ELCANO INVERSIONES FIN.SICAV 1.0.0 2012-07-01 2012-09-30 ELCANO INVERSIONES FIN.SICAV 1.0.0 2012-04-01 2012-06-30 ELCANO INVERSIONES FIN.SICAV 1.0.0 2012-01-01 2012-09-30 ELCANO INVERSIONES FIN.SICAV 1.0.0 2011-01-01 2011-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2012-01-01 2012-03-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2011-10-01 2011-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2010-01-01 2010-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2009-01-01 2009-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2007-01-01 2007-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2009-01-01 2011-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2007-01-01 2011-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2012-09-30 ELCANO INVERSIONES FIN.SICAV 1.0.0 2012-06-30 ELCANO INVERSIONES FIN.SICAV 1.0.0 2011-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2010-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2009-12-31 iso4217:EUR xbrli:pure ELCANO INVERSIONES FIN.SICAV 971 01 03 2012 EUR A (STANDAR & POOR'S) false CALLE AYALA Nº 42 5ªPLANTA A, MADRID 28001 TFNO.91.7915100 EM departamento.marketing@credit-suisse.com https://www.credit-suisse.com/es/privatebanking/es/ 05 CALLE AYALA Nº 42 5ªPLANTA A, MADRID 28001 TFNO.91.7915100 EM departamento.marketing@credit-suisse.com 2000-02-25 08 15 ALTO true false La Sociedad podrá invertir hasta un 10% de su patrimonio en IIC financieras que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la Gestora. La Sociedad podrá invertir, ya sea de manera directa o indirecta a través de IICs, en activos de renta variable y renta fija u otros activos permitidos porla normativa vigente sin que exista predeterminación en cuanto a los porcentajes de exposición en cada clase de activo pudiendo estar la totalidad de su exposición en cualquiera de ellos. Dentro de la renta fija además de valores se incluyen depósitos a la vista o con vencimiento inferior a un año en entidades de crédito de la UE o de estados miembros de la OCDE sujetos a supervisión prudencial e instrumentos del mercado monetario no cotizados, que sean líquidos. La Sociedad podrá invertir hasta un máximo conjunto del 10% delpatrimonio en los activos relacionados en el art. 36.1.j,aptdos 1,2,3,5 y 6. No existe objetivo predeterminado ni límites máximos en lo que se refiere a ladistribución de activos por tipo de emisor (publico o privado), ni por rating de emisión/emisor, ni duración, ni por capitalización bursátil, ni por divisa,ni por sector económico, ni por