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            <iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12026_V86544897_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
          </iic-com:PeriodicidadCalculoVL>
          <iic-fil:MedidasRiesgoFIL/>
          <iic-fil:GastosClaseFIL>
            <iic-com:RatioTotalGastos contextRef="FIL_S12026_V86544897_daa" decimals="2" unitRef="pure">0.98</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12026_V86544897_dpy" decimals="2" unitRef="pure">2.09</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12026_V86544897_dpy2" decimals="2" unitRef="pure">1.83</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12026_V86544897_dpy3" decimals="2" unitRef="pure">1.74</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12026_V86544897_dpy5" decimals="2" unitRef="pure">1.61</iic-com:RatioTotalGastos>
            <iic-com:RatioGastosEstimado contextRef="FIL_S12026_V86544897_da">false</iic-com:RatioGastosEstimado>
            <iic-com:AplicacionRatioGastos contextRef="FIL_S12026_V86544897_ia">false</iic-com:AplicacionRatioGastos>
          </iic-fil:GastosClaseFIL>
          <iic-com:EvolucionValorLiquidativo>
            <iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V86544897_da">202606_ALTAN_III_A_-_VL_5_AÑOS_1S26.png</iic-com:NombreFicheroAdjunto>
            <iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V86544897_da">png</iic-com:TipoMimeFicheroAdjunto>
            <iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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            <iic-com:DenominacionClase contextRef="FIL_S12026_V86544897_ia">Altan III Global FIL - Clase B</iic-com:DenominacionClase>
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          <iic-fil:DatosGeneralesClaseFIL>
            <iic-com-fon:NumeroParticipaciones contextRef="FIL_S12026_V86544897_ia" decimals="2" unitRef="pure">15769.63</iic-com-fon:NumeroParticipaciones>
            <iic-com-fon:NumeroParticipes contextRef="FIL_S12026_V86544897_ia" decimals="0" unitRef="pure">181</iic-com-fon:NumeroParticipes>
            <iic-com-fon:BeneficioBrutoParticipacion contextRef="FIL_S12026_V86544897_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
            <iic-com:DistribuyeDividendos contextRef="FIL_S12026_V86544897_da">false</iic-com:DistribuyeDividendos>
            <iic-com:InversionMinimaDescripcion contextRef="FIL_S12026_V86544897_ia">250000</iic-com:InversionMinimaDescripcion>
            <iic-com:Patrimonio contextRef="FIL_S12026_V86544897_ia" decimals="2" unitRef="euro">16127871.66</iic-com:Patrimonio>
            <iic-com:Patrimonio contextRef="FIL_S12026_V86544897_ipy" decimals="2" unitRef="euro">16352267.53</iic-com:Patrimonio>
            <iic-com:Patrimonio contextRef="FIL_S12026_V86544897_ipy2" decimals="2" unitRef="euro">20939170.39</iic-com:Patrimonio>
            <iic-com:Patrimonio contextRef="FIL_S12026_V86544897_ipy3" decimals="2" unitRef="euro">21694225.45</iic-com:Patrimonio>
            <iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12026_V86544897_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
            <iic-com:FechaDefinitivo contextRef="FIL_S12026_V86544897_ia">2026-03-31</iic-com:FechaDefinitivo>
            <iic-com:ImporteDefinitivo contextRef="FIL_S12026_V86544897_ia" decimals="4" unitRef="euro">1022.7171</iic-com:ImporteDefinitivo>
            <iic-com:ValorLiquidativo contextRef="FIL_S12026_V86544897_ia" decimals="4" unitRef="euro">1022.7171</iic-com:ValorLiquidativo>
            <iic-com:ValorLiquidativo contextRef="FIL_S12026_V86544897_ipy" decimals="4" unitRef="euro">1036.9468</iic-com:ValorLiquidativo>
