ELCANO INVERSIONES FIN.SICAV 1.0.0 2013-01-01 2013-03-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2012-10-01 2012-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2013-01-01 2013-03-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2012-01-01 2012-12-31 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 2011-01-01 2011-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2010-01-01 2010-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2008-01-01 2008-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2010-01-01 2012-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2008-01-01 2012-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2013-03-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2012-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2011-12-31 ELCANO INVERSIONES FIN.SICAV 1.0.0 2010-12-31 iso4217:EUR xbrli:pure ELCANO INVERSIONES FIN.SICAV 971 01 01 2013 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 por la 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. Se podrá invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrian introducir un mayor riesgo que el resto de las inversiones como consecuencia de sus caracteristicas. 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 sociedad tiene designado como asesor de la misma a la entidad AD-HOC ASESORES FINANCIEROS, EAFI, S.A. 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 0.32 0.17 0.32 0.54 0.02 0.04 0.02 0.10 EUR 2293234.00 1978560.00 388 323 0.00 0.00 false 30983430 24942475 13042051 6270767 12.6052 10.6141 10.0242 9.4540 13.6374 12.7415 11.9040 11.1164 13.5108 12.6064 11.4165 10.9992 0.37 0.37 0.19 0.19 0.56 0.56 03 0.02 0.02 01 7.17 7.17 2.61 5.48 -2.28 10.42 3.79 0.42 0.42 0.48 0.48 0.52 1.95 1.99 false GraficaVL.png png 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zcX+5kVhTU0NJwpCCJEd/fwQ6bLyzFvUz7vWZvsQQvnPUzO9zSHkyXpCCMHt2B5Puqz/fP3TL/cRQsPvXQih/Oehie0v4I6Pj+dEQQghrO9bWtggtMn4+hgeGNlHC3fnVRBC+Y9vgMrcwqamJk4XhBBi4osTtpuYSa/3EcLkxEOEUP4zfcEKcwjPnz/P6YIQQkynj+VRLNs9ShH/62d7C2GCdwQhlP/86U0fcwgzMjI4XRBCiIknCB32KMXT0wmh/OexKUvMIYyJieF0QQghpi1/iyBXNv1UYXzvnyr8NP8CIZT53DfGNdj81lG1urGxkTMGIYRoeMWoPRaFH8zv7asUPW4T0h65zXyvIHMIi4uLOWkQQojGeP4cobLHVymecbF8m5DwyG2mzW+/XyYrK4uTBiGEaE7kf06l7LEoXLqk50VhT9uEhEe298skJSVx0iCEEM2B9J1Uyk6PUkx4zcJtQsIj2/tlwsPDW1tbOW8QQgiFO2Uc/lWK7tuEhEduc/9YN/WPqqurOW8QQoij6XojfbLrBdJXZ1myTUh45Px+maKiIk4dhBDi+LqygjjZdTRBmx95rt9tQqojw3nfM5D7ZQghBMRX6R0wCxb3u01IdWQ4kz/0434ZQggB5R3aT5kc8KnC/5zQdZtw+2FCKPN55o32G0cjIiI4dRBCiONw5h6y5ICdQncPw4NP3rVNuGwtIZT5PD7dq+N+Gd4vQwghjp1JBrIkh69SbHP5kBDKfB5+yaMjhBUVFZw9CCEEwbMTDpsAv86LwoSHns44dYkQynl+Pt69I4SnTp3i7EEIIYIbN5oIkiPnr7M7LwrT9hQSQplPYEj7q7czMzM5gRBCiODa1QZq5NivUmzu9FWKpNWJhFDms8QvxBzCtLQ0TiCEECKorqqkRg6e9+fduTr6qishlPl8uLT9UcK4uDhOIIQQIvjy7BekyPGPUowY132bkOTIc952CzCHMCoqihMIIYQITh/Lo0MOH/1Sr46vUuzY8wUhVMTHmCQtLS2cQwghFO/kkRw6JItPFY6e2mWbkOTIc8a/69sRwvr6es4hhBCKl3NgHxGSxfj5tj9KMcODEMp5xs5e1hHCqqoqziGEEIrHlwhl9K6Z249SJDz4ZEbBRUIo2xn5undHCMvKyjiHEEIo3u6URAokl53CH79K8cmuE4RQtjNi2tKOEPIxJkIIEXyanECBZLQofGuOFMLU8O2EULYzfPKSjhDm5uZyDiGEIISMtZ+vHz46cYYbIVRECHNycjiHEEIo3vZNevIjr5m7YOuwJ/advEhy5Dm/nHTnvdvp6emcQwghFG/bxijaI7eJffIvn+w6QXLkOcNevPPe7dTUVM4hhBCEkLHJoxTbVyeSHPmHMDExkXMIIQQhZGwymwJWkxxCCEIIQujEExYybLwb1ZF5CGNjYzmHEEIQQsZW4+ETQHVkHkK9Xs85hBCCEDI2e75ep/qfL3sSHkIIQghC6LzjuyKI8BBCEELYVtLmaHoj50XhY1OW0B5CCEIIG+LNMjKfwMBg2iPbB+oJISEEIWRYFDr1K9YIISGECPbvTiU2Mh9/FoWEEIQQtnM4cw+lkf/8biqLQjl+hokQEkKIgC/UK2KCgkMokAw/zMsD9YQQIjh5JIfMKGJ+/5oXEZLDjJ29jFesEUII5ewXJ2mMIkYVwqJQFjP+XV9CSAghlH9UlNMYpcyYWT50yOEzdZ4fn2EihBBK7TfVBEYps3plyD2jSJGD5223AD7MSwghlKbrjQRGQTPxfV9S5Nhx8w3uCGFOTg7nEEIIEVAXBc0aDYtCB49foKojhLm5uZxACCFEsOVvEQRGQTNt3nJq5MBRd1JYWMgJhBBCBDuTDNRFQROhUbEodNQ8MMG9cwjLyso4gRBCiCB7/17qoqyZPJedQsfM49O9Ooewrq6OEwghhAiKTh4jLcqadVrVvaPJkgPmqZnenUPY1NTECYQQQgQXyo2kRXEza7EfWbL//OWD5Z1DyNmDEEIQDd/V0xUlLgrvG+NKmew873sGdlQwOjqaswchhCBMJtOGcDVpUdx84L6CMtl5fAPuPDuRlpbG2YMQQhxJm6PpiuImapXq/hdYFNpv7h/r1vm6aEZGBqcOQghxZKQl0xUlzlxPf/pkt/m3qUs7h/D48eOcOgghxHE89zOiosTR61TDxruRKPvM6FnLOoewoqKCUwchhDi+KjlDVBQ6S30DSZR9ZsZC/84hbGxs5NRBCCGOa1cbKIpyF4W/+YsHlbLDLPQO6qhgREQE5w1CCNHERmqJikLHezmLQpvPPaMWB6tCO0KYnJzMSYMQQjS7UxIpCotCprd59JUlna+LHj58mJMGIYRoTuR/TlFYFDK9zdjZd90pU1JSwkmDEEI0/6goJyeKXhQ+NmUJubLdzFx0150yNTU1nDQIIURzs7mZ98soegKDgsmV7cZj+Z0P02s0mtbWVk4ahBAC2rE9npwoev74uhfFssU8NNGj83IwISGB0wUhhJh4rF7powoJIVq2mN+/dtdnCHNycjhdEEKwTciwKHSimb5gRecQlpaWcroghBDTrdbWmAgNLWFRyHQZv0BV5xBevnyZ0wUhBNuEjHzn6ZnepMuK8/BLd20QxsTEcKIghBDZ6WN5hETpo1OzKLThu7Z37drFiYIQQmSXLtYSEgHGZc5yAmatmbMksHMIi4uLOVEQQghu+yY9IVH6rNGE3DOKhllhfvq8a+dXjEqampo4SxBCCI6HKMSYKR+yKLTCjHzdu3MF4+LiOEUQQoivprqKiggwa8NU946mZEOdt90CeNc2IYQzil8fTkhYFDL3j3Xrcl20srKS8wMhhFPI3r+XirAoZLq8UEan0/GKUUIIZ1FdVUlFxJh33VbQs0HPO+53XRdNT0/n5EAI4US4d1SMiVqluv8FV5JmleuiZWVlnBkIIZwI944KMx+4syi0wnP0ERERXBclhHAu16428HlCYRaFvxjnRtgGOouXBfNCGUIIZ/dpcgIVEWMWewUQtgHNIy6e6rsZjUbOCYQQTqes9CwJEWPWsygc4LjM9eO6KAgh2r7KtOVvEVREkEWhN4tCS+fe0a5dvrvEc/SEEM4r58A+EiLG6HWq4ZM9iZwl88QMry7XRWtrazkbEEI4qYbv6rllRpjxXRFE5CyZhd5BnStoMBg4FRBCOLX01CQSIsyi8NFXWBT2M4++sqTLcrCgoIDzACGEU7tQbiQhwox/QDCp63tmLPTvXEGtVst3lwgh8EPK1lgSIsw8Pm0ptettHprocffLZNS7d+/mDEAIAZ6jEGqCgkMIXm8z+UO/LtdFa2pqOAMQQuAHk8nEq0dFmj++7kXzus/Px7t3ebloQkIChz8hBNp9VXKGfggzK1XsFFq0HCwpKeHYJ4TAnUXh1g2RJESYee5NH8rX90P0MTEx0s+eY58QAnec/eIk/WBRKOqMeWdZl+XgqVOnOOoJIXCXW62tLApFmlFvsShsn58+7+rjH9K5glFRUbxcFIQQPSg+fYJ+CDOrV4bcO5oKts2k95ezHAQhBItCZxyXOcup4H1jXP2DQ3mIHoQQluL2URaFgs2E97ouB7OzsznSQQjRK5PJlLwlhoQIM3+dt9zJXyXT5dlBnU537do1jnQQQvSluqqSfggz67QqZ14Uzlzk32U5ePToUY5xEEL0b3dKIgkRZl6b76SLwuGTl3R5s2h4eHhzczMHOAgh+vfdlct8p1CkReG/vODmhCF08w3ushzMz8/n6AYhhKXyDu0nIcLMXM8VzlbBx6d3/Qx9TEwMzw6CEGIAbjY3x68PJyFizHqt6hfjnGhReP9YN98AVZcQlpaWclyDEGJg+DyTSLPIy995Qjht/oouFUxMTOTNoiCEGIxPkxNIiBij16mGjXeKReFjU7reIyOpq6vjcAYhxGBculgbE6GhImKMq3eA8BW8Z9Rij+Vd75FJS0vjWAYhxOAVnjhCQoRZFD400d3Z3iMTERHR2NjIgQxCiCH5ZFscFRFjfFcECVzBX07q+h4ZSVFREYcwCCGGqu7bGh4rFGaGT14i6kXR+V5BXSqYlJTEPTIghLCOE/mfkxAxZkWAmIvCv3zQ9aKoRqO5fPkyBy8IIaxmZ5KBiogxv5sq2qLwERfP7neK8h4ZEEJYWdP1Rh6xF2P8A4MF+wB99ztFY2NjeY8MCCGs7+/GMjYLxZh/f3WpwJ+Y0Gg01dXVHLAghLCJnAP7qIgAowoJEaOCT830Vndz/PhxDlUQQtiKyWTasT2ekAgwz73lo/QKPvxSD89LGAwG7hQFIYRtNV1vNESvJSRKH22osncK7xvj2v3N2jqdjjtFQQhhD7XfVG9Ys5KWKH3GzFLqovDe0a7vuAd0vyjKJyZACGE/vHpNgFmlVupO4dR5ft0rmJGRwYEJQgi7+iwznZawKLT/jHy9hxtk4uLieF4ChBD2ZjKZ0rZvoSWKHt3KkHtGKf4GmfDwcN6sDUIIx7jZ3Lwtdj05UfRMmeOrlAoOe9Hda0VIlwpqtVqj0cjBCEIIh7lyqY4bZxQ9kWGqe0cr4waZ7q/VlhQWFnIYghDCwb6urIjmjTNKnjcWLlfobaLp6ekcgCCEkIWvzhVHrw6lKAqddVq5Lwp7vE2UG2RACCEvBUdyKAqLQlvM+Hd9u1dQr9c3NDRw3IEQQl5yD+2nKCwK7VBBrVbLa7VBCCFTmbvTiIpC5z33FUqpILeJghBC1tI+2kZUlDjrV6l+Mc5N5hXkNlEQQihD8tbNdEWJ4+odIPMK5ubmcnyBEEIZPk7ga03KG71ONWy8GxUEIQSsIyXRQFpYFFJBEEI49zVSWsiikAqCEIIWUhdljbtPoEPeHTNzkT8VBCGEmFKTt+sJjKLm0Vc87VnBnz7v+rZbABUEIYTIsjL36VcRGMWMf2Cw3Sr4s3FuC72DqCAIIcR3JD8vihYqZ343dYl9vi/o4x9CBUEI4SyOHzsWtYp3c7MobJ/hk5f4Bap6fHdMaWkpxwsIIcR07ty5dToNmVHEPP7Xpbar4J/e9On2qfk2Op2urKyMIwWEECKrra1dt2YVmZH/qIKDbHSD6IyFPd8gGhkZWVNTwzECQgjxNTQ0bNwQvZ4tQ9nPiGlWXhQ+MMF98bLgHisYFxd37do1jg4QQjiL5ubmrYYt62ihvEcbas2dwsene/W4KShJTExsamriuAAhhHMxmUz79u1bE8btM7KeMbN8rHI51GWun7oXWVlZ0o+BIwKEEE6qqKholWYll0llO2FDXhT2cTlUq9WWlJRwFIAQwtnV1tbq16+P1FIdmc7E95bZ4nJodHS09K+e3z8IIdCmsbExPj5+dVgoL2OT4ejUIdZ9cZokLS2NTUEQQuAuJpMpOztbG6ZZx9JQfjN+9sAWhSOmLfVaEdLb5dCCggJ+8CCEQM+qq6v1er1Ow9JQXrM2LOSeURYl8P6xbtMXrOhtIcjlUBBCoH8tLS0pKSkr1eq1Wm4oldFMn+/XbwWfecOntx1BLoeCEAIDU1hYGB4evkqj5oZSmcw6rep/jHHtLYGPuHjO9wrqLYG8OA2EEBiMxsbGxMRE6TQazk008pi3Fvv1eC106jy/Hl8capaamtrQ0MDvGYQQGKSSkhJpaahZqebRezksCu8dPYBroREREcXFxfyGQQiBoWpubt61a5dGo9GuVHNPqWPnHVe/jvtCe/ugrllmZiY7giCEgDUZjcbo6GjpDLtKo+YlpY6aKK1q5Awvn5DV0v8u6S2BBoOhurqaXywIIWB9JpPp+PHjOp3OnEM+eW/nidSqpEV5R+16vBZaWFjIi0NBCAHbamxsPHjwoHlFsloTSg7tszuovXsFuH79+i6LQq6FghACdlVTU2O+p7TtZSUa9g5tuQrs5SLo1q1bO+4L5YO6IISAY5SVlcXHx7fncKU6ggctrDTSn1H6Y3ZcCO3R2rVrd+7cSQJBCAHHMxqNcXFx5rOzdOpeExbKY/iDHulPJ/0B+yxgm+TkZBIIQgjIiMlkKi4ujo2N7ThTr9Ko+bTTwDYCV6l0GnW/EhMTKysr+cmBEAIyJZ2jO/YOJeYn8bmhpt8loGZl/wmUVoEkEIQQUIaampqMjAytVnvn6z8adYQ2VE8R794FXGXBElCn00l/TC6EghACytPc3JybmxsZGdn5tC6d+iOceBNRf/tGUJ0m1IIVoDoqKkr6A0p/Rn5LIISAspWXl6ekpHR57k3rTEWU/t80r/8s6Z8kPj7+/PnzPBoPQggIpaGhQVrfdL6hxixspXp1WKi0ThIsivrbD8KH9/cURJcP5x48eLC+vp5fCwghILKqqqr09PSIiIjuJZCaEa7wKEbdvvnF8sVf24euwsMzMzONRiNLQBBCwIlIJ/3y8vKsrKyoqKge82BeKUZo5X7TadTty57SP6r0D2x5/Mx3waSmppaUlLALCEIIOLvKykqpiOavW/Ro5e3Fok4Tuub2etGBaZSWquu07Wu+gZav4xYYaf0n/Y+A1tZW/tWDEAK4y+XLl4uKiqR1Upd7TXtbMko1Wn27jtLC0RxIq1xTbavdqrbbO6X/WOk/XPqvGHT22i/5arWJiYk5OTnV1dVc/wQIIWARqRnHjx9PTk62JIrdV5CalW2LSK2mbcy97D6624XT/jiaIaSuO41GExcXl5+fLy3+uPgJEEJgSGpra0+dOpWent79plP5MJcvKytL+keVlrZc+QQIIWAT0upKWiyWlJRkZ2enpqbGxMT08bl2m4qKikpMTJT+MYxGY11dHeUDCCHgGCaTSVqBlZWVFRcX5+fnSwvHpKQkaXGm1+uH3kipdgaDISUlRfqPPXz4sPRfUV5eLq1QW1pa+MsDhBBQAGmh1tDQIC0iK28z97K70tLSiooK8/9NVVVVfX09G3sAIQQAgBACAEAIAQAghAAAEEIAAAghAACEEAAAQggAACEEAIAQAgBACAEAIIQAABBCAAAIIQAAhBAAAEIIAAAhBACAEAIACCEAAIQQAABCCAAAIQQAgBACAEAIAQAghAAAEEIAAAghAACEEAAAQggAACEEAIAQAgBACAEAIIQAABBCAAAIIQAAyvH/AVf+YutFO5xzAAAAAElFTkSuQmCC Distribucion4.png png 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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. BANCO SANTANDER SA Compra Opcion|ACCS. BANCO SANTANDER SA|100|Fisica 2000000 02 ACCS. CATERPILLAR INC Compra Opcion|ACCS. CATERPILLAR INC|100|Fisica 7365448 02 ACCS. CATERPILLAR INC Compra Opcion|ACCS. CATERPILLAR INC|100|Fisica 62444 02 ACCS. CATERPILLAR INC Compra Opcion|ACCS. CATERPILLAR INC|100|Fisica 5947 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 108492 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 50073 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 1115955 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 14104 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 135813 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 134690 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 60611 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 374972 02 ACCS. CLIFFS NAUTURAL RESOURCES INC Compra Opcion|ACCS. CLIFFS NAUTURAL RESOURCES INC| 275770 02 ACCS. PHILLIPS 66 W/I Compra Opcion|ACCS. PHILLIPS 66 W/I|100|Fisica 351017 02 ACCS. PHILLIPS 66 W/I Compra Opcion|ACCS. PHILLIPS 66 W/I|100|Fisica 80154 02 ACCS. UNDER ARMOUR INC-CLASS A Compra Opcion|ACCS. UNDER ARMOUR INC-CLASS A|100|F 721972 02 ACCS. UNDER ARMOUR INC-CLASS A Compra Opcion|ACCS. UNDER ARMOUR INC-CLASS A|100|F 593282 02 ACCS. UNDER ARMOUR INC-CLASS A Compra Opcion|ACCS. UNDER ARMOUR INC-CLASS A|100|F 82342 02 