MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-07-01 2019-09-30 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-04-01 2019-06-30 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-01-01 2019-09-30 MUTUAFONDO CRECIMIENTO FI 1.0.0 2018-01-01 2018-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-01-01 2019-03-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2018-10-01 2018-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2017-01-01 2017-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2016-01-01 2016-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2014-01-01 2014-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2016-01-01 2018-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2014-01-01 2018-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-09-30 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-06-30 MUTUAFONDO CRECIMIENTO FI 1.0.0 2018-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2017-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2016-12-31 iso4217:EUR xbrli:pure MUTUAFONDO CRECIMIENTO FI 4739 01 03 2019 EUR A+ false Pº.de la Castellana, 33 Edf.Fortuny 2º planta 28046 Madrid EM clientes@mutuactivos.com http:\\www.mutuactivos.com 05 PASEO DE LA CASTELLANA, 33 EDIFICIO FORTUNY, 2º 28046 MADRID EM clientes@mutuactivos.com 2014-04-11 08 15 4, en una escala de 1 a 7. La gestión toma como referencia la rentabilidad del índice 60% MSCI Global en euros, 25% Iboxx Euro Index World Wide Performance Overall 3 to 5 Years (QW7I Index) y 15% Iboxx Euro Index World Wide Performance Overall 5 to 7 Years (QW7M Index). La exposición a renta variable oscilará entre el 0 y el 100% del total (habitualmente en torno al 60%), sin distribución predeterminada por capitalización, distribución geográfica o sectorial, aunque emitida y cotizada mayoritariamente en la OCDE y de forma minoritaria en países emergentes. El resto de la exposición (en torno al 40%) se invertirá en renta fija, pública y/o privada, incluyendo depósitos e instrumentos del mercado monetario, cotizados o no, que sean líquidos, así como bonos convertibles y/o canjeables por acciones (podrán comportarse como activos de renta variable), deuda subordinada (con preferencia de cobro posterior a los acreedores comunes) y en bonos contingentes convertibles (se emiten normalmente a perpetuidad con opciones de recompra para el emisor y en caso de que se produjera la contingencia, pueden convertirse en acciones o aplicar una quita al principal del bono, afectando esto último negativamente al valor liquidativo del fondo), sin predeterminación por distribución geográfica o sectorial y calificación crediticia, pudiendo llegar a invertirse el 100% en emisiones con baja calidad (rating inferior a BBB- por SP o equivalente), o incluso no calificadas. Se podrá invertir hasta un 25% de la exposición total en titulizaciones líquidas. La exposición a países emergentes podría llegar a alcanzar un 33% de la exposición total. La duración media de la cartera oscilará entre 0 y 7 años. La máxima exposición a riesgo divisa será del 70%. 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 del Reino de España. El fondo tiene la intención de utilizar las técnicas de gestión eficiente de la cartera a que se refiere el artículo 18 de la Orden EHA/888/2008. En concreto, de forma puntual y siempre con el objetivo de gestionar la liquidez del fondo de forma eficiente, se realizarán adquisiciones temporales de activos con pacto de recompra con un vencimiento máximo de 7 días. Excepcionalmente podrán realizarse adquisiciones temporales de activos de renta fija pública de la Eurozona con un vencimiento máximo de hasta 180 días. En este caso, el riesgo de contrapartida estará mitigado por estar la operación colateralizada por el activo adquirido. Estas operaciones resultarán eficaces en relación a su coste y