ARZALEJOS, SICAV S. A. 1.0.0 2024-07-01 2024-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2024-01-01 2024-06-30 ARZALEJOS, SICAV S. A. 1.0.0 2024-01-01 2024-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2023-01-01 2023-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2024-10-01 2024-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2024-07-01 2024-09-30 ARZALEJOS, SICAV S. A. 1.0.0 2024-04-01 2024-06-30 ARZALEJOS, SICAV S. A. 1.0.0 2024-01-01 2024-03-31 ARZALEJOS, SICAV S. A. 1.0.0 2022-01-01 2022-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2021-01-01 2021-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2019-01-01 2019-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2021-01-01 2023-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2019-01-01 2023-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2024-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2024-06-30 ARZALEJOS, SICAV S. A. 1.0.0 2023-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2022-12-31 ARZALEJOS, SICAV S. A. 1.0.0 2021-12-31 iso4217:EUR xbrli:pure ARZALEJOS, SICAV S. A. 2031 02 04 2024 EUR A+ (FITCH) false C Cuesta sagrado corazón 6-8 28016 Madrid EM No disponible https://www.cnmv.es/Portal/Consultas/IIC/SociedadIIC.aspx?isin=ES0139363008 05 C/ Cuesta sagrado corazón 6-8 28016 Madrid EM middle@quadrigafunds.es 2001-11-16 06 15 Medio true false La Sociedad podrá invertir entre un 0% y 100% 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, 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. No existe objetivo predeterminado ni límites máximos en lo que se refiere a la distribución de activos por tipo de emisor (público 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% de la exposición total. La Sociedad no tiene ningún índice de referencia en su gestión El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. Se podrá operar con 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 comporta riesgos por la posibilidad de que la cobertura no sea perfecta y por el apalancamiento que conllevan. El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. Se podrá invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrían introducir un mayor riesgo que el resto de las inversiones como consecuencia de sus características, entre otras, de liquidez, tipo de emisor o grado de protección al inversor. La metodología aplicada para calcular la exposición total al riesgo de mercado es el método del compromiso. 