BANKIA FONDUXO 1.0.0 2013-01-01 2013-06-30 BANKIA FONDUXO 1.0.0 2012-07-01 2012-12-31 BANKIA FONDUXO 1.0.0 2013-01-01 2013-06-30 BANKIA FONDUXO 1.0.0 2012-01-01 2012-12-31 BANKIA FONDUXO 1.0.0 2013-04-01 2013-06-30 BANKIA FONDUXO 1.0.0 2013-01-01 2013-03-31 BANKIA FONDUXO 1.0.0 2012-10-01 2012-12-31 BANKIA FONDUXO 1.0.0 2012-07-01 2012-09-30 BANKIA FONDUXO 1.0.0 2011-01-01 2011-12-31 BANKIA FONDUXO 1.0.0 2010-01-01 2010-12-31 BANKIA FONDUXO 1.0.0 2008-01-01 2008-12-31 BANKIA FONDUXO 1.0.0 2010-01-01 2012-12-31 BANKIA FONDUXO 1.0.0 2008-01-01 2012-12-31 BANKIA FONDUXO 1.0.0 2013-06-30 BANKIA FONDUXO 1.0.0 2012-12-31 BANKIA FONDUXO 1.0.0 2011-12-31 BANKIA FONDUXO 1.0.0 2010-12-31 iso4217:EUR xbrli:pure BANKIA FONDUXO 0378 02 02 2013 EUR BB- false www.bankiafondos.es EM fondos@bankia.com www.cnmv.es 05 P. de la Castellana, 189 28046 Madrid EM fondos@bankia.com 1993-01-13 08 04 MEDIO ALTO La gestion toma como referencia el comportamiento del indice Merrill Lynch Spanish Government 1-5 anos (GVEO)(renta fija largo plazo), el IBEX 35 (renta variable espanola) y EUROSTOXX 50 (SX5E) (resto de renta variable). El fondo invertira, en activos monetarios, Deuda Publica y Renta Fija Privada de gran liquidez, tanto del Estado Espanol, como de otros paises de la OCDE. El horizonte temporal de la renta fija sera a largo plazo. Asimismo, podra invertir como maximo hasta un 30% de la exposicion total en renta variable, preferentemente del Ibex 35. La metodologia aplicada para calcular la exposicion total al 01 5.98 7.68 5.98 19.00 0.01 0.06 0.01 0.15 EUR 11268.19 10904.30 1048 1039 0.00 0.00 false 100.00 16563314 14935570 23105469 24508708 1469.9180 1369.6954 1305.8596 1257.3183 0.52 0.52 0.00 0.00 0.52 0.52 01 0.05 0.05 01 7.32 1.67 5.55 7.46 3.52 4.89 -2.75 -2.75 2013-06-20 2013-06-20 2.56 3.03 2013-04-23 2013-01-02 01 16.48 16.48 19.47 18.90 19.24 18.90 25.25 25.25 28.49 27.88 30.46 27.88 2.18 2.18 2.45 2.53 2.72 2.53 8.79 8.79 8.79 8.79 8.79 8.79 0.59 0.30 0.29 0.30 0.30 1.20 EvolucionValorLiquidativo_432.png png 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 RentabilidadUltimosAnnos_432.png png 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 false 15909739 13873091 14768633 12693757 942566 1067277 198540 112057 0 0 548560 887308 105015 175171 16563314 14935570.00 14935570 17399327 14935570 3.48 -25.89 3.48 -113.92 0.00 0.00 6.51 10.23 6.51 -143.05 7.15 10.83 7.15 -52.72 1.54 1.37 1.54 16.28 0.28 0.29 0.28 -0.79 3.77 4.24 3.77 -7.71 0.30 4.37 0.30 -92.97 0.00 0.00 -100.00 1.26 0.56 1.26 132.47 0.00 0.00 0.00 0.00 0.00 0.00 -0.64 -0.60 -0.64 -0.13 -0.52 -0.53 -0.52 2.14 -0.05 -0.05 -0.05 2.14 -0.02 -0.02 -0.02 -9.09 0.00 0.00 4.68 -0.05 -0.05 0.00 0.00 -90.20 0.00 0.00 0.00 0.00 0.00 0.00 -90.20 16563314 14935570 16563314 ES00000123J2 BONO|Reino de Espana|4.25|2016-10-31 EUR 2069500.00 12.49 4052600.00 27.13 ES00000123P9 BONO|Reino de Espana|3.75|2015-10-31 EUR 1023200.00 6.18 0.00 0.00 ES00000123W5 BONO|Reino de Espana|3.3|2016-07-30 EUR 1010100.00 6.10 0.00 0.00 ES00000123U9 OBLIGACIONES|Reino de Espana|5.4|2023-01-31 EUR 4202000.00 25.37 0.00 0.00 ES00000121S7 OBLIGACIONES|Reino de Espana|4.7|2041-07-30 EUR 0.00 0.00 1963510.00 13.15 8304800.00 50.14 6016110.00 40.28 ES0413679103 BONO|Bankinter|3.9|2014-01-14 EUR 0.00 0.00 603678.00 4.04 ES0314227028 OBLIGACIONES|BBVA Hip. 3 FTA|2.43|2038-11-21 EUR 0.00 0.00 45361.00 0.30 ES00000123X3 OBLIGACIONES|Reino de Espana|4.4|2023-10-31 EUR 3883000.00 23.44 0.00 0.00 ES0413307028 CEDULA|Bankia S.A.|4|2014-02-28 EUR 50525.00 0.31 48466.00 0.32 ES0414950784 CEDULA|Bankia S.A.