GEST. R.F. FLEXIBLE, FI 1.0.0 2022-07-01 2022-09-30 GEST. R.F. FLEXIBLE, FI 1.0.0 2022-04-01 2022-06-30 GEST. R.F. FLEXIBLE, FI 1.0.0 2022-01-01 2022-09-30 GEST. R.F. FLEXIBLE, FI 1.0.0 2021-01-01 2021-12-31 GEST. R.F. FLEXIBLE, FI 1.0.0 2022-01-01 2022-03-31 GEST. R.F. FLEXIBLE, FI 1.0.0 2021-10-01 2021-12-31 GEST. R.F. FLEXIBLE, FI 1.0.0 2020-01-01 2020-12-31 GEST. R.F. FLEXIBLE, FI 1.0.0 2019-01-01 2019-12-31 GEST. R.F. FLEXIBLE, FI 1.0.0 2017-01-01 2017-12-31 GEST. R.F. FLEXIBLE, FI 1.0.0 2019-01-01 2021-12-31 GEST. R.F. FLEXIBLE, FI 1.0.0 2017-01-01 2021-12-31 GEST. R.F. FLEXIBLE, FI 1.0.0 2022-09-30 GEST. R.F. FLEXIBLE, FI 1.0.0 2022-06-30 GEST. R.F. FLEXIBLE, FI 1.0.0 2021-12-31 GEST. R.F. FLEXIBLE, FI 1.0.0 2020-12-31 GEST. R.F. FLEXIBLE, FI 1.0.0 2019-12-31 iso4217:EUR xbrli:pure GEST. R.F. FLEXIBLE, FI 1477 01 03 2022 EUR n.d. false ALMAGRO 8, MADRID 28010 EM fondos@gestifonsa.es www.bancocaminos.es 05 ALMAGRO 8, MADRID 28010 EM atencionalcliente@bancocaminos.es 1998-06-10 06 03 MEDIO-BAJO La gestión del Fondo se realizará con el objetivo de que la volatilidad máxima sea inferior al 5% anual. Se invierte el 100% de la exposición total en renta fija publica y/o privada (incluyendo depósitos e instrumentos delmercado monetario cotizados o no, líquidos), principalmente de emisores y mercados de la OCDE, y hasta un 20% en países emergentes. Se podrá invertir un 10% de la exposición total en bonos contingentes (se emitennormalmente a perpetuidad con opciones de recompra para el emisor y en caso de producirse la contingencia, pueden aplicar una quitaal principal del bono, lo cual afectará negativamente al valor liquidativo del fondo). Se podrá invertir entre el 0%-100% del patrimonio en IIC financieras que sean activo apto, armonizadas o no, nacionales e internacionales, no pertenecientes al grupo de la gestora. La inversión en IIC no armonizadas no podrá superar el 30%. Se invertirá como mínimo un 51% de la exposición total en activos con calidad crediticia tanto alta (mínimo A-), como media (entre BBB+ y BBB-) o, si fuera inferior, el rating que tenga el Reino de España en cada momento. De no tener rating la emisión se atenderá al del emisor. El resto de la exposición total podrá invertirse en renta fija de baja calidad crediticia (inferior a BBB-) o incluso, sin rating, lo cual puede influir negativamente en la liquidez del fondo. La duración media de la cartera estará entre 0 y 8 años. La exposición al riesgo divisa será como máximo del 30%. El Fondo ha operado con instrumentos financieros derivados con la finalidad de cobertura de los riesgos de la cartera sobre el tipo de cambio euro-dólar. También se ha operado con la finalidad de gestionar de forma más eficaz los riesgos de la cartera sobre el bono nocional americano a 5 años. Por último, se ha operado sobre el bono nocional alemán a 2 años con la finalidad de cobertura de los riesgos de la cartera (reducir duración de cartera). 01 0.21 0.07 0.23 0.61 0.00 0.00 0.00 0.00 1 GEST. R.F. FLEXIBLE -BASE- EUR 502954.95 514114.51 124 128 0.00 0.00 false 6,00 Euros 3986378 5562913 5808269 4445739 7.9259 9.2319 9.1923 9.2790 0.25 0.75 0.25 0.75 01 0.03 0.07 01 -14.15 -2.22 -8.14 -4.41 -0.54 0.43 -0.57 -1.38 2022-08-22 2022-06-13 0.82 0.82 2022-07-22 2022-07-22 01 4.39 4.65 4.81 3.59 1.97 1.59 20.56 16.45 19.79 24.95 18.30 16.25 1.11 1.77 0.61 0.41 0.24 0.27 -4.69 -4.69 -4.50 -2.21 -0.71 -0.71 0.92 0.31 0.31 0.30 0.32 1.25 1.24 1.38 1.76 true F007vl.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 19 de Junio de 2020 2 GEST. R.F. 