países. Se podrá invertir en países emergentes. La exposición al riesgo de divisa puede alcanzar el 100% del patrimonio. La Sociedad no tiene ningún índice de referencia en su gestión. La Sicav podrá operar con instrumentos financieros derivados, negociados o no en mercados organizados de derivados, con la finalidad de cobertura, primordialmente para disminuir los riesgos de su cartera de contado en el entorno de mercado, y de inversión. 01 0.13 0.15 0.37 0.69 0.05 0.13 0.12 0.63 EUR 1863955.00 1683298.00 312 302 0.00 0.00 false 22899470 13042051 6270767 2500263 10.6141 10.0242 9.4540 9.7681 12.7415 11.9040 11.1164 9.9663 12.2854 11.4165 10.9992 9.9317 0.44 1.31 0.44 1.31 01 0.03 0.07 01 7.61 5.48 -2.28 4.40 5.99 3.79 1.48 0.48 0.52 0.48 0.51 1.99 false GraficaVL.png png 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1/eImaysLBY1CCGco9YHhH0np7AmZtZmBYXwobGf6jz9pXj91OkJQ/hAhHRzzxPiY8Lw8HCLxcK6BiGEo9T9gNDmJIYVSL+5YnAh1HjwpujSxQbZvAvj6GPCub7iRWFtbS1LG4QQjqptMHtbCIXJzK/WT9so8xD6zPLMTVHdvE/dcTq2BCN+iUJQXFzM0gYhhKPOXm31whBaN1dI9gaNsxX83fj5OtWdji3ZbkKOmAEhhBOKz97y2hAKs3V7hf6NjTIMYfAq6W6K6oQETp2+/qGnlZtAcYT/F8QQajQaHhOCEMIhd+78qI4jRof05Ypj16PnpMkqhO/OXSZRAv2XG/7qY3xgpNITaB3NCj+xhXV1dSxwEEIM7HZbt5dX0DqbjEd07txc4XgFH5Xkpui6RQtjnns98b7hqkmgOGtmzuVLFCCEcMK3P5hJoHWy9142vJ/s2RD+l2c+WR3o3jNFdR99EvfHl5T4LoxD78tMeJfdhCCEcML5a630r9cYQ/LcsbnCwRDO8l3hvh2BOp8ZCb8dpcr+WUc/ZpIYQp1OxwIHIcTATlxspnw2vlyR+5XLN1c4UsHHXl/glpuiK5ZGv/qGsnYEDnpihr0S+J/a29tZ4yCEGEDRmVtkz/bxpF/Wxy3b5sLNFY7cFA0NcvFNUd2C+TGjJ6rvQaCdSXjkWWsIa2pqWOMghBiAqfwmzbN3PKnxsG5yojQhnP2ZS2+KvjdT0TsCBz2J9w4TD1oTlJaWssZBCGFPR6eF1Dm0uWL2ZneH8E+TfV12NOjbH8Q/7o0JtI524VIxhCaTiWUOQgh7Glu66JyDszFq3xA3V9ip4K+fmx0R7IoHgWPfND74lDcnUJzQD+eIIUxPT2eZgxDCHu88ZXTwb9DsqdZPd0sIP130+ZCuAufOi5HfZ3I9OJGT3xNDGBMTwzIHIYQ9X9e1kzdnJz4we3CbK/qr4B8nLRj00aC6j2Z554NA+7PuVR8xhFqtloPWQAhhT+WVFsI2iEnPPKWbmuiSEP63UbPDg1cO4kGgwWeG8eFnaJ7trYTPTbS+ONrY2MhKByFEv768cJuqDfINmiN1MYu2OrW5wmYIFyzxc66CASuilfaNQOkn9omXrSG8dOkSKx2EEP06VtVE0oYymzcec/wNmr4VHDHFmTdFFy+M5UGgYxP/6BhrCMvKyljpIIToF7vphz47iq7qPh5MCP959JwIrWM3QmfNjv/Ty2o9GtStH2MSFBUVsdJBCNGvvSfZTe+aWb96p358olMh9B3wpqh2pcFnRsK/PU/YnB3jg09ZQ5ifn89KByFEvwiYKzdX7P5K926igyF8/p1F9hK4akX0+LfW8y7MEMYawrS0NFY6CCFs6+y+Q71cfjxpbP/Hk/a8KbpW2/+DwNETeRfGhSE0Go0sdhBC2NbWwflqbpm0rWU2N1dYQ7hkmY2bojFz5sU9NY4Hga6a4CXL+RgTCCEIoccm9/C3hjmbel0aihV87q2FvR8EvvNR0vBxpMtNx41GRUWx2EEIYVtzezfFcuskxe3vublCqOD//vPcCOv2+VUrDFOn8yDQ3SEUsNhBCGHbD7c7aZW7J3vvJevxpEIIl6/wv7sdYvkSNsUTQhBCEEKvOp40Sz9+4yvvL9Yv/Cz22fE8CJQ4hM3Nzax3EEIQQg/P1u0Vsb/ndGzPhJDjRkEIQQhlMZyORghBCCEvfJVX4tnw2Ev0iRCCEEJG2D4h9Tfuh0+gT4QQhBCE0ItDOGISfSKEIISQEY5Yk/rW6F/eo0/SnSyzeBkhBCHEwIiTpFeEk+fRJ+nOGg1YRQhBCEEICSGHbhNCEELYZSrne4QSbp94y5c+SfQ9wgdGEkIQQjjkwJlG+iRdCP/uT6Kk/0K9oKmpicUOQgjbDlXeok+STbJvKImSZuJ+/0LPEFosFhY7CCFsO37hNn2S7mMUn4WTKGkm5slXe4aQlQ5CiH5VXmmhT9KFcGUsiZJm9KNet1YwMjKSlQ5CiH59XddOnySb1LBNJEqaWfeqjzWEfKEehBD21DaY6RMhVN9ETn7PGsKkpCRWOggh+tXQzLnbEoYwYjOJkmZCZ8y2hjAjI4OVDkKIfrWbOW5UukmJ3k6iJDpo1HexNYR5eXmsdBBC2LP7BImSaNKS95IoKeaeJ3qer1ZUVMQyByGEPWwlJITq3k1fVlbGMgchhD1fspVQshCmFlIpCSb2iZd7hvDixYsscxBC2MNWQslmS8YhKiXFJsIxk3qGsKGhgWUOQgh7rtV3kChpZtvOciolxd6JKTOsFdRoNJyvBkKIATS2sIOCEKpqQmYvYDc9CCGcYLHc4WNM0kzmrlNUSoJXRoP8/K0hTEtLY42DEGJgvDgqzeQcukyo3P7K6MPP9HxAaDKZWOAghBjYqcvNVIoQqu+4bUF5eTkLHIQQA/uG92UIoVpm7YR3e4awtraWBQ5CiIG1dHRTKQlmR8k3hErKN2U0Go3ZbGaBgxDCIftONxIqCYZQuXUS7x3W800Zg8HA0gYhhKPKv+YxISFU/MQ9/mLP+6Ictw1CCCfUXOcLvYRQ8RM17q2eISwtLWVpgxDCUbfbeEwoSQjvH0mupHlAyJsyIIRwWuEpttW7P4TDJ5ArN43xgZE9v76k1Wp5UwaEEM7hMSEhVPREjxzX83IwJSWFRQ1CCOfUNZoJFSFU7kT4fNgzhMXFxSxqEEI4p7P7Dl+rd/ckjnqTYrlpghcv4wEhCCGG6lhVE61y7xXh5HkUyx0T/+iYnhWMjIzk60sghBiMS3VsoiCEyvwG4eT3eoYwKyuL5QxCiMG43dbN3VFCqMTRLlzaM4QVFRUsZxBCDFLxWT7J5MZJmraYaLn7vqigqamJtQxCiEH6mruj7pxk31C65e4vThiNRhYyCCEGr91s4e4oIVTWJ+m1vot7hrCsrIyFDEKIITl+4TbFIoRKmdg/vNTrvmhjYyOrGIQQQ1LbwM56t4VwmY50ufh90SkzuC8KQggXs1ju7D3JuaNumdSwTaTLlR8gvG+4ZoUfX5wAIYTrVV5pIVqEUP5jeGZ8zwpqNJqGhgbWLwghXKCplQ2FhFABs2bm3J4h3LRpE4sXhBAuc+Q8x625fjZFbaVerpqER57t+d0lQXl5OSsXhBAuwysz7pi05L0EzE3HqoWEhLS3t7NyQQjhMhbLnQNnGkkXIZTnbPjNk0F+/j1DmJuby7IFIYSLXfyujXQRQnnOur+80Wv7YE1NDWsWhBAu1tnNPgoXz5b0IhrmktNken19MCYmhu8ugRDCLapruSh05WzbWU7GXL5rgmPVQAjhRm0dFlM5F4WEUF4TMte3ZwVDQ0PNZjOrFYQQ7nL+WisBc1kI806SsaFeDj79Wq/LwYMHD7JOQQjhRh2dlgIuCl0Vwj2VlMy135rQaDR8fRCEEFwUKmZyDl0mZkMZ/ajXe10OsmsChBBSMHfx+ighlMfl4MKlvUJYV1fHCgUhhBR4fdQlk324hp4N/nJwzKReFczJyWFtghBCIp3dd/ad5qCZoc6OI9fo2eC/uLTsc741AUIIT7pW30HJhj4kbZBHybw0tdflYF5eHqsShBBSK+GTFEOexHuHUTVnx/jgU71OFhUuBxsbG1mSIISQ2g+3OynZEGf9Q08TNmcn7L1ZvS4HTSYT6xGEEJ5R/nUzMRvSFeEfxhI2pyZm2Cu9KhgSEtLa2spiBCGEZ3R0WthKMaRnhMMn0Dan3pHpdb62YP/+/axEEEJ40je8NTOUK8KRfyNvjk/Ua2/3qmBUVBQni4IQwsPu3PnxCG/NDHaML00nbw5OwiPPBgas6hXC6upq1iAIITyvub2bA0gHeWt08jwK5+Cs+funvSqYnp7O6gMhhFzw/XpC6NbRvTil7zsynK8NQgh5OVbFDVKnZ8M7C4ncgBP/u9FB/it7hbCkpIRFB0IIeWnp6N59grY5N0lztXRuwMO1e316VxATE2OxWFh0IISQnUt17bTNqUn2DSV1A5ym9qpPYB9Xr15luYEQQqa+qL5N3py4IvwsnNTZmdgnXu77pmhhYSELDYQQ8sWHKZwL4cpYamfnTNHgJct7VTAhIaGrq4uFBkIIWWto7uJhoYOTGraJ4PX3aDB0xuxeFdRoNHx6F4QQynD5ex4WEsIhTeSk6X0fDRYVFbG4QAihGBU1LXRuwElZl07z+k70iLF9K5iWlsaboiCEUJI7d34sPsvDwoFCGL2d7PU9Sk2zwq/vmaLNzc0sKxBCKExbh6Wg/AdqZ2fSkvdSvp6z4f4Rq+cv6vto8OLFiywoEEIoUkNzV34ZLew/hKmFxO+XryzdO6zvgaKC48ePs5RACKFgN27xIft+Z/OW/fTvl0/Pv/tx3wpmZmayiEAIoXgcyd3fbM35gv6Js3b8tL4VjImJaW9vZwWBEEINKi/znSYbs21nOQm8e47aS1P7VjA8PLy+vp61A0II9Sg5c53y9Q5h3kkqeHezRJ9z1LRaLQeKghBCbSyWO0Wnvyd+/xDCPZXefproH17q+4klQVVVFUsGhBDqbGHB8av0zzo5hy57cwXjfv+CzQoePXqUxQJCCDW3cM8XV0ggIYx/dIxm2ed9K7h//36WCQgh1N/CnYcvUEFhsosve++1oJ+/zc0SnKMGQgivYDZ37jj0FSHMO37DG68Ffzfa5rXgpk2b+MQSCCG8SGdnV86BM7TQC68FbVYwKSmJCoIQwusI/+DL3neaEHrPxAx7xebbMUajsbW1lRUBQggvbWHWntJdX9Z7bwjvH+klFdS9OKXvfkHxWtBsNrMWQAjh1S3MzCvKO37DS0M4fIJXnB3zqk+gLQkJCVwLghACP1oslh27D+w89h0hVOU3JSKnzLBZQeFakAqCEAK/yDMVZh+uIYRqGuODT4XM9bVZwfT0dN6OASEEejt85ItthWe9KoSJo95U8TaJ4CXLbVawsLCQ/YIghIBtFRVnkrOKvOiKcPI8VVbQ8Mx4m1vmBUVFRfzOQQgBe65evRqXtC336LeEUMEPBW29IKrVasvLy/mFgxACA2toaIhdv3Hb/ipCqKxJ+O2o/h4KRkVF1dXV8dsGIQQc1dTUlJyckrRd5bdJk6YtVs/t0Kdf06zw62+bRHNzM79qEELAORaLpaCgQBefquKdFcm+oWp4O/SBkWHvzQrsR25uLlvmQQiBwTt37tw6fWxa/glCKNNPzI8cZ/P4UOtDQV4QBSEEhqqhocFoNMYmbVffpaGiQ7jh/hHhb8/s70IwLi6Oh4IghIDLdHV1mUymNWFRm/OOqyqEy3RKvRAcMba/bYKCnJyc9vZ2frcghICLVVdXh4aG6hI2ZR+6rI4QpoZtUlwC1z/0tJ0ngpGRkcJfE79VEELAXZqamtLT04OCNBszD6jgsxXKCmHifcOjXnu7v53ygqysLI4PBSEEpFBeXi5cGoatjU7bVUYIJfuaYPDiZf0lMDw8vLKykl8mCCEgncbGxszMTOEfwWujNyh36/2mqK2KODW0v23yIuEvgm2CIISAZ1RVVRkMBuGfxfr1aUp8cJiWvFfWCXx0TNi7H9s8L02k0+l4IghCCHiYuO9eo9EEBWlik7NzSq4SQhe8EfPwM5GT37OTwJCQkJKSEnbKgxACcnH9+vWMjAzhH9BCDg3GdKVcHaal7JXheaERb3xg540Y8WuCTU1N/OpACAHZqampMRqNYg518anyf3a4ZeshWd0IvbtBvv+rQPHUULbJgxACcnfu3DnxweHdtxmjYlNzj8p2o8W2neWeT+A9T0SPGLvm758G2iX8G0ZVVRXnpYEQAsog/PO6rKwsKirq50MvQ8LiU3NleL/UsyHccP8I3Qt/0y5caj+Bwr9VCH+YJBCEEFBkDisrK61Xh3e/ihezcdPO0rzS72USwoxdpzySwLjHX4zw+dD+XVDxvNBTp07xRgwIIaD4HFZXV4vPDq0XiLHJ2VtMJz1+y3TbnkqJ3wWNeu3t1fMXBQ5E+OMS/h2Cq0AQQkBV6urqcnJyNBqN9R/3q9eEe7aIOYcuS9M/3Qt/s78pXiT84WRmZl69epVfCwghoFqtra2lpaU975dai5iWf0LiLz1lF19264kw616aGjJ7QaADwsPDCwoKGhsb+YWAEALe4tKlS1lZWSEhIf94SRSsX5+WtL1o+8ELElwmZh+ucXn8DE+/FuHzoZ1vJPWSkpJSUVHBXVAQQsB7LxDLysrS0tJ63jK1XibqEjYlbtu3bX+Vm6K448i1oW9+iHv8ReHKT4hff1+K7+9d0JKSkvr6en4DIIQA7mpubu6viILg1WvC1kbHJm1Pzjq0teBM3vEbrmph4n3DnSqf8YGR8f/2vH7U62vHTwuZvcD+ETA2+1dQUMCmeBBCAAMUMT09PTQ01E5RQkIjo2I2xqfmbsw8kLarLPvQ5cHVcf1DT/f7/b97hyU88mzMsFf0YyZFTpmxZuZczQq/wEFJSEjYv39/bW0tf78AIQQc1dXVde7cOZPJFBcXZ/My0dZbl8FrwqIi9Qn69WnC5aNxy25j+p7k7MMpO44Is8V0UriatM7mvOPCf6gfN03/3MR1r/rET3w/cvJ7EW98EPrhnNXzFjp7qWczfjk5ORUVFXwjCSCEgAsuE6uqqgoLC41Go4NRdFZkZOQQ/xeE/8NSUlKEKz8hfnwpHiCEgLu0t7dfv369vLw8Pz9fCI9Wq3VVC3u9wupIOxMTE/Py8o4ePVpbW8sRMAAhBDyjqanp0qVLpaWlBQUFGRkZBoNhcHXU6XT9/VfC/2BMTEx6errJZBIaXFNTI/SYP3mAEALy1dXV1djYeO3atXPnzgnpKi4uLioqEq7ecn+SlpaW0kNmZqbwH+7Zs0e4yiz6SVlZ2alTp4S+ClefXOoBhBAAAEIIAAAhBACAEAIAQAgBACCEAAAQQgAACCEAAIQQAABCCAAAIQQAgBACAEAIAQAghAAAEEIAAAghAIAQAgBACAEAIIQAABBCAAAIIQAAhBAAAEIIAAAhBACAEAIAQAgBACCEAAAQQgAACCEAAIQQAABCCAAAIQQAgBACAEAIAQAghAAAEEIAAAghAACEEAAAQggAACEEAIAQAgBACAEAIIQAABBCAAAIIQAAhBAAAEIIAAAhBACAEAIAQAgBAHCP/w/VF5liTYr2XwAAAABJRU5ErkJggg== 