ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2026-01-01 2026-06-30 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2025-07-01 2025-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2026-01-01 2026-06-30 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2025-01-01 2025-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2026-04-01 2026-06-30 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2026-01-01 2026-03-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2025-10-01 2025-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2025-07-01 2025-09-30 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2024-01-01 2024-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2023-01-01 2023-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2021-01-01 2021-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2023-01-01 2025-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2021-01-01 2025-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2026-06-30 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2025-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2024-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2023-12-31 iso4217:EUR xbrli:pure ALTERALIA REAL ESTATE DEBT,FIL 77 02 02 2026 EUR Baa1 false JOSE ORTEGA Y GASSET, 29 28006 - MADRID (MADRID) EM gestion@alantrawm.com www.alantra.com 05 C/ José Ortega y Gasset, 29 28006 Madrid EM gestion@alantrawm.com 2019-10-25 01 RENTA FIJA EURO Alto Prácticamente el 100% de la exposición total del FIL se dedicará a financiar empresas españolas (mínimo 60% Patrimonio Total Comprometido "PTC") y europeas(máximo 40% PTC) cuya actividad principal sea la explotación de activos inmobiliarios (arrendamiento o transmisión u otra actividad). La financiación tendrá como finalidad principal la adquisición y rehabilitación de inmuebles ola refinanciación de la deuda de la compañía y se realizará principalmente mediante la concesión de préstamos, aunque a las compañías no españolas también mediante la suscripción de instrumentos de renta fija (cotizados en mercados europeos o no cotizados). Los préstamos serán mayormente garantizadoscon hipoteca sobre los inmuebles de dichas compañías, aunque el FIL podrá aceptar activos financieros como garantía. En caso de insolvencia, el FIL podrá ejecutar las garantías adquiriendo de manera sobrevenida el inmueble o los activos financieros objeto de garantía, en tal caso procederá a su venta al menor plazo posible. La financiación será deuda senior y subordinada indistintamente, con vencimiento por lo general de entre 6 meses y 6 años. El ratio de endeudamiento respecto a la valoración de su garantía será de 55-75%,pudiendo alcanzar el 80%. No existen criterios preestablecidos para la selección de las compañías ni calidad crediticia, pudiendo tener un elevado riesgo crediticio. No aplica 1 ALTERALIA REAL ESTATE CLASE A EUR 207851 42 0.16 true 100.000,00 Euros 2215282.00 7988804.00 10804253.00 10744415.00 false 2026-06-30 10.6580 0.0000 10.4839 10.0771 10.2196 true 1.17 1.17 0.53 0.53 1.70 1.70 03 0.06 0.06 01 3.18 2.96 06 13.20 INDICE ALTERALIA HURDLE RATE 0.81 0.65 0.65 0.73 0.67 0.75 0.67 1.84 1.29 1.92 1.56 2.13 2.27 2.57 4.69 false GraficaVL.png png 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ALTERALIA REAL ESTATE DEBT FIL1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Asume la responsabilidad del informe: Jacobo Llanza Figueroa, Consejero Delegado de Alantra Multi Asset, SGIIC, SA.Vocación de la Sociedad y objetivo de gestión: La compañía busca al máximo el mantenimiento de los tradicionales criterios financieros de seguridad, rentabilidad y liquidez, dentro de una alta diversificación de riesgos y productos, entidades y sectores económicos. Durante el primer semestre de 2026, los mercados financieros continuaron evolucionando en un entorno de progresiva normalización macroeconómica. La moderación de la inflación y unas condiciones financieras más favorables impulsaron el comportamiento de la mayoría de los activos financieros. No obstante, el periodo estuvo marcado por episodios puntuales de volatilidad derivados de la incertidumbre geopolítica, especialmente tras el conflicto entre Israel e Irán durante el mes de junio, que provocó un incremento temporal del