<?xml version="1.0" encoding="UTF-8"?>
<xbrli:xbrl xmlns:iic-fil="http://www.cnmv.es/iic/fil/1-2009/2009-03-31" xmlns:link="http://www.xbrl.org/2003/linkbase" xmlns:iic-com="http://www.cnmv.es/iic/com/1-2009/2009-03-31" xmlns:dgi-lc-es="http://www.xbrl.org.es/es/2008/dgi/gp/lc-es/2008-01-30" xmlns:iic-com-fon="http://www.cnmv.es/iic/mep/1-2009/2009-03-31" xmlns:ff="http://www.xbrl.org/2005/role/restatedLabel" xmlns:ref="http://www.xbrl.org/2004/ref" xmlns:dgi-est-gen="http://www.xbrl.org.es/es/2008/dgi/gp/est-gen/2008-01-30" xmlns:dgi-lc-int="http://www.xbrl.org.es/es/2008/dgi/gp/lc-int/2008-01-30" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:xbrli="http://www.xbrl.org/2003/instance" xmlns:iso4217="http://www.xbrl.org/2003/iso4217" xmlns:dgi-types="http://www.xbrl.org.es/es/2008/dgi/gp/types/2008-01-30" xmlns:xlink="http://www.w3.org/1999/xlink">
<link:schemaRef xlink:type="simple" xlink:href="iic-fil-2009-03-31.xsd" xlink:arcrole="http://www.w3.org/1999/xlink/properties/linkbase"></link:schemaRef>
<xbrli:context id="FIL_S22025_V-16496259_da">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2025-07-01</xbrli:startDate>
<xbrli:endDate>2025-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_dpp">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2025-01-01</xbrli:startDate>
<xbrli:endDate>2025-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_daa">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2025-01-01</xbrli:startDate>
<xbrli:endDate>2025-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_dpy">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2024-01-01</xbrli:startDate>
<xbrli:endDate>2024-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_daq">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2025-10-01</xbrli:startDate>
<xbrli:endDate>2025-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_dpq">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2025-07-01</xbrli:startDate>
<xbrli:endDate>2025-09-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_dpq2">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2025-04-01</xbrli:startDate>
<xbrli:endDate>2025-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_dpq3">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2025-01-01</xbrli:startDate>
<xbrli:endDate>2025-03-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_dpy2">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2023-01-01</xbrli:startDate>
<xbrli:endDate>2023-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_dpy3">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2022-01-01</xbrli:startDate>
<xbrli:endDate>2022-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_dpy5">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2020-01-01</xbrli:startDate>
<xbrli:endDate>2020-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_dly3">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2022-01-01</xbrli:startDate>
<xbrli:endDate>2024-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_dly5">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2020-01-01</xbrli:startDate>
<xbrli:endDate>2024-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_ia">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2025-12-31</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_ipp">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2025-06-30</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_ipy">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2024-12-31</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_ipy2">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2023-12-31</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIL_S22025_V-16496259_ipy3">
<xbrli:entity>
<xbrli:identifier scheme="http:&#47;&#47;www.cnmv.es&#47;xbrl&#47;iic&#47;V-16496259">ARCANO PRIVATE DEBT, II FIL</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2022-12-31</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-fil:InformeFIL>
<iic-fil:InformacionGeneralFIL>
<iic-com-fon:DenominacionFondo contextRef="FIL_S22025_V-16496259_ia">ARCANO PRIVATE DEBT, II FIL</iic-com-fon:DenominacionFondo>
<iic-com:DescripcionGeneral>
<iic-com:RegistroCNMV decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">127</iic-com:RegistroCNMV>
<iic-com:XCode_TipoInforme_02 contextRef="FIL_S22025_V-16496259_ia">02</iic-com:XCode_TipoInforme_02>
<iic-com:XCode_PeriodoInforme_04 contextRef="FIL_S22025_V-16496259_ia">04</iic-com:XCode_PeriodoInforme_04>
<iic-com:AnoInforme contextRef="FIL_S22025_V-16496259_ia">2025</iic-com:AnoInforme>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-16496259_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
</iic-com:DescripcionGeneral>
<iic-com:RatingDepositario contextRef="FIL_S22025_V-16496259_ia">A+  (FITCH)</iic-com:RatingDepositario>
<iic-com-fon:FondoCompartimentos contextRef="FIL_S22025_V-16496259_ia">false</iic-com-fon:FondoCompartimentos>
</iic-fil:InformacionGeneralFIL>
<iic-com:ConsultaCarteraInversiones>
<iic-com:DireccionInforme contextRef="FIL_S22025_V-16496259_ia">CL Jose Ortega y Gasset 29, 4 planta 28006 Madrid</iic-com:DireccionInforme>
<dgi-est-gen:CommunicationWays>
<dgi-est-gen:CommunicationType>
<dgi-lc-int:Xcode_UN3155.EM contextRef="FIL_S22025_V-16496259_da">EM</dgi-lc-int:Xcode_UN3155.EM>
</dgi-est-gen:CommunicationType>
<dgi-est-gen:CommunicationValue contextRef="FIL_S22025_V-16496259_da">client_servicing@arcanopartners.com</dgi-est-gen:CommunicationValue>
</dgi-est-gen:CommunicationWays>
<iic-com:DirWebInforme contextRef="FIL_S22025_V-16496259_ia">https:&#47;&#47;www.arcanopartners.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="FIL_S22025_V-16496259_da">05</dgi-lc-int:Xcode_UN3477.05>
</dgi-est-gen:AddressFormat>
<dgi-est-gen:AddressLine contextRef="FIL_S22025_V-16496259_da">C&#47; Ortega y Gasset, 29  28006 MADRID (MADRID)</dgi-est-gen:AddressLine>
</dgi-est-gen:Address>
<dgi-est-gen:CommunicationWays>
<dgi-est-gen:CommunicationType>
<dgi-lc-int:Xcode_UN3155.EM contextRef="FIL_S22025_V-16496259_da">EM</dgi-lc-int:Xcode_UN3155.EM>
</dgi-est-gen:CommunicationType>
<dgi-est-gen:CommunicationValue contextRef="FIL_S22025_V-16496259_da">client_servicing@arcanopartners.com</dgi-est-gen:CommunicationValue>
</dgi-est-gen:CommunicationWays>
</iic-com:ConsultaGestora>
<iic-fil:DatosFondoCompartimentoFIL>
<iic-com-fon:FechaRegistroFondo contextRef="FIL_S22025_V-16496259_ia">2024-11-15</iic-com-fon:FechaRegistroFondo>
<iic-fil:PoliticaDivisaFIL>
<iic-fil:CategoriaFIL>
<iic-fil:XCode_TipoFIL_01 contextRef="FIL_S22025_V-16496259_ia">01</iic-fil:XCode_TipoFIL_01>
<iic-com:VocacionInversora contextRef="FIL_S22025_V-16496259_ia">Fondo de Inversi&#243;n Libre. RENTA FIJA MIXTA EURO.</iic-com:VocacionInversora>
<iic-com:PerfilRiesgo contextRef="FIL_S22025_V-16496259_ia">6 en una escala del 1 al 7</iic-com:PerfilRiesgo>
</iic-fil:CategoriaFIL>
<iic-com:PoliticaInversion contextRef="FIL_S22025_V-16496259_ia">Este Fondo promueve caracter&#237;sticas medioambientales o sociales (art. 8       Reglamento (UE) 2019&#47;2088. Se invertir&#225; pr&#225;cticamente el 100% de la exposici&#243;nSe invertir&#225; pr&#225;cticamente el 100% de la exposici&#243;n total en la clase FF del  FS, fondo alternativo de nacionalidad luxemburguesa el cual no se encuentra   supervisado ni su folleto ha sido verificado por la CNMV, sino por la         autoridad competente luxemburguesa del FS, la CSSF.  FS es proporcionar       El objetivo principal de la pol&#237;tica de inversiones del FS es proporcionar    rendimientos atractivos ajustados al riesgo mediante el apoyo a la econom&#237;a   real de la Uni&#243;n Europea a traves de la inversi&#243;n en deuda (incluyendo        concesi&#243;n e inversi&#243;n en pr&#233;stamos) de PYMES y empresas de mediana            capitalizaci&#243;n de la UE cotizadas o no, siendo al menos el 50% del Patrimonio Total Comprometido (PTC) compa&#241;&#237;as domiciliadas o que lleven a cabo sus       actividades principalmente en Espa&#241;a, al menos el 35% del PTC en Italia y el  resto de compa&#241;ias del resto de la UE. , garantizada o no, y hasta un 10% del El FS invertir&#225; al menos el 90% del PTC en instrumentos de deuda no           subordinada, garantizada o no, y hasta un 10% del PTC en deuda subordinada    (deuda no distressed) o en bonos convertibles. La exposici&#243;n a renta variable provendr&#225; unicamente de la posible conversi&#243;n de dichos bonos.                El FS y el FIL no firmar&#225;n acuerdos de garant&#237;a financiera</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIL_S22025_V-16496259_ia">El FIL a trav&#233;s del FS, podr&#225; operar con derivados, negociados o no en        mercados organizados, con finalidad de cobertura.</iic-com:OperativaDerivados>
</iic-fil:PoliticaDivisaFIL>