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 Distribucion4.png png 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ACCS. BANCO SANTANDER SA Compra Opcion|ACCS. BANCO SANTANDER SA|100|Fisica 250000 02 ACCS. BANCO SANTANDER SA Compra Opcion|ACCS. BANCO SANTANDER SA|100|Fisica 1000000 02 ACCS. BHP BILLITON PLC Compra Opcion|ACCS. BHP BILLITON PLC|100|Fisica 18734 02 ACCS. CATERPILLAR INC Compra Opcion|ACCS. CATERPILLAR INC|100|Fisica 31368 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 102821 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 725017 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 139227 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 227721 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 286821 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 286821 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 557847 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 1403 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 2785 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 427738 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 130425 02 4188728 4188728 DIV: USD Venta Forward|Divisa EUR/USD||Fisica 7708317 01 7708317 7708317 false false false false false false false No aplica false false true false false false true true 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 7.991,08 euros, lo que supone un 0,04% sobre el patrimonio medio de la IIC en el período de referencia. Anexo: Existen operaciones vinculadas repetitivas y sometidas a un procedimiento de autorizacion simplificado, relativas a compraventas de divisas que realiza la gestora con el depositario. Por primera vez en mucho tiempo los mercados se han comportado de forma relativamente tranquila durante los meses de verano, aunque tampoco han estado exentos de volatilidad. Las declaraciones y decisiones de los banqueros centrales han sido protagonistas en este periodo. A principios de agosto, las declaraciones de Draghi sobre la irreversibilidad del Euro y el compromiso de hacer todo lo necesario para apoyarlo, concretado con el posterior anuncio de un plan de compra de bonos periféricos en secundario, marcaron un antes y un después en cuanto a la percepción sobre la posible ruptura del Euro. A partir de ese momento se relajaron las primas de riesgo de los países periféricos y las bolsas remontaron, volviendo la mayoría a terreno positivo en el año (con la excepción del Ibex). Igualmente en EE.UU., las expectativas de nuevos estímulos monetarios en respuesta a los signos de ralentización económica, concretadas con el anuncio de un QE3 en septiembre, animaron a los mercados de renta variable. Japón ha sido la única excepción a las subidas de las bolsas en el periodo. En España, tras la publicación de los resultados de la auditora Oliver Wyman, las necesidades de recapitalización de las entidades bancarias están dentro del rango que se adelantó en junio. Los mercados aun así se mantienen a la espera de conocer si finalmente España hará una nueva petición formal de ayuda al ESM, condición sine qua non establecida por el BCE para activar su programa de compras de bonos hasta 3 años en el mercado secundario (programa conocido como OMT). Todo esto se ha traducido en una subida del Eurostox del 8,4% en el tercer trimestre (+5,9% acumulado en el año) y un 8,5% del Ibex (-10% en lo que va de año). En Estados Unidos, a pesar de un debilitamiento de los indicadores económicos, el S&P también subía un 5,8% en el trimestre, acumulando un 14,6% en el año. Por el contrario, los mercados asiáticos han sufrido caídas, por temores a una fuerte ralentización en China. En concreto el mercado de Shanghái ya ha tocado niveles de 2008 y el Nikkei caía un 1,5% en el trimestre, aunque en este caso mantiene una rentabilidad positiva en el año del 4,9%. Todo mencionado anteriormente, también ha tenido un efecto positivo en los mercados de deuda. Las actuaciones del BCE, incluida la bajada de tipos hasta el 0,75%, se han visto reflejadas con un estrechamiento de diferenciales en la deuda europea periférica, especialmente en los plazos cortos. España se ha visto claramente beneficiada. A lo largo de estos tres meses hemos visto como la prima de riesgo ha pasado de los 639 pbs (máximo) hasta los 407 pbs (mínimo) a mediados de Septiembre para finalizar en los 463,9 puntos. El diez años español después de superar el 7% de rentabilidad ha acabado el trimestre en el 6,06%, mientras que el bono alemán llego a alcanzar el 1,16%, situándose en 1,45% a finales de trimestre. Pero claramente donde se ha notado la mejora es en el bono a 2 años español, que tras estar cerca del 7%, ha cerrado el mes de septiembre con una TIR del 3,30%. También hemos visto fuertes mejoras en los