MUTUAFONDO CRECIMIENTO FI 1.0.0 2020-01-01 2020-03-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-10-01 2019-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2020-01-01 2020-03-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-01-01 2019-12-31 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 2018-01-01 2018-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2017-01-01 2017-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2015-01-01 2015-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2017-01-01 2019-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2015-01-01 2019-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2020-03-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2018-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2017-12-31 iso4217:EUR xbrli:pure MUTUAFONDO CRECIMIENTO FI 4739 01 01 2020 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 0.01 0.00 0.00 -0.51 -0.54 -0.51 -0.46 1 *A* MUTUAFONDO CRECIMIENTO FI EUR 325399.61 310031.20 1221 1145 0.00 0.00 false 10.000,00 Euros 32177632 36082824 29077582 18392123 98.8858 116.3845 104.4928 108.0312 0.19 0.19 0.00 0.00 0.19 0.19 03 0.01 0.01 01 -15.04 -15.04 2.20 1.04 1.80 11.38 -3.28 5.67 3.33 -4.86 -4.86 -1.30 2020-03-09 2020-03-09 2018-12-06 1.36 1.36 1.18 2020-03-10 2020-03-10 2019-01-04 01 14.33 14.33 4.64 5.62 4.30 5.08 5.48 3.69 14.09 49.41 49.41 13.00 13.19 11.14 12.39 13.67 12.86 21.89 0.45 0.45 0.37 0.22 0.15 0.25 0.67 0.59 0.27 BENCHMARK MUTUAFONDO CRECIMIENTO FI 28.75 28.75 5.47 7.59 6.06 6.41 7.64 5.24 11.13 6.32 6.32 5.31 5.52 5.52 5.31 5.53 5.83 7.59 0.25 0.25 0.22 0.23 0.21 0.79 0.55 0.55 0.60 false GraficaVL.png png 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0ANhtCZJ3PYGRxeAC4m7LQmyw8PD4+LiuBATExMREQFxB0aOnxcheyr82vQ+fvjn75QA33/oR3+ZKJ0VKq9QLzfQin3UY4ZzZN2UrWk0fpOHXOUffqbbPqIPl+B+dytxtyVBto+PT02NtLcNBkMdHx/irlkqq2QxC7vqU3+Q0IZ1KKsURei/jNp9Iv+4EJcqG+1OhYGST9K8nTLQ1+kz+l1f6SMestKZsu6RvDAOWVLdTdwVrCfr0Ol0FssQd82ScEyW87CHnmvD8NqRs+LCsyPP7jx/hYW4Oa17fqkczpG1+/9aQp0jRM2fGCPhAebES+uh3ICLAyDuNou7l5eXsWyeQzUlJYWVPTo6GuKuBS5elbkf931MMcmN/m5RiXTHB84Xf//JMRKTa29Ww2OwhmqZs/FNAvVbKjNPWM3/OErW0czaIb4kPHQAcW+6uPv6+hoM4hHxJ5fhuWuWb/dSm8ESNbBRKzPNYUFnWWdxZ4k3H4Otqqa0M7R4j3TmPDeWfv8vaSX0WkBfbZNvlUDNAcTdXuIeGRkZGyvZFfkzPDwc4q5Bfskjr8kSViX5pJ1/+XShdNQoY7APD5d5hLf8i9qPkOl3M7ZK/8+VclQ/gLg7Rtz1er2fn5+Xl5e/v39aWhrEXVNUGOjz9eJff7nNwsCpHSmrlOQ+qw42t1kAAMTdnkDcPZKdmeJEvzkLE5wBgLhD3D2C/CsyaNl2KG04jMoAAOIOcfcIFu+RDJkfr0R/NwAQd4i7R5B5TqK8PvM5peSiMgCAuEPc3Z9yA41ZK0l2Zu1wufhfAEDcIe6gKew4Qo8Mp3/MprNFqAwAIO4Qd/fnwmVZQ9TuE0ncDACAuEPc3Z6aGsnX3HqQBOzGsk8AIO4Qd0/gyFl6abws7k89hcoAAOIOcXd/SiskqMsdA2luPNVg4BQAiDvE3QPYmiaJ396eQ79eQmUAAHGHuLs/ecX0zlx6MKxuBmcAAMQd4u6W1NRI2MU7BtKnaxD9HACIO8TdI/j5ND0/jl4cr3YuUwCA88W9qKjINDNqRkaGv7+/TqcLDg5OSkriLQUFBV1MgLi7BSUVNGy1zHRcsAsDpwBoT9z1en1QUJCpZIeHh8fFxXEhJiYmIiKCC/Hx8ZMmTYLn7kbEptIDYZLv4nwxKgMATYp7WFhYbm6uqbj7+PjU1Hp6BoNB8ehZ2RMSEiDubsG5Igr4mh4eRtuPoDIA0LC4K5iKu06nq1MODAwMDQ3lcp8+fXJycup8FwmyXYTqGpq9QwZOR8dIViMAAMT9OnH38vIylr29vU13y8/PDwkJgefugqTk0rOR9JeJlHEWlQEAxN2SuPv6+hoMBqrtluFynT3ryD3E3elcLaeh0ZJbI2oPBk4BgLjXL+6RkZGxsbFc4M/w8HCq7ZY5c+aM4rmHhoZC3F2HjSl0/1B6b6FkxQMAQNytibter/fz8/Py8vL3909Lk+WM6enpQUFBOp1u4MCBrO8Qd1fgTCH5zZLs1fEZqAwAIO4OA+KuGlXV9NU2ajWAItZL+iQAAMQd4u72HMqhzhH0ymQ69isqAwCIO8Td/blSToNXUJvBtPQnVAYAEHeIu0ew7hDd9zGFfEMXr6IyAIC4Q9zdn1MX6Y2vqMNI2n0UlQEAxB3i7v5UVdO0LTJwOnYjVWDgFACIO8TdAzh4gp4KJ+8plHUelQEAxB3i7v4Ul9KAZXTXEFqxH5UBAMQd4u4RrEmie0Kpz2IqxMApABB3iLsHcDKfXptBfxxFP/2CygAA4g5xd38M1fRFnAycTtxMlVWoDwAAxN392X+cnhhDr06jExdQGQAAiLv7c6mUPlxKdw+h6AOoDADcjXXrqKIC4g7qwoLOst5vqUg8AMBtqKyklSvp5Zfpt7+lxYtdXdyLioqUXKkKGRkZ/v7+Op0uODg4KSnJ4haIe5PJvkBdp0pXzP7jqAwA3IdTp2