FONSVILA-REAL, FI 1.0.0 2025-07-01 2025-12-31 FONSVILA-REAL, FI 1.0.0 2025-01-01 2025-06-30 FONSVILA-REAL, FI 1.0.0 2025-01-01 2025-12-31 FONSVILA-REAL, FI 1.0.0 2024-01-01 2024-12-31 FONSVILA-REAL, FI 1.0.0 2025-10-01 2025-12-31 FONSVILA-REAL, FI 1.0.0 2025-07-01 2025-09-30 FONSVILA-REAL, FI 1.0.0 2025-04-01 2025-06-30 FONSVILA-REAL, FI 1.0.0 2025-01-01 2025-03-31 FONSVILA-REAL, FI 1.0.0 2023-01-01 2023-12-31 FONSVILA-REAL, FI 1.0.0 2022-01-01 2022-12-31 FONSVILA-REAL, FI 1.0.0 2020-01-01 2020-12-31 FONSVILA-REAL, FI 1.0.0 2022-01-01 2024-12-31 FONSVILA-REAL, FI 1.0.0 2020-01-01 2024-12-31 FONSVILA-REAL, FI 1.0.0 2025-12-31 FONSVILA-REAL, FI 1.0.0 2025-06-30 FONSVILA-REAL, FI 1.0.0 2024-12-31 FONSVILA-REAL, FI 1.0.0 2023-12-31 FONSVILA-REAL, FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure FONSVILA-REAL, FI 3803 02 04 2025 EUR A- false C/ Doctor Ferran 3-5 Planta 1 08034 Barcelona EM info@gvcgaesco.es https://fondos.gvcgaesco.es/ 05 C/ Doctor Ferran 3-5 Planta 1 08034 Barcelona EM info@gvcgaesco.es 2007-04-02 08 15 3 FonsVila_Real, FI podrà invertir en activos de renta fija y de renta variable nacional e internacional, de emisores públicos o privados de cualquier país, denominados en moneda euro o distinta del euro. La exposición a la renta variable será en activos de emisores de elevada capitalización, de países miembros de la OCDE, principalmente de la zona euro y Estados Unidos. La exposición a l a renta fija será en activos con una calificación crediticia media (entre BBB-y BBB+) máximo del 25% y el resto de calidad crediticia alta (A- o superior). No obstante, se podrán invertir en activos que tengan como mínimo la misma calidad crediticia que el Reino de España en cada momento. La duración media de la cartera de valores de renta fija será inferior a 2 años. Se podrá invertir hasta un 10% en IIC financieras que sean activo apto, armonizadas o no, del mismo grupo o no de la gestora, y sin límite definido en depósitos en entidades de crédito, y en instrumentos del mercado monetario no negociados siempre que sean líquidos y su valor pueda detyerminarse con precisión en cada momento y cumpliran con el rating para la renta fija. La gestión toma como referencia la rentabilidad del índice Euro Stoxx 50 Eur (Price) Index y Standard &amp; Poors 500 Index para la parte de inversión en renta variable y el Euribor a 1 año para la parte de inversión en renta fija, debido todo ello a su carácter global. Puede operar en instrumentos financieros derivados negociados en mercados organizados y O.T.C. con finalidad de cobertura e inversión. 01 0.40 0.14 0.54 0.00 0.79 1.15 0.97 0.00 EUR 1230112.27 1157953.72 99 97 0.00 0.00 false 7814427 7794632 9254336 37841016 6.3526 6.2575 6.4658 6.3559 0.88 1.76 0.88 1.76 01 0.05 0.10 01 1.52 0.44 -0.20 0.40 0.87 -3.22 1.73 -10.26 -9.91 -0.51 -1.96 -2.44 2025-10-03 2025-04-07 2022-01-24 0.40 1.09 1.98 2025-12-10 2025-04-08 2022-03-09 01 4.75 1.98 1.52 7.55 5.30 4.33 4.93 6.66 17.37 16.81 11.55 12.82 23.89 16.94 18.67 13.93 0.11 0.08 0.08 0.17 0.09 0.12 0.13 0.09 0.02 BENCHMARK FONSVILA REAL 16.62 11.67 13.21 24.44 14.98 13.27 13.89 23.28 32.32 5.14 5.14 5.39 5.37 7.66 7.70 7.62 7.48 7.47 1.96 0.49 0.49 0.48 0.48 1.93 1.88 1.92 0.00 false true GraficaVL.png png 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 Distribucion2.png png 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 Distribucion3.png png 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 Distribucion4.png png 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 IBEX 35 INDEX Compra Futuro|IBEX 35 INDEX|10| 169860 02 IBEX 35 INDEX Compra Futuro|IBEX 35 INDEX|10| 169860 02 IBEX 35 INDEX Compra Futuro|IBEX 35 INDEX|10| 509580 02 849300 849300 false false false false false false false false false true La sociedad gestora ha adoptado la opción de forma voluntaria de continuar remitiendo a los participes la información con periodicidad trimestral como se ha venido realizando hasta la fecha.Se ha modificado el lugar depublicación del valor liquidativo de los fondos de inversión del Boletínoficial de la Bolsa de Valores de Barcelona, por la página web de la sociedadgestora. Dicha sustitución viene motivada por la discontinuidad del servicio depublicación por parte de BME; si bien la sociedad gestora, desde laconstitución de cada IIC, ha venido publicando simultáneamente el valorliquidativo de las IIC gestionadas tanto en su página web como en el boletín oficialde cotización, por lo que dicha modificación no ha afectado el derecho deinformación a los partícipes de las IIC gestionadas.