|3.5|2014-11-13 EUR 0.00 0.00 2913000.00 19.50 3933525.00 23.75 3610504.00 24.16 12238325.00 73.89 9626614.00 64.44 12238325.00 73.89 9626614.00 64.44 ES0113307021 ACCIONES|Bankia S.A. EUR 109890.00 0.66 0.00 0.00 ES0144580Y14 ACCIONES|IBERDROLA S.A. EUR 109512.00 0.66 260090.00 1.74 ES0178430E18 ACCIONES|Telefonica SA EUR 443025.00 2.67 112090.00 0.75 ES0173093115 ACCIONES|Redesa EUR 63375.00 0.38 93250.00 0.62 ES0173516115 ACCIONES|Repsol SA EUR 275570.00 1.66 253028.00 1.69 ES0116870314 ACCIONES|GAS NATURAL SDG EUR 108430.00 0.65 0.00 0.00 ES0167050915 ACCIONES|ACS EUR 142450.00 0.86 0.00 0.00 ES0113211835 ACCIONES|BBVA EUR 341585.00 2.06 264480.00 1.77 ES0113679I37 ACCIONES|Bankinter EUR 216381.00 1.31 144440.00 0.97 ES0113900J37 ACCIONES|Banco Santander EUR 250002.00 1.51 274500.00 1.84 ES0182870214 ACCIONES|Sacyr Valleherm EUR 213374.00 1.29 74340.00 0.50 ES0130960018 ACCIONES|Enagas EUR 94925.00 0.57 193680.00 1.30 GB00B5TMSP21 ACCIONES|JAZZTEL PLC EUR 59700.00 0.36 0.00 0.00 ES0140609019 ACCIONES|CaixaBank EUR 47220.00 0.29 105480.00 0.71 ES0673516920 DERECHOS|Repsol SA EUR 7270.00 0.04 0.00 0.00 ES0130670112 ACCIONES|Endesa SA EUR 0.00 0.00 126525.00 0.85 ES0111845014 ACCIONES|Abertis Infrae. EUR 0.00 0.00 198720.00 1.33 ES0113790531 ACCIONES|B.Popular EUR 0.00 0.00 87900.00 0.59 ES0124244E34 ACCIONES|Mapfre SA EUR 0.00 0.00 219925.00 1.47 ES0134950F36 ACCIONES|Faes Farma EUR 0.00 0.00 82500.00 0.55 ES0105200002 ACCIONES|Abengoa EUR 0.00 0.00 159120.00 1.07 ES0115056139 ACCIONES|ByM Espanoles EUR 0.00 0.00 221400.00 1.48 ES0157097017 ACCIONES|Almirall SA EUR 0.00 0.00 70775.00 0.47 ES06349509F7 DERECHOS|Faes Farma EUR 0.00 0.00 1700.00 0.01 2482709.00 14.97 2943943.00 19.71 2482709.00 14.97 2943943.00 19.71 14721033.00 88.86 12570557.00 84.15 FR0000120172 ACCIONES|Carrefour S.A EUR 7417.00 0.04 0.00 0.00 FR0000120271 ACCIONES|Total SA EUR 318793.00 1.92 0.00 0.00 FR0000120578 ACCIONES|Sanofi EUR 278670.00 1.68 142780.00 0.96 DE0007257503 ACCIONES|Metro AG EUR 97280.00 0.59 0.00 0.00 GB00B03MLX29 ACCIONES|RoyalDutchShell EUR 171815.00 1.04 0.00 0.00 LU0323134006 ACCIONES|Arcelor Mittal EUR 68592.00 0.41 0.00 0.00 FR0000130338 ACCIONES|Valeo EUR 0.00 0.00 188175.00 1.26 PTSON0AM0001 ACCIONES|Sonae SGPS SA EUR 0.00 0.00 61830.00 0.41 FI0009000681 ACCIONES|Nokia OYJ EUR 0.00 0.00 146300.00 0.98 DE0007100000 ACCIONES|Daimler AG EUR 0.00 0.00 123960.00 0.83 NL0000235190 ACCIONES|EADS NV EUR 0.00 0.00 206500.00 1.38 PTREL0AM0008 ACCIONES|RedesEnergNac EUR 0.00 0.00 55485.00 0.37 PTMEN0AE0005 ACCIONES|Mota Engil EUR 0.00 0.00 158267.00 1.06 942566.00 5.68 1083297.00 7.25 942566.00 5.68 1083297.00 7.25 942566.00 5.68 1083297.00 7.25 15663599.00 94.54 13653854.00 91.40 0.00 DistribucionInversionesFinancieras_432.png png iVBORw0KGgoAAAANSUhEUgAAAfQAAAEsCAYAAAA1u0HIAAAqIUlEQVR42u2dCViVdd73ucrKtml5q/H1cZzeph6nbRqb6mmZqcZpWscWzQUXFhUVFzbZQVBEQUDZdxBEBAUUFBUVxT1TMyMzx0zNLTU1X8er4XV4fH4v/9vOGZYDgiDc9zmfz3V9lbMfOOf+f+7/bicW6Nu3r7z22muEEEII0WGUpxtjZ0no6s4AAACgTyx5GqEDAAAgdAAAAEDoAAAAgNABAAAQOkIHAABA6AAAAIDQAQAAAKEDAAAgdIQOAACA0AEAAAChAwAAAEIHAABA6AgdAAAAoQMAAABCBwAAAIQOAAAACB0AAAChAwAAAEIHAAAAhA4AAAAIHQAAAKEDAAAAQgcAAACEDgAAAAgdAAAAoQMAAABCBwAAAIQOAAAACB0AAAChI3QAAACEDgAAAAgdAAAAEDoAgJXh4TFJQkP9dBH1XgChAwDAdRAa6l7370Zd5Op7AYQOAACGFnpw8CT5xz/+IZcvX+aDQegAAGBUoXt5jZJdu3bJyZMn+WAQOgAAIHRA6AAACF3KyyPk6acfkVtu6SaPP/5rWbkyEqEjdIQOAGAkoX/2WYb07PmA7NyZZvGyyu2334bQETpCBwDQs9AHDnxV8vICG1yXnx8kH330J+1nOzs7c0y3q583boyXZ575jdx8803adT/8UCb9+j0r99xzp/a/umy6/5IlYdKr14Pafes/D0JH6AAA0EFCv/vuO+Ty5coG16nL6vr6Aq9/u7o8dGg/OXasyHzd2LH9JTJyrPaz+t/V9YMGr/Hdd4upoSN0AADr4dKlS3LkyBFztm/fLhs2bDBnwYIFkpOTY05ERESdhEPNCQ4ObnC5