se realizarán con entidades financieras de reconocido prestigio en el mercado, no pertenecientes al grupo económico de la gestora. Se podrá operar con instrumentos financieros 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. La operativa con derivados OTC se desarrollará con contrapartes que se encuentren bajo la supervisión de un órgano regulador de un país de la OCDE y con solvencia suficiente a juicio de la gestora. Éstas deberán aportar colaterales aptos para mitigar total o parcialmente el riesgo de contraparte y no podrán ser entidades que pertenezcan al grupo depositario de la IIC o que supongan una operación vinculada. La exposición máxima a riesgo de mercado por el uso de derivados es el patrimonio neto. 01 0.00 0.00 0.00 0.00 -0.45 -0.33 -0.43 -0.40 1 *A* MUTUAFONDO CRECIMIENTO FI EUR 249180.26 225485.03 945 854 0.00 0.00 false 10.000,00 Euros 28375996 29077582 18392123 8116357 113.8774 104.4928 108.0312 102.2309 0.19 0.50 0.06 0.32 0.25 0.82 03 0.01 0.03 01 8.98 1.04 1.80 5.95 -5.14 -3.28 5.67 -0.18 -0.96 -0.96 -4.17 2019-07-30 2019-07-30 2016-06-24 0.60 1.18 1.43 2019-09-04 2019-01-04 2016-06-20 01 5.22 5.62 4.30 5.56 6.74 5.48 3.69 8.41 12.21 13.19 11.14 12.24 15.86 13.67 12.86 25.83 0.19 0.22 0.15 0.19 0.39 0.67 0.59 0.26 BENCHMARK MUTUAFONDO CRECIMIENTO FI 6.70 7.59 6.06 6.29 9.92 7.64 5.24 8.59 5.52 5.52 5.52 5.42 5.53 5.53 5.83 6.84 0.57 0.23 0.21 0.14 0.14 0.55 0.55 0.56 0.50 false GraficaVL.png png 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SUR|1,450|2020-04-27 EUR 99560.00 0.20 0.00 0.00 1298435.00 2.58 1098720.00 2.07 ES00000128E2 REPO|BNP PARIBA|0,450|2019-07-01 EUR 0.00 0.00 10000000.00 18.87 ES00000128E2 REPO|BNP PARIBA|0,550|2019-10-01 EUR 9000000.00 17.91 0.00 0.00 9000000.00 17.91 10000000.00 18.87 12700719.00 25.28 12862027.00 24.27 ES0152503035 Acciones|MEDIASET ESPAÑA SA EUR 90023.00 0.18 0.00 0.00 ES0132105018 Acciones|ACERINOX SA EUR 460175.00 0.92 517756.00 0.98 ES0143416115 Acciones|GAMESA SA EUR 809150.00 1.61 680795.00 1.28 ES06735169E5 Derechos|REPSOL SA EUR 0.00 0.00 10995.00 0.02 ES0173516115 Acciones|REPSOL SA EUR 334767.00 0.67 310714.00 0.59 ES0105025003 Acciones|MERLIN PROPERTIES SOCIMI SA EUR 175036.00 0.35 166701.00 0.31 ES0105027009 Acciones|DISTRIBUCION INTEGRAL LOGISTA EUR 172614.00 0.34 192308.00 0.36 ES0109427734 Acciones|ATRESMEDIA CORPORACION SA EUR 113046.00 0.22 137804.00 0.26 ES06670509F6 Derechos|ACS SA EUR 0.00 0.00 16193.00 0.03 ES0167050915 Acciones|ACS SA EUR 547774.00 1.09 411981.00 0.78 ES0178165017 Acciones|TECNICAS REUNIDAS SA EUR 480530.00 0.96 480957.00 0.91 ES0105066007 Acciones|CELLNEX SA EUR 1031032.00 2.05 989379.00 1.87 ES0118594417 Acciones|INDRA SISTEMAS SA EUR 377563.00 0.75 0.00 0.00 ES0178430E18 Acciones|TELEFONICA SA EUR 750990.00 1.49 774589.00 1.46 ES0184262212 Acciones|VISCOFAN EUR 175354.00 0.35 298192.00 0.56 ES0105075008 Acciones|EUSKALTEL SA EUR 462618.00 0.92 462618.00 0.87 ES0113900J37 Acciones|BANCO SANTANDER SA EUR 0.00 0.00 658042.00 1.24 ES0148396007 Acciones|INDITEX EUR 148731.00 0.30 346416.00 0.65 ES0157097017 Acciones|ALMIRALL SA EUR 355877.00 0.71 452593.00 0.85 ES0118900010 Acciones|FERROVIAL SA EUR 0.00 0.00 506295.00 0.96 6485280.00 12.91 7414328.00 13.99 6485280.00 12.91 7414328.00 13.99 Deposito|BANCO DE SABADELL S.|0,150|2020 09 06 EUR 160000.00 0.32 0.00 0.00 Deposito|BANCO SANTANDER S.A.|0,000|2020 09 18 EUR 1500000.00 2.99 0.00 0.00 Deposito|BANKIA S.A.