<iic-fil:DatosEconomicosFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">1</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-16496259_ia">ARCANO PRIVATE DEBT II,FIL C.A</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-16496259_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">36257</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">14</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-16496259_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-16496259_ia"></iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">3825595.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">757258.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-16496259_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-16496259_ia">2025-09-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">105.5129</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">100.6749</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-16496259_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.29</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">1.15</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.29</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">1.15</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-16496259_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.01</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-16496259_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">4.81</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-16496259_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-16496259_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">1.33</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_dpy" unitRef="pure">0.50</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-16496259_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-16496259_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-16496259_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">2</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-16496259_ia">ARCANO PRIVATE DEBT II,FIL C.B</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-16496259_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">9064</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">1</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-16496259_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-16496259_ia"></iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">956399.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">189314.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-16496259_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-16496259_ia">2025-09-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">105.5129</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">100.6749</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-16496259_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.29</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">1.15</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.29</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">1.15</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-16496259_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.01</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-16496259_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">4.81</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-16496259_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-16496259_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">1.33</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_dpy" unitRef="pure">0.50</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-16496259_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-16496259_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-16496259_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">3</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-16496259_ia">ARCANO PRIVATE DEBT II,FIL C.C</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-16496259_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">0</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">0</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-16496259_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-16496259_ia"></iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-16496259_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-16496259_ia">2025-10-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">0.0000</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-16496259_ia">false</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-16496259_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.00</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.00</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-16496259_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-16496259_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-16496259_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-16496259_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-16496259_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-16496259_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">4</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-16496259_ia">ARCANO PRIVATE DEBT II,FIL C.D</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-16496259_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">0</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">0</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-16496259_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-16496259_ia"></iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-16496259_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-16496259_ia">2025-10-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">0.0000</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-16496259_ia">false</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-16496259_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.00</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.00</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-16496259_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-16496259_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-16496259_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-16496259_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-16496259_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-16496259_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">5</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-16496259_ia">ARCANO PRIVATE DEBT II,FIL C.E</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-16496259_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">13921</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">1</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-16496259_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-16496259_ia"></iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">1423141.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-16496259_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-16496259_ia">2025-09-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">102.2327</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">0.0000</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-16496259_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.41</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.41</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.41</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.41</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-16496259_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.01</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.01</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-16496259_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">2.23</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-16496259_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-16496259_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.56</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-16496259_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-16496259_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-16496259_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">6</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-16496259_ia">ARCANO PRIVATE DEBT II,FIL C.F</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-16496259_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">19185</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">7</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-16496259_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-16496259_ia"></iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">1867671.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">89523.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-16496259_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-16496259_ia">2025-09-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">97.3481</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">100.2260</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-16496259_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.76</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">2.74</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.76</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">2.74</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-16496259_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.01</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-16496259_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">-2.87</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-16496259_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-16496259_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">2.93</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_dpy" unitRef="pure">0.95</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-16496259_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-16496259_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-16496259_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">7</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-16496259_ia">ARCANO PRIVATE DEBT II,FIL C.G</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-16496259_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">6468</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">8</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-16496259_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-16496259_ia"></iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">698040.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">137419.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-16496259_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-16496259_ia">2025-09-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">107.9138</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">100.7969</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-16496259_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-16496259_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.01</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-16496259_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">7.06</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-16496259_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-16496259_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.17</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_dpy" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-16496259_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-16496259_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-16496259_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">8</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-16496259_ia">ARCANO PRIVATE DEBT II,FIL C.H</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-16496259_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">4751</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">2</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-16496259_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-16496259_ia"></iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">512698.