            <iic-com:ValorLiquidativo contextRef="FIL_S12026_V86544897_ipy2" decimals="4" unitRef="euro">1283.6532</iic-com:ValorLiquidativo>
            <iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12026_V86544897_ia">false</iic-com:DiferenciaEstimadoDefinitivo>
            <iic-com-fon:ComisionesAplicadas>
              <iic-com-fon:ComisionGestion>
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                <iic-com:ComisionGestionCobradaResultados contextRef="FIL_S12026_V86544897_da" decimals="2" unitRef="pure">0.00</iic-com:ComisionGestionCobradaResultados>
                <iic-com:ComisionGestionCobradaResultados contextRef="FIL_S12026_V86544897_daa" decimals="2" unitRef="pure">0.00</iic-com:ComisionGestionCobradaResultados>
                <iic-com-fon:ComisionGestionCobrada contextRef="FIL_S12026_V86544897_da" decimals="2" unitRef="pure">0.68</iic-com-fon:ComisionGestionCobrada>
                <iic-com-fon:ComisionGestionCobrada contextRef="FIL_S12026_V86544897_daa" decimals="2" unitRef="pure">0.68</iic-com-fon:ComisionGestionCobrada>
                <iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIL_S12026_V86544897_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
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          </iic-com:RentabilidadUltimosAnnos>
          <iic-com:ModificacionPoliticaInversion>
            <iic-com:ModificadaPoliticaInversion contextRef="FIL_S12026_V86544897_da">false</iic-com:ModificadaPoliticaInversion>
          </iic-com:ModificacionPoliticaInversion>
        </iic-fil:DatosClaseFIL>
        <iic-fil:DatosClaseFIL>
          <iic-com:DatosRegistroClase>
            <iic-com:NumeroRegistroClase contextRef="FIL_S12026_V86544897_ia" decimals="0" unitRef="euro">3</iic-com:NumeroRegistroClase>
            <iic-com:DenominacionClase contextRef="FIL_S12026_V86544897_ia">Altan III Global FIL - Clase C</iic-com:DenominacionClase>
          </iic-com:DatosRegistroClase>
          <dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S12026_V86544897_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
          <iic-fil:DatosGeneralesClaseFIL>
            <iic-com-fon:NumeroParticipaciones contextRef="FIL_S12026_V86544897_ia" decimals="2" unitRef="pure">4605.49</iic-com-fon:NumeroParticipaciones>
            <iic-com-fon:NumeroParticipes contextRef="FIL_S12026_V86544897_ia" decimals="0" unitRef="pure">103</iic-com-fon:NumeroParticipes>
            <iic-com-fon:BeneficioBrutoParticipacion contextRef="FIL_S12026_V86544897_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
            <iic-com:DistribuyeDividendos contextRef="FIL_S12026_V86544897_da">false</iic-com:DistribuyeDividendos>
            <iic-com:InversionMinimaDescripcion contextRef="FIL_S12026_V86544897_ia">50000</iic-com:InversionMinimaDescripcion>
            <iic-com:Patrimonio contextRef="FIL_S12026_V86544897_ia" decimals="2" unitRef="euro">4244737.41</iic-com:Patrimonio>
            <iic-com:Patrimonio contextRef="FIL_S12026_V86544897_ipy" decimals="2" unitRef="euro">4313629.15</iic-com:Patrimonio>
            <iic-com:Patrimonio contextRef="FIL_S12026_V86544897_ipy2" decimals="2" unitRef="euro">5610807.84</iic-com:Patrimonio>
            <iic-com:Patrimonio contextRef="FIL_S12026_V86544897_ipy3" decimals="2" unitRef="euro">5849495.42</iic-com:Patrimonio>
            <iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12026_V86544897_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
            <iic-com:FechaDefinitivo contextRef="FIL_S12026_V86544897_ia">2026-03-31</iic-com:FechaDefinitivo>
            <iic-com:ImporteDefinitivo contextRef="FIL_S12026_V86544897_ia" decimals="4" unitRef="euro">921.6694</iic-com:ImporteDefinitivo>