j0aGrThv72N4qJoalTqZ60dK4i7nq9PigoyDSee3h4eFxcHBdiYmIiIiIsbnF3cd+Z6YxXfhVN2CwDp1/EySAqAMANqKmh7dvJ15duv50GDaKj/w4DcuaMbKl0VLZiO4h7WFhYbm6uqbj7+PjU1KZrMxgMikdvvsWtxX3hLvqfEPq/SFqbLEml1eGnX+jxUTLZMacAjwsA7kBREc2YQY8+Sk8+SQsW0FWztScvv0ybN7uuuCuYirtOp6tTNt9iSkpKCit7dHR0g4fV9Z3kH7efce71mhtPbYdS5jn6PomeH0cPD6Ovf6QSB46L0K9Fsijp3lCxCABwAw4fpg8+oJYt6d13ae/eenebPZsCA91J3L28vIxlJR22+Zamee67Ry5tHVy8ynmTQ6ZvpQfCrpt0uDeL3pxFdwyk0TGUV2z/9lzUHrqxN723QIIKAABcmvJyWraMnnuO7r+fJkygCw1NT87LkxdAWZnbiLuvr6/BIEEI+ZPLFrc0Tdzp8uWfH/rrvQMNs3Y44cKN20iPjqDThRb+lHWePvqWWvan3lF05Kyd3v050jJ4bixWnALg8pw8ScOHU+vW1LUrbdhA1TaPif3tb7R2rduIe2RkZGxsLBf4Mzw83OKWJoo7M3Fizj8Hth9Bo2JUvXZs7vFR9Osla/sUXJHgum0GU/fp9GMzsk4XXpVXBf/ONwlUU4PnBgBXhZ/PuDh6/XVq1Yo+/piyshr9CwsW0Ntvu4246/V6Pz8/Ly8vf3//tLQ0i1uaLu5Xr9Kdd+YnH302UtzkKlUmjXy8kjp9RvlXbGuZGWjRbuo4Ur6yYn/jprXwrcKCzrLO4o7IXwC4Lhcv0pQp9NBD1LkzRUVRaVO7TQsK6NZbqaTEdcW9+TRitgzXaUDA1XJZc//GV1TqyMFMVtt+S2ViTFFJo78Ym0pekyW53dQfbOoxP5QjnTDPj5MOGQCAy5GXR1u30uTJ1KED/eEPFBREB+wxAPjqq2QynUTb4s5vubvuotRUdop7LaAXxzvKya2uoeBF9JeJdLkZAx6s1P+cR7cPoKHRkvHOInz8/Aphh33xHvTDAOAaGAyUnk4rVlBYGP3973TnnTIt3cuLQkNp5Ej6xX5DYUuW0JtvQtz/zYwZVDswy1L4SbT0hlsc52zWla2mnnMlk5FdpjmyrLO4s8Sz0B/Kuc7BX7ib7hwk6TWKSvA8AeA8CgtZhujLL+n99+nPf6bf/Y7at6e33qLx4yk2VtYcOYhLl6Rn5vJliHstZWV0zz106JDyv6k/0P1DKeOs3Q6mwkC+M+n1GdKBbkeKS+VQ2w6lVybTZr1kwns2UloeKbl4sABQF3assrLo++8lJECPHtS2rfS0vPgiffQRzZ8v/S0lKnpbb7whcygh7teYPVsGqf/Nsn3i/+7LssORlFVKb/4/ZjsqNjq3CVbsp0eG0819aclP6IcBQEXfvH9/WVj0/PPUogW1a0c+PhQeLpFesrOd+SiuWEGvvQZxN3rXFXTffaYDGlvSZDERe8TN4Wq5uNWB8x0+D4d//yQCCQCgjqZHRVG3btL70bmz9Jjv3i2dIa7DlStybIX27Fx285C/8+bJQLMJB09cG5ZsGsWl0knyQZR6EWMAAGpour+/zEi56sLzi//xD/rmG4j7v6mslIbV9aEbjv0qEQImNj4az8Wr9HQEDVyOfhIA3JmLF0Ul2e1TNH3VKpfWdCNr1sicHIj7f1i0SNbvXs+5Igl3PnhFI2T6fLF8ZdhqPBkAuL+msxfsLppupLSUbrut4XA0GhJ3g0EWie3eXWfzpVL660SZy1hhw3SXs0X02KcUsR7PBwDQdOfxzjs0dy7E3YSlS+mvfzXfXG4gv1mk+4KulFv7dm6BhO2dHIunBAB30/SuXa9p+urVbqzpRjZsIJM4LhB3oqoqCYf/44/mf6mukRTSnSOk18Uix8/LBPmZ2/GsAM+C2/g7d9LYsZLUrXt3Cgig996jvn0lE9CwYTL5b+JEWQnIfuLixTLSuH49bdkiS3gSEyk1lY4do9xcOn9eVtZUVjY9cIrduXBBemIVTeeTYk0v8aC1f+XlEgH43DmIuwkrVsjqg3qIWC++ebZZX1bGWcmAsXA3lAB4BCx869bR0KH0f/9Hv/+9TOUOC6Nx42QSN4sgN3Dnz6evvpLQKBERNGIEDRlCH35IwcESldDHRxSTW8DPPktPPCHeUtu2EsC2RQu68Ub6r/+SpT1OJzBQkkp7nqabEhQk1wjibuKiV1PHjhLTpx7m7aR7Qq9bCJp6iu4aQsv3QRKAO5OVJa53796yUP6222Ta3/jxMgRl3/wP7MU/9JB4+k5k2jR6+GE6ccLDL2hcHL3wguuKe05OTp8+fby9vceMGXO5NmBCQUFBFxPsL+7MqlXisNTP2mRqPYjia8OsJ52U5azIWgfcD4OBkpJEZ/39pcvlvvtkFO7rr6UvpdqR6+5OnRJ9t5NT2WhmzaIHH6TTpzVxfVu1ktp2TXHv27evErT9xIkTM2rf9vHx8ZMmTXKg5061kSL+9Cfr2WZ3HxV9H7tBPjfpoRPATly9Kp3UP/5I334rfdkDBkhUO35En3pK1pT/85/Urx99+inxIzB3Lq1cKd7Zvn105IjEorJlGJD32bFD+lL+9jfpJ+H7nH9wxQpxqNWEzbHCss6qzIIFspwlRzOBsPv0oalTXVTcTVNgv1YbMIGVPSEhwbHiLs75WllbbJWUHLrpA/jsoPGuw4ULkvV40yZZFz1mjAQO/Pvf6fHHZWTvd7+jRx6ReQ7vviu51mbOlG7u77+n7dvF22AVZs96wgQZyfzXv6hnT5m39/zz0pF4993SOf4//yOxZFk3O3WiV16RF0NQEA0eLAr+xhv09NN0yy300kvyeoiNpaIiZ9YDK+wDD8jpqMaSJdI6yc7W0M3GL3K+6K4p7iEhIdm1F2PLli2K0AcGBoaGhnK5T58+OWZv4JSUFFb2aJNw9U0Ud34C+fFY38B89TIDtMpzuXhRGu95eeIUs6d54oTE3c7MlMDcqakSRvTgQdq/n376SWaGsK+9bZv40SzZfNuwIq9aRd99J4ON7CZ//LGMNLKqstt4003iiT/5pMw86duXPv9c5mxs2ULcQm1+PBBuiRcUiH7x4cXHy6Do4sUSePbDD6XLhQ+1vNyFavjkSakQ+03HtgZfi3vukVaRpqiqktjxzX6fOUTcjx071qtXr65du3733Xf8afqn/Px8ln5Hee7Mxo3yBCKAgKZ86qNHpT+kf3/xd9gL/sMf5NlgUWjbVtxM9qkfe0xc7CeekCDdzzwjyelffFFmhnh5kbe3DEK+/rpMF/Hzk+DdrKe8W2CgJPxauZK4xcmPmUvJq9PhV+b990sLxqGsWSM5eY4c0WIN883MTT0XFHcjp0+fDuIG5vV48+PkOHFn+OnlFrFDYT+rc2dxD4FTuHBBfO3Ro6VjpGVLUfCePWn6dIkyZN9ZIqA++IXH784FCxz1+xs2yHAxN7a0CbsU7KS6oLgHBgZmZGTU1NSw575kyRJly5naPCbsuYeGhjpW3LmV/cc/OnDmQH6+vD86dpQZwS4VNdSDYclm4Wb5fvttkXIWdJb1MWNE4u0XiwM0juPHRd8XLbL/L/Mj3Lq1MRWPRtuj3PTMzHQ5cU9OTn7rrbfYQ58yZUpVlSS8SE9PZxdep9MNHDiQ9d2x4s48/7w0qB1BTo5MKGafkRk8WFTeuQNcHnxzZ2TIYFq/ftcSnj39tLRVv/1WemDR7eYiZGXJaGdUlD1/c/t2UfbERK3X7ZAhMvDjauLeNOwp7nx/PPaY/Z33tDS6997rpoINHSrSc/EiHnM7wH7KnDk0ahTpdDIF5aGHpPv7yy9l/BNd3i7LL7/IQ1HbQLeLCtAdd9CePahXue07dIC4W+Lll+2ck5BvuDvvJJMpPdcYPlx6x+ppjoAGmkFr10ozqHt36WC97TaZDsiXPjYW9elOcFuK9X3p0ub+zt694rPv3IkavUa7dvTzzxB3M/gWeeQRqrJTFtSNG+W2215PgDF2Nv/0J3T+NoCSj5jfjsOGiW9+++0yy/v11yWI1fr1mlh86MEcPSp9xM1xpw4elEds2zbU5X/gJ4W1BeJugVdekfnCzScqSqZkJSVZr0iZbIf5M6bwm/XIEXngQ0Nl3uGtt4on4ucnoazi4lBXnkZmprytV6xoyncPH5Zm8ebNqMXrOHRIwulA3C2wZ4808w3NW7M0aZJMz/jll4b3HDtWOvrtFK7TLamsJL1eomz37y9j2rfcIo2nt9+WMITc6MHIhMeTkSH63ti5DD//LJ1y69ah/izAT1ByMsTdEt7etHBh07sRhgyR/hbb9XriRImVWjvpUxOUlUlret48WbT59NMyp4WbL716SVir3bupuBjPpuZIT5dmrvnQlPX3wapVqDnLjB4tcZsh7hbYv1+W0lVUNMUJffddGZVt7EzHKVOkJWWPoG6uyNWrMuo1a5YEAX/iCVHzp56ikBCaPVsiYXlqiG3QKNLSRN9X25CPmBvE99xDy5ejzqxVJitYk+b+erq4M927ywS7xkrYq6/KevSmLXdkv/XBB9WO2OcgLl2Soelp0+RV16GDRLl69lmJebJggbQWMUMRWETpabG+UPzECVkDZd858h5Jx47iOUHcLZCUJPO0bJehggKJC9+7d7Nm2rBv266dWyYW4NPftk1GGgICZKb5LbdIGJaBA2VoOjW1uQMYQDvw3cL6HhNj+a/s+jzwgErRx9ydzz+X9ZIQd8u88YZEYbUFvucee4xGjrSDUW4ucHvq+HFXv3XOnZNZCpGREmmWPanbbpPQtUOHyrSHzEzH5n8Ano1eb3mk9OxZ6bp0Vt4Pt+PoURmWaPyTqA1xT0mR2mkwyW96uqyltuM9t2CB/KAtM23UhF9g/LyNGSN5JPjZa9VK4rSMGCGdpPwqwsp+YEeUOY6mUbjz8iSAx5QpqJtG8NRTMkMB4m4ZPz8JO2WFvXvlLvzuOzvbjYqSTiF+9zoLZenQqlWyktbbW5YO3XWXyDqLOz9ynjrwC1yHQ4fkydq4Ucr5+TKfatw41ErjmDhRgixB3C2TliZean3TOTZvlogW9efXbhZLl8qUgIwMle4Dbr6xreXLJddEly6ydOj+++nNN2Uafmws/fornhSgNsnJou8rV0qgDvYqQGM5cUKW7zZyFFClBNkZGRn+/v46nS44ODipnqWejhV3RllNY86SJaL7Bw868NqsWCH9QrV5Ze2PwSCdm9xEGDBA8qbfcot0aL71lgyKbt8uA6QAOB1+vn77W5mnAJrGs8/WG/5ETXE3T5AdHh4eFxfHhZiYmIh64lg6XNzZn+W335Ur12384guZ1qJCt0l0tPSH2CX5QHm5TAGaP18Scj7zjEw279hRMgdNny5B9bB0CLgm+/ejDprOtGn0wQfOF3fzBNk+Pj41tSN1BoMhICDAOeLOvPsujR9/rczHM3SopPU4e1aly7NmjTQRDh9u9BfPn7+2dOj996Vhy2rOn1zmLbwdS4cA8HhOn5YBs8pKJ4u7eYJsU7k3Last7seOSd86+7YGg6ySf/FFtVNtrFsnnY+2BIvgd49eL10rXbrQf/+3LAdlP529dfbZsXQIAA3CehUb62RxN0+Q7eXlZfyreQ7VlJQUVvZok3gUjhJ3JihIwjV060Y9ejQ8OdIRKNGDDxyw/NeCAhl34oNkH//RR2X1EF9O+OYAgJkz6b33nCzuJi2JawmyfX19DbWLG/mTy07z3Kk2nMWNN0r/jL1CvTcB1mvWd+OSYj6SvXslrPmzz8rkFh8fWQDljqtbAQCO49dfJXuwzQ13lRJkR0ZGxtY2KPgznFXMieJOtWtHnb6MfssWWT00YoSs8v/f/5VFClzeubNRfWoAAG3xyivXrQhTX9zNE2Tr9Xo/Pz8vLy9/f/+0emYEqifurtPI6tBBJmJi7jkAwBbmzaOePZ0p7k1Dc+IOAACNIj9foj/ZNggHcQcAAPeha1ebYuVD3AEAwJ2IiiJ/f4g7AAB4FkVFMqeuNqwLxB0AADyI11+3JTchxB0AANwKVvYePSDuAADgWVy+LD0zDYVOgbgDAIC74efXYG5xiDsAALgbq1ZRbdguiDsAAHgQJSXSM5OfD3EHAADPomdPiQEOcQcAAI9i3ToyCaUOcQcAAI+gvFwiANcfdhDiDgAA7kmvXpJrE+IOAAAeRWwsvfQSxB0AADyLykorWVUh7gAA4IG4kLjr9Xpj+ZNPPvkMAABAUxkyZIiriDsAAAA1gbgDAADEHQAAAMTdIikpKbuaSnR09C4nAdMwjVOGaRcxbTqK6SGeu+msG5iGaQ8zjdqGae12y9jyvoJpmHZT06htmNauuAMAAIC4AwAAxN2F+c1vfqMUzp0717p16xtuuOHBBx/0bNPx8fEtW7bkwpEjR1q1asV227Zte+XKFc82zbZmzJjhnCfBeaZ37dr1+9///tZbbzUYDPfeey8fyd13311WVubZppkePXq0aNGCjd544438cEVERKhW584yvWnTpg4dOvDz9Zta+BgeeeSRtLQ0iDux1igqU1BQ0K5dOw82zY/cvn37uMD3QXZ2NheysrL4LlThlJ1omms7KiqK3yWKXZXvMWeZ5lsrLy+vsLCQRTYzM1OpcBZZzzbduXNnparXrVvH2srHwMLn4+Pj2ab5OVq9erXx9ckFPgbFl9K6uPOb1nyjR5pmh6JOoU7ZI00rFcsv0ZdeeoklZtq0adxgqqio8GzTxltL/dvbFUwzN910E39WV1erc5u5iGlHV7h7iDvXSKdOnbjxwp/KFn7xOuh15yKmu3XrFh0dfeHChfDw8OXLlysNuhdeeEGFU3aiadO7nA+AvSp2pW+++WbPNs3uMzcH2YPmwrFjx3gLl1Xz3J1luk2bNikpKVxgu8oDlZyczA0IzzbNVmJjY41OA3vuMTEx3FbWrrgXFxenpqY+99xzfAsa68hBHVWuY3r06NHciGOHgnWHjfbs2VO1CneWaXW8J1cznZCQwP6j0vHNwsp1zurDvqRnm+aXCt9jbJE/T506pbxpEhMTPdt0ZmZm+/btucKND9fjjz+uvFY1Ku4AAAAg7gAA4IqkpqYqbrvp+K2m+9wBAMADaNmy5YYNG6h2VpJxUrWmxZ1P/oYbbvjN9ag2f8MppjV4yjAN0x5vus5smc6dO8Nzl/GuvLw8TZnW4CnDNEx7tulWrVodPHjQ+N+ysrK2bdtqXdyTk5Mff/xxTZnW4CnDNEx7tumUlBTjvDuFXbt2tWjRQtPiDgAAwNPEXc2ADC5iWoOnDNMwDdOaE3c1AzK