|0,100|2019 12 13 EUR 200000.00 0.40 200000.00 0.38 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 Distribucion3.png png 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 Distribucion4.png png 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financieras SWAP ZERO 1,78%-INFLC 15/07/2 183486 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 1,975% VTO 21062027 550459 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,075% VTO 08052029 1834862 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,15% VTO.22.03.202 385321 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,187% VTO 26112028 458716 03 NO USAR RXZ9 PARA MULTIPLICADOR RIESGOS Compra Opcion|NO USAR RXZ9 PARA MULTIPLICADOR RIES 1032000 01 7196973 22243473 EURO STOXX BANKS Emisión Opcion|EURO STOXX BANKS|50|Fisica 9000000 01 EURO STOXX 50 Compra Futuro|EURO STOXX 50|10|Fisica 1048200 01 INDICE EUROSTOXX BANKS DVP Compra Futuro|INDICE EUROSTOXX BANKS DVP|500|Fisic 515100 01 MSCI EMERGING MARKETS Compra Futuro|MSCI EMERGING MARKETS|50|Fisica 1666540 01 NIKKEI 225 Compra Futuro|NIKKEI 225|500|Fisica 1985008 01 S&P 500 Compra Futuro|S&P 500|50|Fisica 1222413 01 S&P 500 Compra Futuro|S&P 500|50|Fisica 404912 01 STOXX 600 BASIC RESOURCES Venta Futuro|STOXX 600 BASIC RESOURCES|50|Fisica 555880 01 SUBYACENTE BANCO SANTANDER DIVIDENDO Venta Futuro|SUBYACENTE BANCO SANTANDER DIVIDENDO| 256802 01 SUBYACENTE CAIXABANK DIVIDENDO Venta Futuro|SUBYACENTE CAIXABANK DIVIDENDO|1000|F 11760 01 SUBYACENTE DEUTSCHE BANK DIVIDENDO Venta Futuro|SUBYACENTE DEUTSCHE BANK DIVIDENDO|10 14000 01 16680615 SUBYACENTE EURO/GBP Venta Futuro|SUBYACENTE EURO/GBP|125000|Fisica 1503999 01 SUBYACENTE EURO/GBP Venta Futuro|SUBYACENTE EURO/GBP|125000|Fisica 502858 01 2006857 AUSTRALIAN GOVERNMENT 4,75% 21/04/2027 Compra CDS(022)COMMONWEALTHOFAUSTRALIA 20/06/23 2477061 03 BUNDESOBLIGATION 1,0 VTO.15-08-24 Venta Futuro|BUNDESOBLIGATION 1,0 VTO.15-08-24| 200000 01 BUNDESOBLIGATION 1,0 VTO.15-08-24 Venta Futuro|BUNDESOBLIGATION 1,0 VTO.15-08-24| 100000 01 BUNDESREPUB. DEUTSCHLAN 0,25% 15/08/2028 Compra Futuro|BUNDESREPUB. DEUTSCHLAN 0,25% 15/08/ 100000 01 BUNDESREPUB. DEUTSCHLAN 0,25% 15/08/2028 Compra Futuro|BUNDESREPUB. DEUTSCHLAN 0,25% 15/08/ 200000 01 BUNDESREPUB. DEUTSCHLAN 0,25% 15/08/2028 Compra Futuro|BUNDESREPUB. DEUTSCHLAN 0,25% 15/08/ 500000 01 BUNDESSCHATZANWEISUNGEN CPN 0 10/09/2021 Compra Futuro|BUNDESSCHATZANWEISUNGEN CPN 0 10/09/ 300000 01 BUNDESSCHATZANWEISUNGEN CPN 0 10/09/2021 Compra Futuro|BUNDESSCHATZANWEISUNGEN CPN 0 10/09/ 100000 01 CBOE SPX VOLATILITY INDEX Venta Futuro|CBOE SPX VOLATILITY INDEX|1000|Fisica 108327 01 DEUTSCHLAND REP. 2,50% VTO.04-07-44 Compra Futuro|DEUTSCHLAND REP. 2,50% VTO.04-0 200000 01 EURO STOXX 50 VOLATILITY INDEX Compra Futuro|EURO STOXX 50 VOLATILITY INDEX|100|F 122850 01 INDICE INFLACCION EUROPEA SWAP Permutas financieras INF SWAP 1,625% VTO 29/06/202 1000000 03 INDICE INFLACCION EUROPEA SWAP Permutas financieras SWAP ZERO 1,292% VTO.22.03.29 170000 03 INDICE INFLACCION EUROPEA SWAP Permutas financieras SWAP ZERO 1,53% 13/04/2028 170000 03 INDICE INFLACCION UK SWAP Permutas financieras SWAP ZERO 3,4925% 15/09/2028 450887 03 INDICE INFLACCION UK SWAP Permutas financieras SWAP ZERO 3,495% VTO 29032029 131884 03 INDICE INFLACCION USA SWAP Permutas financieras INF SWAP 2,387% VTO 29/06/202 393578 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP INFL 1,919%-0CUPON 05102 435780 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 1,78%-INFLC 15/07/2 183486 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 1,975% VTO 21062027 550459 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,075% VTO 08052029 1834862 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,15% VTO.22.03.202 385321 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,187% VTO 26112028 458716 03 INDICE ITRAXX EUR CROSSVER 5Y ITXEX532 Compra CDS(022)MARKIT ITRX EUR XOVER 12/24 20/1 748000 03 INFINEON TECHNOLOGIES AG 2,875% PERPETUO Compra Plazo|INFINEON TECHNOLOGIES AG 2,875% PERPE 99385 02 KINGDOM OF IN 5,01% 21/11/2044 Compra CDS(022)KINGDOM OF SPAIN 20/06/2024 550458 03 RFT: ES0265936015 Compra Plazo|ABANCA CORP BANCARIA 4,625% 07/04/203 100000 02 US TREASURY N/B 1,875% 30/06/2026 Compra Futuro|US TREASURY N/B 1,875% 30/06/2026|10 