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">100932.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-16496259_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-16496259_ia">2025-09-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">107.9137</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">100.7969</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-16496259_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-16496259_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.01</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-16496259_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">7.06</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-16496259_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-16496259_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.18</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_dpy" unitRef="pure">0.38</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-16496259_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-16496259_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-16496259_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">9</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-16496259_ia">ARCANO PRIVATE DEBT II,FIL C.I</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-16496259_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">4498</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="pure">3</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-16496259_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-16496259_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">448863.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">70770.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-16496259_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-16496259_ia">2025-09-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">99.7914</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-16496259_ipy" unitRef="euro">100.3591</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-16496259_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.61</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">3.15</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.61</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">3.15</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-16496259_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0.01</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-16496259_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">-0.57</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-16496259_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-16496259_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">3.33</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-16496259_dpy" unitRef="pure">0.81</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-16496259_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-16496259_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIL_S22025_V-16496259_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-16496259_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DistribucionPatrimonioFIL>
<iic-com:DistribucionPatrimonioInversionesFinancieras decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">9699071</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioInversionesFinancieras decimals="0" contextRef="FIL_S22025_V-16496259_ipp" unitRef="euro">1311077</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioCarteraInterior decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraInterior decimals="0" contextRef="FIL_S22025_V-16496259_ipp" unitRef="euro">0</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraExterior decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">9699071</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioCarteraExterior decimals="0" contextRef="FIL_S22025_V-16496259_ipp" unitRef="euro">1311077</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioInteresesCartera decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInteresesCartera decimals="0" contextRef="FIL_S22025_V-16496259_ipp" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInversionesDudosas decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioInversionesDudosas decimals="0" contextRef="FIL_S22025_V-16496259_ipp" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioLiquidez decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">128857</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioLiquidez decimals="0" contextRef="FIL_S22025_V-16496259_ipp" unitRef="euro">53140</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioResto decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">-95521</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioResto decimals="0" contextRef="FIL_S22025_V-16496259_ipp" unitRef="euro">-18679</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioTotal decimals="0" contextRef="FIL_S22025_V-16496259_ia" unitRef="euro">9732407</iic-com:DistribucionPatrimonioTotal>
<iic-com:DistribucionPatrimonioTotal decimals="0" contextRef="FIL_S22025_V-16496259_ipp" unitRef="euro">1345538</iic-com:DistribucionPatrimonioTotal>
</iic-fil:DistribucionPatrimonioFIL>
<iic-fil:VariacionPatrimonialFIL>
<iic-com:VariacionPatrimonialFinPeriodoAnterior decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">1374792.98</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior decimals="0" contextRef="FIL_S22025_V-16496259_dpp" unitRef="euro">1345217.61</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior decimals="0" contextRef="FIL_S22025_V-16496259_daa" unitRef="euro">1345217.61</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialSuscripciones decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">94.36</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones decimals="2" contextRef="FIL_S22025_V-16496259_dpp" unitRef="pure">0</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">182.17</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0</iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior>
<iic-com:VariacionPatrimonialBeneficioDistribuido decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido decimals="2" contextRef="FIL_S22025_V-16496259_dpp" unitRef="pure">0</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0</iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoNeto decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">2.56</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto decimals="2" contextRef="FIL_S22025_V-16496259_dpp" unitRef="pure">2.20</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">5.62</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">647.72</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoGestion decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">3.03</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion decimals="2" contextRef="FIL_S22025_V-16496259_dpp" unitRef="pure">4.65</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">7.26</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">317.51</iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosRepercutidos decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">-0.47</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos decimals="2" contextRef="FIL_S22025_V-16496259_dpp" unitRef="pure">-2.45</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">-1.64</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">22.35</iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionGestion decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">-0.37</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion decimals="2" contextRef="FIL_S22025_V-16496259_dpp" unitRef="pure">-2.02</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">-1.33</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">18.59</iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosFinanciacion decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacion>
<iic-com:VariacionPatrimonialGastosFinanciacion decimals="2" contextRef="FIL_S22025_V-16496259_dpp" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacion>
<iic-com:VariacionPatrimonialGastosFinanciacion decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacion>
<iic-com:VariacionPatrimonialGastosFinanciacionRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacionRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosGastos decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">-0.10</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos decimals="2" contextRef="FIL_S22025_V-16496259_dpp" unitRef="pure">-0.43</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">-0.31</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">39.83</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIngresos decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos decimals="2" contextRef="FIL_S22025_V-16496259_dpp" unitRef="pure">0</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos decimals="2" contextRef="FIL_S22025_V-16496259_daa" unitRef="pure">0</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-16496259_da" unitRef="pure">0</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S22025_V-16496259_da" unitRef="euro">9732407.73</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S22025_V-16496259_dpp" unitRef="euro">1374792.98</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S22025_V-16496259_daa" unitRef="euro">9732407.73</iic-com:VariacionPatrimonialFinPeriodoActual>
</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S22025_V-16496259_da">Crespo Comercial 