ACCS. UNDER ARMOUR INC-CLASS A Compra Opcion|ACCS. UNDER ARMOUR INC-CLASS A|100|F 700556 02 ACCS. UNDER ARMOUR INC-CLASS A Compra Opcion|ACCS. UNDER ARMOUR INC-CLASS A|100|F 720219 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 1249845 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 413111 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 395635 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 43959 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 154779 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 85988 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 36991 02 ACCS. VALE SA SPADR Compra Opcion|ACCS. VALE SA SPADR|100|Fisica 19762 02 18603931 18603931 DIV: USD Venta Forward|Divisa EUR/USD||Fisica 7708317 01 DIV: USD Venta Forward|Divisa EUR/USD||Fisica 764760 01 DIV: USD Venta Forward|Divisa EUR/USD||Fisica 1472104 01 DIV: USD Venta Forward|Divisa EUR/USD||Fisica 1490091 01 11435272 11435272 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 901,50 euros, lo que supone un 0,00% 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. Los acontecimientos políticos han sido los protagonistas del primer trimestre de año en los mercados a nivel global. Si en Estados Unidos se volvía al optimismo tras la resolución ?in extremis? del ?fiscal cliff?, en la zona Euro se sembraba de nuevo la inestabilidad como consecuencia de la incertidumbre política en Italia (donde el partido de Bersani continua incapaz de formar gobierno) y el rescate de Chipre (incluyendo por primera vez quitas en los depósitos bancarios). Los acontecimientos en estos dos países afectaron al comportamiento de los principales mercados europeos en el trimestre, que se desmarcaban de los avances del resto de las grandes bolsas. Así el Eurostox terminaba el trimestre con un -0,45%, el DAX alemán subía apenas un 2,40% y el Ibex 35, a pesar de la recuperación de confianza de los inversores internacionales en el mercado de deuda, cerraba con un descenso del 3,03%. Esto contrasta con el buen comportamiento del mercado americano, animado por la política expansiva de la Fed, con el S&P subiendo un 10,03%. Respecto a Japón, gracias al agresivo cambio en la política monetaria del reciente nuevo gobierno, fijando un objetivo de inflación en el 2% y una búsqueda activa de la depreciación de su moneda para impulsar las exportaciones, el índice Nikkei lideró los avances con un rendimiento de 19,27%. Los mercados emergentes por el contrario cerraban con una pequeña caída del -0,80%, consecuencia de los renovados temores a la ralentización de la economía china, ante las