<o:p></o:p> true false false true false false true false a.) Existe un Partícipe significativo con un volumen de inversión de 3.561.685,57 euros que supone el 45,58% sobre el patrimonio de la IIC. g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 1.765,13 euros, lo que supone un 0,02% sobre el patrimonio medio de la IIC en el período de referencia. Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 0,8868 millones de euros en conce pto de compra, el 12,04% del patrimonio medio, y por importe medio de 0,907 millones de euros en concepto de venta, que supone un 12,32% del patrimoni o medio. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora sobre la situación de los mercados. En el segundo semestre, el crecimiento mundial ha sido revisado al alza por el FMI, mejorando el crecimiento en 2 pb. y estimando un crecimiento del 3% para el 2025. La OCDE ha bajado, por el contrario, sus perspectivas económicas globales anticipando una desaceleración del crecimiento mundial que pasaría del 3,5% al 2,9% en el 2026. Todo esto en un contexto en el que las economías, por el momento, no se resienten de la guerra arancelaria de la administración Trump, de los riesgos geopolíticos, que cada vez se agravan más, y de datos de empleo y PMI´s flojos de la economía Americana. Las principales plazas mundiales, han tenido un gran desempeño a lo largo de semestre siendo el mercado español, el que mejor performance ha tenido, con una subida de nuestro selectivo en un +23,7%, seguido de UK +13,36%; Eurostoxx +9,21%; Cac +6,31%; Ftsemib +12,95%, quedando descolgado de las fuertes subidas el DAX Alemán, que cerro con un +2,43%. Los índices Americanos, tampoco se quedaron atrás, subiendo el Nasdaq un +11,34%, seguido del S&amp;P +10,32% y el Dow Jones +9% Por sectores, en Europa destaco Recursos Básicos, con una subida del 39,73%, seguido de Bancos, (+29,36%), Energia ( 12,30%) y Farma (11,69%). Por el lado negativo, destacamos Media con un -12,08%; Sector Químico (-8,57%) y Real Estate (-5,47%). Por el lado de los PMI´s Americanos, los datos de PMI manufacturero, continúan débiles, indicando contracción, pero compensados por los PMI´s Servicios. En Europa, el BCE publico sus proyecciones macro para el 2025, situando la inflación en el 2,1%, que baja al 1,9% en el 2026 y 1,8% en el 2027. A pesar de estar Alemania floja, tanto el crecimiento del PIB trimestral como el empleo fue del 0,1%, mejorando la confianza del consumidor en 0,6 ptos. Los mayores países de Europa, estos son, Alemania, Francia e Italia, siguen con crecimientos inferior al 1%, y se espera que Europa crezca un 1,2% en el 2025, mejorando en un 0,9% el crecimiento esperado a finales del primer semestre. Francia continúa penalizada por su inestabilidad política, siendo el índice el que menor revalorización lleva de la Eurozona. Por el lado de renta fija, la FED recortó hasta 3 veces los tipos a lo largo del último semestre, dejándolos en el 3,5%-3,75%, con unas notables presiones de la administración Trump. La aprobación de la one big beautiful Bill en Julio ha puesto una mayor presión a la deuda pública, y con ello, a las necesidades de bajar al menos los tipos a corto plazo para beneficiarse en la refinanciación de los 9Bn USD que vencen anualmente, de ahí, el final del quantitative tightening. Por cada 1% de reducción del tipo de interés en las refinanciaciones tiene un impacto del 0,3% aprox. en el déficit público/PIB. Recordemos que Trump reclamaba un recorte de 300pb, lo que haría reducir el déficit en un 1%. Los comentarios de Lagarde, de su ultima reunión del ECB, indica que los miembros se muestran vigilantes con los datos económicos y que ven resiliencia económica en la Eurozona, mostrándose bastante cómodos con los tipos actuales. La curva de tipos americana, continúa invertida hasta el 2 años, sitiándose a finales del semestre en niveles del 3,47%. La curva 2Yr-10Yr ha hecho algo de steepness pasando de 0,54 a 0,64 ptos. Las rentabilidades caen durante el semestre tanto en la parte corta de la curva americana como en la parte larga.: el bono a 2 años se sitúa a final de semestre en el 3,47% y el 10 años en el 4,17%. Los tipos en Europa han subido moderadamente este semestre en todos los plazos. El 2Yr ha pasado del 1,85% al 2,12% y el 10Yr ha pasado del 2,60 al 2,85. La curva Española, en cambio esta mucha más empinada que la europea. Situándose el 2yr en el 2,26% y el 10yr en el 3,28%. Las primas de riesgo de los países periféricos, se han reducido, pasando la prima española de 64 pb a 38 pb, y la italiana de 90 pb a 66pb. La prima francesa debido a su situación política, subió de 70pb a 80 pb en el 3Q y ha vuelto a bajar en el 4Q, situándose