01 0.22 0.08 0.28 0.00 -1.01 -0.14 -0.58 -0.80 EUR 488891.00 671199.00 120 115 0.00 0.00 false 6118444 8144602 8470146 11359255 10.6311 9.7177 9.5149 9.4700 12.5149 10.7528 11.5945 11.8633 12.5149 10.7179 9.7182 11.5440 0.76 1.50 0.32 1.46 1.08 2.96 03 0.04 0.07 01 16.77 3.01 0.37 3.60 9.02 10.29 -15.82 21.89 12.19 2.51 0.63 0.65 0.63 0.61 2.21 2.01 0.00 0.00 true true GraficaVL.png png 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KFOnptjIrV2bR7JPmKCnByQ+nuuAc+d4FPxjj/FIGzvMmcML1QchIoJH4FgMHcodPmhqBHIgGFXHVKsmzl0YsmUL19wFC+rp2RI7Kpq6uBO/RdvvLe5ayvTp08ePH6+2Z82aNRnumx8i7k4kMZEHxkAKA7JjB/eZzJyppwfnpZfcI22M0L07S7nF4MHc+QP7I0Z4Er05cMC9pN+99+q7hJDmxAmuttFuS6HjN7thR0UNiPvUqVMnJPt3EPdJkyZ58iUj4u4sNmygcuVYu/HA3HGHvlfx11/suU+frqenCo4K3nliH6v7/swZbhCggaje/X75pZ5TsXMnj/kpVYpfGwjhxJQpPBwLTT3BhR0VNSDusbGxfZMnmsfExMzzfgOWjIi7s+jf3zOt1L8DXXH8OAvlxx/r6alSuDD17q0npo+TJ93N8Oho1vRXX+VuH5QqpSpn82b3EtuVK+u7hJAGN5X0tnthR0UNiHtcXFzDhg3j4+MTEhIiIiKOWMMqXGzcuBHKPnv2bCvFTrGEzOXee9lh/+wzPd2bs2dZ/bdv19NT5ZpreHilEVAGtAPAjBlcmJYtOWRNrlyU3A2os2YN9wjddVeKzREhRLnvPo44JCRjR0UNiDtYsmRJaxcyFDI0KFCARo/WE/2BC5zSq8sg4CHcv19PTB9JSazp5IoTmTs3v6d99FHeeO89PacCjXd47g8/LF5emBAfz3U5flPcBr/+qu/NxthRUVvinnFE3LOYtm25q0TFeoTyXhZohXh/GjfmQAJZCx7sc+do4EDucn3oIQ5IAHEPGMV73jyeaVWuHHfNw99ft44PgbMvhC6//EJXX823K376lPoPsyV2VFTEPdz56isepJgvH7vh06ZxClyh4FOBHEX+/BzPoFYtVmo0ON54g+W+fn09G1BBg1GNnT3LY2w6dOBDcNaoG4RQ5MwZrsgLFeK3LOPG6XuzN3ZUVMQ93ClenJ8QSCSUEY7tf/+x8H33nZ7NsRQtytElX32Vh83gLP76i8PHv/KKng1cey1LuYqBo14XV63KLryElgxR0LjEvRodzf9+/bW+N3tjR0VF3MOULVs4duP27e5WbZ48/JqxdWt69113fMdQAYWvWJE6dmSHHW2Oixd56P1LL+nZyCXuqMlUDANIPNy9117j2UxpHaovZBUlSvDtqsAPXbeuu4mJdls6XuyHNXZUVMQ9TGnalNXtiSe4QyYigrd79mRPFhspTUl1JgMHctc/qiV47ipu5axZ3LH+9996TrTfrRGQkAbUClu3chC0Ro18sgnOBL65GsYKp0QNeEWL89Zb9WyCCzsqKuIedqxcyboGJxdSrhbD++03fk7gs8MPwvNTpYp+iJNRfnqTJjxbtU8fTvn0U37yp0zR1wK88UafWJVXXcXhzHr35qAFgsNp355vWtyrtWuzvuNzzTXcC7dmjZ5TcGFHRUXcww6oHnxYPCpDhvC/kPWDB1kNu3ZlZa9Rg8O1hxBffsnjGh9+2GdUPtoiI0ZwBeb98KNFr0WZJ77baMAAPVFwGrhLoebvv89rfs2bx9Hi5s7lrvYdO/Scggs7KiriHnb06MHhYt