medidas de restricción del crédito impuestas por el nuevo gobierno con la intención de frenar la burbuja inmobiliaria. En lo referente a los mercados de deuda, éstos han estado marcados por un panorama de altos niveles de liquidez y bajas tasas de interés en los países considerados refugio (EE.UU. y Alemania principalmente). Ante esta situación, la deuda pública española se beneficiaba de cierta búsqueda de rentabilidad de los inversores internacionales, una vez superados los temores existentes en el 2012, lo que llevaba al bono a diez años español a recuperar niveles por debajo del 5% y al diferencial con el bono alemán a relajarse por debajo de los 380 puntos, unos 40 pbs aprox. desde comienzos de año. Mientras, los mercados de crédito reflejaban cierto tensionamiento: el iTraxx Main a 5 años ampliaba desde los 117pbs de finales de año hasta los 126pbs a cierre de trimestre y el resto de índices de crédito también empeoraba durante el periodo, en el caso de iTraxx Financiero Senior a 5 años subía de los 141pbs hasta los 194pbs, y el iTraxx Subordinado ampliaba de los 212pbs a los 312pbs a cierre de marzo. De cara a los próximos meses, la atención estará centrada, por un lado, en los acontecimientos de la Eurozona, donde el nivel de volatilidad creemos que seguirá disminuyendo, y por otro en Estados Unidos, donde empiezan a surgir ciertos signos de ralentización del crecimiento, lo que puede impactar en los beneficios empresariales. También habrá que estar atentos a la evolución de los mercados emergentes, China en particular, y su impacto en los mercados de materias primas. Durante el periodo, la rentabilidad de la Sociedad ha aumentado un 7,17%, el patrimonio se ha incrementado hasta los 30.983.429,65 euros y los accionistas se han incrementado hasta 388 al final del período. La rentabilidad de la Sociedad en el período se ha situado por encima de la rentabilidad del 1,25% del índice de Letras del Tesoro a 1 año. Dada la distribución de inversión y el buen comportamiento de la renta variable durante este primer trimestre, la sociedad ha podido superar 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 90,45%, respectivamente y a cierre del mismo de 0,00% en renta fija y 90,10% 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 31 de marzo de 2013, ha sido 12,27%, siendo la volatilidad del índice de Letra Tesoro 1 año representativo de la renta fija de un 1,95%. A 31 de marzo de 2013, 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 no mantiene ninguna estructura a 31 de marzo de 2013. 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