270246 01 US TREASURY N/B 1,875% 30/06/2026 Compra Futuro|US TREASURY N/B 1,875% 30/06/2026|10 1267771 01 US TREASURY N/B 2,75% 15/09/2021 Compra Futuro|US TREASURY N/B 2,75% 15/09/2021|200 3962661 01 17571732 36259204 false false false false false false false false false false No aplicable. true false false true false false false false a) Existe un Partícipe significativo de manera directa con un 32,46% sobre el patrimonio de la IIC. d) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 487.725.015 euros, suponiendo un 971,93% sobre el patrimonio medio de la IIC en el periodo de referencia. (Dicho importe corresponde, prácticamente en su totalidad, al sumatorio de las operaciones de repo derivadas de la gestión de la liquidez de la IIC). d) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 19.555,03 euros, suponiendo un 0,04% sobre el patrimonio medio de la IIC en el periodo de referencia. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Creemos que el crecimiento macro va a seguir débil. Además, existe incertidumbre sobre si la debilidad industrial se va a filtrar al consumo o si vamos a ver un rebote del sector manufacturero antes de que el consumo se debilite. En cualquier caso, creemos que no veremos una recesión en los próximos meses. A corto plazo, parece que la inflación se va a mantener por debajo de los objetivos de los bancos centrales, lo que les va a permitir seguir aportando estímulos monetarios para tratar de reactivar el crecimiento económico. Creemos que, en consecuencia, los tipos de interés se van a mantener bajos durante un periodo prolongado de tiempo. Sin embargo, parece claro que la política monetaria está perdiendo eficacia y será necesario un apoyo fiscal, particularmente en Europa. Los EE.UU. ven la política monetaria como un instrumento más de la política cambiaria y van a tratar de debilitar el dólar para protegerse de la desaceleración global. b) Decisiones generales de inversión adoptadas. Tipos de interés: el contexto de tipos de interés reduce mucho el potencial de la renta fija que, aun así, puede mantener el buen tono a corto plazo apoyada tanto en aspectos técnicos (expectativas de bajadas de tipos, inyecciones de liquidez de los bancos centrales, escasez de emisiones, compra por parte de extranjeros, etc.) como en aspectos fundamentales (activo refugio en un contexto de desaceleración macro). Por ello, aunque no veamos mucho potencial mantenemos posiciones en duración como activo táctico en las carteras. Crédito: El comportamiento de la deuda corporativa de alta calidad va a estar más ligado a su componente de duración que al de crédito y, por tanto, seguirá soportado mientras los tipos de interés se mantengan bajos. No obstante, es un activo caro, con poco potencial y con alto riesgo específico, lo que nos lleva a ser cautos. Tenemos una opinión negativa respecto a la deuda corporativa de baja calidad tanto por las bajas primas de riesgo a las que cotiza, como por el impacto que la desaceleración económica pueda tener en la solvencia de las compañías más endeudadas. Además, seguimos pensando que este puede ser un activo particularmente expuesto ante un cambio en las condiciones de liquidez de los mercados. Seguimos viendo valor relativo en la deuda subordinada bancaria Bolsa: Mantenemos infraponderada la renta variable, si bien somos conscientes que el posicionamiento tan extremo del mercado y la posibilidad a que un acuerdo de Bréxit, acercamientos comerciales entre China y EE.UU o posibles medidas fiscales pueden impulsar aún más los mercados. c) Índice de referencia. El índice que se compone como se indica a continuación: 60% MSCI World Net TR, 25% Iboxx Euro Index World 3-5 años, 15% Iboxx Euro Index World 5-7 años ; se utiliza únicamente a efectos de comparar la rentabilidad del fondo con la del mismo y no supone, en la práctica, ninguna restricción a la hora de definir los activos en los que el fondo invierte. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El ratio de gastos soportados en el presente ejercicio se situó en 0,57% en la clase A, 0,40% en la clase L, 0,98% en la clase D y en 0,56% en la E dentro de un nivel normal de gastos para este fondo que incluye los gastos por comisiones de gestión sobre patrimonio, depositario, de auditoría, etc., teniendo en cuenta el impacto ya descontado que en este fondo, produce la generación de una comisión de gestión sobre resultados a cierre del periodo de 88.070,81 euros, en su clase A y 13.865,63 euros en su clase L (solo se hace efectivo el cobro de la cantidad generada a cierre de ejercicio). El total de partícipes en el fondo es de 1.041, el número de partícipes en la clase A ha aumentado en 91, mientras que la L ha disminuido en 2 y la D ha ganado 49 y la E se ha mantenido constante, la rentabilidad neta acumulada del fondo se situó en el 8,98%, en la clase A, 8,81% en la clase D y en 9,32% en la clase E. La evolución del patrimonio ha sido negativa este periodo en la clase A disminuyendo un 2,41%, la D aumentó un 2.100,00% y la E disminuye un 1,19%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los fondos de la misma categoría de Global gestionados por Mutuactivos SAU SGIIC tuvieron una rentabilidad media del 0,09% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Aumentamos los siguientes sectores y en los siguientes porcentajes sobre patrimonio medio: gobiernos (1.82%), Banco senior (0.03%), Banco sub (0.77%),empresas (0.88%), ABS (0.24%), pagares (3.14%) Disminuimos los siguientes sectores y en los siguientes porcentajes sobre patrimonio medio: hibridos (0.51%) En renta variable hemos reducido peso en países emergentes y Japón en favor de Europa ya que vemos más valor en esta área. Hemos subido niveles vía opcionalidad que nos permite situarnos en la neutralidad en un contexto alcista. En términos globales, el peso en renta variable aumenta en el trimestre en un 7%, situándose a cierre de mes en un 54% aproximadamente. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El fondo invierte en futuros de tipos de interés para cubrir el riesgo de duración. El fondo invierte en forwards de divisa eur/usd y eur/gbp con carácter de cobertura. Inversión en CDS de España vencimiento cinco años. Inversión en ITRAXX Xover vencimiento a 5 años. Inversión en CDS Australiano vencimiento 5 años. También invierte en futuros y opciones de renta variable, tanto con carácter de inversión como de cobertura. El Grado de cobertura medio se sitúa en 98,91% y el apalancamiento medio está en el 54,85%. d) Otra información sobre inversiones. La entidad depositaria ha remunerado los importes mantenidos en cuenta corriente durante el periodo al EONIA - 0,12%, para el exceso de liquidez por encima de 5 Millones de EUR. El resto de los recursos que componen la liquidez han sido invertidos en operaciones con pacto de recompra diaria,con una remuneración media del -0,46%. Activos en situación de litigio: BESPL 2,63% 05/08/17 a la espera de la resolución del litigio iniciado junto con Pimco y Blackrock y del que se encargó Clifford Chance Duración sobre cartera de renta fija al final del periodo: 5.28 años Tir sobre patrimo al final del periodo: 0.93% Inversiones en otros fondos: N/A Inversiones clasificadas como 48.1.j: N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad indica si históricamente los valores liquidativos del fondo han experimentado variaciones importantes o si por el contrario han evolucionado de manera estable. Un fondo muy volátil tiene un riesgo implícito mayor. Por ello, es una medida de la frecuencia e intensidad de los cambios en el valor liquidativo. La volatilidad anual del fondo se ha situado en el 5,62% para la clase A, 5,64% para la clase D, 