ia">.00</iic-com:ProductosEstructurados>

		</iic-com:InversionesFinancierasValorEstimado>
		<iic-com:DistribucionInversionesFinancieras>
			<iic-com:FicheroAdjunto>
				<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">distrinv.gif</iic-com:NombreFicheroAdjunto>
				<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">gif</iic-com:TipoMimeFicheroAdjunto>
				<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-83173864_da">R0lGODlhpwWyA/cAAP///wCczgA6YwA6UgAZKYSEhABjhABaewBCWgBKYwBSawBz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</iic-com:ContenidoFicheroAdjunto>
			</iic-com:FicheroAdjunto>
		</iic-com:DistribucionInversionesFinancieras>
		
	<iic-com:OperativaDerivadosPosiciones>
		
		<iic-com:OperativaDerivadosDerechosImporteTotal unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">0</iic-com:OperativaDerivadosDerechosImporteTotal>
		
	<iic-com:OperativaDerivadosObligacionesRV>
		<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S22018_V-83173864_ia">IBEX 35</iic-com:OperativaDerivadosSubyacente>
		<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S22018_V-83173864_ia">C/ FUTURO IBEX35 VT.18/01/19</iic-com:OperativaDerivadosInstrumento>
		<iic-com:OperativaDerivadosObligacionesRVImporte unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">27848000</iic-com:OperativaDerivadosObligacionesRVImporte>
		<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S22018_V-83173864_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
	</iic-com:OperativaDerivadosObligacionesRV>
	<iic-com:OperativaDerivadosObligacionesRVImporteTotal unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">27848000</iic-com:OperativaDerivadosObligacionesRVImporteTotal>

		<iic-com:OperativaDerivadosObligacionesImporteTotal unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_ia">27848000</iic-com:OperativaDerivadosObligacionesImporteTotal>
	</iic-com:OperativaDerivadosPosiciones>

	</iic-fim:InversionesFinancierasFIM>

		
	<iic-fim:HechosRelevantesFIM>
		<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S22018_V-83173864_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
		<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22018_V-83173864_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
		<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22018_V-83173864_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
		<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22018_V-83173864_da">false</iic-com:HechoRelevanteEndeudamiento>
		<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22018_V-83173864_da">false</iic-com-fon:HechoRelevanteCambioGestora>
		<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22018_V-83173864_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
		<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22018_V-83173864_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
		<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22018_V-83173864_da">false</iic-com:HechoRelevanteCambioEsencial>
		<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22018_V-83173864_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
		<iic-com:HechoRelevanteOtros contextRef="FIM_S22018_V-83173864_da">true</iic-com:HechoRelevanteOtros>
	</iic-fim:HechosRelevantesFIM>
	<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22018_V-83173864_da">21.12.2018 Atendiendo a que determinados mercados, en los que invierte el Fondo, ocasionalmente adelantan la hora de cierre el día 24 de diciembre de 2018 y con la finalidad de aceptar las órdenes de suscripción y reembolso sólo cuando se hayan solicitado en un momento en el que el valor liquidativo aplicable resulte desconocido para el inversor e imposible de estimar de forma cierta, esta Sociedad Gestora estableció para este Fondo que la hora de corte a partir de la cual las órdenes recibidas el día 24 de diciembre de 2018, se consideraran realizadas al día hábil siguiente a efectos del valor liquidativo aplicable, fuera las 13:30 horas.28.12.2018 Atendiendo a que determinados mercados, en los que invierte el Fondo, ocasionalmente adelantan la hora de cierre el día 31 de diciembre de 2018 y con la finalidad de aceptar las órdenes de suscripción y reembolso sólo cuando se hayan solicitado en un momento en el que el valor liquidativo aplicable resulte desconocido para el inversor e imposible de estimar de forma cierta, esta Sociedad Gestora estableció para este Fondo que la hora de corte a partir de la cual las órdenes recibidas el día 31 de diciembre de 2018, se consideraran realizadas al día hábil siguiente a efectos del valor liquidativo aplicable, fuera las 13:30 horas.</iic-com:ExplicacionHechosRelevantes>