            <iic-com:ValorLiquidativo contextRef="FIL_S12026_V86544897_ia" decimals="4" unitRef="euro">921.6694</iic-com:ValorLiquidativo>
            <iic-com:ValorLiquidativo contextRef="FIL_S12026_V86544897_ipy" decimals="4" unitRef="euro">936.6280</iic-com:ValorLiquidativo>
            <iic-com:ValorLiquidativo contextRef="FIL_S12026_V86544897_ipy2" decimals="4" unitRef="euro">1177.6353</iic-com:ValorLiquidativo>
            <iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12026_V86544897_ia">false</iic-com:DiferenciaEstimadoDefinitivo>
            <iic-com-fon:ComisionesAplicadas>
              <iic-com-fon:ComisionGestion>
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                <iic-com:ComisionGestionCobradaPatrimonio contextRef="FIL_S12026_V86544897_daa" decimals="2" unitRef="pure">0.80</iic-com:ComisionGestionCobradaPatrimonio>
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      <iic-com:InversionesFinancieras contextRef="FIL_S12026_V86544897_da">Altan III Global, FIL (en adelante, el &#x201C;Fondo&#x201D; o el &#x201C;FIL&#x201D; o &#x201C;Altan III&#x201D;) fue aprobado por la Dirección General de Entidades de la CNMV el 27 de abril 2012 e inscrito en el Registro Oficial de la CNMV el 19 de octubre 2012.&#xD;&#xA;El 4 de diciembre de 2017 finalizó el Periodo de Inversión del Fondo. Tal y como se define en el Folleto de éste, a partir de esta fecha no se realizarán nuevos compromisos en vehículos subyacentes y sólo se realizarán inversiones y desembolsos derivados de compromisos suscritos con anterioridad a dicha fecha.&#xD;&#xA;Por tanto, a 31 de marzo de 2026 Altan III contaba con un total de 163,439€ millones en compromisos de inversión (117,08% del Patrimonio Total Comprometido) en una cartera formada por 25 compromisos: tres fondos pan-asiáticos, tres paneuropeos, un fondo enfocado en Reino Unido, un fondo enfocado en Alemania, Francia y Austria, cuatro globales, un fondo enfocado a países nórdicos, un fondo enfocado en EE.UU., un secundario en un fondo global y otro en una coinversión paneuropea así como nueve coinversiones, una en Latinoamérica, dos en Polonia, una en Alemania, dos en España, una en México, una en Turquía y otra en Francia.&#xD;&#xA;Por su parte, desde el inicio de su actividad hasta marzo de 26, Altan III ha desembolsado en inversiones y gastos en fondos subyacentes un total de 169,899337€ millones (103,95% del Compromiso de Inversión). De dicho importe 0,849337€ millones corresponden a desembolsos realizados en el primer trimestre del año. &#xD;&#xA;En cuanto a las distribuciones, desde el inicio de su actividad hasta marzo de 26, el Fondo ha recibido por parte de los fondos subyacentes en cartera un total de 164,327227€ millones en distribuciones. De dicho importe, 0,872€ millones corresponden a distribuciones realizadas durante el primer trimestre del año.&#xD;&#xA;Cumpliendo con la Circular 3/2008, las inversiones están valoradas al Valor de Mercado o Valor Razonable. Dicho valor resulta de corregir el Coste de Adquisición con las variaciones en el Valor Razonable existentes en cada fecha de valoración, ya sean positivas o negativas (Plusvalías/Minusvalías).&#xD;&#xA;La cartera de inversiones de Altan III a 31 de marzo de 2026 (valor de mercado) asciende a 41416140,17€. El importe total distribuido a los partícipes del Fondo asciende a 63,88648928 millones de euros, lo que representa un 67,82% sobre el capital desembolsado por partícipes.&#xD;&#xA;Durante el primer trimestre de 2026 se han generado resultados negativos por importe de -537032,29€. Así, el Patrimonio Neto de Altan III asciende a 42.597.267,06€.&#xD;&#xA;Desde la constitución de Altan III, en la que se suscribieron y desembolsaron al 100% participaciones por un importe de €300.000, hasta el 31 de marzo de 2026, el importe desembolsado por los partícipes de Altan III (Clases A, B y C) asciende a 94,19513€ millones, lo que representa el 67,5% del Patrimonio Total Comprometido (139,60€ millones).&#xD;&#xA;Los inversores cuentan con mayor detalle sobre la cartera de inversiones del Altan III en el Informe Trimestral de Valoración y en el Informe Trimestral de Actividad disponibles en la página web.</iic-com:InversionesFinancieras>