en 67 pb. b) Decisiones generales de inversión adoptadas. A cierre del semestre, el peso en renta variable nacional se redujo, del 4,46,% al 1,24% en el tercer trimestre, y en el cuarto trimestre se incremento la posición hasta el 9,28% siendo Miquel y costas, Viscofan y Logista las posiciones que más pesan en la cartera con un 1,22%, 1,16% y un 1,19% respectivamente. La posición en renta variable Europea, se vendio íntegramente en el 3Q, y se volvió a construir la cartera al final del semestre cerrando con un peso del 14,09%. La liquidez ha permanecido invertida en activos de deuda pública a corto plazo por el 65,3%, y en cuenta corriente. También cerro el semestre con una posición en futuros del Ibex por el 11,05% del patrimonio. c) Índice de referencia. La IIC se gestiona activamente conforme a sus objetivos y política de inversión, de forma que su gestión no está vinculada ni limitada por ningún índice de referencia, sino que toma como referencia el comportamiento del índice en términos meramente informativos o comparativos. El Tracking error o desviación efectiva de la IIC con respecto a su índice de referencia ha sido del 4,3% durante el periodo y en los últimos doce meses ha sido del 4,88%. Un tracking error superior al 4% indica una gestión activa. La rentabilidad neta de la IIC en el periodo ha sido del 0,24%. En el mismo periodo el índice de referencia ha obtenido una rentabilidad de 4,19%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio de la IIC ha registrado una variación positiva del 6,49% y el número de participes ha registrado una variación positiva de 2 participes, lo que supone una variación del 2,06%. La rentabilidad neta de la IIC durante el periodo ha sido del 0,24%, con un impacto total de los gastos soportados en el mismo período del 0,98%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La IIC ha obtenido una rentabilidad neta en el periodo de un 0,24%, a su vez durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco Gestión SGIIC, S.A. ha registrado una rentabilidad media durante el periodo del 5,18%. En el cuadro del apartado 2.2.B) del informe se puede consultar el rendimiento medio de los fondos agrupados en funcion de su vocación gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. A lo largo del tercer trimestre, se decidió vender, prácticamente toda la cartera, para volverla a construir durante el cuarto y último trimestre del año. Lo que mas destaco a finales del semestre fue el volumen de compras que se realizo en el fondo. Entre las mas relevantes, podríamos destacar: Miquel y Costas, Renta corporación; Redeia; Abc arbitraje, Galp, Vivendi, entre otras. La liquidez ha estado invertida en activos de deuda pública a corto plazo, y en cuenta corriente. b) Operativa de préstamo de valores. La IIC no ha realizado durante el periodo operativa de préstamos de valores. c) Operativa en derivados y adquisición temporal de activos. Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversión, en: Futuros sobre Ibex Plus que han proporcionado un resultado global de 65275 euros. El nominal comprometido en instrumentos derivados suponía al final del periodo un 10,99%. Durante el periodo se han efectuado operaciones de compra-venta de Deuda Pública con pacto de recompra (repos) con la distintas entidades por importe de 0,9 millones de euros, que supone un 32,402% del patrimonio medio. La remuneración media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,19%. d) Otra información sobre inversiones. En cuanto a productos estructurados, activos en litigio o activos que se incluyan en el artículo 48.1j del RIIC, la IIC mantiene en cartera acciones de: MBH CORP PLC, URBAS con un peso patrimonial de 0%. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La Volatilidad de la IIC en el periodo ha sido del 1,75%. En el mismo periodo el índice de referencia ha registrado una volatilidad del 6,20%. La duración de la cartera de renta fija a final del trimestre era de 0,22 meses. El cálculo de la duración para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la próxima fecha de renovación de intereses. La beta de FONSVILA, respecto a su índice de referencia, en los últimos 12 meses es de 0,37. GVC Gaesco Gestión SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociación habitual y el volumen invertido. En condiciones normales se tardaría 0,45 días en liquidar el 90% de la cartera invertida. 