	<iic-fim:OperacionesVinculadasFIM>
		<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22018_V-83173864_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
		<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S22018_V-83173864_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
		<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S22018_V-83173864_da">true</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
		<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S22018_V-83173864_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
		<iic-com:OperacionesVinculadasAvales contextRef="FIM_S22018_V-83173864_da">true</iic-com:OperacionesVinculadasAvales>
		<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S22018_V-83173864_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
		<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S22018_V-83173864_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
		<iic-com:OperacionesVinculadasOtros contextRef="FIM_S22018_V-83173864_da">true</iic-com:OperacionesVinculadasOtros>
	</iic-fim:OperacionesVinculadasFIM>
	<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22018_V-83173864_da">El Fondo ha realizado operaciones de adquisición de valores o instrumentos financieros emitidos o avalados por alguna entidad del grupo de Banco de Sabadell, S.A., o en los que alguna entidad del grupo de Banco de Sabadell, S.A. ha actuado como colocador, asegurador, director o asesor por importe de 6.278.570,58 euros, equivalentes a un 2,46% del patrimonio medio del Fondo.El volumen agregado de las operaciones en las que entidades del grupo de Banco de Sabadell, S.A. han actuado como intermediarios durante el período ha ascendido a 102.983.206,80 euros, habiendo percibido dichas entidades  30.894,93 euros durante el período, equivalentes a un 0,01% del patrimonio medio del Fondo, como contraprestación por los servicios de intermediación prestados.Las entidades del grupo de Banco de Sabadell, S.A. han percibido comisiones satisfechas por el Fondo en concepto de liquidación de transacciones por importe de 179,50 euros, equivalentes a un 0,00% del patrimonio medio del Fondo.El Fondo puede realizar operaciones de compraventa de activos o valores negociados en mercados secundarios oficiales, incluso aquéllos emitidos o avalados por entidades del grupo de Banco de Sabadell, S.A., así como operaciones de compraventa de títulos de deuda pública con pacto de recompra en las que actúen como intermediarios o liquidadores entidades del grupo de Banco de Sabadell, S.A. Esta Sociedad Gestora verifica que dichas operaciones se realicen a precios y condiciones de mercado. La remuneración de las cuentas y depósitos del Fondo en la entidad depositaria se realiza a precios y condiciones de mercado.</iic-com:AnexoOperacionesVinculadas>
	<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22018_V-83173864_da">La guerra comercial entre Estados Unidos y China, así como la incertidumbre alrededor del Brexit han sido dos de los focos de atención del mercado más destacados de la segunda mitad del año. En el ámbito comercial, el aumento de aranceles de Estados Unidos sobre China ha afectado a un total de 250 mil millones de dólares de importaciones. China ha adoptado represalias y la situación empieza a afectar a algunos flujos comerciales entre ambos países. Respecto al Brexit, la Unión Europea (UE) y Reino Unido han alcanzado un Acuerdo de Salida, aunque May está encontrando muchas dificultades para aprobarlo en el Parlamento británico y la votación se ha retrasado hasta principios de 2019 por falta de apoyos. Los parlamentarios euroescépticos exigen mayores garantías de la UE para que la solución por defecto para evitar una frontera física en Irlanda, que consiste en permanecer en la Unión Aduanera, no sea para siempre. El Gobierno italiano se ha visto obligado a reducir el objetivo de déficit público para 2019, hasta el 2% del PIB, después de que los presupuestos de ese año hayan sido rechazados por la Comisión europea y en un contexto en el que la prima de riesgo del país y la actividad se han visto afectados negativamente. En Francia, las protestas de los chalecos amarillos han motivado un debilitamiento de la confianza empresarial y han llevado a que el Gobierno tenga que aprobar medidas fiscales de corte expansivo que pueden poner el riesgo el cumplimiento de las reglas europeas. En Estados Unidos, el Partido Demócrata