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Diagonal, 621, Torre 2 Planta 7ª - 08028 Barcelona EM a través del formulario disponible en www.laCaixa.es - Inversión y bolsa - Atención al cliente - Correo electrónico 2005-01-20 05 02 Medio El Fondo invierte mayoritariamente en activos de renta fija emitidos por el Reino de España El Fondo ha realizado operaciones con instrumentos derivados con la finalidad de inversión para gestionar de un modo más eficaz la cartera. 01 0.88 0.47 0.88 3.63 0.38 0.83 0.38 0.87 EUR 5153035.13 5138307.27 2357 2313 0.00 0.00 false 300.00 Euros 37239872.22 36652727.03 41279617.12 94309695.00 7.2268 7.1332 6.7193 6.9527 0.11 0.11 0.00 0.00 0.11 0.11 01 0.01 0.01 01 1.31 1.31 1.54 2.34 -0.05 6.16 -3.36 3.79 2.77 -0.73 -0.73 -1.30 2012-01-05 2012-01-05 2011-07-11 0.79 0.79 3.48 2012-01-11 2012-01-11 2011-08-08 01 7.09 7.09 6.87 5.74 3.50 6.87 3.12 2.22 1.85 27.93 27.93 28.20 25.97 20.17 28.20 29.95 25.18 16.24 2.02 2.02 2.06 1.86 1.65 2.06 1.37 2.18 0.76 3.48 3.48 3.48 3.07 2.43 3.48 2.44 0.62 0.48 0.12 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SUkqANQxAACAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMRmNRuOR2PR+QSGRSOSSWTSeUSmVSuWS2XS+YTGZTOaTWbTecTmdTueT2WQJ/z6hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmHUCtV2vV+wWGxWOyWWzWe0Wm1Wu2W23RyuW+5XO6XW7Xe8Xm9Xu+X2/X/AR244HCYXDYfEYnFYvGY3HY/ISnB5HKZXLZfMZnNZvOZ3PZSAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xGY1G45HY9H5BIZFI5JJZNJ5RKZVK5ZLZdL5hMZlM5pNZtN5xOZ1O55PZZAn/PqFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWYdQK1Xa9KmAdQCQUZCCQnHAtzGH3CnSSlBGt0WQIbYSS3TZag/CLbb7ibG7frldI7fbhg4JYQCiRRabXO7teEwADRh7nJsNccvKMibMnlc1hK/o9JpdNp9RqdVq9ZrddD65r9lqLCdQAi82AL6aAAmFuRF5gkWALFZIJZ3BnxAZFwdE4nAA2Gw1LKd3AKETh8ASTQrAAuPByM/liBbTqvCIixGlLHZYIdF/1+zocVxgB4spy1xBvg/9ywxsBYRkBgA/rhuK9z8EoSjpuq/zCL6/TnE4ahsL+wMGQFAkDOI9rjrQvSDvqRgkDoOiCCWW4llrDz7xAx6CxG/hfv9Dr7QK55qDI5kJwqEZMOw8gAM6W71xa5EQtnJUlyZJsnSfKEoylKaMtjKkrqQ2rbtyxI6tsRbtsPFa7rytZwzOD4Pm+OsyM+3jfTMtztMDN61ABOQACpHzBvMXgRhQVhatCgzMlvMLQsNPJqO9OE1zJJMImwO7/BDPE9QtPlLUW3skxFNjJMpOYkhBSVKU1TC50KzdVUrUZsCo6AAPTOLhNEhLIiWKlA0GgzOvHC7hOJNtQ0ROVeSxZFk2VZdmWbZ1n2gg0rWjaiWS03FbSHLzb0OuVWv098aQPYbQMRQtusu80GGoAEU1STrzoJC1sIPQsVy+za7Fqgt3PLeD0EXGFVLo8zugAO7EW0JN9xRhKEV9YlDQxQeCu9hF80/Mq92vdM5QDAb3INJEYW1FsXE4Fl5y5LtyMtSrziINgAEpgD13wwkiZJaud55nufZ/oGg6EiqAggD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0XjEZjDAOp1ACLRZAgrhTpJNAATC3Ii8JKUEa3Ja1JLdNi3MYfjkeRcxmZsTAANEuW8hAEklsvNjdk0omwAkqUABUajYl8hjkzJZUVi1qpAkh1XgjFFbpFKoUho1QqVUodeTtgIiLm8Eo0nlJjp0tqNTrtpvdsokJq80n9BstLu95tV8ttprt0p9djgBWooTkEuNzhc5j9oksnO9armNt68IhLbBowlAs9uOqUbAAFBsuWKvuRtsa3W73m932/4HB4XD4nF43H5HJ5XL5nN53P6HR6XT6nV63XgkCf/Y7nd73fh+TIKMhBITjgmwfx1DEMlEBkXEEOi/f6L9pJECsFh0ghL3L1qSkxWAAXECvM9CVvw+AACQJA6CoTBFhGSgAvG+T6QC1rxPJBjzsK1qvtMuQPshAUCQM86bG+OsKw5A8PsehKjPy/b+lvAI0QHApcQPFUWQtDr0M0gsNwZBoWDumBaxagz5vqkSivdBcHP4AD/