4iGkNnjJMwzRMa07c1QzI4CKmNXjKMA3TMK05cVczIIOLmNbgKcM0TMO05sRdzYAMLmJag6cM0zAN05oTdwAAAB4o7moGZHAR0xo8ZZiGaZjWnLirGZDBRUxr8JRhGqZhWnPirmZABhcxrcFThmmYhmnNibuaARlcxLQGTxmmYRqmNSfuagZkcBHTGjxlmIZpmNacuLds2bJTp07JycnFxcUaMa3BU4ZpmIZpzYm7MZFpy1rUvDDOMq3BU4ZpmIZpzYm7xdqp07rxYNMaPGWYhmmY1py4AwAA8BBxj4+PVwKnHTlyhN9yN9xwQ9u2ba9cuaKO9R49erRo0YKN3njjja1bt46IiFDB6K5du26++eY2bdoooSfYunFWrKMxjt2fO3eOz1dN0048a2ddaJw1zlrT4s61sG/fPqodjsjOzqbaJQB8SVQw3blzZ8XiunXr+A4oLCzctGmT6eoyB8HvMG6yJSQk8OXnT96SlpbWvn17NcWdj0F5gxYUFLRr104F0048a2ddaJw1ztpBZ+0e4m7MXWuaxFb9hLY33XQTf1ZXV6tg2mjXdJqUOlNxjVZMz13lJR7qn7WzLjTOGmet6Xnu3bp1i46OvnDhQnh4+PLly6k2ockLL7yggmluQKWkpHDh2LFjStdQcnLyrbfe6mi73C6Jj4/ngjE6KDdW1Bnz4fuvU6dO7FDwp7KF3RzVUhk466yddaFx1jhrrQ+o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 Distribucion3.png png 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 Distribucion4.png png 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 EURO STOXX BANKS Compra Opcion|EURO STOXX BANKS|50|Fisica 2728125 01 EURO STOXX BANKS Compra Opcion|EURO STOXX BANKS|50|Fisica 2334375 01 EURO STOXX 50 Compra Opcion|EURO STOXX 50|10|Fisica 6308000 01 EURO STOXX 50 Compra Opcion|EURO STOXX 50|10|Fisica 3325000 01 EURO STOXX 50 Compra Opcion|EURO STOXX 50|10|Fisica 23463000 01 EURO STOXX 50 Compra Opcion|EURO STOXX 50|10|Fisica 6666000 01 S P 500 Compra Opcion|S P 500|100|Fisica 4531967 01 49356467 INDICE INFLACCION EUROPEA SWAP Permutas financieras INF SWAP 1,625% VTO 29/06/202 1000000 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP INFL 1,919%-0CUPON 05102 430605 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 1,975% VTO 21062027 543922 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,075% VTO 08052029 1813072 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,187% VTO 26112028 453268 03 SWAP 30 AÑOS EUSA30 Compra Opcion|SWAP 30 AÑOS EUSA30|100000|Fisica 7300000 02 11540867 60897334 EURO STOXX BANKS Emisión Opcion|EURO STOXX BANKS|50|Fisica 9000000 01 EURO STOXX 50 Emisión Opcion|EURO STOXX 50|10|Fisica 8631500 01 EURO STOXX 50 Emisión Opcion|EURO STOXX 50|10|Fisica 1281000 01 EURO STOXX 50 Emisión Opcion|EURO STOXX 50|10|Fisica 1410000 01 EURO STOXX 50 Emisión Opcion|EURO STOXX 50|10|Fisica 9790000 01 EURO STOXX 50 Emisión Opcion|EURO STOXX 50|10|Fisica 2777500 01 EURO STOXX 50 Emisión Opcion|EURO STOXX 50|10|Fisica 11461500 01 EURO STOXX 50 Venta Futuro|EURO STOXX 50|10|Fisica 161700 01 EURO STOXX 50 Venta Futuro|EURO STOXX 50|10|Fisica 19675460 01 MSCI EMERGING MARKETS Compra Futuro|MSCI EMERGING MARKETS|50|Fisica 919521 01 S P 500 Compra Futuro|S P 500|50|Fisica 1289386 01 S P 500 Emisión Opcion|S P 500|100|Fisica 3740671 01 S P 500 Emisión Opcion|S P 500|100|Fisica 5179390 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 75600190 SUBYACENTE EURO/GBP Venta Futuro|SUBYACENTE EURO/GBP|125000|Fisica 2137376 01 SUBYACENTE EURO/USD Venta Futuro|SUBYACENTE EURO/USD|125000|Fisica 381083 01 2518459 AUSTRALIAN GOVERNMENT 4,75% 21/04/2027 Compra CDS(022)COMMONWEALTHOFAUSTRALIA 20/06/23 2447631 03 BUNDESREPUB.DEUTSCHELAND Compra Futuro|BUNDESREPUB.DEUTSCHELAND|1000|Fisica 200000 01 BUNDESREPUB.DEUTSCHELAND Compra Futuro|BUNDESREPUB.DEUTSCHELAND|1000|Fisica 100000 01 BUNDESREPUB.DEUTSCHELAND Compra Futuro|BUNDESREPUB.DEUTSCHELAND|1000|Fisica 200000 01 BUNDESSCHATZANWEISUNGEN CPN 0 11/03/2022 Venta Futuro|BUNDESSCHATZANWEISUNGEN CPN 0 11/03/2 200000 01 DEUTSCHLAND REP. 1,75% VTO.04-07-22 Venta Futuro|DEUTSCHLAND REP. 1,75% VTO.04-07 500000 01 DEUTSCHLAND REP. DBR 3,25% VTO.04-07-42 Compra Futuro|DEUTSCHLAND REP. DBR 3,25% VTO.04-0 200000 01 INDICE INFLACCION EUROPEA SWAP Permutas financieras INF SWAP 1,625% VTO 