ha recuperado la mayoría del Congreso en las elecciones midterm, que puede suponer cierto contrapeso a las políticas de Trump. Las discrepancias políticas se han puesto de manifiesto en el tramo final del año, cuando una parte del Gobierno estadounidense ha quedado inoperativo temporalmente, a la espera de que las cámaras parlamentarias aprobaran cómo llevar a cabo su financiación. El Producto Interior Bruto de la zona euro de la segunda mitad de año se ha visto lastrado por factores puntuales, como los nuevos estándares de emisiones que han afectado negativamente al sector automovilístico, principalmente de Alemania, y las protestas de los chalecos amarillos en Francia. En Reino Unido, aunque el clima especialmente cálido ha soportado la actividad en el tercer trimestre, el cuarto trimestre se ha visto muy lastrado por la incertidumbre en torno al Brexit. En Estados Unidos, la evolución económica es muy favorable, pero se han moderado algunos indicadores, especialmente del sector inmobiliario. Aunque la inflación de la zona euro se ha mantenido en línea con el objetivo del BCE del 2%, la tasa subyacente se encuentra en niveles inferiores y sin signos de aceleración. En Reino Unido la inflación se ha moderado.Los bancos centrales de las principales economías desarrolladas siguen dando pasos hacia la normalización de sus políticas monetarias. La Reserva Federal de Estados Unidos (Fed) ha aumentado el tipo de interés de referencia en septiembre y diciembre, hasta el rango entre el 2,25% y el 2,50%. Sin embargo, en la medida en la que gran parte del proceso de normalización monetaria ya está completado, la Fed introduce un tono algo más acomodaticio en sus últimas comunicaciones. El Banco Central Europeo (BCE) ha concluido el programa de compra de activos a finales de 2018 y las reinversiones de los activos vencidos se prolongarán durante un periodo extenso de tiempo y más allá de la primera subida de tipos. El banco central es algo más pesimista con la evolución futura de la actividad. El Banco de Inglaterra ha aumentado el tipo rector 25 puntos básicos, hasta el 0,75%, en su reunión de agosto. Aunque sigue muy pendiente de adecuar su política monetaria a los acontecimientos del Brexit, el Banco de Inglaterra ha alertado de los efectos negativos para la economía si el Brexit se produce sin acuerdo. Las rentabilidades de la deuda pública a largo plazo de Estados Unidos y de Alemania han cerrado el año por debajo de los niveles de finales de junio. El movimiento se ha visto influido por la incertidumbre generada por la guerra comercial, el mal comportamiento de los activos de riesgo, los desarrollos en torno al Brexit, la caída del precio del petróleo durante los últimos compases del año y la decepción en los datos de actividad de la zona euro. El euro se ha depreciado ligeramente frente al dólar. Las tensiones comerciales entre Estados Unidos y China, la incertidumbre en torno a los presupuestos de Italia y las negociaciones sobre el Brexit mantienen bajo presión al euro. En el último tramo del año, la intensa reducción de las expectativas de subidas de tipos de la Fed para 2019 y el mayor pragmatismo de las autoridades italianas han provocado cierta recuperación de la divisa europea. La libra esterlina se ha mantenido frente al euro en la parte más depreciada del rango de cotización del último año, pese a la elevada volatilidad por la incertidumbre en torno a la aprobación del acuerdo del Brexit en el Parlamento británico.El menor estímulo monetario global ha afectado a los países emergentes más vulnerables. En Turquía, la divisa y la prima de riesgo han sufrido correcciones muy agresivas el pasado verano, incluso generando contagio puntual en activos financieros a nivel global. El detonante ha sido el empeoramiento de las relaciones con Estados Unidos, aunque los fundamentos económicos del país ya venían deteriorándose desde hacía tiempo. Los activos financieros de Argentina también se han visto penalizados por la delicada situación fiscal del país, llevando al Gobierno a solicitar más ayuda financiera al Fondo Monetario Internacional. Los mercados mexicanos se han visto castigados por el mayor intervencionismo de las políticas económicas del nuevo presidente, López Obrador. En particular, ha sido un lastre la celebración de consultas populares fuera del marco legal para la adopción de decisiones económicas y como consecuencia la cancelación de la construcción, ya en marcha, del nuevo aeropuerto de Ciudad de México. La inestabilidad generada ha forzado al banco central