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 BUNDESOBLIGATION 0% 18/10/24 Venta Futuro|BUNDESOBLIGATION 0% 18/10/24|1000| 1074100 01 1074100 EURO-DOLAR Compra Futuro|EURO-DOLAR|125000| 513161 01 513161 OBL. ARKEA HOME LOANS 0,375% 04/03/2024 Compra Plazo|OBL. ARKEA HOME LOANS 0,375% 04/03/20 97360 02 OBLG. ESTADO 1,4% VTO 30/07/2028 Venta Plazo|REPO|10000|Fisica 872000 02 OBLG. FERROVIAL 1,382% 14/05/2026 Venta Plazo|OBLG. FERROVIAL 1,382% 14/05/2026|1000 92898 02 1062258 2649519 false false false false false false false false false false No aplicable. false false false false false true false true La IIC ha contratado con Banco Caminos, matriz del Grupo al que pertenece Gestifonsa (la gestora de la IIC), una IPF por un nominal de 1.300.000 euros. El tipo al que se contrató era el más favorables en el momento de contratación. Se ha efectuado con Banco Caminos, entidad matriz del Grupo al que pertenece Gestifonsa (la gestora de la IIC) , la operativa de repo no liquidez por un nominal de 800.000 euros. Se trata de un repo a 27 días. El tipo al que se cerró el repo era el más favorable en el momento de la contratación. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. A) Visión de la gestora/sociedad sobre la situación de los mercados. Después de un mes de julio que abría puertas al optimismo tras un primer semestre muy complicado, la segunda mitad del trimestre no ha hecho más que ratificar las estadísticas que apuntan a que históricamente no es un trimestre propicio para los mercados financieros. Las ventas volvían a protagonizar la operativa diaria ante los numerosos datos macro y mensajes de los bancos centrales que apuntan a un endurecimiento aún mayor de las políticas económicas restrictivas con subidas aceleradas de los tipos de interés. Los precios de la energía en Europa seguían marcando nuevos máximos con el precio del gas natural disparado ante los recortes en el suministro ruso. Además, el petróleo se situaba de nuevo por encima de los 100 dólares por barril ante los anuncios de la OPEP de recortes en la producción para estabilizar el mercado. En Estados Unidos el IPC interanual de agosto quedaba por encima de lo esperado, situándose en el 8,3% con la subyacente repuntando hasta el 6,3%. Por su lado el PCE, indicador de precios que sigue la FED, aumentaba en agosto más de lo esperado sugiriendo que la autoridad monetaria continuará aumentando los tipos de interés con agresividad. La revisión del PIB del segundo trimestre mejoraba el dato inicial dejando el descenso en el -0,6%, y por el lado de precios tanto la renta individual, el gasto individual como el deflactor de los gastos de consumo personal se situaban por debajo de las expectativas. La confianza de las familias mejoraba tanto por expectativas, como por la situación actual, gracias a la caída de los precios de la gasolina y la evolución de los mercados financieros en el mes de julio. Por el lado del empleo los datos se mantenían en niveles muy sólidos cercanos al pleno empleo, pero con un alza más moderada de los salarios. En la Zona Euro, el dato clave fue la inflación que alcanzó el 10% interanual en septiembre con la subyacente en el 4,8%, añadiendo así presión al BCE para seguir aumentando los tipos de interés de forma acelerada. Por países destacaba el repunte de Alemania que se situaba por encima del 10% y en el lado contrario España donde los precios se moderaban hasta el 9,3%. Respecto a los datos de crecimiento la economía crecía por encima de lo esperado inicialmente en el 2T22 +0,8% trimestral gracias al aumento del gasto en consumo y el gasto público que compensaba el freno del comercio exterior. Los PMIs de agosto mostraban como la confianza del sector manufacturero se encuentra en niveles de contracción, así como una mayor debilidad en el