29/06/202 1000000 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP INFL 1,919%-0CUPON 05102 430605 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 1,975% VTO 21062027 543922 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,075% VTO 08052029 1813072 03 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,187% VTO 26112028 453268 03 KINGDOM OF IN 5,01% 21/11/2044 Compra CDS(022)KINGDOM OF SPAIN 20/06/2024 543918 03 US TREASURY N/B 2,625% 15/12/2021 Compra Futuro|US TREASURY N/B 2,625% 15/12/2021|20 3872038 01 USA TREASURY 2,500% VTO.15-08-23 USD Venta Futuro|USA TREASURY 2,500% VTO.15-08-23 U 102832 01 USA TREASURY 2,500% VTO.15-08-23 USD Venta Futuro|USA TREASURY 2,500% VTO.15-08-23 U 628705 02 13235991 91354640 false false false false false false false true false false Con fecha 17/03/2020 la CNMV ha resuelto: Verificar y registrar a solicitud de MUTUACTIVOS, S.A., S.G.I.I.C., como entidad Gestora, y de BNP PARIBAS SECURITIES SERVICES, SUCURSAL EN ESPAÑA, como entidad Depositaria, la actualización del folleto y del documento con los datos fundamentales para el inversor de MUTUAFONDO CRECIMIENTO, FI (inscrito en el Registro Administrativo de Fondos de Inversión de carácter financiero con el número 4739), al objeto de incluir en las clases de participación A, D y L, la posibilidad de que determinadas entidades comercializadoras cobren comisiones por la custodia y administración de participaciones. true false false true false true false false a) Existe un Partícipe significativo de manera directa con un 27,80 % sobre el patrimonio de la IIC. d) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 408.500.005,00 euros, suponiendo un 675,62 % 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). Los gastos asociados a alguna operación concreta con este depositario son 5,00 euros. d) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 707.516,08 euros, suponiendo un 1,17 % sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a alguna operación concreta con este depositario son 5,00 euros. f) Se han adquirido valores o instrumentos financieros cuya contrapartida ha sido otra entidad del grupo del depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo el importe es de 408.500.005,00 euros suponiendo un 675,62 % sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a alguna operación concreta con este depositario son 5,00 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El primer trimestre de 2020 ha estado claramente marcado por la crisis del Covid 19. La expansión global de esta pandemia ha forzado a tomar medidas de confinamiento de la población en la mayoría de los países afectados, paralizando la actividad económica y generando un fuerte repunte del desempleo. Aunque todavía es pronto para hacer un balance final del impacto económico de esta crisis, los indicadores adelantados apuntan a una recesión comparable a la que siguió a la Crisis Financiera de 2008. Además del aumento del paro y sus efectos en el consumo, la paralización de la actividad económica está generando graves problemas financieros para muchas empresas que, sin poder facturar, no generan la liquidez que necesitan para hacer frente a sus compromisos más inmediatos. Esto es particularmente preocupante para las pequeñas y medianas empresas, que no disponen de los recursos financieros para resistir una interrupción de su actividad durante mucho tiempo. Empresas que hace un par de meses eran rentables y solventes hoy luchan por sobrevivir. Los mercados han reaccionado a este cambio de expectativas económicas con correcciones históricas en todos los activos de riesgo. Desde los máximos del día 19 de febrero hasta