Compa&#241;&#237;a dedicada a la comercializaci&#243;n, instalaci&#243;n y mantenimiento de sistemas de protecci&#243;n, detecci&#243;n, extinci&#243;n contra incendios, planes de evacuaci&#243;n y proyectos. Tiene m&#225;s de 40 a&#241;os de experiencia en el sector y est&#225; entre los l&#237;deres del mercado de Castilla y Leon. El sector de la protecci&#243;n contra incendios est&#225; en claro crecimiento impulsado por la fuerte y estricta normativa de la UE. La compa&#241;&#237;a ha sido adquirida por una plataforma que lleva m&#225;s de 4 a&#241;os invirtiendo en el sector y cuenta con m&#225;s de 20 compa&#241;&#237;as del sector en su portfolio. 

Grupo Assista

Grupo Assista es una empresa multiservicio con m&#225;s de 25 a&#241;os de experiencia, especializada en la prestaci&#243;n de servicios integrales para grandes compa&#241;&#237;as, aseguradoras, gestores de activos y particulares. Su actividad abarca mantenimiento t&#233;cnico, instalaciones (el&#233;ctricas, climatizaci&#243;n, energ&#237;as renovables), gesti&#243;n de siniestros, facility services y soluciones de externalizaci&#243;n (BPO). A trav&#233;s de su filial GDA, ofrece servicios de contact center y gesti&#243;n operativa 24&#47;7. Presente en toda Espa&#241;a y Portugal, dispone de m&#225;s de 2&#191;000 profesionales y una red propia de delegaciones. Su enfoque combina proximidad operativa con altos est&#225;ndares de calidad, sostenibilidad y eficiencia, respaldados por certificaciones ISO.



