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Existe un Partícipe significativo con un volumen de inversión de 3.045.559,55 euros que supone el 48,01% sobre el patrimonio de la IIC. a.) Existe un Partícipe significativo con un volumen de inversión de 1.502.602,73 euros que supone el 23,69% sobre el patrimonio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Durante el primer semestre del 2026 el valor liquidativo del compartimento NY USD, el fondo master que compra las participaciones en los préstamos inmobiliarios, ha experimentado una apreciación del 4,5% (clase A +4,47%; clase B +4,60%). Por otro lado, el valor liquidativo del compartimento NY EUR, el fondo feeder que invierte en el compartimento NY USD y cubre el riesgo de tipo de cambio EUR/USD del principal invertido, se ha apreciado un 3,6% aproximadamente (clase A +3,58%; clase B +3,72%; clase C +3,84%). En lo que respecta a las distribuciones de caja trimestrales a los partícipes, a través de devoluciones de participaciones, reintegramos el 2,5% del capital desembolsado en el compartimento master en USD, mientras que el feeder en EUR pagó un 2%, usando como referencia los valores liquidativos del 17 de abril (USD) y 24 de abril (EUR) y de 10 de julio (USD) y 17 de julio (EUR) respectivamente. b) Decisiones generales de inversión adoptadas. N/A c) Índice de referencia. N/A d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante la primera mitad de 2026, el compartimento NY USD —fondo master que invierte en préstamos inmobiliarios— ha mantenido una evolución positiva, acumulando una revalorización del +4,47% en el semestre. En el primer trimestre, la rentabilidad fue del +2,22%, y en el segundo del +2,25%. Por clases, el valor liquidativo se situó a 30 de junio en 130,29 USD para la Clase A y 131,36 USD para la Clase B. El compartimento NY EUR, fondo feeder que invierte en NY USD cubriendo el riesgo de tipo de cambio EUR/USD del principal, ha cerrado el semestre con una revalorización aproximada del +3,6%. En el segundo trimestre, la apreciación fue del +1,8%, tras un +1,8% en el primero. A cierre de junio, los valores liquidativos fueron: Clase A 121,06 EUR, Clase B 122,05 EUR y Clase C 123,04 EUR. Los gastos de la IIC se han mantenido constantes a lo largo del periodo. e) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Los siete proyectos a los que ha prestado dinero el fondo avanzan a buen ritmo y en línea con lo previsto. En 2026 ha comenzado el período de desinversión del fondo e iremos realizando devoluciones de capital según vayan venciendo los préstamos durante los próximos dos años. Todos nuestros préstamos suelen tener una o dos extensiones de seis meses a discreción del prestatario. En todo caso, incluyendo dichas extensiones, Astoria,NY y Branford,CT vencerían a finales de 2026. Los otros cinco préstamos tienen distintos vencimientos a lo largo de 2027. Operativa de préstamo de valores. N/A b) Operativa en derivados y adquisición temporal de activos. N/A c) Otra información sobre inversiones. N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. Los riesgos a los que se expone la Sociedad que, en todo caso, son objeto de seguimiento específico por la Sociedad Gestora se detallan a continuación Riesgo de crédito: El FIL invertirá en sociedades que pueden ver afectada su capacidad de recobro si se produce una situación crediticia adversa como consecuencia del impago