5,97% para la L y 5,98% para la E en el último trimestre, aumentando para todas las clases respecto al trimestre anterior. El nivel actual de volatilidad anual del fondo se encuentra en niveles inferiores en comparación con la volatilidad anual del Ibex 35, que se situó en el 13,19%. Sin embargo, la volatilidad anual del fondo es superior a la volatilidad anual de su benchmark (7,59%) y a la de la Letra del Tesoro con vencimiento a un año, que se situó en el 0,22%. El VaR histórico, que es el método utilizado para medir el riesgo global del fondo, indica la pérdida esperada del fondo con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta la composición actual del fondo y el comportamiento reciente del mercado. El VaR del fondo se ha situado este último trimestre en 5,52%, 5,66% y 5,81% respectivamente para las clases A, D y E, disminuyendo respecto al trimestre anterior para la clase D y aumentando en las clases A y E. La metodología aplicada para calcular la exposición total al riesgo de mercado es el método del compromiso, desarrollada en la sección 1ª del capítulo II de la Circular 6/2010 de la CNMV. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. La operativa con instrumentos derivados pueden comportar riesgos de mercado y contrapartida. Al final del periodo, el porcentaje de instrumentos derivados medidos por la metodología del compromiso sobre el patrimonio de la IIC es 40,45%. 5. EJERCICIO DERECHOS POLITICOS. N/A 6. INFORMACION Y ADVERTENCIAS CNMV. Las inversiones de los fondos serán siempre inversiones puramente financieras. En ningún caso se realizarán operaciones estratégicas con el objetivo de controlar o influir en el control de la gestión de entidad alguna. Las inversiones de los fondos se dirigirán a aquellas entidades en las que existan expectativas de obtención de rentabilidades positivas y confianza en su equipo gestor. Como norma, Mutuactivos apoyará las decisiones propuestas por los equipos gestores de las entidades en que invierta, y en el excepcional supuesto de tomar una posición contraria, el Comité de Inversiones deberá validar tal decisión. 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 ACTUACION PREVISIBLE DEL FONDO. Nos preocupa la desaceleración macro, que continúa en Estados Unidos y se agudiza en la Zona Euro, y nos reafirmamos en nuestra visión prudente. Seguimos teniendo poca exposición a crédito. Tácticamente mantenemos un sesgo neutral al riesgo tipos de interés (duración) porque no esperamos tipos mucho más altos a corto plazo. El fondo debería tener buen comportamiento si estrechan los spreads del sector financiero. Como la componente de crédito no pesa tanto como la de duración, movimientos bruscos de tipos al alza pueden perjudicar el comportamiento del fondo ya que está algo más largo que en periodos anteriores. Esto se agudizaría en caso de caídas en los mercados de renta variable. Las inversiones de los fondos serán siempre inversiones puramente financieras. En ningún caso se realizarán operaciones estratégicas con el objetivo de controlar o influir en el control de la gestión de entidad alguna. Las inversiones de los fondos se dirigirán a aquellas entidades en las que existan expectativas de obtención de rentabilidades positivas y confianza en su equipo gestor. Como norma, Mutuactivos apoyará las decisiones propuestas por los equipos gestores de las entidades en que invierta, y en el excepcional supuesto de tomar una posición contraria, el Comité de Inversiones deberá validar tal decisión. 0 0 0.00 2905262302 12456 0.06 228437379 745 2.77 258656968 905 0.74 522730814 2089 0.91 0 0 0.00 553321454 2822 0.96 152636166 2270 -2.53 240637256 4409 1.72 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 249513 54 -2.32 76300529 1197 0.09 0 0 0.00 0 0 0.00 0 0 0.00 118905544 738 -0.12 0 0 0.00 0 0 0.00 0 0 0.00 5057137925 27685 0.40