Geinsol 

Geinsol es una empresa espa&#241;ola especializada en la gesti&#243;n y alquiler de inmuebles propios. Su actividad principal es el arrendamiento de locales comerciales, naves, oficinas y suelos en ubicaciones estrat&#233;gicas de toda Espa&#241;a, incluyendo Madrid, Catalu&#241;a, Valencia, Andaluc&#237;a y Castilla y Le&#243;n. Opera como una sociedad patrimonial con un enfoque centrado en ofrecer espacios adaptados a las necesidades de empresas e inversores. Geinsol se distingue por una gesti&#243;n profesionalizada de su patrimonio inmobiliario, combinando experiencia en desarrollo urbano con visi&#243;n a largo plazo. Su sede est&#225; en Madrid, y act&#250;a con total autonom&#237;a en la administraci&#243;n y promoci&#243;n de sus activos.







Crego e Monaguillo



CeM opera una bodega que produce alrededor de 1,5&#191;millones de botellas al a&#241;o, centrada en vinos blancos de Godello y tintos de Menc&#237;a. Vende principalmente bajo su marca Crego e Monaguillo y algo en marca blanca. Su negocio es muy rentable porque no posee vi&#241;edos propios: compra el 100% de la uva, lo que reduce capex y necesidad de circulante. Es l&#237;der en Monterrei y tiene una marca consolidada en Galicia, donde vende casi toda su producci&#243;n. Tras su adquisici&#243;n en 2022, Sherpa Capital busc&#243; acelerar la generaci&#243;n de caja y preparar la compa&#241;&#237;a para una futura venta.



Millbio



MillBio es un l&#237;der mundial en la producci&#243;n de ingredientes naturales para panader&#237;a industrial, especializado en soluciones clean label como harinas fermentadas que act&#250;an como conservantes naturales contra el moho. Su modelo de negocio se basa en ofrecer alternativas naturales a los aditivos qu&#237;micos, con fuerte demanda por parte de la industria. La operaci&#243;n contempla la compra de Cain, el segundo mayor distribuidor estadounidense de panader&#237;a, lo que permitir&#225; sustituir al distribuidor actual y lograr una integraci&#243;n vertical total.



Olyos



Olyos opera en el mercado de vitaminas, minerales y suplementos (VMS) a trav&#233;s de sus principales marcas: Granions, Drasanvi, Stardea y W Group. Su modelo de negocio es multicanal, combinando ventas directas en farmacias mediante una fuerza comercial propia (principal canal), distribuci&#243;n a trav&#233;s de mayoristas y un creciente canal online, especialmente Amazon. La compa&#241;&#237;a pertenece a Motion Equity Partners desde 2018, que recientemente estructur&#243; un single&#191;asset continuation fund liderado por Coller Capital.



Piu Medical



Piu Medical es una cadena italiana de farmacias creada en 2025 por la familia Maroni como spin&#191;off de sus hist&#243;ricas actividades de farmacia y distribuci&#243;n farmac&#233;utica. Opera 13 farmacias en Lombard&#237;a y busca crecer mediante adquisiciones, generando valor a trav&#233;s de econom&#237;as de escala y mejora del product mix para expandir m&#225;rgenes EBITDA. El plan prev&#233; cotizar en bolsa a finales de 2025 para financiar su crecimiento, con 8 farmacias adicionales financiadas con deuda privada y hasta ocho m&#225;s gracias a los fondos del IPO.



Meduspace



Meduspace busca crear la primera gran plataforma italiana dedicada a la Continuing Medical Education (CME), el sistema nacional obligatorio de formaci&#243;n continua para profesionales sanitarios. El mercado abarca m&#233;dicos, t&#233;cnicos y enfermer&#237;a, sumando m&#225;s de 1,4 millones de profesionales. El proyecto arranca con la adquisici&#243;n de tres compa&#241;&#237;as-Dynamicom (l&#237;der del sector), Formedica y Meeting Planner-como primer paso de una estrategia de consolidaci&#243;n intensa.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S22025_V-16496259_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S22025_V-16496259_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S22025_V-16496259_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S22025_V-16496259_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S22025_V-16496259_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S22025_V-16496259_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S22025_V-16496259_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIL_S22025_V-16496259_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIL_S22025_V-16496259_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIL_S22025_V-16496259_da">false</iic-com:HechoRelevanteOtros>
</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S22025_V-16496259_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S22025_V-16496259_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIL_S22025_V-16496259_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIL_S22025_V-16496259_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIL_S22025_V-16496259_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIL_S22025_V-16496259_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S22025_V-16496259_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S22025_V-16496259_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S22025_V-16496259_da">false</iic-com:OperacionesVinculadasDiferencias>
<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S22025_V-16496259_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S22025_V-16496259_da">false</iic-com:OperacionesVinculadasOtros>
<iic-com:OtrasInformaciones>
</iic-com:OtrasInformaciones>
</iic-fil:OperacionesVinculadasFIL>
<iic-com:AnexoOperacionesVinculadas contextRef="FIL_S22025_V-16496259_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S22025_V-16496259_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO. 