rRk3bkgTOVtqDlf96S0JvbZ2fYPr7rvv7rrfrUL7+aefVms1ddNtffr8SpN8Tc1ahI7QAQD0QU1Njezfv1+Tb3FxsSbd2NjYVgs1Ojq6gbArKioaCF09d33hqxOAG11Dbyza1tTQG58ANL6u/gnB/v158vLLT0mPHvfX/b5RCB2hAwDcGC5cuCB79uzRhFpYWNikVlw/6jZVi66srNQeo6R79uxZw/yujYU+aNDrWp954z501bfeFqHXr6Gr/+vX0E1Ro+eV1BE6QgcAuC4OHjwo5eXlkpqaarHpWtWwVW3bVENWtXBrpbHQ9+zJ0ka1q9Ht6vKnn6ZqA9hMl1XuvLO7fP/9khaFrvrMTX3o4eGjtT71xvfZuzcHoSN0ALhRXLlyRX744XvZ/flWWVVRJEuW5khObqxkZs2W5NRQLbHxvhI9x0NLwaI4Wb02R8uaygV1KdCydl2RVK5bItt3rJMvqrfLke++1Wq+6vk7g9raWq0/WjVjN+5nVtep206dOmXzn7eleeiq5qz6uVUzuRq53ngeurrcUhO8yrlzy82j3N944w/a5fr3V+nd+5c0uSN0AGgvJ04crpNtZZ2QEzVJz452l8CpQ8Td600ZN/E5GTXuURkx6n4Z5nSXDB5p12zKK2Lk1IX0ZnPoZKrsP5wsO79IkA1bE6RibYqsWpNZdwKQXyf8Ytmxq0qOn/iuXaJXJwpbtmzRatYzZsww17JVLVzVsKFtQmelOISO0AF0ypkfTkrFmgJJTZ8hEbMnim/AQE3azmMfkeHOv2hR2NfKtYR+rXx7PEU+/TxR1m9Kli2fzJet28vk0OEv5F//+n8tClwNHlPSVrXtxMRErf/ampvGETogdAAb5PtTR2T5ivmSkhai1bpdJ78oTi69ZYhDt3bJ+0YI3VL2fZssmz5JlI1b58knny6Vg99+Jhs2VGkD0DIzM7X+bZrLETogdACr5Ou/75LM7HCZNsNZxk96ThzG9KwT+E0dLvDOELopBSVuEhj6kUydPlgiY8bKuqp58tnnFXLu3JG63/gKHzpCB4QOYB1U790uaRnTJSB4kLhMeFLsHbvfcIHfaKEfP5sqs+cOFwfnVyUn31W+O53U4PZjP6TJxm2xsnpdqqxdv1BOnz7MF6EdeHiMq5P6JAkMHCc+PqO6NE5OQxA6QgewHc7/eFrm5URK6PRhMmb8E51SC+8soSeljxK/oA9ky87prbq/GnC3tmqupKXPklWV4XLu/N/5glwnSqJKpnoIQkfoAFbLf/93rVSuXywRsyfIBLfnZKjjrV0q8Y4W+s7qWTLc4Y+yuNSjzY/95miKzMvzkLU775cFJa9LQfF42f1lXt3f7DJfnDagBhoePnxYF1HvBRA6gFVx5sxxSc+cLt5+78rI0Q/pRuIdKfQNn4Rqzevfnki4rsevWjtXytY/Jlu/tjOntPK3klMwXNZUhctP//yBLxIAQgfoGg5++6XEJQSJm2e/dk8r07PQlcRdXP/SpJ+8LcmaF9pA5vWjau25i96VpeW+cuH/0hwPgNABOomdn1XJ7GgPmeD2cpcMcOtsoYfNGiz7vp1z3Y9XC9Zk5IxqVuimbNhzhywsfVmKyzzl7Pl9fNEAEDrAjWHf17skfJarjJv0bJcPcutMocclO7aruX7xkkhZ99k91xS6KZv3dpPF5S9IQclE+eFcNV88AIQO0DEcPfaNREZ5ajVyPQ1008s89GslIzuo1TKvn43V3SWvuJ+UrfSRi/84xBcRAKEDXB//+tdlSc8K1/rIjdK0rjeh796bKHmLB1yX0E3Z9OWtUlD2Z1m3KVz+VXuRLyYAQgdoPcvKsyRo6lAZOeoBQ4u8q4WeXxghVZ/f1S6hm1K5615ZWDJAdn6eJv/zP7V8SQGhI3SA5jl0+EuZHj5KW1PdGkTe1ULPyA7oEJnXT8nqp6SgxEV+vEAzPCB0hA7QCLUozPwFs2Wi+x8N20+uN6F//lWi5BW93eFCNw2cU83w6zfNorYOCB2hA1zl7wc+l5DpI62meV0vQi9YPFM2f9XthgjdlBWbe8vCYkf5/vTnfJEBoSN0sGWKS9JkgtsrhpuGpnehnzyvmtt9bqjMTdmy7yZq64DQETrYKmrzlPBZ4626Vt6VQt+yI04Ky17rFKHXr60XFLuyjCwgdIQOtsKmLcvFN2CAVfaV60XoOXnhN7y5vbnV5uYv/kC+PlDOFx0QOkIHayY1PVTbk9xWRN4VQld7oSeneXW6zOtHrTS3en0YX3hA6AgdrI2LF3+UyKjJ4jC6h83JvLOFvmJNjJSs/n2XCt08YK5osvyz5kcOAEDoANbA4SP7ZWqos9g73WGTMu9soWdkT9MGqnW10FXUojbz8kfI0ePbOBAAoQMYmS1bV4qX79+sfhS7XoT+zdEUSct204XM64+Cz130NznwbQUHBCB0ACNSuixTXCc/b9Mi72yhl5RFSWnlE7oSuil5RX+RnZ/ncmAAQgcwErl5c2SMax9k3slCz8wO0aXMzYPlVjwr6zZGc4AAQgcwAglJfuLo0guRd7LQteb2eY66FrrKkrVPyJLlARwogNAB9EzMXC8ZMep+JN4FQi8ujZAVW3rpXugqy6oelaJSPw4YQOgAeqO2tlbmxPrIcOd7EXgXCT0tI9gQMjdl+YZH6qTuzcEDCB1AL1y5ckXiE0NtZhlXPQr9y78nSUqWg6GEbpL6wsWeHESA0AH0IPPklDCbXTBGL0LPL5wlK7f2NJzQTc3veQVuHEyA0AG6koysCJrZu1joame1xORAQ8q8vtQXLHLngAKEDtAV5C2IFedxv0bYXSz0bTvjJDu/v6GFrlJc8TspLp1miO++h4e7hIYGEQvx8LCN1haEDlbDqopF4ur2LLLWgdAzs2doS6waXegq8xf3k2UrZ+n++x8aOqXu343EQkJDJyF0hA5GYddnW8TN64+IWgdCP3EuTeIT/a1C5qbMK3hHVlSkIXSDJiRkoly+fFmb+YLQETromO+/Py5BU4ciaZ0Iff2muZJX1M+qhK7Wfk/LGSiV64sRugHj4zNKdu3aJYcPH0boCB30yj//+ZPMjJxg8xut6Eno6VnTZdOXt1qV0FXU75SaPUj27fsSoSN0hA7Q0SSlhIi9Y3cErROhHz2dKnGJXlYnc1PW7ry/TupD5ODBg7oXup2dnTm33NJNXn75Kfnkk+Quk2rfvo/JoUMFDa778cdy6dnzAblypcr8nlt6jmvdjtAROhiUhQXJ4uTyv5GzjoS+vCJKFi1/3mqFrlK47AVJTHWRM2fO6F7opp8vXlwps2a5SO/ev2y3mG+//bbrepx6/cjIsQ2uS031Ej+/Ya0WNkJH6GCFfLZ7q0xwewYx60zoKWnTtP5maxa6Smbe+5Ka4SOXLl0yhNBVVC34vvvuNl+uqVkrI0b8Ve68s7tWe/7++yUNHrtxY7w88khP7fZ58/ya1PpN9122bKa88MLjWitAr14PSn5+kEWpqtr5M8/8psF1r776jOzfn9fgdVeujNRe97bbbpH+/V+Wc+eWW/ydWnr/CB2hg0E4ffq0hE4fhpR1JnS1s1pCygSrl7lpkFxK1mDJyU3VVibUu9BV07ar6wdSUDDVfJ2qGScne