de México a incrementar su tipo de interés oficial, hasta el 8,25%. En el ámbito de la renegociación del NAFTA, aunque ha sido positiva la consecución de un acuerdo entre Estados Unidos, México y Canadá, queda pendiente su aprobación en los respectivos parlamentos nacionales, prevista para 2019. En Brasil, los mercados han acogido favorablemente la victoria de Bolsonaro en las últimas elecciones presidenciales, con un discurso a favor de reformas ortodoxas en el ámbito económico. La tendencia depreciatoria de la divisa china ante la agudización de la guerra comercial con Estados Unidos se ha detenido, en parte por la política cambiaria implementada por las autoridades chinas, que también están aplicando políticas expansivas de estabilización para evitar un deterioro pronunciado de la actividad económica.En el segundo semestre del año se ha incrementado la volatilidad de las bolsas. En el mes de diciembre se ha producido una fuerte caída de los índices estadounidenses y el Standard &amp; Poor&apos;s 500 ha retrocedido en el semestre un -5,97% en euros. Las bolsas europeas siguen con el deterioro observado en la primera mitad del año, lastradas por factores como el giro de las políticas monetarias en los principales bancos centrales y la incertidumbre geopolítica. El EURO STOXX 50 ha retrocedido un -11,61% semestral, el STOXX Europe 50 un -9,30% y el IBEX 35 un -11,25%. En Japón, el NIKKEI 300 ha caído un -9,59% en euros. Algunas bolsas de América Latina han tenido un mejor comportamiento, como el Bovespa brasileño, que ha subido en euros un +22,98%, o el Merval argentino, que se ha revalorizado un +16,34%, aunque debido a la fuerte depreciación de su divisa ha caído en euros un -8,61%. El índice de la bolsa de México ha retrocedido en euros un -10,31% y el chino Shanghai SE Composite un -13,91%. A pesar de la guerra comercial y del tensionamiento de las condiciones financieras, se espera que el crecimiento económico global esté soportado por la política fiscal expansiva en Estados Unidos, los tipos de interés reducidos en la zona euro y las medidas de estímulo adoptadas por China. Previsiblemente, el crecimiento en la zona euro se basará en el mayor uso de los recursos todavía excedentarios y la mayor productividad en los países que más han avanzado en las reformas estructurales. El consumo seguirá beneficiándose de la mejora del mercado laboral, de un incremento moderado de los salarios y del aumento de la riqueza de las familias, influida por el dinamismo del precio de la vivienda. La inversión se verá apoyada por una política monetaria todavía acomodaticia y la mejora de la rentabilidad de las empresas. Sin embargo, la posibilidad de que Trump restrinja el comercio internacional de automóviles será un factor limitativo. La política fiscal en la región tendrá un carácter ligeramente expansivo, incluida Alemania. En Reino Unido la actividad continuará lastrada por la incertidumbre en torno al proceso del Brexit y la negociación sobre la futura relación, incluso en el caso de que la salida de la UE sea ordenada y con acuerdo. Se espera que Estados Unidos crezca por encima de su potencial mientras duren los efectos de la expansión fiscal, hasta finales de 2019. Los sectores más expuestos a mayores tipos de interés, como el inmobiliario, tendrán un peor comportamiento.Las bolsas estarán atentas a la campaña de publicación de los resultados empresariales del cuarto trimestre, con expectativas más moderadas, a las políticas monetarias de los bancos centrales y a los eventos políticos.Información sobre remuneraciones, conforme al artículo 46bis de la Ley 35/2003, de 4 de noviembre, modificada por la Ley 22/2014 de 12 de noviembre, por la que se regulan las entidades de capital-riesgo, otras entidades de inversión colectiva de tipo cerrado y las sociedades gestoras de entidades de inversión colectiva de tipo cerrado:La cuantía total de la remuneración abonada por la sociedad gestora a su personal en 2018 ha sido de 7.378.623 euros, que se desglosa en 5.992.872 euros correspondientes a remuneración fija y 1.385.751 euros a remuneración variable. A 31 de diciembre de 2018 los empleados que figuran en plantilla de la sociedad gestora son 116.  