a) Visi&#243;n de la gestora&#47;sociedad sobre la situaci&#243;n de los mercados.



Espa&#241;a es actualmente uno de los mercados de deuda privada de m&#225;s r&#225;pido crecimiento en Europa. Las tendencias de desintermediaci&#243;n y consolidaci&#243;n bancaria (Caixa-Bankia) se aceleran post covid, dejando m&#225;s espacio para la deuda privada.

Tanto los corporates como los fondos de capital privado se acercan ahora para trabajar con fondos de deuda privada en busca de soluciones de financiaci&#243;n m&#225;s flexibles (adquisiciones, capex, LBO ...)

La generaci&#243;n de nuevas transacciones empez&#243; en septiembre 2024. Desde esa fecha, hemos originado 178 transacciones de las cuales 24 se han analizado en detalle. Un total de 17 se han presentado a nuestro Comit&#233;, de las cuales 8 se han cerrado y 1 est&#225; aprobada y pendiente de cerrar. 




b) Decisiones generales de inversi&#243;n adoptadas.



Dentro del folleto de Offering Memorandum del fondo, hemos trabajado en identificar compa&#241;&#237;as con necesidades de capital que tuvieran un historial financiero probado, modelo de negocio resistente y fuerte generaci&#243;n de caja. Hemos evitado las situaciones oportunistas. 



El Fondo realiz&#243; su primera inversi&#243;n en diciembre de 2024 en Crespo Comercial (7,25 millones de euros), una compa&#241;&#237;a dedicada a la protecci&#243;n contra incendios. El rendimiento esperado es c.11% en una transacci&#243;n con un nivel riesgo&#47;retorno atractivo. 

En junio, el Fondo realiz&#243; dos operaciones: Assista, empresa l&#237;der en servicios de B2B y BPO para instituciones financieras, compa&#241;&#237;as de seguros, inmobiliario, energ&#237;a y otros sectores y Geinsol, empresa espa&#241;ola de gesti&#243;n de activos. En el primer caso, se trata de una financiaci&#243;n senior de EUR4,8m + EUR5,2m de l&#237;nea de capex. La segunda, una financiaci&#243;n de EUR6,7m con la garant&#237;a hipotecaria de primer rango de un activo comercial.

Durante el segundo semestre de 2025, el Fondo realiz&#243; un total de cuatro inversiones. En julio, se financi&#243; con 6,7 millones de euros a Crego e Monaguillo, bodega gallega dedicada a la elaboraci&#243;n, embotellado y comercializaci&#243;n de vinos. En agosto de 2025, el Fondo invirti&#243; 7,4 millones de euros en Millbio, l&#237;der global en ingredientes alimentarios enfocado en panificaci&#243;n, y 7,3 millones en Olyos, grupo internacional de nutrici&#243;n y salud natural.

En el &#250;ltimo trimestre del a&#241;o, se otorg&#243; financiaci&#243;n senior de 5,1 millones de euros a Piu Medical, compa&#241;&#237;a italiana que opera una cadena de farmacias de nueva generaci&#243;n, y de 2,6 millones a Meduspace, un nuevo polo italiano de excelencia en Educaci&#243;n M&#233;dica Continua.




c) &#205;ndice de referencia.



No aplica






d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC.



El patrimonio del fondo actualmente en el segundo semestre del 2025 es de 9.717.036,78 euros. Siendo el total de participes 36,00. 








e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.

No aplica 




2. INFORMACION SOBRE LAS INVERSIONES.

No aplica




a) Inversiones concretas realizadas durante el periodo.



Crespo Comercial 

Compa&#241;&#237;a dedicada a la comercializaci&#243;n, instalaci&#243;n y mantenimiento de sistemas de protecci&#243;n, detecci&#243;n, extinci&#243;n contra incendios, planes de evacuaci&#243;n y proyectos. Tiene m&#225;s de 40 a&#241;os de experiencia en el sector y est&#225; entre los l&#237;deres del mercado de Castilla y Leon. El sector de la protecci&#243;n contra incendios est&#225; en claro crecimiento impulsado por la fuerte y estricta normativa de la UE. La compa&#241;&#237;a ha sido adquirida por una plataforma que lleva m&#225;s de 4 a&#241;os invirtiendo en el sector y cuenta con m&#225;s de 20 compa&#241;&#237;as del sector en su portfolio. 