los mínimos alcanzados solo un mes después, el 23 de marzo, las bolsas mundiales (MSCI World) cayeron un 34%, casi sin distinción entre áreas geográficas o sectores económicos. Aunque esta caída es menos profunda que las sufridas tras la Burbuja Tecnológica de 2000 o la Crisis Financiera de 2008 (cuando las pérdidas alcanzaron el 51% y 56%, respectivamente), habría que remontarse hasta octubre de 1987 para ver una caída tan abrupta. Por su parte, la renta fija privada también experimentó caídas inusualmente fuertes: mientras la deuda privada de alta calidad crediticia caía en torno al 5%, la deuda privada de menor calidad crediticia y la deuda de países emergente experimentaban caídas del entorno del 20%, en media. Por último, cabe también mencionar la caída del crudo, que se desplomó un 56% en el periodo tras la desaparición, de manera casi instantánea, de un 25% de la demanda mundial. Estas fuertes correcciones, que han venido acompañadas de un fuerte repunte de la volatilidad y la correlación entre activos, tienen su explicación en un proceso de desapalancamiento forzoso por parte de los inversores en un contexto de escasa liquidez en los mercados. Tras más de 10 años de políticas monetarias ultra expansivas que, poco a poco, han ido desplazando al ahorro hacia activos de mayor riesgo en busca de rentabilidad, esta crisis ha activado señales de venta simultáneas por parte de los inversores, forzando a la liquidación de posiciones en un mercado con pocos compradores. Las caídas iniciales generaron una espiral bajista que se vio magnificada por cuestiones técnicas, como mayores exigencias de colateral o reembolsos de clientes. Así, durante la segunda quincena del mes de marzo hemos vivido días en los que activos típicamente defensivos, como el oro, el dólar o los bonos del Tesoro americano, también sufrían fuertes pérdidas, seguramente motivadas por inversores que vendían sus activos más líquidos para atender reembolsos o reponer garantías. Para tratar de calmar a los mercados y amortiguar el impacto de esta crisis en la economía, desde mediados de marzo hemos visto una impresionante batería de medidas monetarias y fiscales por parte de los bancos centrales y gobiernos. La FED ha anunciado una rebaja de tipos de interés de 150 puntos básicos, hasta el 0%, un nuevo programa de compra de bonos, cuyo volumen y alcance supera a los anunciadas tras la Crisis Financiera y que permite compras, no solo de deuda pública y otros activos de alta calidad, sino también deuda privada e incluso ETFs de crédito. El BCE, además de bajar el coste del TLRTO y anunciar un nuevo LTRO que permitirá a los bancos financiarse a tipos muy atractivos para dar crédito, ha anunciado un nuevo programan de compras de bonos (QE) que también supera a los anteriores tanto en tamaño (120 mil millones al mes, vs 80 mil millones en los programas anteriores) como en espectro (les permite comprar deuda griega y saltarse la cuota de capital, una medida encaminada a dar soporte a los bonos de la periferia). Por su parte, el Banco de Inglaterra, ha anunciado, entre otras medidas, que financiará directamente al Tesoro Británico que, de este modo, no tendría que acudir a los mercados en busca de financiación. Por su parte, la mayoría de los gobiernos han anunciado importantes programas fiscales de ayuda a los desempleados y líneas de crédito, con aval público, para garantizar el acceso de las empresas afectadas por la crisis a la financiación. Destacar, por su tamaño, el programa de 2,5 billones de dólares aprobado por el Congreso de los EE.UU. o el recién anunciado programa de 500 mil millones de euros acordado por el Eurogrupo. Aunque