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      <iic-com:ExplicacionInformePeriodico contextRef="FIL_S12026_V86544897_da">ALTAN III GLOBAL, FIL (en adelante el &#x201C;Fondo&#x201D; o el &#x201C;FIL&#x201D; o &#x201C;Altan III&#x201D;), formado por 3 clases de participaciones (A, B y C), se constituyó como un Fondo de Inversión Libre para invertir fundamentalmente en instituciones y vehículos especializados en el sector inmobiliario, con el objetivo de lograr rentabilidades significativas a medio y largo plazo mediante la inversión del Patrimonio Total Comprometido del Fondo, en una cartera diversificada de instituciones, vehículos, carteras separadas o gestionadas (managed accounts) y cualesquiera otros especializados en el sector inmobiliario (en adelante, las &#x201C;Entidades Participadas&#x201D;). &#xD;&#xA;o Información sobre la rentabilidad, costes y medidas de riesgo:&#xD;&#xA;&#xD;&#xA;La rentabilidad del Fondo viene determinada por la rentabilidad obtenida por las Entidades Participadas. Con carácter general, el Fondo persigue obtener rentabilidades significativas a medio y largo plazo, si bien no existe un objetivo de rentabilidad garantizado y, por tanto, el Fondo no ha establecido un índice de referencia.&#xD;&#xA;&#xD;&#xA;Durante el primer trimestre se ha generado un resultado negativo total entre las tres clases de -537032,29€. Así, el Patrimonio Neto de Altan III asciende a 42.597.267,06€. El Valor Liquidativo de cada clase y su variación respecto a periodos anteriores, se puede ver en la sección 2.1. &#xD;&#xA;&#xD;&#xA;La rentabilidad de la Letra del Tesoro a 1 año durante el primer trimestre de 2026 es de 0.12%. Por su parte, el Ratio Total de Gastos del trimestre es 0,64%. Dicha ratio recoge los gastos de las comisiones de gestión, administración y depositaría, gastos de auditoría, tasas de CNMV, servicios profesionales y de asesoría legal, gastos financieros y servicios bancarios y, en su caso, Impuesto de Sociedades, calculados sobre el Patrimonio Neto del fondo a 31 de marzo de 2026. Dicho importe no incluye los gastos de la comisión de gestión sobre resultados (&#x201C;carry&#x201D;) ni los gastos de financiación. &#xD;&#xA;&#xD;&#xA;Tal y como se detalla en el Folleto del Fondo, la Sociedad Gestora tiene derecho a percibir una comisión de éxito correspondiente al 5% de los rendimientos netos acumulados por el Fondo una vez se les haya devuelto a los partícipes del Fondo una cantidad igual a sus desembolsos más un retorno preferente correspondiente a una TIR del 8% compuesta anualmente. Se considera prudente contabilizar una provisión por un importe igual a la cifra que el Fondo debería pagar a la Sociedad Gestora en el caso de que el Fondo se liquidase a fecha del presente informe y se repartiera el Patrimonio Neto. A 31 de marzo de 2026 no procede realizar provisión por Comisión de Éxito.&#xD;&#xA;&#xD;&#xA;El Fondo, a 31 de marzo de 2026, está formado por un total de 350 partícipes.	