JjJgASc+z3P1Kr/KIuqmM1IsgvS8E0TTNU1zZNs3TfOE4zlOc6TrO07u47U8T3Pk+z84D1sC5VAyhP9DUPRFE0VRdGUbR1H0hSNJUTPVJ0tS9MOJQjmU3TNPU/UFQ1FUdSVLU1T1Q8FK1TVlW1dV9YVjWVZ1pWtbVvXFct1VddV7X1f2BYNhWHYli2NY9kT6gKAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMRmNRuOR2PR+QSGRSOSSWTSeUSmVSuWS2XS+YTGZTOaTWbTecTmdTueT2WQJ/z6hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmHUCtV2vV+wWGxWOyWWzWe0Wm1Wu2W23RyuW+5XO6XW7Xe8Xm9Xu+X2/X/AR244HCYXDYfEYnFYvGY3HY/ISnB5HKZXLZfMZnNZvOZ3PZSAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xGY1G45HY9H5BIZFI5JJZNJ5RKZVK5ZLZdL5hMZlM5pNZtN5xOZ1O55PZZAn/PqFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWYdQK1Xa9X7BYbFY7JZbNZ7RabVa7ZbbdHK5b7lU0TdV/d2xeY0TL4QL8VMBc8Fg8JhcNh8RicVi8ZjbhA8dkZGX8owcs63W7Hzm36/X4BQKBwgEAoGw2JI02m0znw+Hs/n8/QMBgOIBAHzFuTvu8lvd9v+BweFw+JxeNWbjx+KmuYgkEg3O53MCwWDxGIxcKxWORIJBgQSCV5YrFYkF8vlS222z34/H0EgkEzqdTpuzvyvx+f1+/5/f8/8AK6gKAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMQRfRs8R1nM5nwUZDIhF4vH0Wi0eRmWRJvN5pKZTIhgsFXP1+vwZjMZLOfBegS2hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmtVuuV2vV+wWGxVGBP+x2e0WmEtO2EEgkJ3O52h4PCcwGBAW4r2qKMlkrZLJY5uNxtoVisWLtdrqgBe+Y/IZHJZPKZXLZfMZnNZvOZ3PZ/QWOy6HSZ0fj8gMRiMO3FY+n1T6WGy9pIZDF6XtMeDwezVgbLgcHhcPicXjcfkcnlcvmc2saPndGmJrqGzrBQKBxIJBf0AP9KCbQ9nsoPR6O1isViSkW+D3e/4fH5fP6fX7ff8fmE9D9fh0v+GgaBsc5znMOQ5EuJYljI/RJEkNpZFkTI6jqOjbEM/sMw1DcOQ7D0PxBEMRM+/kRuYVkUCxFSRiERZFl1EC2GIOg6COEAQA8bBsGvE0ex9H8gSDIUhyJIrZICAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0URMZQCAQSLRa5FotHkXkklk0nixpNI3brdaK3W62IUzlE1m03nE5nU7nk9n0/oFBoVDolFo1HpFJpVLplNp1PqFRqVTqlBgT/qtZrVHjKJQKBQiKRS3kMjrdniKsViQTSaPClUqkKlztF1u13vF5vV7vl9v1/wGBwWDwmFw09q+HxVRL5fMCpVKqUSia4XC4fxdbabTYh1OpHUajUNzKmZ02n1Gp1Wr1mt12v2Gx2Wzk2J2m3iJJJJKZDIZakUjbBgMCG4pmbYhxOJCZzOZshFvG6XT6nV63X7HZ7Xb7m323d2I/H5Ba7XbafT7U4fF8FDX6/VKIRBhZbLZPQ9v5/X7/n9/z/wBAMBKy78BsKPUEEiSJJlUVRxvXAyerUSBOE4PZwHAbzLAvCMOw9D8QRDEURxJEqooCAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVizpjAcDgdQqFWA3G5Ki0jkklk0nlEMUajQioVCKbrdbYXmkpm03nE5nU7nk9n0/oFBoVDolFo1HpFJpVLplNp1PqFRqVTqlJgT/qtZrU4CIRCQ6HRROx2Ttbs1OOp1Iznc7ZcbjcNnuVzul1u13vF5vV7vl9v1/wGBwWDi1XwmHoRUKhVXy+YKvV7qxGThb0ejwKZTDSBQJ/O+fymh0Wj0ml02n1Gp1Wr1mt1GG12xxq+IxGI6mUzcmgf2OCWq1TiQSBqfXF3vH5HJ5XL5nN53P6HR2Ow6WUA4HBBmMyIxRw6t6LJZEQlEoeYLBYHf9Xr9nt93v+Hx+XzqvU+l3FwuF73e4BThOGg+6zG8bxpO0GhclyXAhQZAUHQfCEIwlCcKQrCynoCCAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWFOmMBqNJxOM8RCIXRaRSOSSWTSeUQlBoMstBoLx2Ox1ymaTWbTecTmdTueT2fT+gUGhUOiUWjUekUmlUumU2nU+oVGpQiBP+p1esREXC4Xvd7gGONCs2OyQsikUEStAne2WW3W+4XG5XO6XW7Xe8Xm9Xu+X2/U2q3/BSeMOmNBqOR6QYPGSlCIQtM9nruYzPG5fMZnNZvOZ3PZ/QaHRaO5YHSZokalnM5qKtVuTT6OMOEsFgQufcBfdbHeb3fb/gcHhcPicXjXnTce8AcDggzGZEFQqHDlZgqlUODIZCxcd3q9/weHxePyeXzef0T7k+mppr3Go1Gter19+y9ptNnlXq9JvV6no+0AwFAcCQLA0DwRBKeICAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVggcDgdDQaFSLRa5i0hkUjkklk0nkT0ejwJxOCi7Xa6IUzlE1m03nE5nU7nk9n0/oFBoVDolFo1HpFJpVLplNp1PqFRqVQgT/qdXrEOAgEAp8PikIJBK9ZsllkhfL4pCwWBrKt1muFxuVzul1u13vF5vV7vl9v1/wFwquBwkiaeHFwuF7AYD+wuPoq1WqcSCQNT6zGQzWbzmdz2f0Gh0Wj0ml01+wenyA/1jcbjjUymb2q2kNlTwJhMCOp2u932/4HB4XD4nF43Hu+85F0C4XDAnE45QaDV/L1RDIYFSyWSpm73W8Hh8Xj8nl83n9HpnPK9VQBIJBRbLZ6LpdPntzZRKIXsI8Vr/vxAMBQHAkCwNA8EQSm6AgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFAFF06nWgIhELorH5BIZFI5JJZNDjUahy/H47mzL5PMZlM5pNZtN5xOZ1O55PZ9P6BQaFQ6JRaNR6RSaVS6ZTadSYE/6fU6pCGnVxcLhewGA/qrX7BNUmkzcuVyoHm83lYbZbbdb7hcblc7pdbtd7xeb1e75X6jfcBFVZgyuVywvl8/MDi6Ov1+qUIhC5LH3jMtl8xmc1m85nc9n9BodFd7/o8AmtRKTWvV7ldNr4k9Ho8CYTAjpdhud1u95vd9v+BweFw7huOJbTZyU+n1Etlta+PuyAQADxuj1+x2e12+53e93/BMet4aRyTZy+bz/Jnen1YH6/h8fl8/p9ft9/xMoCCAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKREoxddLperZbPKKx+QSGRQU+n0ouh0OFCIRXhcLh+RzGZTOCkAgAF3zkITuaT2fT+gUGhTIA0WhwmBP+CuFOkkQGRcQckJxwLciLynVCpVSrVgQNg7v9FkAAUw6rwRihWEGtVuqmMAU2v2GxwqmVmowY6L9fgBagBF3WCsA6nXAYKy3KwWKyUfHY/IZHJZPKZXLZfMZnNZvOZ3PZ/QaEAUnRaXTQ4aalut1xLBYOrT5ySlFjMZaDodExBoNX7HJTYAt/hCDib7jcfP0UAsBgUqh8DSQSzLwiIsxzDE2ciGwAJTqdbsQe709cXuxCFO9rwdnv9el+lKNhqAAlrfEQbp9X3QbCYbAsagj+sOxqzPi+b6vu5EFQXBkGwdB8IQjCUJwpCrIujC0MpmFEOHieJ8lQVBvw0oR0nScI+D4KJxHEbAyjKQwqCoOESIceh6HgJgmAinJ3p2CEayDCzlOY5yhOggbpLktqCqmqqrrwg7zEW9DtCWbAQFqJZwBQWr2pg/L1gAwgAiCRkmq4/b3yigknFuEZKP8+8BP/MY6zLM82zS8MhT7P0/0BQNBUHQlCwrDFDUCHlFmqaptNc2FEpGvhUkaRo0AOA4EkAQBVBaFoeT+aZpmINw3B+fx/H7SVWM9IjmqPJEjTC68yS0870y+hNaG/O8zTc91aA/YU7ADW772I/jCsAJZazkAFlsDKtdVsJbGVbbFs21bduW7b1vsvRFwQmOlykgSBIl6Xp93GihNk2PJVFURwShKGRFEUW4GAZIENVHUtT1TVd24IoiiyLWKbwxZMyESFBfiotcmIK8w2G69VgqaNAAEwW+M4wuOMPDhoULe7FksHaOLSjKdpv1kc74dk2C5pmubZvnGc51cMk525BwaAEOhFoWh333fufING54EEQQsGaZpeigKA0jaNpJQsZJklsPI8iafuwaTsSC1fIyg1lse07Vte2bbt23w0gIgD/gQAgkFg0HhEJhULhkNh0PiERiUTikUAYDAh9PqlIJBK8VkEhkUjkkFbzeaR5PJNeTydxsNiPJZLMklm0hTabPKrVaPfL5fE3oVDolFo1HpEEANLpMJgT/ptRqVTqlVq1XrFZrVbrldr1fsFhsVjslls0Np9ntVrhYHA4IJpNMxtNqStl3h61WqcSiUOISCQYQaDVoiEQuvEENJpHDqdTcdmRxOTymVy2XzGZzWbzmdz2f0Gh0Wju9p0mnkIR1QZDInS6XZGos6LRZkXS6UYxGJBPx+VAMBgQtRQKAWFAoEbH5Wy5nN53P6HR6XT6nV63X7HQ03Z5g07zdbriWCwdXcrTpdLhQKBLDbbbOKxWORlMqHspAIACXy+XsdILzQBAMBQHAkCwNA8EQTBTqu3BbMkhCA5jmOj9n5BypGmaZiEAQArH4fh9j0PRQhuG4lK4X5flSwYtn6fsLQvGMZRnGkaxtG8cRzHSywbHa1gIAgCjkORLpmmsfJuUZRkIURREGEAQBWQhCFeC4Lg+qyNCiZxnF4eh6HnJExTHMkyzNM80TTNSxICCAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWCBuMAQCA1RKJsRaQSGRSOSSUAH0+lFjMZaDodExBoNXyaHEkkg0lkskKueTSfT+gUGhUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmtVuswJ/1ywWGHLKyFCzLNZu4GAwIWK3UZ0ulwnw+FFxOJsGUyoYqFQ4T9vN5pGMxjFzudzBfFW/GY3HY/IZHJZPKZXLZfMZnNZvOZ2CV7PaGaAYDAcnE4zm02pLRZ5fr9Uo1GmgDgcEoBAKoWi0eSM6nUjtptMp4PB363kcnlcvmc3nc/odHpdPqdLQdXnjDtN1uuFaLTj9jJptNnlVKpHCUSjJFIpb2u2xMhEICbJGHD8eL9fv+f3/P/AEAwFAcCPE68Cs0dEFA1BhOk6aARBEF0EK4eh6HgQRBCwZpml6sw0tU1iGvIPKeEefJ8nxCkVxZFsXRfGEYxlGcaLfA8aseCIIgkDoOhWSZJmHHCqsCaQ8jyJp5Hkdw2DYR6cjIhAiiKA40jSNBIyzIcty5LsvS/MEwzFMawICIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYU04wLxeME6nWeIhELotI5JJZNJ5RJFqtU4lEocQkEgwg0GrV6vVOq1Wj3y+XxKaBQaFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWa1W65Xa9SoE/6/Y7JIxIJBK7Xa8VgsHVZbhcUWizIul0o35eTabTYkb9ccBgcFg8JhcNh8RicVi8Zjcdj8hkYbYcllaM+MwDQaDi+Xz8XS6fMto4oczmRWu12O9Xq9NJr9hsdls9ptdtt9xud1u9nlN5vzpwb8k7a6QYDAhv8gyWStj0eie3m83Q91eV1+x2e12+53e93/B4d1vvFsQcDggJxONUYjF35bi9Ho8CgUAubzebfajPh/f8/8AQDAUBwJAsDLK8kDsWcUGBAEAQo6j6QwUqgwjCFr5HVDR0wpDsPQ/EEQxFEcSRKsqAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYsb4wmk0nFCoWsFwuH4tI5JJZNJ5RDFGo0JHUE83m8gRM5TNZtN5xOZ1O55PZ9P6BQaFQ6JRaNR6RSaVS6ZTadT6hUalU6RAn/VKxWZ0RSKR2UymaplM3AYDAhWrRQW83mkZjMNFOp1MVLpabtd7xeb1e75fb9f8BgcFg8JhcNh5LVsRi6UOh0O2m02stFo78ZgnS6XCYDALCORyIr9Fl9JpdNp9RqdVq9Zrddr9hsYpitltYiIxGJHq9X2qVS4dtTsy4S+XxVXCGsuVweZzedz+h0el0+p1ettdp1+CGw2HAEAgUpFI2u1OsixDicSEXfYnk8nfL8fl8/p9ft9/x+f1d+z+9UCwLAw74EE6TpoLKs7/IYX5flSRBEDCQZBkCOsKwVC8MQzDUNw5DsPQ+vCAiAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLRQWCwWtlsto9ntREEgleLyWTSeURZfr9UoZDF9IpFHmmaSmbTecTmdTueT2fT+gUGhUOiUWjUekUmlUumU2nU+oVGpVOqVWhQJ/1atVunHmvIywDAYEGwLquWcAPR6PA/n8qtFosG5MAdXW0Xe8Xm9Xu+X2/X/AYHBYPCYXDYfEUSsYnGXlp48cjkdAEAgRJJJgiIRC7GztRqNCKFQoMFgsFNJpNEPavO63Xa/YbHZbPabXbbfcbndT/F7vfT8bcFns9oF8vn4ul0+b+Dt5vNI7HYkvB4Os6HQ5oftczud3vd/weHxePyeXzeeE730euEKz3FotFsCAQDGMxoMqFQ4bnrkVnGcX4QQEapqmoBEDvZBMFQXBkGwdB8IQjCTBPVCbzijDBaFoWoCgKA4lCUMI2jaSTGGSZJbE0TQ9OcaQHAcB5XleVyRCDC0bxxHMdR3Hkex9H7YoCIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xBCjG1ut1w+n0+ROJxqazWjRaLR5GZZFXS6XCm02eWCwVa/X6/AkEgml0ulipQZbQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWa1W65Xa9X7BYbFY6lAn/ZLRabVFVZbTUajW7LkAroIBAKyAQCpGzYDAYEKtbUg32+1GSyVvcnMCAQCiaTSWmskEMpa8tl8xmc1m85nc9n9BodFo9JpdNp9RCrNqdZrYogtgmNlcna+32+gGAwICQSDBIJBfBQMBgQNhsSIi53O3m63Wk3G40Xu93pOH4BAIBewBBKJRIwvBlMBrvJ5fN5/R6fV6/Z7fd7/h8c7q/l9dJsEF4GEzP5OH8fkAQCiK6AE3gEBHBAgwUQkGMYBD7QhCMJQnCkKwtC8MQzDUNrU+kOQ/EEQxFEcSRLE0TxRFMVRW9kPRZF8YRjGUZxpGsbRvHEcx0qSAggD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0XjEZjUbjkdj0fkEhkUjkklk0nlEplUrlktl0vmExmUzmk1m03nE5nU7nk9lkCf8+oVDolFo1HpFJpVLplNp1PqFRqVTqlVq1XrFZh1ArVdr1fsFhsVjslls1ntFptVrtltt0crlvuVzul1u13vF5vV7vl9v1/wEduOBwmFw2HxGJxWLxmNx2PyEpweRymVy2XzGZzWbzmdz2UgICAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMRmNRuOR2PR+QSGRSOSSWTSeUSmVSuWS2XS+YTGZTOaTWbTecTmdTueT2WQJ/z6hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmHUCtV2vV+wWGxWOyWWzWe0Wm1Wu2W23RyuW+5XO6XW7Xe8Xm9Xu+X2/X/AR244HCYXDYfEYnFYvGY3HY/ISnB5HKZXLZfMZnNZvOZ3PZSAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xGY1G45HY9H5BIZFI5JJZNJ5RKZVK5ZLZdL5hMZlM5pNZtN5xOZ1O55PZZAn/PqFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWYdQK1Xa9X7BYbFY7JZbNZ7RabVa7ZbbdHK5b7lc7pdbtd7xeb1e75fb9f8BHbjgcJhcNh8RicVi8Zjcdj8hKcHkcplctl8xmc1m85nc9lICAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0XjEZjUbjkdj0fkEhkUjkklk0nlEplUrlktl0vmExmUzmk1m03nE