ALTAN IV GLOBAL, IICIICIL 1.0.0 2026-01-01 2026-06-30 ALTAN IV GLOBAL, IICIICIL 1.0.0 2025-07-01 2025-12-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2026-01-01 2026-06-30 ALTAN IV GLOBAL, IICIICIL 1.0.0 2025-01-01 2025-12-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2026-04-01 2026-06-30 ALTAN IV GLOBAL, IICIICIL 1.0.0 2026-01-01 2026-03-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2025-10-01 2025-12-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2025-07-01 2025-09-30 ALTAN IV GLOBAL, IICIICIL 1.0.0 2024-01-01 2024-12-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2023-01-01 2023-12-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2021-01-01 2021-12-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2023-01-01 2025-12-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2021-01-01 2025-12-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2026-06-30 ALTAN IV GLOBAL, IICIICIL 1.0.0 2025-12-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2024-12-31 ALTAN IV GLOBAL, IICIICIL 1.0.0 2023-12-31 iso4217:EUR xbrli:pure ALTAN IV GLOBAL IICIICIL 46 02 02 2026 EUR A+ false Paseo de la Castellana 91, 8ª planta, 28046 Madrid EM altamarcapital@altamarcapital.com www.altamarcapital.com 05 EM altamarcapital@altamarcapital.com 2017-02-17 04 GLOBAL Medio Política de inversión: El objetivo es lograr rentabilidades significativas a medio y largo plazo mediante la inversión en una cartera diversificada de fondos e instituciones especializados en inversiones en el sector inmobiliario. El fondo no opera con instrumentos derivados. 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false 296798931.18 306126433.65 8676342.46 8949013.95 288122588.72 297177419.70 0.00 0.00 0.00 0.00 1910944.56 4385673.75 1293719.29 -1327336.35 300003595.03 309184771.05 309184771.05 330866580.67 333773516.72 -94228.28 0.00 -94228.28 0.00 0.00 0.00 0.00 0.00 -9086947.74 -21681809.62 -2789548.10 -58.09 -6740390.82 -19264687.30 -1658468.04 -65.01 -2460594.22 -2454579.60 -1215344.90 0.25 -2114869.17 -2126489.33 -1045814.42 -0.55 -41757.44 -11183.85 -34988.61 273.37 -303967.61 -316906.42 -134541.87 -4.08 114037.30 37457.28 84264.84 204.45 300003595.03 309184771.05 300003595.03 Altan IV Global, IICIICIL (en adelante, el “Fondo” o “Altan IV”) fue aprobado por la Dirección General de Entidades de la CNMV el 6 de febrero de 2017 e inscrito en el Registro Oficial de la CNMV el 17 de febrero de 2017. Por tanto, la cartera de inversiones del Fondo a 31 de marzo de 2026 está representada por compromisos de inversión en 5 fondos globales, 2 fondos enfocados en Estados Unidos, 11 fondos paneuropeos, 2 enfocados en los Países Nórdicos, 4 fondos panasiáticos, 1 fondo en secundario, y 19 coinversiones: en Francia, Latinoamérica, 6 en Estados Unidos, Italia, una paneuropea, una canadiense, una asiática, dos en Alemania, una en Holanda y las cuatro últimas en España respectivamente. El importe total acumulado de dichos compromisos de inversión asciende a aproximadamente €461,1 millones (127,33% del Patrimonio Total Comprometido). Por su parte, desde el inicio de su actividad hasta marzo de 2026, Altan IV ha desembolsado en inversiones y gastos en fondos subyacentes un total de 422,10€ millones (91,54% del Compromiso de Inversión). De dicho importe 9,5 millones corresponden a desembolsos realizados en el primer semestre del año. En cuanto a las distribuciones, desde el inicio de su actividad hasta marzo de 2026, el Fondo ha recibido por parte de los fondos subyacentes en cartera un total de 150,57€ millones en distribuciones. De dicho importe, 12,05€ millones corresponden a distribuciones realizadas durante el primer semestre del año. 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). La cartera de inversiones de Altan IV a 31 de marzo de 2026 (valor de mercado) asciende a €296.798.931,18. El resultado negativo generado en el primer semestre de 2026 por las Clases A, B y C conjuntamente es de €9.086.947. El periodo de colocación del Fondo terminó durante el primer trimestre de 2019, por lo que el Patrimonio Total Comprometido del Fondo es de €362,1 millones. Desde la constitución del Fondo el mes de febrero de 2017, en la que los promotores suscribieron y desembolsaron al 100% participaciones por un importe de €300.000 hasta el primer semestre de 2026, el importe desembolsado por los partícipes de Altan IV es del 88% para los partícipes de las clases A, B y C de sus respectivos Compromisos de Inversión. El Capital Desembolsado (Capital Suscrito más Descuento de Suscripción) asciende a 307.847.849,96€ (conjuntamente para las clases A, B y C) lo que representa el 88,01% del Patrimonio Total Comprometido (362,1€ millones). Los