Grupo Assista

Grupo Assista es una empresa multiservicio con m&#225;s de 25 a&#241;os de experiencia, especializada en la prestaci&#243;n de servicios integrales para grandes compa&#241;&#237;as, aseguradoras, gestores de activos y particulares. Su actividad abarca mantenimiento t&#233;cnico, instalaciones (el&#233;ctricas, climatizaci&#243;n, energ&#237;as renovables), gesti&#243;n de siniestros, facility services y soluciones de externalizaci&#243;n (BPO). A trav&#233;s de su filial GDA, ofrece servicios de contact center y gesti&#243;n operativa 24&#47;7. Presente en toda Espa&#241;a y Portugal, dispone de m&#225;s de 2&#191;000 profesionales y una red propia de delegaciones. Su enfoque combina proximidad operativa con altos est&#225;ndares de calidad, sostenibilidad y eficiencia, respaldados por certificaciones ISO.



Geinsol 

Geinsol es una empresa espa&#241;ola especializada en la gesti&#243;n y alquiler de inmuebles propios. Su actividad principal es el arrendamiento de locales comerciales, naves, oficinas y suelos en ubicaciones estrat&#233;gicas de toda Espa&#241;a, incluyendo Madrid, Catalu&#241;a, Valencia, Andaluc&#237;a y Castilla y Le&#243;n. Opera como una sociedad patrimonial con un enfoque centrado en ofrecer espacios adaptados a las necesidades de empresas e inversores. Geinsol se distingue por una gesti&#243;n profesionalizada de su patrimonio inmobiliario, combinando experiencia en desarrollo urbano con visi&#243;n a largo plazo. Su sede est&#225; en Madrid, y act&#250;a con total autonom&#237;a en la administraci&#243;n y promoci&#243;n de sus activos.







Crego e Monaguillo



CeM opera una bodega que produce alrededor de 1,5&#191;millones de botellas al a&#241;o, centrada en vinos blancos de Godello y tintos de Menc&#237;a. Vende principalmente bajo su marca Crego e Monaguillo y algo en marca blanca. Su negocio es muy rentable porque no posee vi&#241;edos propios: compra el 100% de la uva, lo que reduce capex y necesidad de circulante. Es l&#237;der en Monterrei y tiene una marca consolidada en Galicia, donde vende casi toda su producci&#243;n. Tras su adquisici&#243;n en 2022, Sherpa Capital busc&#243; acelerar la generaci&#243;n de caja y preparar la compa&#241;&#237;a para una futura venta.



Millbio



MillBio es un l&#237;der mundial en la producci&#243;n de ingredientes naturales para panader&#237;a industrial, especializado en soluciones clean label como harinas fermentadas que act&#250;an como conservantes naturales contra el moho. Su modelo de negocio se basa en ofrecer alternativas naturales a los aditivos qu&#237;micos, con fuerte demanda por parte de la industria. La operaci&#243;n contempla la compra de Cain, el segundo mayor distribuidor estadounidense de panader&#237;a, lo que permitir&#225; sustituir al distribuidor actual y lograr una integraci&#243;n vertical total.



Olyos



Olyos opera en el mercado de vitaminas, minerales y suplementos (VMS) a trav&#233;s de sus principales marcas: Granions, Drasanvi, Stardea y W Group. Su modelo de negocio es multicanal, combinando ventas directas en farmacias mediante una fuerza comercial propia (principal canal), distribuci&#243;n a trav&#233;s de mayoristas y un creciente canal online, especialmente Amazon. La compa&#241;&#237;a pertenece a Motion Equity Partners desde 2018, que recientemente estructur&#243; un single&#191;asset continuation fund liderado por Coller Capital.



Piu Medical



Piu Medical es una cadena italiana de farmacias creada en 2025 por la familia Maroni como spin&#191;off de sus hist&#243;ricas actividades de farmacia y distribuci&#243;n farmac&#233;utica. Opera 13 farmacias en Lombard&#237;a y busca crecer mediante adquisiciones, generando valor a trav&#233;s de econom&#237;as de escala y mejora del product mix para expandir m&#225;rgenes EBITDA. El plan prev&#233; cotizar en bolsa a finales de 2025 para financiar su crecimiento, con 8 farmacias adicionales financiadas con deuda privada y hasta ocho m&#225;s gracias a los fondos del IPO.