&#xD;&#xA;&#xD;&#xA;Volatilidad: debido a que el Fondo calcula su valor liquidativo con una periodicidad trimestral, no se dispone del mínimo de valores Liquidativos exigidos por la normativa de CNMV para que la información sobre la volatilidad se considere significativa (13 valores liquidativos), por lo que, atendiendo a la misma, no se debe completar dicha información.&#xD;&#xA;&#xD;&#xA;Visión de la Sociedad Gestora sobre la situación de los mercados y su influencia en las decisiones de inversión adoptadas:&#xD;&#xA;&#xD;&#xA;• Desde el pico de abril de 2022, y como consecuencia de las subidas de tipos de interés a nivel global, el sector inmobiliario experimentó la mayor corrección de precios de las últimas décadas (-25% en Europa), y una fuerte contracción de la actividad inversora, marcada por una importante divergencia de expectativas de precios entre compradores y vendedores. &#xD;&#xA;&#xD;&#xA;• Desde inicios de 2024, los precios muestran una estabilización progresiva (+6% a Q2 2026), aunque desigual por sectores, mientras los volúmenes de inversión continúan recuperándose, todavía por debajo de sus niveles históricos (US$843bn en 2025 vs. media de US$984bn entre 2014-2022). No obstante, la actividad aceleró durante el 1Q 2026, con una inversión directa global de US$216bn (+18% interanual), apoyada por la elevada liquidez de los mercados de deuda y una mayor estabilidad en los precios de los activos.&#xD;&#xA;&#xD;&#xA;• Pese a ello, el capital core sigue siendo escaso y el apetito inversor se mantiene selectivo por clase de activos, concentrándose sobre todo en activos prime, sectores con sólidos fundamentales y operaciones con capacidad de creación de valor. La reciente escalada geopolítica en Oriente Medio ha moderado las expectativas de nuevas bajadas de tipos, aunque sin afectar significativamente a la actividad transaccional.&#xD;&#xA;&#xD;&#xA;• Los fundamentales de mercado siguen manteniéndose sólidos a pesar de la incertidumbre geopolítica, registrando un crecimiento anual del NOI entre 2023 y 2025 del 9,1% en el sector industrial, 5,0% en residencial y 3,0% en retail (high street), reflejando una creciente divergencia entre sectores impulsada por tendencias tecnológicas y demográficas. De cara a futuro (2029), se espera que data centers (6,3% CAGR) e industrial (4,7%) continúen liderando el crecimiento, mientras que retail (3,6%), residencial (3,1%) y oficinas (3,0%) mantendrán una evolución positiva pero más equilibrada.&#xD;&#xA;&#xD;&#xA;• En lo que respecta a los principales sectores inmobiliarios:&#xD;&#xA;&#xD;&#xA;o En el sector de oficinas, la actividad de contratación mostró cierta estabilización durante el 1Q 2026 (-1% interanual), manteniéndose la polarización entre activos prime y secundarios. La escasez de nueva oferta, especialmente de activos de alta calidad en Europa, continúa favoreciendo el crecimiento de las rentas y la ocupación de los mejores edificios, reforzando la tendencia hacia oficinas prime y sostenibles.&#xD;&#xA;&#xD;&#xA;o En el sector residencial, la inversión mantiene un comportamiento sólido pese a la incertidumbre macroeconómica, respaldada por una fuerte demanda estructural y el creciente interés del capital institucional. El segmento continúa situándose entre los principales destinos de la inversión inmobiliaria a nivel global, apoyado por una oferta limitada y unos fundamentales de mercado favorables.&#xD;&#xA;&#xD;&#xA;o El sector hotelero continúa mostrando una evolución positiva, impulsado por el crecimiento del turismo internacional y la fortaleza operativa de los mercados urbanos y vacacionales. El crecimiento del RevPAR está siendo liderado por Asia-Pacífico y el sur de Europa, mientras que la actividad transaccional continúa recuperándose de forma gradual, con un interés inversor selectivo centrado en activos de elevada calidad y oportunidades de reposicionamiento.