precio del petróleo y reavivó las preocupaciones sobre la evolución de la inflación. El impacto sobre los mercados fue, sin embargo, limitado y de corta duración. (Fuentes: International Energy Agency, Reuters).La inflación continuó moderándose respecto a los niveles registrados durante los dos años anteriores, aunque permaneció ligeramente por encima del objetivo del 2% de los principales bancos centrales. En la eurozona, la inflación general se situó en el 2,8% interanual en junio de 2026, mientras que la inflación subyacente descendió hasta el 2,4%, reflejando la continuidad del proceso de desinflación. En Estados Unidos, la inflación se mantuvo algo más elevada, con un 3,5% interanual, aunque la inflación subyacente continuó mostrando una tendencia gradual a la baja. (Fuentes: Eurostat, U.S. Bureau of Labor Statistics).En este contexto, los principales bancos centrales mantuvieron un enfoque prudente y dependiente de la evolución de los datos macroeconómicos. Tras varios recortes de tipos durante 2025 y comienzos de 2026, el Banco Central Europeo decidió interrumpir temporalmente el proceso de relajación monetaria y elevó en junio sus tres tipos oficiales en 25 puntos básicos, situando la facilidad de depósito en el 2,25%, el tipo de las operaciones principales de financiación en el 2,40% y la facilidad marginal de crédito en el 2,65%. La decisión respondió al incremento de los riesgos inflacionistas derivados del encarecimiento temporal de la energía y reafirmó el compromiso del BCE de mantener la inflación en torno a su objetivo del 2%. Por su parte, la Reserva Federal mantuvo el tipo oficial en el rango del 3,50%-3,75%, reiterando que futuras decisiones dependerán de la evolución de la inflación y del mercado laboral. (Fuentes: Banco Central Europeo, Federal Reserve).Los mercados de renta fija registraron un comportamiento generalmente positivo durante la mayor parte del semestre, aunque con episodios de volatilidad coincidiendo con el aumento de las tensiones geopolíticas. Los bonos soberanos europeos y estadounidenses reflejaron la evolución de las expectativas sobre inflación y tipos de interés, manteniéndose la rentabilidad del Bund alemán a diez años en el entorno del 2,5%-2,7%, mientras que el Treasury estadounidense a diez años cotizó en torno al 4,3%-4,5%. Paralelamente, los mercados de crédito continuaron mostrando un comportamiento sólido. El mercado inmobiliario europeo continuó consolidando su recuperación durante el primer semestre de 2026. La mejora de las condiciones de financiación, una mayor estabilidad de las valoraciones y el incremento de la liquidez impulsaron un aumento gradual de la actividad inversora respecto a los mínimos registrados en 2023 y principios de 2024. Los segmentos de living, logística, hoteles y centros de datos continuaron liderando la captación de capital, mientras que el mercado de oficinas permaneció más selectivo, con una creciente diferenciación entre activos prime y secundarios. La recuperación de los volúmenes de inversión refleja una mayor confianza de los inversores y una progresiva convergencia entre las expectativas de compradores y vendedores. (Fuentes: CBRE European Investment Market Figures H1 2026; MSCI Real Capital Analytics; Savills European Market Outlook 2026).Desde la perspectiva de la financiación inmobiliaria, el mercado continúa ofreciendo un entorno favorable para estrategias especializadas en deuda privada. Aunque las entidades financieras tradicionales han incrementado gradualmente su actividad, mantienen criterios de concesión conservadores y una elevada selectividad, especialmente en operaciones de reposicionamiento, refinanciaciones complejas o activos con necesidades de gestión activa. Este contexto continúa generando oportunidades atractivas para financiadores alternativos capaces de ofrecer flexibilidad estructural, rapidez de ejecución y soluciones adaptadas a las necesidades de los prestatarios.b) Decisiones generales de inversión adoptadas. El FIL persigue obtener una rentabilidad positiva para el partícipe mediante el otorgamiento de financiación a compañías cuya actividad principal consiste en la explotación de activos inmobiliarios.El 100% de la exposición total del FIL se dedica a financiar empresas