La totalidad de éstos son beneficiarios de una remuneración fija y 71 beneficiarios de una remuneración variable. Ninguna de las remuneraciones al personal se ha determinado como una participación en los beneficios de las IIC obtenida por la SGIIC como remuneración por su gestión.A 31 de diciembre de 2018 el número total de altos cargos y de empleados responsables de asumir riesgos dentro de la SGIIC es de 5. La remuneración fija de este colectivo ha ascendido a 775.846,40 euros y la remuneración variable a 233.297,70 euros. La remuneración está formada por un componente de carácter fijo para todos los empleados, vinculado a los conceptos y criterios establecidos por el Convenio Colectivo de Banca; un componente voluntario, en función de la responsabilidad y desempeño individual y un componente variable, basado en el cumplimiento de objetivos concretos, para determinadas funciones. La retribución variable es un elemento clave en la política remunerativa de la SGIIC y viene determinada por objetivos individuales y colectivos relativos a la rentabilidad de las IIC y carteras gestionadas, objetivos y planes de negocio del área separada de Asset Management, combinando tanto indicadores financieros como no financieros.  La retribución variable tiene en consideración diversos factores, y especialmente el desempeño profesional de sus beneficiarios, en consonancia con el riesgo asumido y los niveles de calidad asociados a su desempeño, sin que venga determinada únicamente por (i) la evolución general de los mercados de activos invertibles o (ii) de los índices de referencia de la rentabilidad de las IIC y carteras gestionadas o (iii) del negocio del área separada que constituyen las SGIIC dentro del Grupo de Banco de Sabadell, S.A. u otras circunstancias similares.  En cuanto a las personas que desarrollan funciones de control, su compensación no viene determinada principalmente por los resultados de las áreas de negocio que se encargan de controlar.A cierre del período, un 23,32% del patrimonio del Fondo está invertido en activos que presentan menores niveles de liquidez.El patrimonio baja desde 254.742.702,32 euros hasta 222.949.374,88 euros, es decir un 12,48%. El número de partícipes baja desde 24.118 unidades hasta 23.080 unidades. La rentabilidad en el semestre ha sido de un -17,67% para la clase base, un -17,46% para la clase plus, un -17,21% para la clase premier, un -17,12% para la clase cartera, un -17,46% para la clase empresa y un -17,56% para la clase pyme. La referida rentabilidad obtenida es neta de unos gastos que han supuesto una carga del 1,12% para la clase  base, un 0,86% para la clase  plus, un 0,56% para la clase  premier, un 0,46% para la clase  cartera, un 0,87% para la clase  empresa y un 0,99% para la clase  pyme sobre el patrimonio medio.Las IIC aplican metodología de compromiso y no se ha realizado operativa con instrumentos derivados no considerada a efectos del cumplimiento del límite según el cual la exposición total al riesgo de mercado asociada a derivados no superará el patrimonio neto de la IIC.Durante el periodo se ha realizado operativa en derivados con la finalidad de inversión, con un apalancamiento medio de 12,39%.El Fondo ha soportado durante el ejercicio 2018 gastos derivados de los servicios de análisis financiero sobre inversiones. Los servicios de análisis constituyen pensamiento original y proponen conclusiones significativas, que no son evidentes o de dominio público, derivadas del análisis o tratamiento de datos, que pueden contribuir a mejorar la toma de decisiones de inversión para el Fondo. Esta Sociedad Gestora elabora un presupuesto anual de gastos de análisis con la correspondiente asignación de los costes a soportar por cada IIC. La periodificación e imputación en el valor liquidativo de cada IIC de los gastos asignados se realiza diariamente. Los gastos de análisis soportados por el Fondo en el ejercicio 2018 han ascendido a 14.701,50 euros, equivalentes a un 0,01% del patrimonio medio del Fondo durante el ejercicio.El ejercicio de los derechos políticos y económicos inherentes a los valores que integren las carteras de las IIC se hará, en todo caso, en interés exclusivo de los socios y partícipes de las IIC gestionadas.El Consejo de Administración de la Sociedad Gestora ha establecido (tanto para cumplir con la normativa legal vigente como para actuar en interés de los socios y partícipes de las IIC gestionadas) que siempre se ejercerán los derechos de asistencia y voto en las Juntas Generales de Accionistas si se da cualquiera de los siguientes supuestos:i) Cuando la entidad emisora que convoca sea una sociedad española, siempre que la participación de las IIC y resto de carteras institucionales gestionadas por la Sociedad Gestora en dicha sociedad emisora tuviera una antigüedad superior a DOCE (12) meses y dicha participación represente, al menos, el