del préstamo que conceden. En el caso de producirse el impago de alguno de los préstamos, dicho evento desencadenaría el proceso de ejecución de colaterales cuyo derecho asiste a la LLC. Riesgo de liquidez: Riesgo derivado de la naturaleza de las LLC en las que invierte el FIL, que tienen una liquidez muy reducida, debido al subyacente en el que invierten. Riesgo de Falta de Inversiones: El FIL puede verse afectado porque no exista demanda suficiente por parte de los Inversores en este tipo de activos. Riesgo de Dependencia de la Sociedad Gestora: El éxito del FIL depende en gran medida de la habilidad de la Sociedad Gestora para detectar las oportunidades que se presenten, seleccionando las más adecuadas y coherentes con la política de inversión del FIL. Riesgo de Imposibilidad de Reembolsos: El FIL no aceptará reembolsos voluntarios durante un periodo de cuatro años prorrogable en un año desde la inscripción del FIL en los registros de la CNMV. 5. EJERCICIO DERECHOS POLITICOS. N/A 6. INFORMACION Y ADVERTENCIAS CNMV. No se han recibido advertencias de CNMV. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Durante el segundo trimestre de 2026 la incertidumbre geopolítica e inflacionista ha afectado negativamente a las curvas de tipos de interés y el gobernador entrante de la FED se ha estrenado con un discurso marginalmente hawkish. Con ello, el escenario de tipos para el resto de 2026 y comienzos del 2027 se presenta más tensionado de lo esperado a comienzos de año, lo que aumenta el coste del apalancamiento hipotecario, complica las rentabilidades de nuevos proyectos inmobiliarios y afecta negativamente a las valoraciones de operaciones de compraventa. En cualquier caso, la renta fija privada inmobiliaria americana sigue siendo un activo con un muy buen binomio rentabilidad-riesgo. Tal y como hemos comentado en numerosas ocasiones, el mercado inmobiliario americano son muchos mercados en uno. Lo más relevante a la hora de decidir en cuál de ellos invertir, qué préstamo puente dar, es el análisis previo de las tendencias demográficas y de oferta/demanda inmobiliaria en la región en cuestión. A partir de ahí, ya se puede entrar a analizar el sentido del proyecto inmobiliario específico y la colateralización o garantías del préstamo a realizar. Aquí la profesionalidad de nuestro asesor y la solidez de nuestros socios estructuradores de deuda juegan un papel fundamental. La cartera de préstamos está localizada en zonas de fuerte crecimiento demográfico y escasa oferta de vivienda nueva, Connecticut principalmente. Ello nos ha permitido obtener unas atractivas rentabilidades (10% anual neto en USD, 8% anual neto en EUR) en préstamos hipotecarios con LTVs por debajo del 70%, lo que consideramos un binomio rentabilidad-riesgo excelente. 11. INFORMACION SOBRE LA POLITICA DE REMUNERACIÓN 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. EBN INMOBILIARIO USA III USD 2022-11-25 4 01 GLOBAL 6 Política global El fondo no opera en instrumentos derivados 1 EBN INMOB USA III USD CLASE A USD 33245 22 0.00 false 4327472.00 4352105.00 2168254.00 1317126.00 false 2026-06-26 130.1697 0.0000 124.6208 112.9008 103.1768 true 0.81 0.81 0.00 0.00 0.81 0.81 03 0.05 0.05 01 4.45 10.38 9.42 04 0.53 0.24 0.71 0.47 0.43 0.71 1.08 LET. 