ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2024-07-01 2024-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2024-01-01 2024-06-30 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 2024-10-01 2024-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2024-07-01 2024-09-30 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2024-04-01 2024-06-30 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2024-01-01 2024-03-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2022-01-01 2022-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2021-01-01 2021-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2019-01-01 2019-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2021-01-01 2023-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2019-01-01 2023-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2024-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2024-06-30 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2023-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2022-12-31 ALTERALIA REAL ESTATE DEBT,FIL 1.0.0 2021-12-31 iso4217:EUR xbrli:pure ALTERALIA REAL ESTATE DEBT,FIL 77 02 04 2024 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 1072160 42 0.39 true 100.000,00 Euros 10804253.00 10744415.00 10812511.00 4501234.00 false 2024-12-31 10.0770 0.0000 10.2196 10.0686 9.9121 true 0.78 1.68 1.59 1.63 2.37 3.31 03 0.04 0.08 01 6.30 2.39 2.96 06 6.16 13.20 INDICE ALTERALIA HURDLE RATE 0.81 1.84 1.84 1.41 1.41 1.38 1.29 1.16 1.92 2.27 2.57 3.83 4.69 false true 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. En el cuarto trimestre se pasó del optimismo inicial a un entorno más desafiante. El impulso postelectoral tras la victoria de Trump se vio atenuado por la preocupación por los déficits fiscales y la persistencia de la inflación. La renta variable europea siguió comportándose peor en términos relativos debido a los riesgos derivados de los aranceles estadounidenses, mientras que la disminución de las expectativas de recortes de los tipos de interés ejerció una presión adicional sobre las small caps. En 2024, el panorama macroeconómico estuvo marcado por el descontento generalizado de la población con los partidos políticos en el poder debido a la persistente inflación y al aumento de los tipos de interés, lo que provocó huelgas laborales en sectores como la producción cinematográfica, automovilística y aeroespacial. A pesar de que la inflación se mantuvo por encima de los objetivos de los bancos centrales, los responsables políticos comenzaron a recortar los tipos de interés para mitigar una desaceleración económica en EE.UU. y estimular el lento crecimiento en Europa, estabilizando la economía mundial en un crecimiento del PIB real en 2024 estimado del 2,7%. La economía estadounidense demostró resiliencia, creciendo un 2,8% gracias a la innovación tecnológica, el fuerte impulso del consumo y el sobre esfuerzo en gasto público. Por el contrario, Europa se rezagó un 0,8%, lastrada por la debilidad de la inversión empresarial -especialmente en Alemania-, una participación limitada en el impulso tecnológico global y unas políticas fiscales más restrictivas. Los retos europeos se vieron agravados por el debilitamiento del renminbi derivado de la crisis de liquidez de China, lo que aumentó la competitividad de las exportaciones chinas en detrimento de las occidentales. Las perspectivas para 2025 siguen siendo inciertas, ya que las principales economías están atravesando una serie de cambios cíclicos, estructurales y políticos, que van desde las guerras comerciales a las tensiones geopolíticas, pasando por la estabilidad financiera vinculada al excesivo endeudamiento de los gobiernos. El consenso actual apunta a un crecimiento saludable pero moderado en EE.UU., mientras mejora el impulso en Europa. Se espera que el crecimiento nominal del PIB en EE.UU. caiga hasta el 4,7% desde el 5,7% de este año, mientras que en Europa aumentará ligeramente hasta el 3,5% desde el 3,3% -nos centramos en las tasas de crecimiento nominal, ya que es la que perciben en realidad los participantes en el mercado y es una mejor aproximación al crecimiento de los ingresos y beneficios empresariales (que también se expresan en términos nominales). En cuanto a la inflación, es probable que se mantenga algo por encima de los objetivos a largo plazo de los bancos centrales del 2%, ya que los factores estructurales, como las fricciones comerciales y la escasez de mano de obra, ejercen una presión al alza sobre los precios. Los riesgos al alza de la inflación en EE.UU. implican que la Fed se mostrará cautelosa ante nuevos recortes de tipos, mientras que el BCE podría estar lo suficientemente preocupado por los riesgos de crecimiento como para adoptar una política monetaria activamente expansiva en 2025.