UNO POR CIENTO (1%) del capital de la sociedad emisora.ii) Cuando el ejercicio del derecho de asistencia comporte el pago de una prima.iii) Cuando la entidad emisora que convoca sea una sociedad española, la participación de la IIC gestionada por la Sociedad Gestora en dicha sociedad emisora represente, al menos, el CINCO POR CIENTO (5%) del capital de la sociedad emisora y el orden del día de la Junta General de Accionistas contemple puntos sensibles a juicio de la Sociedad Gestora, para la evolución del precio de la acción.iv) Cuando la entidad emisora que convoca sea una sociedad española, la participación ostentada represente, al menos, un CINCO POR CIENTO (5%) del patrimonio bajo gestión por cuenta de la IIC gestionada, el orden del día de la Junta General de Accionistas contemple puntos sensibles a juicio de la Sociedad Gestora, para la evolución del precio de la acción.Durante este periodo la rentabilidad del Fondo ha sido de un -17,67%, soportando unos gastos en el periodo de 1,12%, inferior a la rentabilidad media ponderada del total de Fondos gestionados por Sabadell Asset Management y ha sido inferior al -0,07% que se hubiera obtenido al invertir en Letras del Tesoro a 1 año. La rentabilidad del Fondo ha sido muy inferior a la de los mercados hacia los que orienta sus inversiones.Durante la segunda mitad de 2018, las bolsas han mostrado fuertes caídas. A pesar de que el crecimiento de los beneficios empresariales finalizará el año en positivo, las bolsas mundiales han cotizado negativamente una posible desaceleración del crecimiento global motivada por dos factores: i) los miedos a que una política monetaria por parte de la Fed demasiado restrictiva acabe afectando negativamente al crecimiento americano y al resto de economías emergentes; ii) el aumento de las tensiones comerciales entre Estados Unidos y China que ya se está traduciendo en una reducción del comercio global. En el IBEX 35, las compañías de los sectores más cíclicos han sido las que han sufrido mayores pérdidas, como las del sector hotelero, media y materias primas. Asimismo, el sector bancario continúa mostrando un mal comportamiento dado que un empeoramiento de la economía podría llevar al BCE a retrasar sus perspectivas de subidas de tipos en Europa. En el semestre el Fondo ha gestionado activamente y de forma dinámica su exposición, tanto sectorialmente como a nivel de títulos individuales, incrementando el peso en aquellos que han alcanzado niveles de valoración atractivos y reduciendo los que, tras un buen comportamiento relativo, han mostrado valoraciones más exigentes o perspectivas menos positivas. Concretamente, el Fondo ha incrementado el peso en el sector industrial con las compras de Gestamp, CIE Automotive y Dominion . Asimismo, aumenta la exposición al sector farmacéutico con la compra de Rovi. Por otro lado, reduce su exposición al sector de energía con la venta de Repsol, al sector construcción con la venta de ACS y al sector ocio con la venta de Melia y IAG. Por último, el Fondo reorganiza su exposición al sector de recursos básicos, con la venta de Acerinox y las compras de Semapa y Navigator.Cabe señalar que el comportamiento de valores en cartera como Semapa, Arcelormittal y OHL entre otras, han contribuido negativamente al resultado del Fondo. Agregadamente, la cartera prima los sectores financiero, recursos básicos, industrial, y sanidad, en detrimento de sectores como el eléctrico, telecomunicaciones, alimentación y  distribución.A lo largo del semestre, el Fondo ha operado en los siguientes instrumentos derivados: futuros sobre el índice bursátil IBEX 35 ®. El objetivo de todas las posiciones en derivados es, por un lado, la inversión complementaria a las posiciones de contado permitiendo una mayor flexibilidad en la gestión de la cartera, y por otro, la gestión activa, tanto al alza como a la baja, de las expectativas sobre los mercados. El grado de inversión del Fondo, agregando a las posiciones de contado las posiciones en dichos instrumentos derivados, se ha situado durante el semestre entre el 100% y el 110% de su patrimonio.El Fondo ha aumentado los niveles de riesgo acumulados respecto al semestre anterior, tal y como reflejan los datos de volatilidad detallados en el informe, debido principalmente al incremento de los niveles de riesgo de los mercados hacia los que orienta sus inversiones. En este sentido, el Fondo ha experimentado durante el semestre una volatilidad del 15,98% frente a la volatilidad del 0,30% de la Letra del Tesoro a 1 año.El Fondo se gestionará de forma dinámica y proactiva para aprovechar los movimientos de mercado, con la finalidad de alcanzar una revalorización a largo plazo representativa de la alcanzada por los fondos adscritos a la categoría de &quot;RV España&quot; según establece el diario económico Expansión.Junta de accionistas: CLÍNICA BAVIERA 13-sept-18 Voto a favor de las propuestas de acuerdos formuladas por el Consejo de Administración.</iic-com:ExplicacionInformePeriodico>