todas estas medidas puedan generar otro tipo de problemas a medio plazo, por el momento, han conseguido estabilizar los mercados, que han rebotado con fuerza durante los últimos días de marzo, recuperando, al cierre del trimestre, aproximadamente un tercio de las pérdidas iniciales. b) Decisiones generales de inversión adoptadas. Afrontamos la crisis con una posición bastante conservadora. Desde mediados de 2019 veíamos un mercado que ofrecía muy poco potencial y donde el exceso de complacencia por parte de los inversores y la escasa liquidez de los mercados podían llevar a correcciones significativas. Por ello, decidimos ir reduciendo el riesgo de manera paulatina, aumentando las coberturas y elevando la liquidez a la espera de mejores oportunidades de inversión. En el trimestre hemos actuado siguiendo la disciplina que marcan nuestros modelos de control del riesgo por volatilidad. Esto nos ha obligado a ir reduciendo exposición durante la corrección, reduciendo la exposición a renta variable a niveles cercanos a cero y reduciendo posiciones en renta fija. Aunque esta disciplina de gestión nos ha protegido bastante hasta ahora, es previsible que nos obliguen a mantener un perfil de riesgo inferior al del índice de referencia mientras la volatilidad de los mercados se mantenga elevada. Esto limitará las pérdidas ante posibles nuevas caídas, pero también el potencial en las subidas, si se llegasen a producir. c) Índice de referencia. El índice que se compone como se indica a continuación: 25% MSCI Global en euros, 45% Iboxx Euro Index World Wide Performance Overall 3 to 5 Years (QW7I Index) y 30% Iboxx Euro Index World Wide Performance Overall 5 to 7 Years; 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 0,23% en la clase A, 0,21% en la clase L, 0,34% en la clase D y en 0,20% 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. El total de partícipes en el fondo es de 1.396, el número de partícipes en la clase A ha aumentado en 76, mientras que la L ha perdido 2, la E se ha mantenido y la D ha ganado 30, la rentabilidad neta acumulada del fondo se situó en el -15,04% en la clase A, -15,01% en la L, -15,13% en la clase D y en -15,01% en la clase E. La evolución del patrimonio ha sido negativa este periodo en la clase A disminuyendo un -10,82%, la D aumentó un 0,81% y la L y E disminuyen un 99,71% y un 20,80%. 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 -13,07% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Lo más significativo del trimestre ha sido las fuertes correcciones en activos de riesgo a partir del 19 de febrero. El fondo se gestiona con un control de pérdida máxima y ya desde el 28 de febrero comenzamos a reducir la exposición que teníamos del 18% a renta variable hasta el 12% y una semana más tarde acabar en 0. Esta reducción se ha hecho principalmente a través de derivados sobre el índice DJ Eurostoxx 50, combinando futuros con estrategia de opciones a vencimiento junio con compra de call 3300 y venta de puts 2750 por menor cuantía. Esta estrategia nos permite tener opcionalidad si hay un rebote en mercado. En el trimestre, se ha vendido la totalidad de los futuros sobre Nikkei 225 y parte de la cartera de contado. En valores concretos, no ha habido incorporaciones en el trimestre y si salidas: Arcelor, Allianz, Brentag, Inditex e Illiad. En renta fija, durante el mes de marzo se vendieron posiciones de Deuda Pública Portuguesa (2%), Comunidad de Madrid e vencimiento cortos, Gobierno Italiano y Española fuerte ampliación de diferenciales de crédito y la iliquidez en el mercado en momentos puntuales nos ha llevado a mantener la cartera actual. Se redujo un 5% de la