5nU7nk9lkCf8+oVDolFo1HpFJpVLplNp1PqFRqVTqlVq1XrFZh1ArVdr1fsFhsVjslls1ntFptVrtltt0crlvuVzul1u13vF5vV7vl9v1/wEduOBwmFw2HxGJxWLxmNx2PyEpweRymVy2XzGZzWbzmdz2UgICAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMRmNRuOR2PR+QSGRSOSSWTSeUSmVSuWS2XS+YTGZTOaTWbTecTmdTueT2WQJ/z6hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmHUCtV2vV+wWGxWOyWWzWe0Wm1Wu2W23RyuW+5XO6XW7Xe8Xm9Xu+X2/X/AR244HCYXDYfEYnFYvGY3HY/ISnB5HKZXLZfMZnNZvOZ3PZSAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xGY1G45HY9H5BIZFI5JJZNJ5RKZVK5ZLZdL5hMZlM5pNZtN5xOZ1O55PZZAn/PqFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWYdQK1Xa9X7BYbFY7JZbNZ7RabVa7ZbbdHK5b7lc7pdbtd7xeb1e75fb9f8BHbjgcJhcNh8RicVi8Zjcdj8hKcHkcplctl8xmc1m85nc9lICAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0XjEZjUbjkdj0fkEhkUjkklk0nlEplUrlktl0vmExmUzmk1m03nE5nU7nk9lkCf8+oVDolFo1HpFJpVLplNp1PqFRqVTqlVq1XrFZh1ArVdr1fsFhsVjslls1ntFptVrtltt0crlvuVzul1u13vF5vV7vl9v1/wEduOBwmFw2HxGJxWLxmNx2PyEpweRymVy2XzGZzWbzmdz2UgICAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMRmNRuOR2PR+QSGRSOSSWTSeUSmVSuWS2XS+YTGZTOaTWbTecTmdTueT2WQJ/z6hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmHUCtV2vV+wWGxWOyWWzWe0Wm1Wu2W23RyuW+5XO6XW7Xe8Xm9Xu+X2/X/AR244HCYXDYfEYnFYvGY3HY/ISnB5HKZXLZfMZnNZvOZ3PZSAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xGY1G45HY9H5BIZFI5JJZNJ5RKZVK5ZLZdL5hMZlM5pNZtN5xOZ1O55PZZAn/PqFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWYdQK1Xa9X7BYbFY7JZbNZ7RabVa7ZbbdHK5b7lc7pdbtd7xeb1e75fb9f8BHbjgcJhcNh8RicVi8Zjcdj8hKcHkcplctl8xmc1m85nc9lICAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0XjEZjUbjkdj0fkEhkUjkklk0nlEplUrlktl0vmExmUzmk1m03nE5nU7nk9lkCf8+oVDolFo1HpFJpVLplNp1PqFRqVTqlVq1XrFZh1ArVdr1fsFhsVjslls1ntFptVrtltt0crlvuVzul1u13vF5vV7vl9v1/wEduOBwmFw2HxGJxWLxmNx2PyEpweRymVy2XzGZzWbzmdz2UgICAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMRmNRuOR2PR+QSGRSOSSWTSeUSmVSuWS2XS+YTGZTOaTWbTecTmdTueT2WQJ/z6hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmHUCtV2vV+wWGxWOyWWzWe0Wm1Wu2W23RyuW+5XO6XW7Xe8Xm9Xu+X2/X/AR244HCYXDYfEYnFYvGY3HY/ISnB5HKZXLZfMZnNZvOZ3PZSAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xGY1G45HY9H5BIZFI5JJZNJ5RKZVK5ZLZdL5hMZlM5pNZtN5xOZ1O55PZZAn/PqFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWYdQK1Xa9X7BYbFY7JZbNZ7RabVa7ZbbdHK5b7lc7pdbtd7xeb1e75fb9f8BHbjgcJhcNh8RicVi8Zjcdj8hKcHkcplctl8xmc1m85nc9lICAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0XjEZjUbjkdj0fkEhkUjkklk0nlEplUrlktl0vmExmUzmk1m03nE5nU7nk9lkCf8+oVDolFo1HpFJpVLplNp1PqFRqVTqlVq1XrFZh1ArVdr1fsFhsVjslls1ntFptVrtltt0crlvuVzul1u13vF5vV7vl9v1/wEduOBwmFw2HxGJxWLxmNx2PyEpweRymVy2XzGZzWbzmdz2UgICAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMRmNRuOR2PR+QSGRSOSSWTSeUSmVSuWS2XS+YTGZTOaTWbTecTmdTueT2WQJ/z6hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmHUCtV2vV+wWGxWOyWWzWe0Wm1Wu2W23RyuW+5XO6XW7Xe8Xm9Xu+X2/X/AR244HCYXDYfEYnFYvGY3HY/ISnB5HKZXLZfMZnNZvOZ3PZSAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xGY1G45HY9H5BIZFI5JJZNJ5RKZVK5ZLZdL5hMZlM5pNZtN5xOZ1O55PZZAn/PqFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWYdQK1Xa9X7BYbFY7JZbNZ7RabVa7ZbbdHK5b7lc7pdbtd7xeb1e75fb9f8BHbjgcJhcNh8RicVi8Zjcdj8hKcHkcplctl8xmc1m85nc9lICAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0XjEZjUbjkdj0fkEhkUjkklk0nlEplUrlktl0vmExmUzmk1m03nE5nU7nk9lkCf8+oVDolFo1HpFJpVLplNp1PqFRqVTqlVq1XrFZh1ArVdr1fsFhsVjslls1ntFptVrtltt0crlvuVzul1u13vF5vV7vl9v1/wEduOBwmFw2HxGJxWLxmNx2PyEpweRymVy2XzGZzWbzmdz2UgICAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMRmNRuOR2PR+QSGRSOSSWTSeUSmVSuWS2XS+YTGZTOaTWbTecTmdTueT2WQJ/z6hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmHUCtV2vV+wWGxWOyWWzWe0Wm1Wu2W23RyuW+5XO6XW7Xe8Xm9Xu+X2/X/AR244HCYXDYfEYnFYvGY3HY/ISnB5HKZXLZfMZnNZvOZ3PZSAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xGY1G45HY9H5BIZFI5JJZNJ5RKZVK5ZLZdL5hMZlM5pNZtN5xOZ1O55PZZAn/PqFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWYdQK1Xa9X7BYbFY7JZbNZ7RabVa7ZbbdHK5b7lc7pdbtd7xeb1e75fb9f8BHbjgcJhcNh8RicVi8Zjcdj8hKcHkcplctl8xmc1m85nc9lICAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0XjEZjUbjkdj0fkEhkUjkklk0nlEplUrlktl0vmExmUzmk1m03nE5nU7nk9lkCf8+oVDolFo1HpFJpVLplNp1PqFRqVTqlVq1XrFZh1ArVdr1fsFhsVjslls1ntFptVrtltt0crlvuVzul1u13vF5vV7vl9v1/wEduOBwmFw2HxGJxWLxmNx2PyEpweRymVy2XzGZzWbzmdz2UgICAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMRmNRuOR2PR+QSGRSOSSWTSeUSmVSuWS2XS+YTGZTOaTWbTecTmdTueT2WQJ/z6hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmHUCtV2vV+wWGxWOyWWzWe0Wm1Wu2W23RyuW+5XO6XW7Xe8Xm9Xu+X2/X/AR244HCYXDYfEYnFYvGY3HY/ISnB5HKZXLZfMZnNZvOZ3PZSAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xGY1G45HY9H5BIZFI5JJZNJ5RKZVK5ZLZdL5hMZlM5pNZtN5xOZ1O55PZZAn/PqFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWYdQK1Xa9X7BYbFY7JZbNZ7RabVa7ZbbdHK5b7lc7pdbtd7xeb1e75fb9f8BHbjgcJhcNh8RicVi8Zjcdj8hKcHkcplctl8xmc1m85nc9lICAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0XjEZjUbjkdj0fkEhkUjkklk0nlEplUrlktl0vmExmUzmk1m03nE5nU7nk9lkCf8+oVDolFo1HpFJpVLplNp1PqFRqVTqlVq1XrFZh1ArVdr1fsFhsVjslls1ntFptVrtltt0crlvuVzul1u13vF5vV7vl9v1/wEduOBwmFw2HxGJxWLxmNx2PyEpweRymVy2XzGZzWbzmdz2UgICAP+BACCQWDQeEQmFQuGQ2HQ+IRGJROKRWLReMRmNRuOR2PR+QSGRSOSSWTSeUSmVSuWS2XS+YTGZTOaTWbTecTmdTueT2WQJ/z6hUOiUWjUekUmlUumU2nU+oVGpVOqVWrVesVmHUCtV2vV+wWGxWOyWWzWe0Wm1Wu2W23RyuW+5XO6XW7Xe8Xm9Xu+X2/X/AR244HCYXDYfEYnFYvGY3HY/ISnB5HKZXLZfMZnNZvOZ3PZSAgIA/4EAIJBYNB4RCYVC4ZDYdD4hEYlE4pFYtF4xGY1G45HY9H5BIZFI5JJZNJ5RKZVK5ZLZdL5hMZlM5pNZtN5xOZ1O55PZZAn/PqFQ6JRaNR6RSaVS6ZTadT6hUalU6pVatV6xWYdQK1Xa9X7BYbFY7JZbNZ7RabVa7ZbbdHK5b7lc7pdbtd7xeb1e75fb9f8BHbjgcJhcNh8RicVi8Zjcdj8hKcHkcplctl8xmc1m85nc9lICAgD/gQAgkFg0HhEJhULhkNh0PiERiUTikVi0XjEZjUbjkdj0fkEhkUjkklk0nlEplUrlktl0v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0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 false false false false false true false false false false Con fecha 9 de