FON FINECO TOP RENTA FIJA FI 1.0.0 2024-07-01 2024-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-01-01 2024-06-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-01-01 2024-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2023-01-01 2023-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-10-01 2024-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-07-01 2024-09-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-04-01 2024-06-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-01-01 2024-03-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2022-01-01 2022-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2021-01-01 2021-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2019-01-01 2019-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2021-01-01 2023-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2019-01-01 2023-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-06-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2023-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2022-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure FON FINECO TOP RENTA FIJA FI 4254 02 04 2024 EUR BBB+ false c/ Ercilla Nº24, 2 planta / 48011 Bilbao EM gestora@fineco.com www.fineco.com 05 c/ Ercilla Nº24, 2 planta / 48011 Bilbao EM gestora@fineco.com 2010-07-23 08 02 2 en una escala del 1 al 7 La gestión toma como referencia la rentabilidad del índice BOFA Merril Lynch 1-3 year Euro Government Index El fondo invierte el 100% de la exposición total en renta fija pública y/o privada de emisores y mercados de países de la zona euro y minoritariamente de otros países de la OCDE (incluyendo depósitos e instrumentos del mercado monetario no cotizados, que sean líquidos). No se invertirá en titulizaciones. No existe exposición al riesgo divisa. Los activos serán de calificación crediticia media (rating mínimo BBB- por al menos una de las tres agencias de calificación (S&P, Fitch o Moody's). El fondo podrá tener un máximo del 15% de la exposición total en activos con calificación crediticia baja (rating BB-). Para emisiones no calificadas se atenderá al rating del emisor. En caso de bajadas sobrevenidas de rating por debajo de dichos límites se podrán mantener los títulos hasta un máximo de seis meses. La duración media de la cartera de renta fija será como máximo de 3 años. La exposición máxima al riesgo de mercado por derivados es el patrimonio neto. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado miembro de la Unión Europea, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con calificación de solvencia no inferior a la de España El fondo podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversióny no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. 01 0.04 0.02 0.14 0.00 3.41 3.87 3.60 3.20 1 FON FINECO TOP RF FI -A- EUR 1112186.33 1110515.79 217 224 0.00 0.00 false 12614727 13883340 13944767 15126983 11.3423 10.9517 10.5741 11.0425 0.28 0.55 0.28 0.55 01 0.01 0.03 01 3.57 0.60 1.70 0.79 0.44 3.57 -4.24 -0.76 1.32 -0.13 -0.13 -0.64 2024-10-30 2024-10-30 2022-06-13 0.16 0.18 0.44 2024-11-06 2024-06-12 2022-07-22 01 0.77 0.80 0.76 0.72 0.78 1.44 2.08 0.38 0.67 13.30 13.10 13.98 14.29 11.74 14.06 19.51 16.19 12.41 0.15 0.10 0.11 0.16 0.21 0.21 0.88 0.23 0.87 BOFA MERRILL LYNCH 1-3 YR EURO GOVERMENT 1.19 1.13 1.03 1.17 1.34 2.00 2.17 0.47 0.02 1.21 1.21 1.21 1.20 1.21 1.21 1.17 0.71 0.36 0.58 0.15 0.15 0.14 0.14 0.58 0.58 0.59 0.59 false true FFTRvl.png png 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false false false false false false false false false false No se ha producido ningun hecho relevante adicional. false false false false false false true false Anexo: g.) Fineco SV SA, entidad del grupo de la gestora, es, además, comercializador del fondo y como tal, su retribución se encuentra incluida dentro de la comisión de gestión del fondo. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados El año 2024 ha sido notablemente positivo para los mercados financieros, co n importantes revalorizaciones en las principales bolsas. El S&P 500 lideró estas subidas con un incremento del 25%, seguido por el MIB italiano (+23% ) y el DAX alemán (+20%). En España, el IBEX 35 subió un 15%. Por otro lado , la renta fija estuvo marcada por una inflación moderada y el inicio de la bajada de tipos de interés por parte del Banco Central Europeo. Como punto negativo, los déficits fiscales y las reducciones de tipos menores de lo e sperado afectaron a los bonos a largo plazo. En cuanto al crecimiento económico, las principales economías del mundo mos traron ritmos desiguales. Estados Unidos creció un 2,7%, gracias a la forta leza del consumo interno y la inversión en el sector público. Por otra part e, Europa apenas alcanzó un crecimiento del 0,8%, afectada por la debilidad del sector manufacturero y la desaceleración económica de China, siendo el crecimiento de esta de un 5%, como consecuencia de la crisis del sector in mobiliario y el menor consumo. La política monetaria ha sido un tema clave en 2024. El Banco Central Europ eo lideró la bajada de tipos, favorecido por la decreciente inflación y al bajo crecimiento de economías, como la alemana. En Estados Unidos, la Reser va Federal fue más cauta, iniciando los recortes más tarde debido a la fort aleza económica. Japón abandonó los tipos negativos, aunque tuvo que frenar sus ajustes por la inestabilidad generada en los mercados. Los principales mercados financieros mostraron baja volatilidad. Cabe desta car una caída histórica el 5 de agosto en la bolsa de Tokio, como consecuen cia del anuncio del Banco de Japón de una inesperada bajada de tipos, el Ni kkei 225 cayó un 12,4%. En el ámbito político, en Estados Unidos Donald Trump ganó las elecciones presidenciales, aumentando la incertidumbre económica y comercial. En Franc ia, por su parte, la inestabilidad política y el mal desempeño de sectores clave como el lujo y la banca afectaron al CAC, que cerró el año con una ca ída del 2%. A pesar de los riesgos geopolíticos persistentes, como la guerra en Ucrania , las tensiones en Oriente Medio y el enfrentamiento entre China y Estados Unidos, los mercados financieros cerraron el año con resultados muy positiv os, empujado por el liderazgo de las empresas tecnológicas y el giro de los bancos centrales hacia políticas monetarias más laxas. b) Decisiones generales de inversión adoptadas La cartera de la IIC permanece invertida mayoritariamente en depósitos, liq uidez y renta fija cotizada interior y exterior. A fin de periodo, la IIC m antiene en su cartera activos de renta fija con una vida media de 1,3 años y una TIR media bruta (sin descontar los gastos y comisiones imputables al Fondo) a precios de mercado de 2,9%. c) Índice de referencia En este entorno de mercados, la principal referencia de inversión para la c artera actual de la IIC es el Índice BofA Merrill Lynch 1-3 year Euro Gover nment Index, ha terminado el periodo con una rentabilidad del 2,80%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC El patrimonio de la IIC ha ascendido y el número de participaciones es mayo r, también. En este contexto de mercados, la rentabilidad de la clase I de la IIC en el periodo alcanzó el 2,61% bruto y el 2,47% después de los gasto s totales soportados reflejados en el TER del periodo del 0,14%. La rentabi lidad neta de la clase A fue del 2,32% dada su diferente comisión de gestió n sobre patrimonio. Larentabilidad bruta fue menor que la de su benchmark que fue de 2,80%. e) Rendimiento del fondo en comparación con el resto de los fondos de la ge stora La IIC ha tenido una rentabilidad menor a la media de las IICs de su misma categoría RENTA FIJA EURO gestionadas por la misma gestora. Los principales activos que han contribuido a la rentabilidad del periodo han sido los bon os de NATWEST 16/02/2029 4,771% y SANTANDER 1 3/8 05/01/2026 1,375%. INFORMACIÓN SOBRE LAS INVERSIONES a) Inversiones concretas realizadas durante el periodo Durante el periodo, con el fin de hacer frente a los movimientos y a las en tradas de efectivo, se ha comprado deuda de Credit Agricole, DNB, BNP, Unic redit, Santander, Citigroup