5hryk5Obzd47MCBr8qJEyVy4MACeeih+5o9URg27A3Zty9X+3nz5gS55547mxXrH/7wn9rzqZ+PHSuSF198osl7Vu/TJOeKiigZO7a/xddu6f0jdIQOBiExKZhBcDoU+qKSCClb/5hNCF2l4pMekpQ+TFasWNFh321V41fi2bBhgxQXF0tiYmKdqENbFWfnQU3kePPNN2k13T59fmWWrik9etyvNcWbau/1Rawee+lShUWRtqdZfM6cCRIWNkr7OTraVRPxtR6r+tgt3d7S+0foCB0MwLJlBeI87j8Qsg6FnpA81WZkbsriFc/K3HgX2bt3b6u/w2outLp/YWGhWcbBwcHa/9HR0VJeXq4JXd3n7NmzHVJDd3f/WCor50hzg+ZM8m9OrC0J/bvvFouDw1ty9913aM/RktBVrfzppx8x19ZNQm5J6KpJvbn30dz7R+gIHXTO0aPfSVDoh8hYh0L/6mBSXW3V2eaErpI672OZHR0gJ0+etPi9PXLkiFbbjo2N1cStsmDBAk3YNTU1ndLkXlu7Xt5663lNqKbr1AA51Q/dmlp2S0J/8smHtdr2Tz+tblUNXo22X7IkTGuqt/S6e/fmNLiu/kC++s/d0vtH6AgddIyq1dDUrl+hLygMlxWbe9uk0DfsuUMSU0dKXFyceTWy7du3S0REhMyYMUNSU1M7ZZrbtQbFHTy4UPr1e1aTu2nUeeMm79YIXdWY6w9AU5erq7O1Zu/y8gjtvqdPlzYr1/j4ydrguTVroi2+7sMP99Deq7q8Z0+W1pdv6X209P4ROkIHHVO4KEMcxjyIiHUq9LiEIJuUuSkFZS+K55QhMn78eK3ZXDWZd/Yyo9cSuooaFDdmzHvmy4GBI7SabuOm8paErkahq+Z102U1ql2NnlcJDx8tnp6DGgyiaxx1MqCEbuk29bxFRdPk8cd/rZ0ovPPOfzVoVWj8vlr7/hE6QgedcOTIIfHxfxMJ61Ton+6O01ZQs0WRr95hJ35hdjLe007cff4o08P8u2zRGVaKo4aO0EHXqClBiUnTaWrXsdDn58+QNZ8+aFMiX7rhqsRd3Oxk+ear16359AGJT3HUmt67Yn46QkfoCB10zerVy2S0a28ErFOhnzyfLrHxvjYj8pXb7MTN/6rMVe288e05hW9KROQUKSsrQ+gIHaEDmLhw4YJERI1HvjoW+ubtcyUz7282IXPvUDuxd7YsclM2VneXxLSRMm3atGZHvSN0hI7QweZYtDhLhjmz8YqehZ6RPU2qPr/L6mWuauSJua2fmz4nfpwkJSVpo947Cw+PcXVSHyMhIaMlONiJ1IuLyxCEjtChqzh58oT4Bb6LeHUs9BPn0iQu0dOmR7c3l+TMoTJ9eohUVVV1+rFz7tw5TV6kaRA6QocuIHveXAbC6VzolRujJHfRGwjcQtSc/LhkZwkPD5eLFy926rHz448/SnV1NbGQY8eOIXSEDp3JwYMHxMPnJaSrc6Enp06VjV90R+DN7ci2oL9WSy8pKeGgBoQOtknWvCiEq3OhHz2TKnPiJyPuFlK+8WGJS3LWBsgdOnSIAxsQOtgW+/d/LR7ezyNcnQu9vCJC8pe+grhbsc67qqWnpKToZptVQOgIHTqF+XnxyNYAQk9MDpTNX3VD2q2qpY/Saul79uzhAAeEDraB2pXKP/gNZKtzoX99KEnik10QdiuTkjWEWjogdLAtiktyEa0BhL54SZg21xpZty4lq5/S5qWrWvru3bs50AGhg3Vz9uxZCZs5BNEaQOjxif6Iug3Zsu8mSc4YpgldrfNOLR0QOlg1K1YWyzCnWxGtzoVevT9BElIdEXUbs6j8OYmeO5G+dEDoYN389NNPEjVnEpI1gNDn54dK2frHkHQbs+nLWyUpw14TelpaGrV0QOhgnWzYsF5Gjr4fyRpA6HPjpyDo60xe8esSPtOfeemA0MF6ycqORrAGEPqu6lhJzhyMnK8zFZ/0kIRUB03oeXl5HPiA0MG6OHr0qPgGvY5gDSD07NxgWbm1J3Juz3Kw8z/QhK5y6tQpCgBA6GA9LC1dxGA4Awj95HnV3O6OlNuZgrIXZXaUhyb0VatWUQAAQgfrQO0VnZo+A7kaQOhVW6MkPedDpNzOqL3j41McNaFHRkZKTU0NBQEgdDA++/btk8CQvyBXAwg9LTNA1n12D1LugKTnfmRudld7dAMgdDA85StK2fPcAEI/9kOazI2fiIw7KIXLXjDPSc/IyKAgAIQOxqa2tlYysiIQqwGEXrkxQrIXvoOMOygbq7ubR7urnD9/ngIBEDoYu7k9ePo7iNUAQk9N95ONX3RHxh3Z7J4zwCz0bdu2USAAQgfjsmLFUka3G0Doh0+myNwEVyTcwVlQ8qp5kZmkpCQKBEDoYFxy2ffcEEJfsWa65BX9GQl3cNbuvF/ik52Zkw4IHYyNWkwmKsYZqRpA6CnpU2TzV92Q8A1Icqa9WegbNmygYACEDsZD9RlO9HgUqepc6N8cTZLYRBfke4OSvfBdmT49RBN6bm4uBQMgdDAeJSX5CNUAQi8qDZbCZf+FfG9Qilb+XqJi3DShh4eHs8gMIHQwFmq6Wmb2bIRqAKEnJHvJln03Id8blMpd9zboR9+xYwcFBCB0MA4nT56UObHjEarOhf7lNwkSn+KAeG90P3rWULPQi4qKKCAAoYNxUEtdevg8jVB1LvTC4kApXdcH6d7wfvS3zUKPiYmRK1euUEgAQgdjsHZthdg7dUOoOhd6QvJkhNsJyV/6ink+usqZM2coJAChgzFYtDgbmepc6DurYyQpwx7hdkJKK38rsYmj6UcHhA7GQm2Xmpk9C5nqXOi5C31lxebeCLeTtlNN+Hk7VfrRAaGDYVALysTEjkamOhb6yfPpEpdEc3tnJiVrsFnocXFxFBSA0EH/qObEoOmvIlMdC33brkhJzf4Y0XZiMvP6m4UeFhbGfHRA6KB/1PKWDi53IVMdCz0rx0dWbu2JaDsxOYV/Na8Yp3Lw4EEKC0DooG/KV5QiUh0L/cS5NHZW66Kd12ZHe5iFvn37dgoLQOigb4pL5iNSHQu9ausMyZj/PpLtgiVgYxPHmIVeUlJCYQEIHfQLS77qX+ipGVNk3Wf3INlOzvINj0hi+giz0DMyMigwAKGDfrlw4YKkpgchUp0K/dCJ5Lpa4jgE2wVZ8+kDkpz57yVgo6KiWDEOEDroFzVlLS6RNdz1KvSKdaGSs+gNBNsF2by3myRn/FvoKuoEGAChgy7Zu3evRMeOQKQ6FXpqhpts/KI7gtXBXHSVI0eOUGgAQgd9smfPHgmZ8QYi1aHQvzmaJHFJoxBrFyY998MGQlfHCwBCB12yZcsWcffug0h1KPRlFUGycOkriLULk5X/bgOhqzUbABA66BJVQE30fBiR6lDoSamTZPNX3RCrTrZRVVm+fDmFBiB00K/QWSVOf0L/Yv9ciU9xRKpdnPmL+zUQOpu0AEIHXQsdiepP6IUlvlK86hmk2sXJK369gdBzc3MpNAChA0InrRd6QvIk2bLvJqSqA6GHzQg2Cz0pKYlCAxA6IHTSuixcPJPmdh0Jvf567myjCggdEDppdWbOCpHSdX0Qqg6FHh4eTqEBCB0QOmldwmcGSkLqEEnN/kDScz6U7IVvSUHZK1Ja+Vsp3/iwrNraUyp33UuTfBcIXQUAoQNCJ62Kw5ieDS7bO90hTi69ZYzrEzLR/SXxDXpLgkIHSNis4RIe4SCz54yQmDgHmZtoL4lpH0tS+seSnttfsha+LQtLX5JFy5/XNhqp+KQHJwIdIHS1oREAQgeETjotw51/oZ0IuIx/SlwnvyLevu9LcMiguhOBkXUnAqO0E4GouepEYJj5RCAt5wPJXPDO1ROB8ue0FgG1SYk6EVBrmyN01nMHhA4InRgkQx27aycCo8Y9JuMnvShT/N6SgKAPZdqM4TIjYoRExgyvOxEYVnciMFTikoZIYvpASZ2nugfel/lFr9adCPxBOxFYuaWX4U8ElNCnTw9B6IDQQf9UVVUhMdJx3QWjf2k+EZjk+SfxD3pfQsMGSdjMkTIraljdiYC9zEkYLLFJg+tOBAZIUuYAScvpr50I5Je+JKWVfcwnAlWf36W7eegIHRA66LqGbu/UDRmRLj8RUK0CYyc+q50I+AW9p40TmD5zuHYiEBljLzHxQ+qdCHyknQio7oH8pVdPBEzdAx15IoDQAaGDoYTOWu7E6N0D6kTgavfAm+YTgavdA1dPBFSrQELawCYnAqbugebGCeQUvonQAaGDcYTu5v0ociA2lSEO3epOBHrJ6PFP/Hwi8FcJCPpAps2w//c4gVh7iY51biL0K1euUHAAQgf9sWnTJpk2qx+FPCEW4u75tyZCB0DooEuqq6tl5uwPKbwJsRDPKQMQOiB0MAaHDh2ShJSJFN6EWMgUn6ENZB4TE0OhAQgd9MnRo0clJy+UwpsQCwvz+AWMkNTUVMnKypLMzEwpKCig0ACEDvqkpqZG8hbEUoAT0ihq9LyP78gGNfS0tDQKDUDooF+KS+ZTgBPSKC6uvxNf/9ENhJ6fn0+BAQgd9MuqVcsowAlplIlur0tQsFcDoZeVlVFgAEIH/aKWfx094QEKcULqZZJ7vyYj3NWxAoDQQddC9w95jkKckPpz0L2azkHfvXs3BQYgdNAvu3btkpSMcRTihJhXkrtJvLyHNBG6muYJgNBBt5w8eVIWF8dRkBNSb8qaV6M56CoXL16kwACEDvqltrZWSpbkUZAT8nNGjXtUvP1GskocIHQwHitXllGQE/JzJri9KoFB7g1knpSUREEBCB30j9p1beyknhTmhNRlssebEhoa0kDoS5cupaAAhA76R43ejYkdRmFOGBDn0E28fAYxZQ0QOhiTM2fOyPwFERTohCVfXXqLt+/wJkJXOxMCIHQwBCVLCijQic1n/KQXJCBwfBOhnz9/nkICEDoYg3Xr1rFiHKH/3EL/eWRkpFy5coVCAhA6GIMdO3ZIRPRACnVi0wvKTPEZ3KR2vmjRIgoIQOhgHNSiGbnz51KwE5vNyNEPWew/V6spAiB0MBTFJYVi79SNwp3YaP/5ixI81aeJ0NVqigAIHQyFmpozJeAZCnfChiw/Jzw8nP5zQOhgPNTmE5nZgRTuxOZi79hdpvjYNxF6UVERBQMgdDAeqiayuGg+BTyxwfXb/1MCAl2bCH379u0UDIDQwZio6Wvu3n0o5IlNZZL7G02mq6lcunSJQgEQOhiT48ePS0b2VAp5YjMZ6nirTPEZ1kTmbMgCCB0MD83uxJYyduKz4h/QdHU41VoFgNDB0GzatEkCQl6msCc2sjrc201kznQ1QOhgFah1q9OzwinsidXHYXQP8fYd0UTmcXFxTFcDhA7WwbLlpeI87l4KfWL1g+Gmhvg3EfratWspBAChg3Vw4MABiYwZQaFPrHrvcx8/B4vN7WpwKABCB6tANTfmL8yk4CfWOxhuwu/FL2BcE5mnpKRQAABCB+vi6uC41yj8iVXGzfMdi7VzFpMBhA5WR01NjRQsSqHwJ1Y5GM7Hz7GJzNXe5+p7D4DQwerYsmWLuPv8FgkQK5uq9qbFleFWr17NQQ8IHawTtU96fgH7pBPryYhR91ucqqZy9OhRDnpA6GC9rF9fKaMnPIQMiJXUzt+yWDvPysriYAeEDtaNWmgmL38OMiCGzzCnu8TXf5TF2vnevXs52AGhg/Wj9aWzCxsxeNy93qurnQezMhwgdLBdLly4ILl51NKJsfvO/QJcmKoGCB1A1dLZtIUYNZ7eAyz2nattUqmdA0IHm0LNz11clCv2Tt0QBDFUnFx6i3+Aq8Xa+e7duzm4AaGD7VFdXS2zogYjCWKoePsOtyjzmJgYqa2t5cAGhA62h2qaLC0rkhGj7kAUxBAZN/EPEhjswch2QOgAjVGLb2RmhyILovvYO3a3uMSrSkJCAn3ngNABysuXiYfP00iD6H6aWkhIoEWhHzx4kAMZEDqAaYAc0iB6jaNLL/ELGGtR5vn5+RzEgNABTOzbt09S0n2QB9Fdhjh0E29fe4syDwsLk7Nnz3IAA0IHqM+qVStlktejSITobr324GBvi0JnRzVA6ADNNL0XFKYjEaKrOeeBQZMtynzu3Lly+fJlDlxA6ACWOH78OE3vRDej2v0Dx1uUuYrqJgJA6AAtcHVZ2NeQCunSuHm+Z3F5V5WysjIOVEDoAK1h2bJicXT5BWIhXRLXya9IULBXs03tFy9e5CAFhA7QGi5duiR5+fFtLogHjbCTF/+EkEj7pqgFNbManMqRI0c4QAGhA7QFVXCmZwa2uiB+8z07+V1fOxlgj5TIdfabO90hAYETm5X5hg0bODABoesdDw9HCQ2dZNPx8PDQ3eeya9cuCQl795q18mdfsJPnXkJIpH3x8v642X7zlJQUlncFhG4EQkOd6v7daNMJDQ3V5WdTuW6NTPZ6wmIB/PqbdvLbp+zknfeREWnvfPM3JXiqj0WZR0ZGsoAMIHSEbpy4u7vL4cOHdffZqFrR0tJCcXS5z1z49nvLTp783VWhIyPS3oyd8IwEBk5utqn9wIED2AQQOkI3TlxcXLQmbj2iBsklp0bJ8y91kz5PIHLSsYvHBAV7Nivzbdu2YRJA6AgdobeXCxcuSGFhoda/P3HiRImYHShDHbshItIhcRjdQ/wDml88Jisri35zQOhGFrqdnZ05t9zSTV5++Sn55JPkLpVt/fekUv/6xvczutD3798v0dHRmsQjIiK0hWZqa2u121Q/ZnJqmAxxuAkhkXZluPMvxC9gTLMyj4mJYb45IHRrELrp54sXV8qsWS7Su/cv2y3l22+/rV1Ct8YaumpKV8JWAjdlwYIFcurUqWYfc+bMGYlLCEbqpF0y9/FzbFbmahCcWoYYAKFbkdBVrlypkvvuu9t8uaZmrYwY8Ve5887u0rfvY/L990saPHbjxnh55JGe2u3z5vk1qWGb7rts2Ux54YXHtVaAXr0elPz8oDYLvaUaelue/0YLXQl6+/btmqzVaHqVGTNmSGxsrCZ01bTeFlRhGxnlidRJmzPM6S7x9Xdudnqa2hL16NGj2AMQurUJ/ccfy8XV9QMpKJhqvs7Pb5gkJ3toP6emeomT09sNHjtw4Kty4kSJHDiwQB566L5m5Tts2Buyb1+u9vPmzQlyzz13dqjQ2/L81yN0JWm1+It6jFpwQ8la1bBNwg4ODjb/n5iYKBUVFR1a61GF7qxIdyRF2rThip//mGZlrrJ7927MAQjdmoR+8803yW233SJ9+vzKLEVTevS4X2uKN9Xe64tSPfbSpQqLgr1Ws3lLt3dEH/q1Xr9///4NhFy/Jt34OhUl6ZycHCkvL9eErvq+21rTbi/qBCEi0hNZkdbJvIU+c5WqqiqsAQjdWmvo7u4fS2XlnBblquTfGsE2vu277xaLg8Nbcvfdd2jPcT0ybun12vL8ep+2dq2WgtnRPjS/kxb7zP0DxrUo87Vr12IMQOjWLPTa2vXy1lvPy7FjRebr1AA51Y/eVsE2vu3JJx+uqxG7yk8/rb7u2nVLr9eW5zey0BVqNHLEbB+mtBELMr+3VTJnehogdCsXusrBgwulX79nNbmry2rUu+o7b6tg1SC5+gPo1OXq6myt2b68PEK77+nTpR0m9LY8v9GFbpL63NgwGT7qXkRGtDiPfaTFndNUVq9ejcwBoduK0FXUoLgxY94zXw4MHKHV1Bs3Zbck2JUrI7Xmb9NlNepcjZ5XCQ8fLZ6egxoMorseoddv/m/L81uD0BWqYE5JnSsOY/4Dodn8cq59JTh4Cn3mgNBtWehGjeozb898eWsQuol581K1Ah2x2Wbcvd5rdqMVU9R0SQCEjtB1FzUiX9X+rzXX3FaErigpKRIPr/4MlrOhDHW8Vbx9h0tISGCLMldrIgAgdIQurOVuHNTv4x8wRuyduiM8K8+IUfdLQKBri3PM1Qpwhw4dwgyA0BE6QjciagGa0Gk+Mnr844jPSuM66SUJbmHHNJPM1bLBAAjdyvHwcKmT+hRxdx9ts7G3t7dKoSvOnz8vERFh4k4TvBU2sdvL1BD/FmWekJCgfQcAELoNoYRm67FWLl++LPPnz5eAwAkycvSDCNHgcXTppX2WLTWxq+Tl5UlNTQ2FGyB0W+PcuXM2H2tn/fr1dTU6H5ng9hpiNGCGOHTTWlquNYpdRS1JzBxzQOgAVoy2W1tkhLa2N7V166uVq73M1cZBAAgdwAZQe7GrJvjgqd4y0f3PWs0Paeq3r9zTe0CrauX5+fnaZwuA0AFsjB07dmg7ygUGTZaxE59FoDocwa4+m2vVytU+5tu2baOJHRA6QgdbRk1nysjI0BYk8fFzlJGjH0KmXd28Pqantnf5tRaJUVGf3dmzZ/kiA0JH6ABX14FXy4GGh4drTbte3oO1nbqQa+cvEOPr7yxTQ/yuKXJq5YDQETpAi7X1rKwsTRhBwV7iOeUjbT9tZHtjM8zpLpniM1iC6/7m1xK5yrx586iVA0JH6ADXRs3Jnzt3rlnsXt6DZOToB5DvDdivXBvwdo2V3kxRn8mePXuolQNCR+gArUctSLJ27VqtaVfJJHjqlLpapL02fQoZt7+PXG2k0toaufoM1N7lLBIDCB2hA1w3atnQkpISs1zUUqN+AWNl/KQXkHMbF4VxnfSyNtitNX3kppSVlcmFCxf4IgJCR+gAHcPJkyelqKiogWz8A1zF3et9GTHqfyHtZuIwpod4ThnQqulnjeeUq785ACB0gBuC2sFNycbUFG+qtfv6j5KJbq9qA7zoG/+FTHL/i7ay29Spra+Nq+Tm5rLSGwBCB+g8Tp06pTXF1xe71tcePKWu5j62Tmj9bGrqm71jd5kw+U/akrrBU33bJHH1N1R/S2rkAAgdoMtQS42qFefUNp2NRaXmtPvV1dzdPN8T57H/x+qWmFWL8Ezy+KvWL95WiavExcXJunXr6CMHQOgA+mL//v3alp1qgZrG8goJCZagYDfx8RtZJ/h3ZfT4PmLvdIfhNkhRTeneviN+3igluM0SV7Vx1WWxd+9epp8BIHQA/dfat2/fLklJSc2KLTR0qjbHXY2Y9/YZJpM93pZR436jbUailyZ0F9enxdN7YN17dNHeqzopaavATUlJSdH+JtTGARA6gCFRq89t2rRJ0tLSrim9kJCgOnF6aiPC1RKoU3yGas31apMSVTvu6FXrVAuB09iHZYLbq9riOeo1A4ImytSpvtoJx/XK2xT1O6t9yVnVDQChA1gVSmxK7o1HybcmaqMStd1rUJCH+Ae6in/AOPHxczLH23ekdgJgirpsuk2JWrUE+AeMrztZcNeErUbmd4S0G0ctnat+RyQOgNABbILLly/LgQMHZNWqVdqOYW0VvB6i3rNqSl+xYoVUV1drvxMAIHQAm6a2tlabtqVGzC9dulQTpd4kr0byq+llapczNR8fgQMgdABoZS3++PHj2uj5qqoqbRlU1aRt2jjmRiQqKkp7DfVaqv9b1bzVOADkDYDQAeAGoDYqUf3UalU1Jd3du3drAjZFbSyjpGyKulz/drWjnNq57ODBg5qw1ehz1UoAAAgdAAAAEDoAAAAgdAAAAISO0AEAABA6AAAAIHQAAABA6AAAAAgdoQMAACB0AAAAQOgAAACA0AEAABA6QgcAAEDoAAAAgNABAAAAoQMAACB0hA4AAIDQAQAAAKEDAAAAQgcAAEDoCB0AAAChAwAAAEIHAAAAhA4AAIDQEToAAABCBwAAAIQOAAAACB0AAAChI3QAAACEDgAAAAgdAAAAEDoAAABCR+gAAAAIHQAAABA6AAAAIHQAAABA6AAAAAgdAAAAEDoAAAAgdAAAAEDoAAAACB0AAAAQOgAAACB0AAAAuH6h9+3bV7szIYQQQvQX5elWCR0AAACMBUIHAABA6AAAAIDQAQAAoEP4/zJcJmY0HIO3AAAAAElFTkSuQmCC OPC|FUT. IBEX MINI VTO. JUL 13 Compra de opciones "call" 1500.00 02 OPC|FUT. IBEX MINI VTO. JUL 13 Compra de opciones "call" 200.00 02 1700.00 1700.00 FUT|EURO STOXX 50 (SX5E)|10 Futuros comprados 1350960.00 02 1350960.00 1350960.00 false false false false false false false false false false Sin hechos relevantes true false true true true false true false D. Este fondo ha adquirido 185.000 acciones de Bankia a un precio y en condiciones iguales que las de mercado.Compras: 83.760 miles de EUR.Ventas: 83.760 miles de EUR.Se trata del importe total de operaciones, desglosada entre compra y venta, en las que el depositario ha actuado como vendedor o comprador. E. Importe de valores o instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositaria de 113.156,80 euros que suponen un 0.69% del patrimonio. G. 0.95% percibido por las empresas del grupo de la gestora en concepto de comisiones