marzo de 2012, la CNMV ha resuelto autorizar, a solicitud de InverCaixa Gestión, Sociedad Gestora de Instituciones de Inversión Colectiva, S.A.U., CaixaBank, S.A., y de Confederación Española de Cajas de Ahorros, la modificación del Reglamento de Gestión del Fondo, al objeto de sustituir a CaixaBank, S.A. por Confederación Española de Cajas de Ahorros, como entidad depositaria del Fondo. false false true true false false true true d.1) El importe total de las adquisiciones en el período es 6.384.432,87 €. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 0,19 %. d.2) El importe total de las ventas en el período es 10.531.121,38 €. La media de las operaciones de venta del período respecto al patrimonio medio representa un 0,31 %. g) Los ingresos percibidos por entidades del grupo de la gestora que tiene como origen comisiones o gastos satisfechos por la IIC representan un 0,01% sobre el patrimonio medio del período. h) Se han realizado operaciones de adquisición temporal de activos con pacto de recompra con el depositario por un importe de 500.013,50 €. La media de este tipo de operaciones en el período respecto al patrimonio medio representa un 0,01 %. En el periodo, los indicadores han confirmado un crecimiento moderado a nivel mundial, con diferencias geográficas. Los datos en EEUU apuntan a un crecimiento inferior al del trimestre anterior, con la economía muy dependiente de las medidas fiscales que se adopten. Consumo estable, pero sin signos de aceleración. Lenta recuperación del mercado laboral y paulatina mejoría del mercado inmobiliario. La Zona Euro se encuentra en contracción económica, con diferencias geográficas. Demanda doméstica muy débil y aportación positiva del sector exterior. La tasa de desempleo alcanza máximos del 10,8%. Japón vuelve a la senda del crecimiento moderado. La ralentización de las economías desarrolladas ha intensificado la ralentización del crecimiento en las emergentes, especialmente en China. Políticas monetarias muy expansivas. El BCE inyecta liquidez al sistema con las subastas a 3 años al sistema financiero (LTRO), lo que permite reducir el riesgo de colapso financiero, pero no resuelve el problema de solvencia de las economías periféricas. Petróleo cerca de máximos, pero presiones inflacionistas limitadas. En este entorno, la renta fija alemana y americana se mantiene en zona de mínimos históricos (bono alemán 2 años de 0,14% a 0,21%, 10 años de 1,83% a 1,82%, bono americano 2 años de 0,24% a 0,29%, 10 años de 1,88% a 2,21%). La del bono español a 2 años pasaba del 3,30% al 2,53% y la del 10 años del 5,09% al 5,35%. Los mercados de renta variable, en general, han mantenido su tendencia alcista. En Europa, el Eurostoxx 50 ha subido el 6,9%, mientras el IBEX perdía el 6,5%, recogiendo el impacto de la crisis de la deuda periférica. El S&P500 americano se ha revalorizado el 5,42% y los emergentes globales el 13,6%. El