&#xD;&#xA;&#xD;&#xA;o En el sector logístico, la demanda se mantiene por encima de los niveles históricos (+17% en Norteamérica y +6% en Europa), mientras que la reducción del pipeline de nueva oferta tras el pico de 2022 está favoreciendo un reequilibrio gradual entre oferta y demanda, en un contexto de crecimiento de rentas más moderado.&#xD;&#xA;&#xD;&#xA;o En el sector retail, los fundamentales continúan mejorando, especialmente en ubicaciones prime y destinos turísticos, apoyados por el crecimiento del consumo real, la recuperación del turismo y una demanda sostenida por parte de los principales operadores, si bien la recuperación sigue concentrándose en los mejores activos y ubicaciones.&#xD;&#xA;&#xD;&#xA;Compromisos de Inversión:&#xD;&#xA;&#xD;&#xA;El 4 de diciembre de 2017 finalizó el Periodo de Inversión del Fondo. Tal y como se define en el Folleto, a partir de esta fecha no se realizarán nuevos compromisos en vehículos subyacentes y sólo se realizarán inversiones y desembolsos derivados de compromisos suscritos con anterioridad a dicha fecha. &#xD;&#xA;&#xD;&#xA;• Información sobre activos en circunstancias excepcionales: El Fondo no cuenta con activos que se encuentren en circunstancias excepcionales.&#xD;&#xA;&#xD;&#xA;• Información sobre la política de los derechos de voto y ejercicio de los mismos &#xD;&#xA;&#xD;&#xA;I. Resumen de la política sobre el ejercicio de los derechos de voto: La política de la Sociedad Gestora del Fondo consiste en adquirir derechos económicos en los fondos subyacentes, en ocasiones con derecho de asistencia al &#x201C;Advisory Committee&#x201D;. Solo en casos excepcionales, el Fondo cuenta con derecho de voto en los vehículos subyacentes, que a continuación se detalla. &#xD;&#xA;&#xD;&#xA;En primer lugar, Altan III cuenta con derecho de voto en una coinversión en Alemania: las partes integrantes de la coinversión convocan el &#x201C;Board Meeting&#x201D;, encargado de tomar decisiones sobre aspectos relativos a la inversión. En primer lugar, se convoca la reunión, que se celebra bien presencialmente o por vía telefónica. A continuación, se acuerdan los puntos a discutir y se votan. La aprobación debe producirse por unanimidad para tener efecto. Una vez celebrada la reunión, se circula un acta que recoge los asuntos acordados y que han de firmar todos los miembros de la coinversión.&#xD;&#xA;&#xD;&#xA;II. Información sobre el sentido del voto/ no ejercicio del mismo: &#xD;&#xA;&#xD;&#xA;En relación a la coinversión en Alemania, durante el tercer trimestre no se han convocado ningún consejo.&#xD;&#xA;&#xD;&#xA;Valor liquidativo y comisión de gestión&#xD;&#xA;&#xD;&#xA;1. Es importante resaltar que según la Circular 3/2008 de CNMV, que entró en vigor el 31 de diciembre de 2008, la Sociedad Gestora dispone de 3 meses a contar desde la fecha de referencia (30/06/2026) para la publicación del Valor Liquidativo y, en este sentido, en septiembre de 2026 se publicará la valoración oficial correspondiente a 31 marzo 2026.&#xD;&#xA;&#xD;&#xA;2. El presente Informe, en cumplimiento con la Circular 4/2008 de CNMV debe publicarse durante el mes de julio y por este motivo, la valoración de este Informe hace referencia al último Valor Liquidativo Definitivo publicado, es decir, el correspondiente a 31 de marzo 2026.&#xD;&#xA;&#xD;&#xA;3. A efectos de la información reflejada en la sección 2.1.b) Datos Generales, sobre las comisiones aplicadas en el periodo, recordamos que la base de cálculo de la comisión de gestión del Fondo, tal y como se establece en el Folleto, es el Patrimonio Total Comprometido.</iic-com:ExplicacionInformePeriodico>
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