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Existe un Partícipe significativo con un volumen de inversión de 7.519.195,42 USD que supone el 48,25% sobre el patrimonio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Durante el primer semestre del 2026 el valor liquidativo del compartimento NY USD, el fondo master que compra las participaciones en los préstamos inmobiliarios, ha experimentado una apreciación del 4,5% (clase A +4,47%; clase B +4,60%). Por otro lado, el valor liquidativo del compartimento NY EUR, el fondo feeder que invierte en el compartimento NY USD y cubre el riesgo de tipo de cambio EUR/USD del principal invertido, se ha apreciado un 3,6% aproximadamente (clase A +3,58%; clase B +3,72%; clase C +3,84%). En lo que respecta a las distribuciones de caja trimestrales a los partícipes, a través de devoluciones de participaciones, reintegramos el 2,5% del capital desembolsado en el compartimento master en USD, mientras que el feeder en EUR pagó un 2%, usando como referencia los valores liquidativos del 17 de abril (USD) y 24 de abril (EUR) y de 10 de julio (USD) y 17 de julio (EUR) respectivamente. b) Decisiones generales de inversión adoptadas. N/A c) Índice de referencia. N/A d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante la primera mitad de 2026, el compartimento NY USD —fondo master que invierte en préstamos inmobiliarios— ha mantenido una evolución positiva, acumulando una revalorización del +4,47% en el semestre. En el primer trimestre, la rentabilidad fue del +2,22%, y en el segundo del +2,25%. Por clases, el valor liquidativo se situó a 30 de junio en 130,29 USD para la Clase A y 131,36 USD para la Clase B. El compartimento NY EUR, fondo feeder que invierte en NY USD cubriendo el riesgo de tipo de cambio EUR/USD del principal, ha cerrado el semestre con una revalorización aproximada del +3,6%. En el segundo trimestre, la apreciación fue del +1,8%, tras un +1,8% en el primero. A cierre de junio, los valores liquidativos fueron: Clase A 121,06 EUR, Clase B 122,05 EUR y Clase C 123,04 EUR. Los gastos de la IIC se han mantenido constantes a lo largo del periodo. e) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Los siete proyectos a los que ha prestado dinero el fondo avanzan a buen ritmo y en línea con lo previsto. En 2026 ha comenzado el período de desinversión del fondo e iremos realizando devoluciones de capital según vayan venciendo los préstamos durante los próximos dos años. Todos nuestros préstamos suelen tener una o dos extensiones de seis meses a discreción del prestatario. En todo caso, incluyendo dichas extensiones, Astoria,NY y Branford,CT vencerían a finales de 2026. Los otros cinco préstamos tienen distintos vencimientos a lo largo de 2027. Operativa de préstamo de valores. N/A b) Operativa en derivados y adquisición temporal de activos. N/A c) Otra información sobre inversiones. N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. Los riesgos a los que se expone la Sociedad que, en todo caso, son objeto de seguimiento específico por la Sociedad Gestora se detallan a continuación Riesgo de crédito: El FIL invertirá en sociedades que pueden ver afectada su capacidad de recobro si se produce una situación crediticia adversa como consecuencia del impago del préstamo que conceden. En el caso de producirse el impago de alguno de los préstamos, dicho evento desencadenaría el proceso de ejecución de colaterales cuyo derecho asiste a la LLC. Riesgo de liquidez: Riesgo derivado de la naturaleza de las LLC en las que invierte el FIL, que