y HSBC, entre otros. También se ha procedido a la venta de bonos de Lloyds y HVB, entre otros. b) Operativa de préstamo de valores N/A c) Operativa en derivados y adquisición temporal de activos No se han realizado operaciones con derivados en el periodo. No existen inversiones en derivados u otros activos con objetivo de cobertu ra. El grado de apalancamiento medio ha sido nulo en el periodo. La liquidez obligatoria se ha invertido en cuenta corriente. Durante el per iodo, la cuenta corriente de la entidad depositaria ha estado remunerada a un tipo promedio del 3,88%. La remuneración media de las cuentas corrientes , incluida la del depositario y otras entidades bancarias, ha sido de un 3, 3%. d) Otra información sobre inversiones No hay inversión en IICs en más de un del 10% del patrimonio. No existen inversiones señaladas en el artículo 48.1.j del RIIC. No existen en cartera inversiones en litigio. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD N/A RIESGO ASUMIDO POR EL FONDO El riesgo asumido por la IIC 0,65%, medido a través de la volatilidad es me nor que el de su índice de referencia que ha soportado un 1,08%. A fin de este periodo, no hay patrimonio del fondo invertido en emisiones d e renta fija de baja calidad crediticia. EJERCICIO DERECHOS POLÍTICOS - - - INFORMACIÓN Y ADVERTENCIAS CNMV ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 15% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, ESTO ES, CON ALTO RIESGO DE CRÉDITO. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS N/A COSTES DERIVADOS DEL SERVICIO DE ANALISIS El fondo no soporta gastos del servicio de análisis financiero de las inver siones. COMPORTAMIENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS) N/A PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO El 2025 trae un panorama económico lleno de incertidumbres y retos globales . En Estados Unidos, las políticas de Trump generan inquietud sobre el défi cit público y la inflación, mientras que el aumento en la rentabilidad de l os bonos a 10 años podría anticipar movimientos restrictivos de la Reserva Federal, poniendo en duda la sostenibilidad del crecimiento actual. China enfrenta problemas estructurales como una crisis inmobiliaria, bajo c onsumo interno y deflación, que recuerdan a la situación de Japón en los añ os 90. Las tasas de interés a largo plazo están en mínimos históricos, y un estímulo fiscal y monetario decidido podría ser clave para cambiar esta te ndencia. Europa también atraviesa dificultades, con un crecimiento débil, tensiones políticas y el riesgo de estanflación, en un entorno marcado por el aumento del coste de la deuda. Cambios políticos en Alemania o acciones del Banco Central Europeo podrían aliviar la presión económica y restaurar la confian za. A nivel global, surgen algunas dudas sobre el atractivo de las bolsas europ eas, la concentración de la bolsa americana, la resiliencia de los emergent es como India, la evolución del dólar, los precios energéticos y los confli ctos internacionales. A pesar de los desafíos, 2025 ofrece oportunidades y cabe resaltar la impor tancia de mantener carteras diversificadas y una visión a largo plazo para enfrentar la volatilidad. No aplicable La política de retribuciones aplicable a GIIC FINECO SGIIC SAU es la aproba da para el Grupo Fineco por el Consejo de Administración de la sociedad mat riz, Fineco SV, SA, a propuesta de su Comisión de Nombramientos y Retribuci ones y está adaptada al Marco Corporativo de Política Retributiva del Grupo Kutxabank, grupo dominante de la entidad gestora. La política retributiva del Grupo FINECO, que se revisa anualmente, se ampa ra en los siguientes principios: trasparencia, sostenibilidad a largo plazo , gestión prudente del riesgo, vinculación a resultados según se indica más adelante así como generación de compromiso y motivación y evitar eventuale s conflictos de interés en perjuicio de los clientes. Consta de: a) Retribución Fija: Está regulada en el Convenio Colectivo de Oficinas y D espachos, al que está adscrito FINECO, o