exposición a swaps de inflación. Por tipo de activo, renta variable es el principal detractor de rentabilidad explicando más de un 12% de la caída. DNB (-0.60%), Técnicas Reunida (-0.71%) o Repsol(-.60%) son los valores que más rentabilidad detraen. En renta fija, es el crédito financiero el que peor comportamiento ha tenido. Así el sector de Bancos LT2 contribuye con -0.81% y las emisiones AT1 un -0.60% b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El fondo utiliza productos derivados tanto como cobertura o apalancamiento de los niveles de inversión. El Grado de cobertura medio se sitúa en 95,26% y el apalancamiento medio está en el 46,54%. d) Otra información sobre inversiones. La entidad depositaria ha remunerado los importes mantenidos en cuenta corriente durante el periodo al EONIA - 0,03%, 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 -0,55%. 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: 1,46 años Tir cartera de RF al final del periodo: 1,10 % 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 14,33% para la clase A, 14,34% para la clase D, 4,90% para la L y 14,38% 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 49,41% y a la volatilidad anual de su benchmark (28,75%). Sin embargo, la volatilidad anual del fondo es superior a la de la Letra del Tesoro con vencimiento a un año, que se situó en el 0,45%. 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 6,32%, 6,39% y 6,50% respectivamente para las clases A, D y E, aumentando respecto al trimestre anterior para las tres clases. 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 40,99%. 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. La situación económica es bastante complicada. Por un lado, es previsible que la crisis del Covid19 genere una fuerte recesión a nivel global que llevará aparejada una importante caída de los beneficios empresariales y un aumento de los ratios de endeudamiento, tanto en empresas como en gobiernos. Por otro lado, la actuación de los bancos centrales y los gobiernos, con nuevos programas de estímulo monetario y fiscal sin precedentes, debería amortiguar buena parte del impacto de la crisis, tratando de mantener el empleo (la demanda) y el tejido productivo (la oferta). Sin embargo, y aunque bien intencionados, estos estímulos pueden suponer nuevos retos a medio plazo. La intervención de los bancos centrales en los mercados distorsiona los mecanismos de fijación de precios y puede llevar a la acumulación de riesgos que, finalmente, acabe en nuevos episodios de crisis. Y aunque las políticas de expansión fiscal puedan compensar la caída en la demanda privada en el corto plazo, a medio plazo pueden poner en peligro la sostenibilidad de la deuda pública en algunos países que parten niveles de endeudamiento excesivamente altos El perfil de riesgo del fondo se ha reducido sustancialmente. La cartera de renta fija tiene baja duración de crédito y futuras ampliaciones de diferenciales deberían tener un impacto menor al que vimos en el mes de marzo. Si existe estabilidad en las condiciones crediticias, es de esperar revalorizaciones próximas a la TIR de cartera. Por otro lado, la evolución de los mercados de renta variable, no van a tener prácticamente impacto en la rentabilidad del fondo. 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 1891502544 9104 -4.06 175156862 669 -6.97 264112782 880 -7.55 550107586 2354 -7.13 0 0 0.00 574552860 3763 -9.89 159522221 1692 -29.93 294137747 4763 -21.91 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 154713713 1630 -13.07 0 0 0.00 0 0 0.00 0 0 0.00 85602566 670 -0.21 1267555544 2888 -0.77 0 0 0.00 0 0 0.00 5416964425 28413 -6.41