tienen una liquidez muy reducida, debido al subyacente en el que invierten. Riesgo de Falta de Inversiones: El FIL puede verse afectado porque no exista demanda suficiente por parte de los Inversores en este tipo de activos. Riesgo de Dependencia de la Sociedad Gestora: El éxito del FIL depende en gran medida de la habilidad de la Sociedad Gestora para detectar las oportunidades que se presenten, seleccionando las más adecuadas y coherentes con la política de inversión del FIL. Riesgo de Imposibilidad de Reembolsos: El FIL no aceptará reembolsos voluntarios durante un periodo de cuatro años prorrogable en un año desde la inscripción del FIL en los registros de la CNMV. 5. EJERCICIO DERECHOS POLITICOS. N/A 6. INFORMACION Y ADVERTENCIAS CNMV. No se han recibido advertencias de CNMV. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Durante el segundo trimestre de 2026 la incertidumbre geopolítica e inflacionista ha afectado negativamente a las curvas de tipos de interés y el gobernador entrante de la FED se ha estrenado con un discurso marginalmente hawkish. Con ello, el escenario de tipos para el resto de 2026 y comienzos del 2027 se presenta más tensionado de lo esperado a comienzos de año, lo que aumenta el coste del apalancamiento hipotecario, complica las rentabilidades de nuevos proyectos inmobiliarios y afecta negativamente a las valoraciones de operaciones de compraventa. En cualquier caso, la renta fija privada inmobiliaria americana sigue siendo un activo con un muy buen binomio rentabilidad-riesgo. Tal y como hemos comentado en numerosas ocasiones, el mercado inmobiliario americano son muchos mercados en uno. Lo más relevante a la hora de decidir en cuál de ellos invertir, qué préstamo puente dar, es el análisis previo de las tendencias demográficas y de oferta/demanda inmobiliaria en la región en cuestión. A partir de ahí, ya se puede entrar a analizar el sentido del proyecto inmobiliario específico y la colateralización o garantías del préstamo a realizar. Aquí la profesionalidad de nuestro asesor y la solidez de nuestros socios estructuradores de deuda juegan un papel fundamental. La cartera de préstamos está localizada en zonas de fuerte crecimiento demográfico y escasa oferta de vivienda nueva, Connecticut principalmente. Ello nos ha permitido obtener unas atractivas rentabilidades (10% anual neto en USD, 8% anual neto en EUR) en préstamos hipotecarios con LTVs por debajo del 70%, lo que consideramos un binomio rentabilidad-riesgo excelente. 11. INFORMACION SOBRE LA POLITICA DE REMUNERACIÓN Sin advertencias EBN INMOB USA PT NY II EUR 2019-04-12 1 01 GLOBAL 6 Política global El compartimento realiza ventas a plazo de dólares americanos, con la finalidad de realizar una cobertura ante la evolución del tipo de cambio de esta divisa. 1 EBN INMOB USA PT NY II EUR A EUR 869 20 0.00 false 100953.00 149094.00 1354217.00 3536376.00 false 2026-06-30 116.2124 0.0000 114.5344 115.6635 127.3763 true 0.00 0.00 0.00 0.00 0.00 0.00 03 0.69 0.69 01 1.47 -0.98 -9.20 2.77 6.53 04 11.56 80.70 6.56 4.18 LET. TESORO 1 AÑO 0.01 4.60 4.60 4.53 4.49 4.43 4.49 4.35 0.25 0.32 0.05 0.10 0.85 1.97 0.00 false GraficaVL.png png 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Existe un Partícipe significativo con un volumen de inversión de 62.616,39 euros que supone el 38,28% sobre el patrimonio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El fondo se encuentra