inversores cuentan con mayor detalle sobre la cartera de inversiones del Altan IV en el Informe Trimestral de Valoración y en el Informe Trimestral de Actividad disponibles en la página web. false false false false false false false false false false N/A false false false false false false false false false false 0.00 0.00 0.00 N/A Altan IV Global, IICIICIL (en adelante el “Fondo” o “Altan IV”), formados por tres clases de participaciones (A, B y C), se constituyó como una IIC de IIC de Inversión Libre para invertir en fondos y vehículos especializados en inversiones 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 Fondos Subyacentes dedicados fundamentalmente a la inversión con carácter temporal en activos financieros consistentes en equity y deuda de empresas inmobiliarias u otros derechos sobre activos y sobre empresas inmobiliarias. o Información sobre la rentabilidad, costes y medidas de riesgo: La rentabilidad del Fondo viene determinada por la rentabilidad obtenida por los Fondos Subyacentes. 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. Durante el primer semestre de 2026 se ha generado un resultado negativo total entre las tres clases de €9.086.947 El Patrimonio Neto de Altan IV asciende a €300.003.595,03 lo que supone una bajada del 2.97% respecto al trimestre anterior. El Valor Liquidativo de cada clase y su variación respecto a periodos anteriores, se puede ver en la sección 2.1. La rentabilidad de la Letra del Tesoro a 1 año durante el primer semestre de 2026 es del 0,68%. Por su parte, el Ratio Total de Gastos es de 0,39%. Dicho ratio recoge comisiones de gestión, administración, estructuración 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, que ascienden a un total de €1.180.356,29 calculados sobre el Patrimonio Neto del fondo a 31 de marzo de 2026. 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 hayan devuelto a los partícipes del Fondo una cantidad igual a sus desembolsos más un retorno preferente correspondiente a una TIR del 7% compuesta anualmente para las clases A y B. En el caso de la clase C, la Sociedad Gestora tiene derecho a percibir una comisión de éxito correspondiente al 10% del rendimiento neto acumulado exclusivamente en el mercado Secundario y Co-inversiones una vez se hayan devuelto a los partícipes del Fondo un retorno preferente correspondiente a una TIR del 7% compuesta anualmente. A 31 de marzo de 2026 no hay provisionada una provisión por Comisión de Éxito. El Fondo, a 31 de marzo de 2026, está formado por un total de 1391 partícipes. 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. Visión de la Sociedad Gestora sobre la situación de los mercados y su influencia en las decisiones de inversión adoptadas: • 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. • 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. • 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. • 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. • En lo que respecta a los principales sectores inmobiliarios: • 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 • 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. • 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. • 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. • 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. En cuanto al Fondo, a 31 de marzo de 2026 Altan IV contaba con un total de €461,1 millones en compromisos de inversión (127,33% del Patrimonio Total Comprometido) en una cartera formada 44 compromisos. o Información sobre activos en circunstancias excepcionales: El Fondo no cuenta con activos que se encuentren en circunstancias excepcionales. o Información sobre la política de los derechos de voto y ejercicio de los mismos: 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 “Advisory Committee”. Solo en casos excepcionales, el Fondo cuenta con derecho de voto en los vehículos subyacentes, que a continuación se detalla. II. Información sobre el sentido del voto/ no ejercicio del mismo: III. Información sobre el sentido del voto: No aplica en este trimestre Valor liquidativo y comisión de gasto 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 (31/03/2026) para la publicación del Valor Liquidativo y, en este sentido, en junio de 2026 se publica la valoración oficial correspondiente a 31 de marzo de 2026. 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 VL del fondo definitivo publicado, es decir, el correspondiente a 31 de marzo de 2026. 2. 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 es, tal y como se establece en el Folleto, para las clases A y B el Patrimonio Total Comprometido y para la clase C, el patrimonio comprometido en los fondos y vehículos subyacentes. N/A