de comercializacion, depositaria e intermediacion. Al finalizar el trimestre existia 1 participe con una inversion en el fondo de 21,09% del patrimonio. En el trimestre hemos asistido a una mejora de los fundamentos economicos que no ha tenido un reflejo en la evolucion de los mercados. La causa se halla en el temor de los inversores al fin de los estimulos monetarios de la Fed, al contrario del BCE que volvio a bajar su tipo de intervencion en mayo, situandolo en el 0,50%, minimo historico, ademas de mantener en estudio una bateria de medidas orientadas a apoyar un mayor flujo de credito a la economia real y a reducir la fragmentacion de los mercados financieros. El crecimiento economico mundial puede haber aumentado ligeramente, sin que se esperen cambios significativos a corto plazo. En los mercados de deuda, el cambio de actitud de la Fed provoco dos fases bien diferenciadas. Al principio, la elevada liquidez siguio propiciando un elevado interes inversor en los activos de renta fija, generando un descenso en los tipos de interes. La segunda fase se inicio en junio cuando la Reserva Federal advirtio que podria moderar sus compras de activos este mismo ano lo que genero una tendencia alcista en los tipos de interes. En renta variable, la tendencia alcista se mantuvo hasta bien avanzado mayo, permitiendo que una docena de indices bursatiles de amplia difusion alcanzaran nuevos maximos. Este comportamiento se trunco el 22 de mayo, con la publicacion de las actas de la reunion de la Fed. Desde entonces y hasta el cierre del trimestre, las caidas han sido algo superiores al 3% en EEUU, del 7% en Europa y por encima del 10% en Japon y el grupo de emergentes. El balance del trimestre es negativo en la mayoria de los casos (a excepcion de EEUU). En el mercado de divisas, destaca la renovada fortaleza del euro durante el trimestre, que le permitio apreciarse con las 16 principales divisas. En segundo lugar, es necesario comentar el rally bajista del yen, motivado por la ronda de estimulos anunciada por el BoJ en abril para lograr que la inflacion se situe en el 2% en un plazo de 2 anos. El patrimonio del fondo en el periodo se incremento en un 10.90%, el numero de participes en el periodo aumento en 8 y la rentabilidad del fondo en el trimestre fue de 1.672%. Los gastos totales soportados por el fondo fueron de 0.310% en el trimestre. La rentabilidad diaria maxima alcanzada en el trimestre fue del 2.556% mientras que la renta minima diaria fue de -2.748%. Los fondos de la misma categoria gestionados por Bankia Fondos S.G.I.I.C. S.A. tuvieron una rentabilidad media ponderada del 2.103% en el periodo. La liquidez del fondo se ha remunerado a un tipo medio del 0.011% en el periodo. El fondo obtuvo una rentabilidad superior a la rentabilidad de los indices asociados en 1.68% en el trimestre. Durante el trimestre hemos continuado sobreponderados en renta variable espanola. El mercado se ha movido en un rango lateral. La volatilidad ha sido una constante en los mercados. Si el mes de abril comenzo con caidas motivadas por las incertidumbres de la crisis chipriota e italiana, la posterior resolucion de las mismas llevo a los indices a marcar los maximos del ano. Aunque a finales de mayo los indices volvieron a retroceder, ante el anuncio de la Reserva Federal Americana de la finalizacion de los estimulos monetarios en el ano 2014. A esto se unio las noticias preocupantes sobre la economia china. El pais asiatico esta creciendo a una tasa menor de la prevista, asi como cada dia hay una mayor preocupacion sobre su mercado inmobiliario. Estos dos acontecimientos