mercados de crédito, reflejándose en un estrechamiento de hasta 65 pbs de la deuda financiera. A su vez, el Itraxx Main ha pasado de 162 pbs a 136 pbs. En definitiva estos tres meses han sido en general buenos para los distintos mercados, pero de cara al último trimestre permanecemos a la espera del posible rescate de España, el respaldo por parte del BCE, además de las elecciones americanas, factores todos ellos que indudablemente marcaran el devenir delos mercados en los próximos meses. Durante el periodo la rentabilidad de la Sociedad ha aumentado un 5,48%, el patrimonio se ha incrementado hasta los 22.899.469,64 euros y los accionistas se han incrementado hasta 312 al final del período. La rentabilidad de la Sociedad en el período se ha situado por encima de la rentabilidad del 4,06% del índice de Letras del Tesoro a 1 año. Debido a la selección en la renta variable y su peso a esta, han hecho a que la sicav haya podido superar la rentabilidad de su índice de referencia. A inicio del periodo, el porcentaje de inversión destinado a invertir en renta fija y renta variable ha sido de 0,00% y 87,89%, respectivamente y a cierre del mismo de 0,00% en renta fija y 82,49% en renta variable. El resto de la cartera se encuentra fundamentalmente invertida en activos del mercado monetario. Dicha composición de cartera y las decisiones de inversión al objeto de construirla, han sido realizadas de acuerdo con el entorno y las circunstancias de mercado anteriormente descrita, así como una consideración al riesgo que aportaban al conjunto de la cartera. En referencia al riesgo asumido, la volatilidad del periodo de la Sociedad, a 30 de septiembre de 2012, ha sido 14,64%, siendo la volatilidad del índice de Letra Tesoro 1 año representativo de la renta fija de un 2,67%. A 30 de septiembre de 2012, la Sociedad mantiene posición en derivados de renta variable a través de opciones y futuros sobre acciones e índices, con el objetivo de incrementar o reducir la exposición al mercado según la coyuntura económica y evolución de los índices. La Sociedad ha utilizado contratos "forwards" como cobertura de divisa. La Sociedad a 30 de septiembre de 2012 no mantiene ninguna estructura. El impacto total de gastos soportados por la Sociedad se describe detalladamente en el apartado de "Gastos" del presente informe. En este contexto, durante los próximos meses estaremos atentos a la evolución de los mercados, tratando de aprovechar las oportunidades que surjan en los distintos activos para ajustar la cartera en cada momento. No aplica