Meduspace



Meduspace busca crear la primera gran plataforma italiana dedicada a la Continuing Medical Education (CME), el sistema nacional obligatorio de formaci&#243;n continua para profesionales sanitarios. El mercado abarca m&#233;dicos, t&#233;cnicos y enfermer&#237;a, sumando m&#225;s de 1,4 millones de profesionales. El proyecto arranca con la adquisici&#243;n de tres compa&#241;&#237;as &#191; Dynamicom (l&#237;der del sector), Formedica y Meeting Planner&#191; como primer paso de una estrategia de consolidaci&#243;n intensa.








b) Operativa de pr&#233;stamo de valores. 



No aplica




c) Operativa en derivados y adquisici&#243;n temporal de activos.

No aplica






d) Otra informaci&#243;n sobre inversiones. 

No aplica






3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.

Las 8 operaciones computan un tipo medio bruto compuesto cercano al 10%.




4. RIESGO ASUMIDO POR EL FONDO.

No aplica






5. EJERCICIO DERECHOS POLITICOS. 

No aplica






6. INFORMACION Y ADVERTENCIAS CNMV.

No aplica






7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. 

No aplica




8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.

No aplica




9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). 

No aplica




10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. 

Consideramos que en los pr&#243;ximos meses el ritmo de potenciales operaciones en el marco de la financiaci&#243;n alternativa para el MidMarket seguir&#225; creciendo. 

El fondo est&#225; todav&#237;a en periodo de levantamiento de capital hasta junio de 2026, aunque tiene el objetivo de seguir ejecutando nuevas operaciones (entre 8 estimadas en el 2026).</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S22025_V-16496259_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIL_S22025_V-16496259_da">La remuneraci&#243;n total abonada en el a&#241;o 2025 al personal de la Gestora fue 29.986.441 euros. De esta remuneraci&#243;n total, se corresponde a remuneraci&#243;n fija 9.117.984 euros y a remuneraci&#243;n variable 20.868.457 euros, de la que 10.948.664 euros correspondieron a remuneraci&#243;n variable ligada a la comisi&#243;n de gesti&#243;n variable de las IIC. El n&#250;mero total de beneficiarios en el a&#241;o 2024 es de 130 empleados (a 31&#47;12&#47;2025 hab&#237;a 92 empleados). El n&#250;mero de empleados beneficiarios de remuneraci&#243;n variable fue de 128. 

A fecha del informe la remuneraci&#243;n total abonada a los altos cargos fue de 19.581.228 euros (20 personas son altos cargos), que se desglosa en una remuneraci&#243;n fija total de 4.194.298 euros y una remuneraci&#243;n variable total de 15.386.930 euros, de la que 8.675.613 euros correspondieron a remuneraci&#243;n variable ligada a la comisi&#243;n de gesti&#243;n variable de las IIC. En cuanto a al colectivo identificado cuya actuaci&#243;n tenga una incidencia material en el perfil riesgo de la IIC, &#233;stos son 23 personas y han recibido una remuneraci&#243;n total de 20.383.245 euros (remuneraci&#243;n fija de 4.541.114 euros y remuneraci&#243;n variable de 15.842.131 euros, de la que 8.977.814 euros correspondieron a remuneraci&#243;n variable ligada a la comisi&#243;n de gesti&#243;n variable de las IIC) 

Arcano Capital SGIIC, S.A.U. se encuentra adherida al modelo de retribuci&#243;n y compensaci&#243;n del Grupo Arcano Partners a nivel global. Los principios de este modelo retributivo se centran en recompensar el desempe&#241;o, la rentabilidad a largo plazo, el buen gobierno corporativo y el estricto control del riesgo, y son revisados con car&#225;cter peri&#243;dico (como m&#237;nimo con car&#225;cter anual), para actualizarla y asegurar su adecuaci&#243;n a los requerimientos legales. En concreto, dichos principios son: 1) Atraer y comprometer a un colectivo de empleados diverso y con talento; 2) Gesti&#243;n eficaz del desempe&#241;o individual y de la comunicaci&#243;n, 3) Alinear la remuneraci&#243;n con la rentabilidad sostenible y 4) Apoyo adecuado y asunci&#243;n de riesgos controlado. 

El modelo de remuneraci&#243;n incluye un elemento fijo (salario y beneficios sociales) y otro variable (bonus). La proporci&#243;n entre la retribuci&#243;n fija y variable resulta acorde con lo establecido en la normativa y lo recomendado por las entidades supervisoras. La retribuci&#243;n variable se basa en los resultados econ&#243;micos obtenidos por la compa&#241;&#237;a y en la evaluaci&#243;n del rendimiento, la actitud y la aptitud del empleado. Dado que no existen elementos de retribuci&#243;n variable garantizados, la flexibilidad de la estructura de compensaci&#243;n es tal que es posible suprimir totalmente la remuneraci&#243;n variable.</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIL_S22025_V-16496259_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