han provocado la subida de los tipos de interes de los bonos gubernamentales, asi como una fuerte caida de los mercados emergentes, provocando que los indices de renta variable europea tocaran los minimos anuales. En el caso espanol a estos acontecimientos, se ha unido las incertidumbres que pesan sobre el sector bancario y electrico. El rebote tecnico de los ultimos dias no ha impedido que el Ibex finalizara el semestre en terreno negativo. En renta fija, se ha mantenido una posicion importante en bonos espanoles de largo plazo, ante las perspectivas de que la prima de riesgo se fuera reduciendo, aunque la subida de los bonos americanos y la consiguiente apreciacion de los bonos europeos, ha llevado a un ligero incremento de la TIR de los bonos espanoles.El fondo hace uso de instrumentos derivados con el fin de la consecucion del objetivo. Como consecuencia del uso de derivados, el fondo tuvo un grado de apalancamiento directo o indirecto medio del 19.13% en el periodo.La volatilidad historica del fondo en el trimestre alcanzo el 16.48% en linea con los mercados en los que invierte. La volatilidad historica es un indicador de riesgo que nos da cierta informacion acerca de la magnitud de los movimientos que cabe esperar en el valor liquidativo del fondo, aunque no debe usarse como una prediccion o un limite de perdida maxima. Nuestra perspectiva en renta variable para el proximo trimestre continua siendo positiva. Aunque como comentabamos en el informe anterior no esta exenta de incertidumbres, sobre todo estaremos atentos a los problemas de tipo politico que se podrian generar en los paises europeos, ya que se esta produciendo un cierto hartazgo por parte de la poblacion ante las medidas de austeridad que se estan tomando y que no han supuesto, por el momento, ninguna mejora a nivel macroeconomico. Respecto a Espana la debilidad de los paises sudamericanos, asi como la reforma del sector electrico, que se lleva retrasando desde hace meses y que no creemos se apruebe hasta el proximo trimestre, podria seguir afectando a las cotizaciones. Aunque pensamos que a nivel macroeconomico la economia espanola continuara su senda de recuperacion. El incremento de las exportaciones (sobre todo a paises fuera de la Union Europea), asi como la desaceleracion de las importaciones, ha llevado a que la balanza por cuenta corriente se torne en positiva por primera vez desde agosto de 1998. Por otra parte, la buena marcha del sector turistico, beneficiada por la inestabilidad en los paises arabes, contribuira durante los meses de verano a que se mantenga la tendencia. En este sentido se empieza a detectar interes por parte de los inversores extranjeros por empresas espanolas ligadas al ciclo economico nacional. Respecto a la renta fija seguimos confiando en una mejora de los bonos del gobierno espanol, pensamos que a pesar de la subida de los bonos gubernamentales europeos, los buenos datos macro que se estan publicando de Espana, provocaran un descenso de la prima de riesgo y por consiguiente una apreciacion de los bonos. Este fondo ha modificado su folleto para adecuarlo a la normativa que regula el contenido de Datos Fundamentales para el Inversor. Este hecho no ha supuesto un cambio en la politica de inversion, ni en su perfil de riesgo. 0 0 0.00 52748077 2003 0.60 1263063808 43501 1.05 30976697 1127 -1.36 110522970 6438 2.11 17780307 1277 1.30 101633792 6059 -0.67 10572392 808 2.74 82796871 7045 -3.09 124955791 12284 0.83 200769847 7533 1.52 3022962856 117277 4.57 1026722965 64343 1.82 14926348 302 1.35 123200898 7478 -0.36 44707466 773 0.60 6228341082 278247 2.79