5. EJERCICIO DERECHOS POLITICOS. El ejercicio de los derechos políticos y económicos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gestión SGIIC se ha hecho, en todo caso, en interés exclusivo de los socios y partícipes de las IIC. GVC Gaesco Gestión SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que están en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posición global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antigüedad superior a doce meses. Adicionalmente, la Sociedad Gestora también ejerce el derecho de asistencia y/o voto en aquellos casos en que, no dándose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos económicos a favor de los inversores, tales como primas de asistencia a juntas. 6. INFORMACION Y ADVERTENCIAS CNMV. N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. Durante el periodo la IIC no ha soportado costes derivados del servicio de análisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Ante la situación actual geopolítica, en el tercer trimestre se decido vender prácticamente toda la cartera tanto de renta variable española, como de renta variable extranjera. Posteriormente, y de cara al comienzo del 2026, se volvió a incrementar la posición tanto en renta variable nacional, como europea. La estrategia se basa en compañías de pequeña y mediana capitalización, que presenten unos balances saneados y con poca deuda, con una fuerte proyección para el 2026. NO APLICA Datos cuantitativos: Durante el año 2025 la Entidad Gestora ha satisfecho una remuneración total al personal, incluyendo los costes de Seguridad Social, de 2.931.497,63 euros, con un total de 40 beneficiarios, uno de los cuales ha sido summer interships. De este importe, 2.744.732,25 (93,6%) euros corresponden a remuneración fija, y 186.765,38 (6,4%) euros corresponden a remuneración variable. En total 34 personas han recibido la remuneración variable. El 47,7% de la remuneración variable ha sido en concepto de gestión de inversiones, sin estar directamente ligada a ninguna comisión de gestión variable de las IICs en particular, sino a la consecución general de los objetivos de gestión, en especial el batir a los índices de referencia. Los siete altos cargos de la gestora han percibido una remuneración fija, con coste de la Seguridad Social incluida, de 795.053,23 euros (el 29,0% del total), y una remuneración variable de 66.419,24 euros (el 35,6% del total). Los empleados con incidencia en el perfil de riesgo de las IICs han sido 16, y han percibido una remuneración fija, coste de la Seguridad social incluida, de 1.223.662,41 euros, y una remuneración variable de 120.449,37 euros. Datos cualitativos: La remuneración del personal con incidencia en el perfil de riesgo de las IICs consta de dos apartados, uno de cualitativo, en función, prioritariamente, de las aportaciones realizadas al Comité de Inversiones de la Gestora, y otro de cuantitativo, cuyo indicador principal es la comparativa de la rentabilidad de las IICs gestionadas con su correspondiente índice de referencia a tres periodos distintos: un año, tres años, y cinco años, de forma equiponderada. Son estas las remuneraciones variables prioritarias y, a menudo, únicas de la gestora. El resto de colectivo puede tener remuneraciones variables en función de la consecución de ciertos objetivos de carácter binario, no cuantificable. La política de remuneraciones de la Gestora se engloba dentro de la Política de Remuneraciones del Grupo Hacve. La política de remuneración es compatible con una gestión adecuada y eficaz del riesgo, y no ofrece incentivos para asumir riesgos que rebasen en el nivel de riesgo tolerado. Es compatible con la estrategia empresarial, los objetivos, los valores y los intereses a largo plazo de las entidades, e incluye medidas para evitar los conflictos de intereses. Además tiene en cuenta las tendencias del mercado y se posiciona frente al mismo de acuerdo al planteamiento estratégico de las entidades. El esquema de retribución establecido se basa en la percepción de una retribución fija establecida con carácter anual, y una parte variable anual que consistirá en un porcentaje que no podrá ser superior a la retribución fija establecida, estando la parte variable sujeta al cumplimiento de una serie de condiciones o requisitos genéricos y/o específicos. El sistema de retribución variable se establece en base a objetivos, y se orienta a la consecución de los mejores resultados, tanto cuantitativos como cualitativos. 54374832 1342 1.43 152877265 3236 1.53 55724007 1253 0.56 35681823 177 4.26 39891444 84 4.30 186990089 3951 7.92 101983835 4440 2.48 333511336 12396 10.51 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 76143888 2101 4.67 218959710 1973 5.81 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 231359314 12329 0.73 0 0 0.00 0 0 0.00 1487497543 43282 5.18