sector servicios. La paridad euro dólar seguía presionado negativamente la base de costes de las compañías por el impacto en la factura energética, y en los precios de importación. Alemania aumentaba su plan fiscal para emergencias desde los 65.000 hasta los 200.000 millones de euros. En UK el ministro de economía daba a conocer los detalles de un plan de bajada de impuestos sin precedentes por valor de 45.000 millones de libras, plan que suponía un duro castigo para la libra y los bonos soberanos, cuyas rentabilidades aumentaron en más de 100 puntos en apenas tres sesiones. Ante este deterioro, el Banco de Inglaterra tuvo que intervenir anunciando compras temporales de deuda pública. Desde el punto de vista geopolítico la atención seguía centrada en el conflicto Ucrania-Rusia con el corte total del suministro de gas por el gaseoducto Nordstream. Además, en China se mantenía la política de Covid cero con nuevos cierres de grandes ciudades como Shenzhen o Chengdú, mientras aumentaba la tensión con Estados Unidos por Taiwán. Pero sin duda los grandes protagonistas del trimestre eran los Bancos Centrales. Powell en la conferencia de Jackson Hole lanzaba un mensaje con un sesgo claramente restrictivo donde incidía en la necesidad de contener la inflación lo que supondrá tipos de interés altos durante más tiempo provocando un periodo sostenido de crecimiento por debajo de la tendencia. En su última reunión el BCE sorprendía con un mensaje más hawkish de lo esperado y anunciaba una agresiva subida de 75pb en los tipos de intervención hasta el 1,25%. Preveía una inflación media en 2023 del 5,5% y del 2,3% en 2024 por lo que Lagarde hablaba de varias subidas adicionales. Por su parte la FED subía 75pb hasta el rango 3-3,25%, mientras en el gráfico de expectativas se mostraba un nivel del 4,25-4,50% para final de año. Esta subida venía acompañada de rebajas en las expectativas de crecimiento muy sustanciales, especialmente para el 4T22, y ligado a ello una mayor tasa de paro en 2023. Con este entorno se cerraba septiembre como el tercer trimestre consecutivo de pérdidas en los mercados financieros por primera vez desde 2009. En el caso de la deuda americana se intensificaba la inversión de la curva llegando a situarse la TIR del dos años por encima del 4% mientras que el 10 años se quedaba en el 3,8%, descontando claramente un escenario recesivo. En la Zona Euro el Bund Alemán cerraba por encima del 2%, y en el caso de los periféricos el 10 años español por encima del 3% y el italiano por encima del 4% sin que las recientes elecciones en Italia tuviesen un impacto significativo en el spread frente al bono alemán. Por el lado del crédito en línea con el movimiento de los mercados bursátiles hemos asistido a un periodo de ampliaciones en los diferenciales de deudas lastrados por las expectativas bajistas sobre la próxima presentación de resultados empresariales. En los mercados de Renta Variable el SP acumulaba un retroceso anual del 24.77% mientras que el Eurostoxx con un movimiento similar acumulaba en el año una caída del 22.8%, destacando el Ibex con un comportamiento relativo mejor con una pérdida del -15% en el año. B) Decisiones generales de inversión adoptadas. A cierre del periodo, la duración de la cartera de renta fija era de 2.98 años y la TIR media de 6.96%. Durante este trimestre se produjo una relajación de los mercados durante el mes de julio pero a partir de agosto, con las declaraciones de miembros de varios Bancos Centrales, se produjo un cambio en la dinámica del mercado provocando una rápida subida de los tipos, una creciente preocupación por la desaceleración económica y una gran volatilidad en el mercado de divisas que ha llevado a que el euro cotice por debajo del dólar. Con todo esto hemos intentado reducir la volatilidad de la cartera vendiendo plazos largos y aquellos emisores que más habían contribuido a la volatilidad. En la inversión en fondos también se ha seguido la misma estrategia. c) Índice de referencia. N/A. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio del Fondo ha variado de 16.260.830 euros a 15.684.664,14 euros. El número de partícipes ha variado de 476 a 473. La rentabilidad obtenida por la clase base ha sido del -2.22%, inferior a la alcanzada por el activo libre de riesgo (-0.49%). El impacto del total de gastos directos sobre el patrimonio del Fondo ha sido del 0.30%. El impacto total de los costes de invertir en otros fondos ha sido del 0.01% del patrimonio del Fondo. La rentabilidad máxima diaria alcanzada en el periodo fue del 0,82% y la rentabilidad mínima diaria fue del -0.57%. La rentabilidad obtenida por la clase cartera ha sido del -2.12%, superior a la alcanzada por el activo libre de riesgo (-0.49%). El impacto del total de gastos directos sobre el patrimonio del Fondo ha sido del 0.19%. El impacto total de los costes de invertir en otros fondos ha sido del 0.02% del patrimonio del Fondo. La rentabilidad máxima diaria alcanzada en el periodo fue del 0,82% y la rentabilidad mínima diaria fue del -0.57%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad de la clase base (-2.22%) es superior a la rentabilidad media ponderada lograda por la media de los fondos gestionados por la Gestora (-2.75%), y 7 puntos básicos inferior a la media de su categoría en el seno de la gestora (-2.15%). La rentabilidad de la clase cartera (-2.12%) es superior a la rentabilidad media ponderada lograda por la media de los fondos gestionados por la Gestora (-2.75%), y 3 puntos básicos superior a la media de su categoría en el seno de la gestora (-8.44%). 2. INFORMACION SOBRE LAS INVERSIONES. A) Inversiones concretas realizadas durante el periodo. Se han vendido HM 0,25% 08/25/29, TELEFONICA 2.376 Perpetua, ENEL 1.375% Perpetua. En fondos se han vendido BNY MELLON EFF US FAL ANG BETA C (USD) y GROUPAMA AXIOM LEGACY I (EUR). Los activos que mejor lo han hecho han sido BNP 2.625% 10/14/27 (0%), Volkswagen 2.7% 12/2024 (0%), mientras que los que peor lo han hecho han sido CNP 4 .875% Perpetua (15,01%) y Allianz 2.625% Perpetuo (-14.8,%). En términos de contribución a la rentabilidad, entre los que han contribuido de un modo más positivo han sido Hotchief 0.625%, vencimiento 04/26/2029 (0,03%), Groupama Axiom Legacy (0,02%), mientras que por el lado contrario Allianz 2.625% perpetua (-0,32%) y Unicrédito 7.5% perpetua (-0,22%). B) Operativa de préstamo de valores. N/A. C) Operativa en derivados y adquisición temporal de activos. El Fondo ha operado con instrumentos financieros derivados con la finalidad de cobertura de los riesgos de la cartera sobre el tipo de cambio euro-dólar. También se ha operado con la finalidad de gestionar de forma más eficaz los riesgos de la cartera sobre el bono nocional americano a 5 años. Por último, se ha operado sobre el bono nocional alemán a 2 años con la finalidad de cobertura de los riesgos de la cartera (reducir duración de cartera). La posición al final del periodo era del 23.46%. D) Otra información sobre inversiones. No existen inversiones en litigio. El importe de las operaciones de compromiso que no generan riesgo a efectos de dicha metodología ha sido de 4.637.180,38 euros, lo que equivale al 28.13% del patrimonio medio de la IIC en el periodo. En el periodo objeto de este informe se ha modificado el rating de Andorra Int BD 1.25%, vencimiento 06/05/2031 de BBB a BBB+ y de Natwest Group PLC 0.78%, vencimiento 26/02/2030 de BBB+ a A-. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad histórica del valor liquidativo de la clase base ha sido de 4.67%, superior a la del activo libre de riesgo (1.77%). El dato de VAR de la clase base ha sido del -4.69%. La volatilidad histórica del valor liquidativo de la clase cartera ha sido de 4.67%, superior a la del activo libre de riesgo (1.77%). El dato de VAR de la clase cartera ha sido del -4.66%. El grado de apalancamiento medio en derivados en el periodo ha sido del 22.11% y el grado de cobertura medio, valor de las posiciones de contado entre el patrimonio de la IIC, del 100%. ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 49% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, ESTO ES, CON ALTO RIESGO DE CRÉDITO. 5. EJERCICIO DERECHOS POLITICOS. N/A. 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. N/A. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A. 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. A lo largo de este trimestre no ha mejorado la visibilidad sobre los focos de incertidumbre en los mercados financieros. La rápida escalada de los datos de inflación y el enquistamiento en el conflicto Rusia Ucrania, con las consecuencias que esto tiene sobre los precios energéticos, ha provocado una dura reacción de los bancos centrales tanto en EE.UU. como en la Zona Euro en un entorno donde los datos de actividad apuntan a una futura recesión. Esto hace que para los próximos meses la atención siga centrada por un lado en los datos de inflación, pero también en los datos de actividad y de empleo, mientras los Banco Centrales siguen con sus políticas monetarias restrictivas subiendo de forma acelerada los tipos de interés. Además, empezamos a ver como algunas compañías empiezan apuntar a menores crecimientos futuros, mostrando su preocupación por una caída en los datos de consumo y una importante acumulación de stocks. En los mercados de Renta fija las curvas de deuda se encuentran invertidas lo que implica que el mercado está descontando recesión en un futuro próximo. En línea con los mensajes de políticas monetarias restrictivas de los Bancos Centrales se descuentan tipos por encima del 2,25% en la zona euro para fin de año y por encima del 4% en Estados Unidos. Los próximos datos de inflación serán determinantes para marcar la velocidad en este movimiento de tipos al alza, sin que por el momento se vislumbre que unos malos datos de crecimiento puedan cambiar la tendencia. Por la parte de crédito en las últimas semanas hemos visto un movimiento más brusco de ampliación de los spreads en línea con el movimiento de las bolsas donde se empieza a descontar revisiones a la baja de los beneficios empresariales. Este movimiento de ampliación en los spreads se ha producido de forma paralela en las emisiones G y HY sin que se perciba un deterioro significativo de las emisiones de ratings inferiores. La presentación de resultados del 3º trimestre marcará la evolución de los mercados de crédito en las próximas semanas donde vemos posible cierto deterioro si los beneficios empresariales se revisan a la baja de forma significativa. Las perspectivas contenidas en el presente informe deben considerarse como opiniones de la Gestora, que son susceptibles de cambio. No aplicable 58718806 1162 -1.71 16482326 478 -2.15 86221897 2177 -3.36 84129219 1191 -1.38 0 0 0.00 58875877 1248 -4.85 43325687 1578 -7.99 36702337 1266 -2.12 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 11181321 102 -2.31 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 84422121 1017 -0.51 0 0 0.00 0 0 0.00 480059591 10219 -2.75