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.Prácticamente el 100% de la exposición total del FIL se dedicará a financiar empresas europeas 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 o la refinanciación de la deuda de la compañía y se realizará 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 será 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 será de 55-75%, pudiendo alcanzar el 80%. Durante el segundo semestre de 2024, el FIL no ha realizado nuevas inversiones, por lo que a fecha de este informe el FIL ha realizado un total de once inversiones financiando a once compañías en cartera. 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 SEGUNDO SEMESTRE, el patrimonio de la IIC ha aumentado un 0.29%. El número de partícipes ha variado un -1.37%.. 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 7.40%El detalle de los gastos que soporta la IIC en el período son:Comisión de gestión:Clase A: 0.780% Clase ALANTRA: 0.000% Clase B: 0.650% Clase C: 0.585% Clase D: 0.520% Comisión de depositaría:Clase A: 0.040%Clase ALANTRA: 0.040%Clase B: 0.040%Clase C: 0.040%Clase D: 0.040%Otros gastos:Clase A: 0.237%Clase ALANTRA: 0.236%Clase B: 0.236%Clase C: 0.236%Clase D: 0.236%Total ratio de gastos:Clase A: 1.057%Clase ALANTRA: 0.276%Clase B: 0.927%Clase C: 0.862%Clase D: 0.797%Rentabilidad de la IIC (teniendo en cuenta los dividendos pagados por clase):Clase A: 2.38%Clase ALANTRA: 4.65%Clase B: 2.21%Clase C: 2.29%Clase D: 2.26%Rentabilidad Bruta del periodo:Clase A: 3.63%Clase ALANTRA: 4.97%Clase B: 3.26%Clase C: 3.24%Clase D: 3.08%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 segundo semestre de 2024, el FIL no ha realizado nuevas inversiones, por lo que, a 31 de diciembre de 2024, el FIL ha financiado a once compañías en cartera. 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 costes9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). NO APLICA10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Como consecuencia de los efectos derivados de la incertidumbre en el entorno macroeconómico, las tensiones geopolíticas y los procesos de consolidación y regulación del sector bancario, el número de oportunidades potenciales de financiación sigue siendo elevado, ya que persisten las necesidades de liquidez y financiación no cubiertas por el sector bancario. No aplica Alantra Multi Asset Management, SGIIC, S.A. (la ?Gestora?) dispone de una política de remuneración adecuada a una gestión eficaz del riesgo que no ofrece a sus empleados incentivos incompatibles con los perfiles de riesgo de los fondos y carteras que gestiona, y que se fija sobre criterios cuantitativos y cualitativos. La Política de Remuneraciones de la Gestora se aplica en el marco de la Política de Remuneraciones del Grupo Alantra, la cual se revisa anualmente. Durante el ejercicio 2024 no se han producido modificaciones en la Política de Remuneraciones de la Gestora. La remuneración de la Gestora a su personal durante el ejercicio 2024 es la siguiente: 1. Remuneración total abonada por la Gestora a su personal en el ejercicio 2024: a) Remuneración fija: 630 mil euros. b) Remuneración variable: 190mil euros.2. Número de beneficiarios: a) Número total de empleados de la Gestora: 5. b) Número total de empleados de la Gestora que han recibido retribución variable: 43. Remuneración ligada a la comisión de gestión variable de la IIC: No existe remuneración variable expresamente ligada a la comisión variable de la IIC, salvo en el caso de algunos directivos que tienen derecho a percibir un porcentaje mínimo de la comisión variable. De conformidad con la política de remuneraciones de la Gestora, la remuneración variable de cada empleado se determina por el Consejo de Administración de la Gestora sobre la base (i) del beneficio operativo obtenidos por ésta, y (ii) atendiendo al grado de satisfacción con el desempeño individual de cada empleado, de acuerdo con el sistema formal de evaluación del desempeño establecido en el Grupo Alantra. Dicho beneficio proviene tanto de la comisión de gestión fija como de la comisión de gestión variable que la Gestora, en su caso, percibe de cada una de las IIC o carteas gestionadas, así como del resto de los ingresos que en su caso obtenga la Gestora.4. Remuneración de los altos cargos de la Gestora: a) Número de altos cargos: 2, remuneración fija: 350 mil euros; remuneración variable: 190 mil euros. b) Número de empleados cuya actuación tenga una incidencia material en el perfil de riesgo de la IIC: 3. Remuneración fija: 460 mil euros; remuneración variable: 118 mil euros. No aplica