europeas cuya actividad principal es la explotación de activos inmobiliarios (arrendamiento o transmisión u otra actividad). La financiación tiene como finalidad principal la adquisición y rehabilitación de inmuebles o la refinanciación de la deuda de la compañía y se realiza principalmente mediante la concesión de préstamos. Los préstamos serán mayormente garantizados con hipoteca sobre los inmuebles de dichas compañías, aunque el FIL podrá aceptar activos financieros como garantía. La financiación es deuda senior y subordinada indistintamente, con vencimiento por lo general de entre 6 meses y 7 años. El ratio de endeudamiento respecto a la valoración de su garantía es de 55-75%, pudiendo alcanzar el 80%. El 14 de mayo de 2024 finalizó el período de inversión del FIL c) Índice de referencia. NO APLICAd) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. En el periodo a que se refiere el informe PRIMER SEMESTRE, el patrimonio de la IIC ha disminuido un -72.25%, principalmente debido a los reembolsos. El número de partícipes no ha variado. La rentabilidad de la IIC, teniendo en cuenta los dividendos pagados a los partícipes del fondo, se representa por clases. (Ver a continuación: Rentabilidad de la IIC) La cartera de la IIC muestra un VAR (a un mes, 95% de nivel de confianza, por simulación histórica, dos años de histórico de datos considerados es de un 9.76%)El detalle de los gastos que soporta la IIC en el período son:Comisión de gestión:Clase A: 0,7476%Clase ALANTRA: 0,0000%Clase B: 0,6230%Clase C: 0,5607%Clase D: 0,4984%Comisión de depositaría:Clase A: 0,0399%Clase ALANTRA: 0,0399%Clase B: 0,0399%Clase C: 0,0399%Clase D: 0,0399%Gastos indirectos:Clase A: 0,0000%Clase ALANTRA: 0,0000%Clase B: 0,0000%Clase C: 0,0000%Clase D: 0,0000%Otros gastos:Clase A: 0,1191%Clase ALANTRA: 0,1191%Clase B: 0,1191%Clase C: 0,1191%Clase D: 0,1191%Total (ratio de gastos sintéticos):Clase A: 0,9066%Clase ALANTRA: 0,1590%Clase B: 0,7820%Clase C: 0,7197%Clase D: 0,6574%Rentabilidad del periodo de la IIC:Clase A: 1,6609%Clase ALANTRA: 2,3267%Clase B: 1,6973%Clase C: 1,7224%Clase D: 1,7438%Rentabilidad bruta de la IIC:Clase A: 2,5675%Clase ALANTRA: 2,4857%Clase B: 2,4793%Clase C: 2,4422%Clase D: 2,4012%e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. NO APLICA2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el primer semestre de 2026, el FIL ha recibido el repago de cuatro de los préstamos de la cartera por lo que actualmente la cartera viva está compuesta por dos préstamos.b) Operativa de préstamo de valores. NO APLICAc) Operativa en derivados y adquisición temporal de activos. NO APLICAd) Otra información sobre inversiones. NO APLICA3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. NO APLICA 4. RIESGO ASUMIDO POR EL FONDO. NO APLICA5. EJERCICIO DERECHOS POLITICOS. En relación al derecho de voto y ejercicios de los mismos, el fondo no ha realizado ninguna operación con estas características.Con carácter general, Alantra Multi Asset SGIIC, S.A. ejerce los derechos de asistencia y voto en las juntas generales de las sociedades participadas por sus fondos, ya sea de manera favorable a las propuestas realizadas por los Consejos de Administración de dichas sociedades o en el sentido que considere en mejor interés de tales fondos y sus partícipes. Alantra Multi Management SGIIC, S.A. ejercerá, en todo caso, los derechos de asistencia y voto en las juntas generales de accionistas de las sociedades españolas en las que sus fondos bajo gestión mantengan con más de un año de antigüedad, una participación superior al 1% del capital social de la compañía. 6. INFORMACION Y ADVERTENCIAS CNMV. NO APLICA7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. NO APLICA8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. No se han incurrido en costes9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). NO APLICA10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. El período de inversión del FIL finalizó el 14 de mayo de 2024. Desde esa fecha la actividad del fondo se centra en la gestión del cobro de los intereses generados por los activos en cartera y de las amortizaciones que se lleven a cabo de acuerdo a lo estipulado en los contratos de financiación en vigor. No aplica No aplica