	<iic-com:AdvertenciasCNMV contextRef="FIM_S22018_V-83173864_da">Sabadell España Dividendo, FI invierte principalmente en valores de renta variable de mediana y baja capitalización bursátil. Este tipo de valores, por su naturaleza, pueden presentar restricciones o limitaciones de liquidez, lo cual puede dificultar la realización de las posiciones a un precio cercano a su valor de cotización anterior.</iic-com:AdvertenciasCNMV>

	</iic-fim:DatosFondoCompartimentoFIM>

	</iic-fim:InformeFIM>

	
	<iic-ges:ComparativaRentabilidadMedia>
		<iic-ges:ComparativaVocacionMonetarioCortoPlazoPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">0</iic-ges:ComparativaVocacionMonetarioCortoPlazoPatrimonio>
		<iic-ges:ComparativaVocacionMonetarioCortoPlazoParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">0</iic-ges:ComparativaVocacionMonetarioCortoPlazoParticipes>
		<iic-ges:ComparativaVocacionMonetarioCortoPlazoRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-ges:ComparativaVocacionMonetarioCortoPlazoRentabilidad>
		<iic-ges:ComparativaVocacionMonetarioPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">0</iic-ges:ComparativaVocacionMonetarioPatrimonio>
		<iic-ges:ComparativaVocacionMonetarioParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">0</iic-ges:ComparativaVocacionMonetarioParticipes>
		<iic-ges:ComparativaVocacionMonetarioRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-ges:ComparativaVocacionMonetarioRentabilidad>
		<iic-ges:ComparativaVocacionRentaFijaEuroPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">3805282000</iic-ges:ComparativaVocacionRentaFijaEuroPatrimonio>
		<iic-ges:ComparativaVocacionRentaFijaEuroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">128707</iic-ges:ComparativaVocacionRentaFijaEuroParticipes>
		<iic-ges:ComparativaVocacionRentaFijaEuroRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-.31</iic-ges:ComparativaVocacionRentaFijaEuroRentabilidad>
		<iic-ges:ComparativaVocacionRentaFijaInternacionalPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">291202000</iic-ges:ComparativaVocacionRentaFijaInternacionalPatrimonio>
		<iic-ges:ComparativaVocacionRentaFijaInternacionalParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">47486</iic-ges:ComparativaVocacionRentaFijaInternacionalParticipes>
		<iic-ges:ComparativaVocacionRentaFijaInternacionalRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-.15</iic-ges:ComparativaVocacionRentaFijaInternacionalRentabilidad>
		<iic-ges:ComparativaVocacionMixtoEuroPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">142932000</iic-ges:ComparativaVocacionMixtoEuroPatrimonio>
		<iic-ges:ComparativaVocacionMixtoEuroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">1804</iic-ges:ComparativaVocacionMixtoEuroParticipes>
		<iic-ges:ComparativaVocacionMixtoEuroRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-3.44</iic-ges:ComparativaVocacionMixtoEuroRentabilidad>
		<iic-ges:ComparativaVocacionMixtoInternacionalPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">711388000</iic-ges:ComparativaVocacionMixtoInternacionalPatrimonio>
		<iic-ges:ComparativaVocacionMixtoInternacionalParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">17028</iic-ges:ComparativaVocacionMixtoInternacionalParticipes>
		<iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-3.82</iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad>
		<iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">11191000</iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio>
		<iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">623</iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes>
		<iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-7.97</iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad>
		<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">184495000</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalPatrimonio>
		<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">18792</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes>
		<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-6.30</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad>