Nikkei japonés se ha revalorizado el 19,3%, apoyado en la depreciación del yen japonés. El patrimonio del Fondo ha aumentado en un 1.60% en el periodo y el número de partícipes ha aumentado en un 1.90%. El impacto de los gastos soportados por el fondo ha sido de un 0.12% en el periodo. Por otro lado, la rentabilidad neta del Fondo ha sido del 1.31%, superior a la media de la gestora, situada en el 2.89%. La rentabilidad de la Letra del Tesoro a un año ha sido de un 1.30%. Durante este periodo, la estrategia del Fondo ha consistido, principalmente, en mantener exposición en renta fija española y aprovechar los primarios y situaciones de stress de mercado. Además, se ha llevado una política de gestión activa de la duración del Fondo. Dentro de la operativa normal del fondo se han realizado operaciones de compra y venta de títulos de renta fija que junto con la evolución de la cartera han generado un resultado positivo en el periodo. En cuanto a la operativa de derivados, el Fondo ha realizado operaciones con instrumentos derivados con la finalidad de inversión para gestionar de un modo más eficaz la cartera. Por último, la volatilidad del Fondo ha sido del 7.09%, superior al 2.02% la Letra del Tesoro a un año. Las comisiones de intermediación soportadas por el Fondo incluyen el servicio de análisis financiero sobre las inversiones. El equipo de gestión realiza una revisión periódica (cuatrimestral) del servicio prestado por los intermediarios financieros por tipo de activo (renta fija, renta variable y derivados), materializando las operaciones en función de la calidad del análisis proporcionado. El número de intermediarios con los que se realizan las operaciones es superior a 10 para cada tipo de activo. Los indicadores adelantados apuntan a un crecimiento muy limitado a nivel mundial, con la Zona Euro manteniéndose en un entorno recesivo y China estabilizándose en el segundo semestre del año. La crisis de financiación de los países periféricos continuará siendo un factor determinante para los mercados financieros y el riesgo más evidente para los mismos. Las políticas monetarias continuarán siendo muy expansivas, sin descartar medidas adicionales por los Bancos Centrales en caso de deterioro adicional. La posibilidad de un ajuste presupuestario en EEUU en el 2012, y el impacto del mismo en el crecimiento económico, será un factor que irá ganando relevancia a lo largo del ejercicio. Con estas perspectivas, la estrategia de inversión del fondo tratará de aprovechar todas las oportunidades que surjan en el mercado. No aplicable 0.00 0 0.00 87246.12 10002 0.24 771587.97 34462 3.86 45718.37 2512 -2.08 126361.97 384 2.82 393666.06 10035 3.81 0.00 0 0.00 400926.83 9360 5.74 285380.58 36433 5.81 636683.64 56405 8.71 469869.67 19072 2.38 8499103.31 245912 2.15 1205114.61 65269 1.93 9876.99 140 -0.62 49604.15 2817 0.68 402509.36 7467 4.64 13383559.63 500272 2.83