en su caso, en los contratos indiv iduales firmados con los interesados. b) Retribución Variable. La retribución variable no aparece regulada en con venio colectivo, ni tiene carácter obligatorio. Con carácter general los pl anes de retribución variable tienen carácter anual, si bien puntualmente pu eden convivir con planes plurianuales orientados a recompensar el cumplimie nto de las estrategias y la sostenibilidad de los resultados del Grupo a la rgo plazo. El sistema se basa en dos componentes: - Cuantitativo, basado en criterios objetivos plurianuales vinculados direc tamente a la consecución de objetivos de negocio globales (beneficio medio del Grupo FINECO en un período plurianual). - Cualitativo, basado en criterios subjetivos de la Dirección, pero siempre teniendo en cuenta los resultados de la Entidad en el ejercicio. Los crite rios subjetivos se basan fundamentalmente en el desempeño individual en el puesto de trabajo, considerando aspectos como la responsabilidad soportada, el cumplimiento de las tareas y funciones asignadas y las ideas de gestión aportadas, evitando en lo posible eventuales conflictos de interés en el e jercicio de su función. En este sentido, también se contempla, en su caso, la obligación de velar por los intereses de los clientes, el trato equitat ivo a los clientes y la satisfacción de éstos. FINECO mantiene una proporción adecuada entre los componentes fijos y varia bles de la retribución de los partícipes en los diferentes planes retributi vos, en orden a una gestión prudente del riesgo y de evitar posibles confli ctos de interés. Límites: a) A nivel global, la retribución variable anual siempre tendrá un tope que será la cantidad menor de dos: un porcentaje del beneficio del ejercicio, fijado periódicamente por el Consejo de Administración y que oscila en torn o a un 20%, y un porcentaje de la masa salarial fija total de la plantilla del ejercicio, que se fijará periódicamente por el Consejo de Administració n y oscila en torno a un 20%. b) La retribución variable NO podrá estar ligada al lanzamiento de un nuevo producto, a la rentabilidad de una determina IIC o cartera gestionada ni s er superior, con carácter general, al cien por cien del componente fijo de la remuneración total individual. c) El umbral del diferimiento del componente variable de la retribución apl ica tanto a aquellas las retribuciones variables anuales como a los program as de retribución variable plurianual que se encuentren activos en la entid ad. Dicho umbral aplica cuando ambas retribuciones variables conjuntamente superen el 30% de la retribución fija o los 50.000 euros. Al cierre del eje rcicio 2024 no se encuentra activo en la entidad ningún programa de retribu ción variable plurianual. El importe total de remuneraciones a empleados devengadas durante el ejerci cio 2024 ha ascendido a 1.341.559 euros de remuneración fija y 425.000 euro s de remuneración variable. Durante el ejercicio 2024, el número de benefic iarios de la remuneración fija y variable ha ascendido a 22 empleados y 20 empleados, respectivamente. No existe ninguna remuneración ligada a la cond ición de miembro del consejo de administración. Asimismo, el personal de al ta dirección, que coincide con el personal cuya actividad incide en el perf il de riesgo de la IIC, asciende a seis empleados, que han devengado una re muneración total de 782.984 euros, distribuidos en 626.387 euros de retribu ción fija y 156.597 euros de retribución variable. No existen remuneracione s ligadas a la comisión de gestión variable de las IIC obtenidas por la ges tora, según los límites establecidos en la política retributiva aplicable a Grupo Fineco. No se han realizado operaciones de financiación de valores en el periodo. 1356762444 5229 2.67 0 0 0.00 198246111 2140 4.67 0 0 0.00 0 0 0.00 992765081 3760 3.40 20522033 263 0.90 537237730 5210 4.40 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1191696645 11252 2.41 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1121695271 3356 1.64 0 0 0.00 0 0 0.00 5418925315 31210 2.77