		<iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">683649000</iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio>
		<iic-ges:ComparativaVocacionRentaVariableEuroParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">49709</iic-ges:ComparativaVocacionRentaVariableEuroParticipes>
		<iic-ges:ComparativaVocacionRentaVariableEuroRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-17.77</iic-ges:ComparativaVocacionRentaVariableEuroRentabilidad>
		<iic-ges:ComparativaVocacionRentaVariableInternacionalPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">841948000</iic-ges:ComparativaVocacionRentaVariableInternacionalPatrimonio>
		<iic-ges:ComparativaVocacionRentaVariableInternacionalParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">122553</iic-ges:ComparativaVocacionRentaVariableInternacionalParticipes>
		<iic-ges:ComparativaVocacionRentaVariableInternacionalRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-10.43</iic-ges:ComparativaVocacionRentaVariableInternacionalRentabilidad>
		<iic-ges:ComparativaVocacionIICGestionReferenciadaPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">0</iic-ges:ComparativaVocacionIICGestionReferenciadaPatrimonio>
		<iic-ges:ComparativaVocacionIICGestionReferenciadaParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">0</iic-ges:ComparativaVocacionIICGestionReferenciadaParticipes>
		<iic-ges:ComparativaVocacionIICGestionReferenciadaRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.00</iic-ges:ComparativaVocacionIICGestionReferenciadaRentabilidad>
		<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">286352000</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoPatrimonio>
		<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">8036</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoParticipes>
		<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">.27</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoRentabilidad>
		<iic-ges:ComparativaVocacionGarantizadoRendimientoVariablePatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">3471540000</iic-ges:ComparativaVocacionGarantizadoRendimientoVariablePatrimonio>
		<iic-ges:ComparativaVocacionGarantizadoRendimientoVariableParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">121420</iic-ges:ComparativaVocacionGarantizadoRendimientoVariableParticipes>
		<iic-ges:ComparativaVocacionGarantizadoRendimientoVariableRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-1.02</iic-ges:ComparativaVocacionGarantizadoRendimientoVariableRentabilidad>
		<iic-ges:ComparativaVocacionGarantiaParcialPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">21828000</iic-ges:ComparativaVocacionGarantiaParcialPatrimonio>
		<iic-ges:ComparativaVocacionGarantiaParcialParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">273</iic-ges:ComparativaVocacionGarantiaParcialParticipes>
		<iic-ges:ComparativaVocacionGarantiaParcialRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-3.04</iic-ges:ComparativaVocacionGarantiaParcialRentabilidad>
		<iic-ges:ComparativaVocacionRetornoAbsolutoPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">155284000</iic-ges:ComparativaVocacionRetornoAbsolutoPatrimonio>
		<iic-ges:ComparativaVocacionRetornoAbsolutoParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">18662</iic-ges:ComparativaVocacionRetornoAbsolutoParticipes>
		<iic-ges:ComparativaVocacionRetornoAbsolutoRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-3.08</iic-ges:ComparativaVocacionRetornoAbsolutoRentabilidad>
		<iic-ges:ComparativaVocacionGlobalPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">5846607000</iic-ges:ComparativaVocacionGlobalPatrimonio>
		<iic-ges:ComparativaVocacionGlobalParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">128204</iic-ges:ComparativaVocacionGlobalParticipes>
		<iic-ges:ComparativaVocacionGlobalRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-4.69</iic-ges:ComparativaVocacionGlobalRentabilidad>
		<iic-ges:ComparativaVocacionTotalPatrimonio unitRef="euro" decimals="0" contextRef="FIM_S22018_V-83173864_da">16453698000</iic-ges:ComparativaVocacionTotalPatrimonio>
		<iic-ges:ComparativaVocacionTotalParticipes unitRef="pure" decimals="0" contextRef="FIM_S22018_V-83173864_da">663297</iic-ges:ComparativaVocacionTotalParticipes>
		<iic-ges:ComparativaVocacionTotalRentabilidad unitRef="pure" decimals="2" contextRef="FIM_S22018_V-83173864_da">-3.52</iic-ges:ComparativaVocacionTotalRentabilidad>
	</iic-ges:ComparativaRentabilidadMedia>

</xbrli:xbrl>