en liquidación a la espera del recobro de los intereses pendientes del préstamo de Greewich, CT. b) Decisiones generales de inversión adoptadas. N/A c) Índice de referencia. N/A d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El fondo se encuentra en liquidación a la espera del recobro de los intereses pendientes del préstamo de Greewich, CT por lo que el VL no ha experimentado a penas variación durante el semestre, tan solo el devengo de los gastos de depositaría, auditoría y tasas CNMV. e) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. N/A Operativa de préstamo de valores. N/A b) Operativa en derivados y adquisición temporal de activos. N/A c) Otra información sobre inversiones. N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. Los riesgos a los que se expone la Sociedad que, en todo caso, son objeto de seguimiento específico por la Sociedad Gestora se detallan a continuación Riesgo de crédito: El FIL invertirá en sociedades que pueden ver afectada su capacidad de recobro si se produce una situación crediticia adversa como consecuencia del impago del préstamo que conceden. En el caso de producirse el impago de alguno de los préstamos, dicho evento desencadenaría el proceso de ejecución de colaterales cuyo derecho asiste a la LLC. Riesgo de liquidez: Riesgo derivado de la naturaleza de las LLC en las que invierte el FIL, que tienen una liquidez muy reducida, debido al subyacente en el que invierten. Riesgo de Falta de Inversiones: El FIL puede verse afectado porque no exista demanda suficiente por parte de los Inversores en este tipo de activos. Riesgo de Dependencia de la Sociedad Gestora: El éxito del FIL depende en gran medida de la habilidad de la Sociedad Gestora para detectar las oportunidades que se presenten, seleccionando las más adecuadas y coherentes con la política de inversión del FIL. Riesgo de Imposibilidad de Reembolsos: El FIL no aceptará reembolsos voluntarios durante un periodo de cuatro años prorrogable en un año desde la inscripción del FIL en los registros de la CNMV. 5. EJERCICIO DERECHOS POLITICOS. N/A 6. INFORMACION Y ADVERTENCIAS CNMV. No se han recibido advertencias de CNMV. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. N/A 11. INFORMACION SOBRE LA POLITICA DE REMUNERACIÓN Sin advertencias EBN INMOB USA PT NY II USD 2019-04-12 2 01 GLOBAL 6 Política global El fondo no opera en instrumentos derivados 1 EBN INMOB USA USD CLASE A USD 1269 32 0.00 false 165150.00 246157.00 2111994.00 5349756.00 false 2026-06-30 130.1684 0.0000 131.1006 128.7900 139.8012 true 0.00 0.00 0.00 0.00 0.00 0.00 03 0.61 0.61 01 -0.71 1.79 -7.88 4.02 7.45 04 10.85 78.45 5.82 2.20 LET. 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g1ObFa6723o9jqddNIYAO5NJqgC525oml1i8XsTuY/AQ+xTvW/YbT9LojtsjNiaK/6yVFTVkCZC7nZEllcawJMfOkQpbUVNv9Hn3tP+orYvKtAWrjE5QPMkakLvNzZ6TZ5yeX+TpxnYs3jcmyhM/3G5pKY+kGp2gLl0nM4Dc7W72o2eNnhKl3GVu0/Ytr1Y2N4r0RpcxUPPyWL3JRVoAudsaTROb94ol63VnM5upnYv3NTvFtgNG39ajZ3mSNSB3u9PcagzLvi6BC6/2L96zc7Wwb+TNMlIByN3uGMOyrxL7TzGUa7DQQQ8oQO62r+Nybw3Lfv4ymyYAIHe7mP10htFZoqiU7RIAkLstEFLsOCy+WsOYfwCA3O2C2yNWMSw7ACB3O1F7a1j2+KMMyw4AyN0m/HdYdgaHAgDkbh+zp100OsZcK2IrBADkbg+v62LvSW1hhF5dxyYIAMjdFhjDsseLZZsZlh0AkLtdaHSJb9aJLft1jYdhAgBytwWyuMIYlt03xCsAAHK3vNmzc28Ny85Q3QCA3O0id+MhDMaw7FVscACA3G0h905NxOwR325gWHYAQO52kXtzqwjfJDYwLDsAIHe7yF1W1BhPOj6QzLDsAGBVuY+5jf9Ml8s1derUcePGTZs2TU13WbLLwjaTu7xaYNx9mnGFLQwALF+5d/F1VFTUkiVLlNbVq5rucRlbyl0mn9c+Wy6LeHAaANhR7pMnTy4uLlYTDodDTQeF3IUwhmX/z1qGZQcA28p9/PjxHo8xQLl6VdO+ZSZOnDhp0qR58+bV1NTYSu7uNrFyq4iM0z3tbFgAEBRyDw0N9f+vxsbGiIiIsLCwLp+QnZ2tzB4XF2c9udc2aF9GioRjuuT3UwCwtdx7vCzjo7W1tYvxrVu5i1PntVnfy9QsticAsL/cIyMju/+g6qW5uTk6OnrKlCmWl7smjMF7Z4WLpDQ2JgCwm9zH/BjvTKfTGRYWFhISol67dIWcMGHCrFmzKioqrC336jqxeJ1Yu1NvbmVLAgDbVu5DhSXkLs9kGgOBcSkGAJC7TeTe3CrW7BSL1/McJQBA7jaRu3Hr6WfLxd4knrYBAMjdFnLv6BTxR42Re28Us90AAHK3g9xlebX4ao3YkKi729hoAAC5W1/uUpdJ6cZvp+mX2FwAALnbQu7OZrFqmwjfpNc1sq0AAHK3g9zlxWvanGXyUIouGFEAAJC7DeTe3iG2HdQ+j5A3GbYXAJC7LeQuiyu0L1aL2H0M7ggAyN0WcpdSHj1rPEEpK5ctAwCQuy3k3uAUyzaL5bF6o5PNAgCQux3kLi9cNQr2Ez8wGjsAIHdbyL3NI2L2aF9GytJKtgYAQO52kLssLNUWrBI7DusdnWwKAIDcrS93IcSBZKMb++V8NgIAQO62kHttg/huo1i9XXe1sAUAAHK3g9zlDznGQDHJ52l7AEDutpB7q1usSxBfr5UVNTQ8ACB3O8hdXr+pzVshEo/rnRqtDgDI3fpy1zSx+4Q2d4XMK6K9AQC520LulbXim2gRHa+3uGlsAEDudpC7TLlg/HZ6NptmBgDkbgu5u1pEZJz4doNeU08bAwByt4Pc5ZUb2pxlYt8pXQgaGACQu/Xl3tEpdh7R5q+UBSU0LQAgdzvIXZZVaYuixKbduttDuwIAch8CuY+5jf9Ml8s1derUcePGTZs2TU33MXOwcpe6PJlm/HaacZkWBQAY4sq9i9yjoqKWLFmiDK5e1XQfMwcl9yaXWLlVLI3R65toTgCAYZf75MmTi4uL1YTD4VDTfcwcsNxlTp7xkI0jZ3TBQzYAAEZE7uPHj/d4jMvf6lVN9zFzIHJv7xBbD2gLI6SjnFYEAAiM3ENDQ/uY6SM7O1uZPS4u7g7xSRkfm7l3R3ZqVlXuTWdVfVt7J70eAQBGRO7DelnGWVZ/s6Il81rDsfNVO06URO0u3HTw5r4z5akXa9E9AMAwyj0yMrL7b6c9zhyA3HvQfUuHV/fH/XS/F90DAHIfsNzH/Jj/2tbpDAsLCwkJUa++Xo89zhwSuaN7AIBhqdyHiuF7ElN33W+8rfur6B4AkLtF5Y7uAQC5B4Xc+6/7M+geAJC7deU+AN17OtA9ACB3q8n9jrqPSChYv78o9WJtabVb415ZAEDuFpV7dyrr2s7n1scnla7ZU3ggteJyQZM6ALB5AQByt7bcfbS1a/klzaqiV7X8liPFZ3JqS6paKecBALlbW+7+1DR6MnIbdt0q5/enVlyinAcA5G4DufvwtIsbpc0nMqpVOR97xJGSU1usynmNch4AkLtdMMr5vIaEU2WqnN93pvzijaamZsp5AEDudqG9wyjnT2ZUbzhwM/awIyW7triytZNyHgCQu22obfJc8Jbzuwv3ninPudHYSDkPAMjdTuV8QVnzyQtGOb/5sON0do2Dch4AkLudqGtqz7zWkJh8q5xPKc/Jb2x0Uc4DAHK3TTnfKQrLWpIuVG88eDPmkCM5q+ZmRQvlPAAgdxuV806jnN992ijn96SUZ+c3NrjaSQsAIHeb0NEpispbTmXWbLpVzp/KqimqaOlgxEoAQO62od7ZnnW90VvOq9e0K/WF5YgeALkjd3uV8/vPVqzfdzNqd+GGAzeV61V1n5Pf6KhsdbZ0SC7UAyB35G51mls7S6pbLxU0nc6u2ZtSvungzcjEgq1Hiw+dqzx3uS7P4aqsb/O0U+ADIHfkbnE6NVnX1H6jtPl8bv2xdGMw+jV7CtftK9p1qvTkherMaw2q8G9wtQuGsQRA7sjd6rS2aWU17iuFzjMXa/enVmw+7FidWBB7xHEgtcJ4lmyRs7zW7fZoJAoAuSN3a6MJ2eBsLyw3njZ1IqN6V1Jp9N6itXsKd54sPX6+KiOvoaCsuc7ZzsCWAMgduVuetnatoq4t96bz7KW6g+cqth4tVgV+zCHH3pTylOzaSwVNpdXuZncniQJA7sjd2kipNzV3OCpbs/MbT2XWJCaXbdhv9NKJO15yJK0y/Wr99RJXTaPH7dE6NWmef54OQTx9/GtrF6ZKTkeniZLT3inazdRefZw9I3cYYtSmX93guVbsSrtSf/iHyu3HSlbtKohMNNG/VbturE4wSzAqEhWPqfKzMt5E8UTsKjBPY3njiTBTe6lTZ+QOAMBlGeQOAIDckTsAAHK/Azk5Ob7pRYsWfQ4AAHeJkqfp5A4AACMAcgcAQO4AAIDc+yY7Ozt5cMTFxSWbADOEQSpoEcIInlT4/3hpz8rdv+9NkIdBKmgRwiAV9pF7fw5fQRIGqaBFCINU2EfuAACA3Ied5uZmwgAA5D50q3HPSK/IxYsXf/3rXz/yyCMffvihy+UK5jCSkpIee+yx55577sqVKy+//PJDDz30yiuvFBUVjXAqTBJGwLdME8ZQWlo6duzYhx9+WLVLAFskgGH4muDChQsvvPCC2jhffPHFS5cuIXczbr6//e1vw8PD6+vrFy5c+Jvf/Ka2tjZow3j++ee3bt0aHx//6KOPLliwQB1j5s+fP2HChBFOhUnCuP/++996663Q0NBf/epXP/nJT+65TbDF4L8dvv7661OnTnU6nZ9++unIt4gZwrj33nuFMB5o/Mwzz6xataq1tXXFihVqh0XuXZuqR0Y4DHXsVS3knY6OjlZ7UWVlZXCG8eCDD7rd7ra2NvW9as9Rc5qamtTJxAinwiRhbN68+aWXXiopKQlg1WyGGPy/96c//WlNTY2aaGxsHPkWMUMYjz/+eEZGhpoYNWqUd4dtaWl54IEHkPudi/SR33zV6X9mZqbvz2XLlj399NPBGcazzz5bUFDg3woOh+OJJ54Y4VSYJAzF+fPn1WnEuXPnAihWM8Tg+1519hDAXdUMYSxduvTJJ59MSEiYPn16RESEt3JXp1bI3Yxy37Nnz6RJk/znLFq0KDjDSExMfOedd/znfPzxx1u2bBnhVJgkDC/q/GnMmDExMTEBvN4d8Bh6PLEOiNzNEEZ8fLw6nVJnDKp4f+qpp2bPnq3OLJE7gPXweDzvvfdeYH/MNEMMELA62B6rQR9Es4VBKmgRwghsDNaTO30QzRYGqaBFCMOEMVhP7vRBNFsYpIIWIQwTxmA9udMH0WxhkApahDBMGIP15E4fRLOFQSpoEcIwYQzWkzt9EM0WBqmgRQjDhDHQRwoAwIYgdwAA5G4C6uvrZ8yYMXr06IcffnjUqFFqYubMmQ0NDYQRqDBIBS1CGCaMwXpyHzt27AcffJCbm+u+hZpQf4aEhBBGoMIgFbQIYZgwBuvJ/b777lOHwS5Hxfvvv58wAhUGqaBFCMOEMVi1cs/Ly/MeA9WE+vPVV18ljECFQSpoEcIwYQzWk3tdXd306dNHjx496hZqYsaMGV2OioRBKmgRUhHkLUJvGQAAG8KokIRBKmgRwrBhDIwKSRikghYhDBvGwKiQhEEqaBHCsGEMjApJGKSCFiEMG8bAqJCEQSpoEcKwYQyMCkkYpIIWIQwbxkBXSAAAG2I9uf/yl7+cP3/+pUuXCMMkYZAKWoQwTBiD9eSenp4+ffr0n/3sZ6NHj54zZ05WVhZhBDYMUkGLEIYJY7DwZZkLFy7Mnj37F7/4xc9//vOZM2eeP3+eMAIbBqmgRQjDPDHY4Zp7Tk7O3Llzn376acIwSRikghYhjIDHwPADNoRskApSQTYYfmCgibv9jeo864UXXnjooYdefPHFkf/RxgzZIBVmywapYB/RGX5gwNx7771CCDXxzDPPrFq1qrW1dcWKFSqeIMwGqTBbNkgF+4jO8AMD5vHHH8/IyFATo0aN8sbT0tLywAMPBGE2SIXZskEq2Ed0hh8YMEuXLn3yyScTEhKmT58eERHhPRSHhoYGYTZIhdmyQSrYR3SGHxgM8fHxL7300iOPPKKOxk899dTs2bObmpqCMxukwlTZIBXsIzrDDwAA2BLkDgCA3E27GiN+klVfXz9jxozRo0c//PDD3ifezpw5s6GhIQizQSoskQ1SEWz7CHIfIGPHjv3ggw9y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Existe un Partícipe significativo con un volumen de inversión de 184.893,96 USD que supone el 52,82% sobre el patrimonio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El fondo se encuentra en liquidación a la espera del recobro de los intereses pendientes del préstamo de Greewich, CT. b) Decisiones generales de inversión adoptadas. N/A c) Índice de referencia. N/A d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El fondo se encuentra en liquidación a la espera del recobro de los intereses pendientes del préstamo de Greewich, CT por lo que el VL no ha experimentado a penas variación durante el semestre, tan solo el devengo de los gastos de depositaría, auditoría y tasas CNMV. e) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. N/A Operativa de préstamo de valores. N/A b) Operativa en derivados y adquisición temporal de activos. N/A c) Otra información sobre inversiones. N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. Los riesgos a los que se expone la Sociedad que, en todo caso, son objeto de seguimiento específico por la Sociedad Gestora se detallan a continuación Riesgo de crédito: El FIL invertirá en sociedades que pueden ver afectada su capacidad de recobro si se produce una situación crediticia adversa como consecuencia del impago del préstamo que conceden. En el caso de producirse el impago de alguno de los préstamos, dicho evento desencadenaría el proceso de ejecución de colaterales cuyo derecho asiste a la LLC. Riesgo de liquidez: Riesgo derivado de la naturaleza de las LLC en las que invierte el FIL, que tienen una liquidez muy reducida, debido al subyacente en el que invierten. Riesgo de Falta de Inversiones: El FIL puede verse afectado porque no exista demanda suficiente por parte de los Inversores en este tipo de activos. Riesgo de Dependencia de la Sociedad Gestora: El éxito del FIL depende en gran medida de la habilidad de la Sociedad Gestora para detectar las oportunidades que se presenten, seleccionando las más adecuadas y coherentes con la política de inversión del FIL. Riesgo de Imposibilidad de Reembolsos: El FIL no aceptará reembolsos voluntarios durante un periodo de cuatro años prorrogable en un año desde la inscripción del FIL en los registros de la CNMV. 5. EJERCICIO DERECHOS POLITICOS. N/A 6. INFORMACION Y ADVERTENCIAS CNMV. No se han recibido advertencias de CNMV. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. N/A 11. INFORMACION SOBRE LA POLITICA DE REMUNERACIÓN Sin advertencias