FON FINECO INTERES FI 1.0.0 2025-01-01 2025-06-30 FON FINECO INTERES FI 1.0.0 2024-07-01 2024-12-31 FON FINECO INTERES FI 1.0.0 2025-01-01 2025-06-30 FON FINECO INTERES FI 1.0.0 2024-01-01 2024-12-31 FON FINECO INTERES FI 1.0.0 2025-04-01 2025-06-30 FON FINECO INTERES FI 1.0.0 2025-01-01 2025-03-31 FON FINECO INTERES FI 1.0.0 2024-10-01 2024-12-31 FON FINECO INTERES FI 1.0.0 2024-07-01 2024-09-30 FON FINECO INTERES FI 1.0.0 2023-01-01 2023-12-31 FON FINECO INTERES FI 1.0.0 2022-01-01 2022-12-31 FON FINECO INTERES FI 1.0.0 2020-01-01 2020-12-31 FON FINECO INTERES FI 1.0.0 2022-01-01 2024-12-31 FON FINECO INTERES FI 1.0.0 2020-01-01 2024-12-31 FON FINECO INTERES FI 1.0.0 2025-06-30 FON FINECO INTERES FI 1.0.0 2024-12-31 FON FINECO INTERES FI 1.0.0 2023-12-31 FON FINECO INTERES FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure FON FINECO INTERES FI 4185 02 02 2025 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 2009-12-04 08 20 2 en una escala del 1 al 7 La gestión toma como referencia la rentabilidad del índice Euribor a 3 meses +0,40%. Este índice de referencia en ningún caso se trata de un objetivo de rentabilidad, pudiendo obtener el fondo resultados negativos. Dicho índice se utiliza únicamente a efectos comparativos. Invierte 0-50% del patrimonio en IIC financieras de renta fija (activo apto), armonizadas o no (máximo 30% en IIC no armonizadas), del grupo o no de la gestora. Invierte, directa o indirectamente, 100% de la exposición total en renta fija pública/privada (incluyendo depósitos, instrumentos del mercado monetario cotizados o no, líquidos, deuda subordinada (con derecho de cobro posterior a acreedores comunes), titulizaciones y cédulas), así como en derivados de riesgo de crédito (CDS) o índices de CDS, todos ellos líquidos, de compra o venta de protección, como cobertura de crédito o inversión, sin apalancamiento. Los emisores/mercados serán principalmente OCDE, pudiendo invertir hasta 10% de la exposición total en emergentes. La duración media de la cartera será inferior a un año. Exposición máxima a riesgo divisa: 5% de laexposición total. La calidad crediticia de las emisiones será al menos media (mínimo Baa3/BBB-) o si fuera inferior, el rating que tenga R. España en cada momento. Para emisiones no calificadas se atenderá al rating del emisor. Se podrá operar con derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. 01 0.00 0.00 0.00 0.00 2.39 3.36 2.39 3.64 1 FON FINECO INTERES FI -I- EUR 14614850.00 7656144.87 196 113 0.00 0.00 false 213562536 110223872 66664699 100986752 14.6127 14.3968 13.8589 13.4001 0.02 0.02 0.02 0.02 01 0.01 0.01 01 1.50 0.74 0.75 0.84 1.10 3.88 3.42 -2.00 -0.03 -0.03 -0.29 2025-04-15 2025-04-15 2022-06-13 0.05 0.05 0.30 2025-06-10 2025-06-10 2023-03-20 01 0.22 0.26 0.18 0.20 0.17 0.30 0.56 0.89 19.59 23.51 14.65 13.10 13.98 13.30 14.06 19.51 0.08 0.07 0.09 0.10 0.11 0.15 0.21 0.88 INDICE EURIBOR A 3 MESES + 0,40% 0.10 0.09 0.10 0.13 0.15 0.19 0.28 0.50 0.50 0.52 0.54 0.56 0.54 0.63 0.68 0.04 0.02 0.02 0.02 0.02 0.09 0.09 0.08 0.72 false FFI1vl.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 23 de Diciembre de 2020 3 FON FINECO INTERES FI -A- EUR 5271308.31 4161180.07 518 381 0.00 0.00 false 56450613 43936414 14400389 0 10.7090 10.5586 10.1794 0.0000 0.10 0.10 0.10 0.10 01 0.01 0.01 01 1.42 0.70 0.71 0.81 1.06 3.73 -0.03 -0.03 2025-04-15 2025-04-15 0.05 0.05 2025-06-10 2025-06-10 01 0.22 0.26 0.18 0.20 0.17 0.30 19.59 23.51 14.65 13.10 13.98 13.30 0.08 0.07 0.09 0.10 0.11 0.15 INDICE EURIBOR A 3 MESES + 0,40% 0.10 0.09 0.10 0.13 0.15 0.19 0.09 0.09 0.09 0.09 0.09 0.09 0.12 0.06 0.06 0.06 0.06 0.24 0.12 false FFI1vl.png png 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BONOS AMSSM 2 7/8 20/05/2027 2,875% Compra Plazo|BONOS AMSSM 2 7/8 20/05/2027 2,875%|2 2113839 02 BONOS AT&T INC 05/09/2026 1,80% Compra Plazo|BONOS AT&T INC 05/09/2026 1,80%|10000 994130 02 BONOS CREDIT AGRICOLE 2,80% 27/01/2026 Compra Plazo|BONOS CREDIT AGRICOLE 2,80% 27/01/20 2004000 02 BONOS ELECTRICITE DE FRANCE SA 3,75% Compra Plazo|BONOS ELECTRICITE DE FRANCE SA 3,75%| 1227000 02 BONOS RWE AG 24/05/2026 2,125% Compra Plazo|BONOS RWE AG 24/05/2026 2,125%|100000 998800 02 BONOS SANTAN 04/04/2026 3,250% Compra Plazo|BONOS SANTAN 04/04/2026 3,250%|200000 2013980 02 BONOS UBS SWITCHERLAND 05/12/2025 3,39% Compra Plazo|BONOS UBS SWITCHERLAND 05/12/2025 3,3 1507800 02 10859549 10859549 false false false false false false false false false false No se ha producido ningun hecho relevante adicional. false false false true true false true false d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 55.900.000,00 euros, suponiendo un 0,15% sobre el patrimonio medio de la IIC en el periodo de referencia. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 61.107.942,35 euros, suponiendo un 0,17% sobre el patrimonio medio de la IIC en el periodo de referencia. e.) El importe de las adquisiciones de valores e instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que alguno de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 3.529.428,83 euros suponiendo un 1,75% sobre el patrimonio medio de la IIC en el periodo de referencia. g.) Fineco SV SA, entidad del grupo de la gestora, es, además, comercializa dor 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. Visión de la gestora/sociedad sobre la situación de los mercados. El semestre estuvo marcado por una elevada tensión geopolítica, especialmente en junio, con el ataque de Israel a Irán y la posterior intervención militar de EE. UU. sobre instalaciones nucleares iraníes. Pese al riesgo de escalada, se logró un alto al fuego casi inmediato (12 días), promovido por Trump. Aun así, los mercados reaccionaron con sorprendente calma y rápidamente descartaron escenarios catastróficos. El petróleo fue el principal reflejo de la volatilidad: subió de $70 a $80 por barril durante el conflicto, pero luego cayó bruscamente un 8% en un solo día, seguido de otro 4%, volviendo a niveles previos. La presión fue contenida por factores como la sobreoferta, reservas estratégicas y la independencia energética de EE. UU. En los mercados financieros, el semestre fue mixto: EE. UU., emergentes y Japón tuvieron rendimientos positivos. Europa lideró en términos relativos, con el Ibex 35 y el Dax destacando. El dólar se depreció un 13% frente al euro, amplificando diferencias de rentabilidad. En renta variable, los bancos europeos fueron los grandes ganadores del semestre (+25% de rentabilidad). Las small caps americanas siguen rezagadas. Por estilos de inversión el valor y crecimiento han tenido una rentabilidad similar. En concreto, la renta fija, en el semestre mostró: Pocas variaciones en las curvas de tipos y en diferenciales de crédito, que permanecen en niveles bajos. Las bajadas de tipos en tramos cortos favorecieron la pendiente de las curvas. Se espera que la duración gane protagonismo en la segunda mitad del año si la FED inicia el ciclo de recortes. En el frente comercial, hubo avances en la relación EE. UU. China, con la flexibilización de restricciones tecnológicas a cambio de exportaciones de tierras raras y acuerdos en temas arancelarios. También se firmó un acuerdo comercial entre EE.UU. y Reino Unido, aunque aún siguen pendientes las negociaciones sobre el acero. El semestre finaliza con el foco de vuelta en los factores estructurales como la inflación, política fiscal estadounidense, posibles recortes de la FED, resultados empresariales y la guerra comercial. Decisiones generales de inversión adoptadas. La cartera de la IIC permanece invertida mayoritariamente en liquidez, ETFs de renta fija y renta fija cotizada, principalmente bonos corporativos y pagarés. A fin de periodo, la IIC mantiene en su cartera de activos de renta fija una vida media de 0,3 años y una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 2,3%. Índice de referencia. En este entorno de mercados, la principal referencia de inversión para la cartera actual de la IIC Índice Euribor a 3 meses + 0,40%, ha terminado el periodo con una rentabilidad del 1,38%. Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio en ambas clases (Clase I y Clase A) de la IIC ha ascendido y el número de partícipes es mayor, también. En este contexto de mercados, la rentabilidad de la IIC en el periodo alcanzó, para la Clase I el 1,54% bruto y el 1,50% después de los gastos totales soportados reflejados en el TER del periodo del 0,04%; y para la Clase A el 1,53% bruto y el 1,41% después de los gastos totales soportados reflejados en el TER del periodo del 0,12%. Dichas rentabilidades brutas fueron mayores que la de su benchmark que fue de 1,38%. Rendimiento del fondo en comparación con el resto de los fondos de la gestora La IIC ha tenido una rentabilidad menor a la media de las IICs de su misma categoría RENTA FIJA EURO CORTO PLAZO gestionadas por la misma gestora. Los principales activos que han contribuido a la rentabilidad del periodo han sido la exposición al fondo pagarés de empresas españolas de alta calidad y al bono ABNANV Float 02/25/27. INFORMACIÓN SOBRE LAS INVERSIONES Inversiones concretas realizadas durante el periodo Durante el periodo se ha procedido a la reducción de la liquidez de la cartera con la compra de pagarés (Bankinter e Iberdrola, entre otros), bonos (Barclays, BBVA y Goldman Sachs, entre otros), además de la suscripción de los fondos: ISHARES EURO FLOATING RATE, ISHARES EUR ULTRASHORT ESG, GROUPAMA ULTRA SHORT TERM BOND y CANDRIAN BONDS RATES NOTES a) Operativa de préstamo de valores N/A b) 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 cobertura. El grado de apalancamiento medio ha sido nulo en el periodo. La liquidez obligatoria se ha invertido en cuenta corriente. Durante el periodo, la cuenta corriente de la entidad depositaria ha estado remunerada a un tipo promedio del 2,44% y las simultáneas a un tipo medio de 2,34%. La remuneración media de las cuentas corrientes, incluida la del depositario y otras entidades bancarias, ha sido de un 2,39%. c) 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 es de un 0,25%, medido a través de la volatilidad es mayor que el de su índice de referencia que ha soportado un 0,10%. Un 0,3% del patrimonio del fondo está invertido en emisiones de renta fija de baja calidad crediticia. EJERCICIO DERECHOS POLÍTICOS INFORMACIÓN Y ADVERTENCIAS CNMV ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 20% 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 soporta gastos derivados del servicio de análisis financiero de las inversiones. La gestora recibe informes de entidades internacionales relevantes para la gestión del fondo seleccionados en base a la calidad del análisis, su relevancia, la disponibilidad del analista, la agilidad para emitir informes pertinentes ante eventos potenciales o que han sucedido en los mercados y que pueden afectar al fondo, la solidez de la argumentación y el acceso a los modelos de valoración usados por los analistas. Bajo estos criterios, la gestora ha seleccionado 4 proveedores de servicios de análisis que se identifican como generadores de valor añadido para el fondo, y, por ende, susceptibles de recibir comisiones por ese servicio, Gavekal, MRB Partners, JP Morgan y Kepler Cheuvreux. Durante el periodo, el fondo ha soportados gastos de análisis por importe de 1.026,89 euros. COMPORTAMIENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS) N/A PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO El primer semestre ha estado marcado por una fuerte volatilidad inicial, provocada por las tensiones comerciales, la incertidumbre geopolítica y la política monetaria. A comienzos de abril, los mercados vivieron una corrección significativa tras el Liberation Day americano, con caídas en índices como el SP 500, el Nasdaq y el Ibex 35. Sin embargo, desde mediados de abril, hemos visto una sólida recuperación, impulsada por la fortaleza del sector tecnológico, especialmente las grandes compañías de inteligencia artificial y semiconductores como Nvidia y Microsoft. A nivel macroeconómico, la inflación ha mostrado señales claras de moderación, lo que ha permitido bajar tipos al Banco Central Europeo. En EE. UU., la Reserva Federal ha mantenido los tipos estables, pero el mercado ya anticipa uno o dos recortes en la segunda mitad del año. El dólar se ha debilitado, favoreciendo a las monedas emergentes y al euro. De cara al segundo semestre de 2025, el mercado mantiene una visión constructiva pero cautelosa. Se espera que el crecimiento de beneficios empresariales se mantenga sólido, especialmente en el sector tecnológico, aunque podría producirse una rotación hacia sectores más cíclicos e industriales. La expectativa de recortes de tipos por parte de la Fed debería apoyar al mercado, aunque la posibilidad de nuevas tensiones comerciales o rebrotes inflacionarios mantiene el riesgo de volatilidad. No aplicable Las operaciones de financiación de valores que se realizan son simultáneas.La moneda de la garantía real en todas las operaciones realizadas es el euro, el país de formalización es España y la liquidación es bilateral con el depositario. La calidad crediticia de la garantía es A- al tratarse de emisiones de Deuda del Estado. Al final del periodo el fondo no mantenía posiciones de simultáneas. 1448833390 5435 1.75 0 0 0.00 196358423 2175 3.00 0 0 0.00 0 0 0.00 1026134237 3829 3.03 18956903 235 11.23 550085317 5358 6.25 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1285722710 11746 3.68 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1147369262 3269 1.18 0 0 0.00 0 0 0.00 5673460242 32047 2.82