54gz76iOUP7q2KlbhpE2t93br6mhgOZ9EirpOKFaMFCzyJ1avzWwSclNUVi9OEFpw65cmjgNveq5eemEHuuSc7jrm+/XZPh7hZ3nuP70zcsd7s3MmJ+/b5JArJ2FFREfewY9gw98rUw4ezuCvwnJw5wyMFIfGhBe4ciPtVV/mIO07t+utZa6wYMtdey+foT3S0HrI446AW8S5MdmDLFvcAJN/55wY4f54r6bx59XSApif8EiEQdlRUxD3siIrip4Jc/TM1a+p7Q441a1hMISveUW5GjmRlVwv+KerV4/P1Z8IE8p1cbYCcOemDD/TEMCMpyefPdeu4Nw/tp99+80n3Zs+e9PSi7NrFq30dP66nC0Gxo6Ii7mHH009Tchy3cGD+fFZ2bWzM6tX8crhQIV5RRIFqLODgfXjulStzT64pvv+ey9Opk54euuzbxz1XeEI7dvQk3nwz15cWuIbXXcf9Uf5vOA8e5Dllo0bx0Kz77tP3pso770iI9nRgR0VF3MMOPIfvvqsnhi5otkNWoCDe7NzJQzyh79aKS7fcEkB3AC4FHO0VK/T0dINmRO7cPEAzPPj3X17W/IoreHQpKi3Ul+DVV3lbrbiSmEhjxnD3F6Qf//qv1qDmjuG3gEZj49NP9QzBefFFLoCQRuyoqIh76NOwIfXr596eOJGlZ+1anwzhx59/svoUKcJDLBR58/IY0IDcfz/3J0C8jFC+PI87atxYTw9R1MBZdTHLlOGXNGjlQG0h2fDT4dQvWcJ7kY4my733Bpg0AFlv3pzzQNlR13br5rN30aIUwxMdOsSOCK6khBZIO3ZUVMQ99KlY0dM7ARcMn7AH7iTUpEsX9/gNNVQmJRF56il3ZEE1TD6DwLft2TPLQgqfPctzuAyyejVL9pVXsjTDOJT6u+/49XXnzizudeqwr4Crp5ZMwQV8+GGf6QUzZ/IPASPXX8/XGa497KCxdfEiB4pQFUOg1XsYfBEso11luSaCbeyoqIh7SDFgALtU3syfz4MCLUHHQ/jPPz4ZwhXowtSpXLGBbdu4lyYlqlblzFCZ2rX1XQCuaEoBhP1B/QExgg9boEAWrPcGNYR/bY2AMkJsLCt4x460bBn/WasWr3aEc/ztN6pUiZ0G3F2W+OKCQ7tLlODOGTXqtEcPdzAfxcGDXDxcpdKlucLA7Yq6AYf88Ycnj+LOO7mxhfvWansJacGOioq4hxRNmvisKUquaZlqzWg4s2fO8GMJpyk7AF2YMoV7Esj1StBqu/jToAFfFkhM8+b6LlCqVLCKQaNlS/Zqd+5kYYJZU2HrbQIJxomYbZl17eqzahUqS/jmcCAgx5B1fH76ybMXt1ZUFF9JFAN1QFISVwzNmnkykGsqGQwiAzZee41bV8WLcye+N4cOubt6Vq3ySRdsY0dFRdxDCjSWVQ8pGrwKPIfwp/CcVKnCnl328YNQz61cyZ3p5Hq/qlz4gEC/IFKQIRziz113ufscUgWH48oXLcrbr7/OVYIacgqgYgGNm+Whh7jFoHnu0E3/fnD7REf7hLx/5x3Wblyu8+f5i5Qb7g0cCIg1rgPOF4VB5lGjfDKocauodFUUI0h/hw4+UTzr1+ddppZQz67YUVER99Dhzz+5Va5aspa4V6jA0gbRRyv4vfeyV6ClEyfcozt+/z1YwBwoL7zIefPoued80s+e5R6bwoXtRlJr25btqDWeGjdmXbNWs3r2WTaV2bRqxVoMZUTVYvnLJUqwmM6d65PTJpDdWrX0GbwtWnAtAm67je+ugKC+hIN//fU8rVQboj58OCs7rpWK4okKGJkfecS9t1IlLj9+taZNvQ8S0oodFQ0pcY+N5TmW2ZaFC1nB4fLAS335ZXdiwYI8vAF+Vu7cLFJQmexDQoK7R+XXX4O94YSE4eJAiLXXFT16sEDjA3GE0KfKzTfzlVfBG6ZNY+WyhnngsgcpgCkaNODOEFQwkF3L861enUX2/vt9ctohJoY7l+BoDx6s70oVnD7KgCtw+LC+C3zyCb9inTnTHQ4I1ap1W6obGG6KkDHsqGhIiTvq/2zbmtuxg3X8rrvYZyxXjp9wPJlwmiBMaqUhyBx8pe7d9QPDmIsX3X0Ua9fy0I6UgMMLX3L5cj0P7kNcyV9+YcU5etRnlz/4LriccNuVE5qYyPOY4KUqnnmGB9pnNnXq8Ftc/O7Fi3PrDbfE1q3cMdW7N5Us6cl2+jS788HXyIWjAFmHKdw/rVvre1MFFxxXPk8ePT0gaFWgPArcwydP+uwV0oUdFQ0dccfdjKdLe52YfVi/np9DNZP+iSfcwz8GDnT3SwA83qEV7tEIuCWgs2j7B4mGtm0bLV1KGzfyCA0LqDl8dlxJcr23sBMyBdccTq4VQBhSC3VT0/Rr1tSbBcbBF5Uty74wKiTVr41/UaOoeUPenUJ79nBLBZnhO6PqwiWyKiGL0qU5HUZatkylGkgJfDtaDHbYssX9VgO/FK6hWk1FyBh2VDR0xF3dzWbHgYUQeKStZyk+3u12vfGG5z3eHXdcim5fp4GL8N9/PIzv0Uf1XRqQeO9hIceO8QsMFZYASvfXX55dAUHzSBumMmcOa2hCAouX6m3IPCCIEHF8Her422/nX79UKf4TtYsatuj9rgVudaVK7hfv+CCD/xhQNAHbtbPremcQXDo8tlFRPEjX/sAkISh2VNSp4n7okE/zDY8QbkQ11A//ZkPwVHgHwILQXH01t2Ysj/Wpp/Ruh+wAxAve65dfBtAvjb17fSapQs2h6YoKFTh8VXBQDfivKg6FPXCAYxtA2VGSzOtwgAOulktETYZaHL87yq+0+5FHuAvb24nG81WsGNdkKB6qhJ49+al56y1PBpwsKkW0Qi7Z63e1PvvPPwe4hkK6sKOijhR3PDC4FbzDCeG2UH6TzRZ0mHHqlN6ehZrggcGzbYUnnDuXA7hnN9q3Zwe2UKHUPXe4jWrcpOKPP9i9VaB6gPedErj3cOV//90Tx8YCAgpXWnUKoQzvv69nSBVoLlzaVHn3XR6CadVGCtRVTZuy3OOJUJ1C58+zG9SsGb96VezYwRkg/WoADFi82P0OGZkvGdHR/I1Dh3KLQTBB6irqUHHHg4cHyftxheeivIyKFQPMdgt7du7UB7BDSgoUcId2ys6MG+fumkhp0J7Fv/+6hzwOGUKRkRzX/vbb3buqVuUbzJuLF9n/hTJu3sxS+NNP/K//7CFI6tix9O233HePltP8+XqGgAwfzm9EFQ8+yKr31Vc+GTRUrAWrtP6cPs0Z7r2XR86gxqpXj1+xejNmDMdrnDKFdu/m9h8qM+18MxsUAL+RKqFggtRV1Ka4Hz9+vLvXMIylS5c2bdo0MjJyUfIMbP8UDbvirno24bNDxNXkQ3D4MH34oVvrS5TI0JSNEAWPor/L8+KLl65Z7VggWEWKcDCvINqnOHOGBToigldkrVKF50ZaQnP//eyee/P555wZdYBazWrZMq5NvUekKHBPwuCXX9Lzz/NtOXu2niEguP/hhsNxvvxy96yFadP0PBZ//81lg3Zby5L4A1Nq/DgeGTW40zv2PfHjx1+E9P79uaGDK3CJSUriGuWy8AqVnKUEU9FkUhf3uXPntm3btk1yh++JEycaNGgQFxd38uTJxo0bHzt2zD/F1wBjS9zRlhw0iJ8l3KZqqXsV569PH5b7OnV4+8YbPV5P9uG99wKMTKhfP3VFC3ugp/DHBw/msX3Bgb5Ai7t147GkN9/Mw06swTOoOEeMcG937MgdF0OH8m329ts84CR/fg6lUq0av0HVgFa2bct7oeytWtntFnvtNRb0AQPcfgyKEURtH3+cTxA5g79Q6duXtTuXK8IX6gw4Q97s2sXCinYeWjnYqy3EcWlALfXqq/qa5kJ6SVFFvUhd3FeuXDlnzhxL3BcvXhyV3EsYHR09f/58/xS17Y0tcUfdXqsWO2JwUmrX5kac8qf69eMbV6nb0qX02GO+h4UvFy64J9dA3CHlGlu38lSRbM68efz6IdXXoQq4Dg89xDJXrhx3FFgRryC1ahRHdDTrI/T6k0/4JoQK45DLXIuMB4xd88477G1A1lHLwie1M6bw++/dI8Qh6DVqcOFbt+Y5nBBcf8196y23J45DgnfdQNyh2mhbfPst3xj//adngKuEb1TTmIXQJ0UV9SJ1cQf79++3xH369Onjx49X27NmzZo8ebJ/itr2xpa4o1GJBwlP0fbt3DkIRwOP3OHDPNkaT9r69Zxn+XKe95xNwGOvXvpBBf73P32vQK7XgxDKVAcyKoYPZ+cdQlm0KF9Py19GHam6aLp0YR+5Zk3C/Qzpr1yZ+1vuv5/vQ+zyZ9EiHrsybBjP4EeVABc71SX90GKA+wKHHbc3CgDNRbOjfXv+of27LNq1Y88dD0VsrL5LA5VQkOg6AE2TsWO5npAF7cKCFFXUizSL+9SpUydMmKC2IeWTJk3yT1Hb3tgSd0gYnqInn3T/ieYznrR9+zjdevsPXz4dM61DlObNWYZQveGxHzlS3yuQS9zhVtscQBUTw8KtIiRD5iCdCit6AbzaJ55wh3B56imORQOfesAAlteACwzt3Mnd/b17cwcO7ltkS7XPcOZMfllymWtpC9hEaxWlgoKj9YBv1IBf37Chu9M/4yQm6kG+hJAlRRX1Is3iHhsb2zd5ic6YmJh58+b5p6htb2yJO7ynO+/0mU2H5vPevfywWRVG8InmzmDTAfpiI63cRZ+tp/HfU9+5NGQhTV1Jq/6gqT9Rw7HUaCzVfZ+qDaQiHenqlynfy1SoI5XoSuV7UJUoavcx9XKFU714y22QgDMVKie1afvX+BnxZ+lcoGi+iUmEXf+eof/O0wVXBvx56j+2EBdPu/6h/cdo71E6f5ESztHFRNpzjLb8Rb8fpI37acM+2vQXLdxEK3fStJ/piw00fyP98Q9t/Zu2H6BVO+mdr+meQfTkSGo8ljpPo16fUeuP6cHB9NAQqv0uvfQhtf2Y/vc+Pfw21RpK9WKowQfUaBz1nEN9P6eWk+nlj6nnp7RoM320guqNpht60j0D6PZ+VO41KvMqlexOFXvToPk07Gu+GjUG03PR1HIivTiGNyb8QD/vojW7aM4aWvI7F1tx9jz95wq48NdxOjdzzrE8RXkkjB0mTmTPICKC6wPIK3xtxbZt7nFHQ4eyqw7xxUajRtwB2LQpd9Eg84IFXoaSsQab9+jBf37/feojMtECePpp7h6xYjHCoVbzjatV88mJex6Jp05xZu+4u4IQREW9SLO4x8XFNWzYMD4+PiEhISIi4siRI/4p3sdu3LgRyj7bayBBSsWq0mhXrpZJV7SmK9tS3nZ09St0a8Md+dok5WtxtkCb80U6UJHOdFW7xLzNzuR1ZcjThgq0Z01J9Our9OacK2Tp6t1UfwzdPZDueZMKdqAr2tDlbShPO4KpXC3pMnxaUA7Xh7ddf6qPO9Ev3f3xOtDmR+VXh+duQ1e24XO5vDUXIyc+rfT8Wf7xvg7uFO/r43tNVH4kBrSTU11D15mq870s+XzdNpMPDHhV872CG8CThz+ube9iwGbuVlTrXfphB33xC/3yp1dX9rRp3L8Hec2Zkz/qFT255uurNzpvvcWa/sADPKAF0g+1rVCB3Xl4+il1eT/4IL9xHTSItzds8AxqglMfMBhZx448CKdWLc/4HPW2E4qvDQNr1iw9600L2YOUVNSbNIs7WLJkSWsX1sBH/xQNO5571OBt17+aWLA9FejAzzD0l59nSHnzs1e0ToT84aHN2xZafwau7lUv09XtKLdLKXK1dolFK8rTlj84qkJvajeZqvTh9ByuB94tGS4JuMJVKxTuyEYgrHAhb+5DdUbQy59Q91msC/cPoroj6OlR9NJY6jiV2sA5HUUPvkP3vMUu6gODqcYQqjmUnniXN2oNo3HLaOYq+uRn+vZ3mrWODgcaEQDH+aK9oBrq1drqPy5+/1zPScPXbL3hwXX1e9EXX+w4TH/H0Zx1NPlHGvUNO7Yjv6FP19Jv+zj9eDz76Zv/oh938J/7jtHXm+joKTp1lr8Xn1Nn6N//6MBJbp3DwcdXwLtHvXjKb8IvXOPTZ7jAF+wV2A5Bzn33YTrsWtXHQmVGAY6d5jKjqCgwXPs8rkq9Um86eprW7qGdh+j7bfRZ7ajWHyWiPfTMKHpyOJXrQUU7+VQJXGW2pOu60K+jv3z/kSEdOq46l+tKVmTrPjx0iPtqWrfmjpH69bmH5PXXWdyRWLQoT0AtUoS+/tqrgCkAmbYGNV19tWd+mWLpUo4TMGCA53sVaHbgS9EygL5bqFBCqGaEbAlu+DNBJ5mlpKLe2BL3jGNH3DXwSCdeex0/YCVKeEYQb9+uzdwZvYQ7NEq/Std24ScfjjBUQHlzkPJiXaj1ZCrbg7sUgjv4zuLwYX624bhBWeA2Pvkkdy4LaUE57O9/Q5Vep1LdPBW8695IytkiCXcIHIJ7B9HWbf9yx4iaT9StG88egINfr567t+TECd10SsBbV7GPfv2Vu9RVwFuLYsW4Ax3Vxjvv+KQrvv+e3wdYPPdcgAmxQrah2wwq4+rqSwk7KupccWfwPEDcK1b0LGy/e7d7tYSUwVM91XdKSuiBZjtkpUABXlzpMte6NmaXRc5+HDkFD+HP3eXv3f3WWLS9bqm/rW6X3YU7sBNwZVtKysniPuy23vXa/3594wNlG/21f9IXI255LalL18W/8VuE+wZR0c788sC/oePhwgXuzT94kN+aXnWVLu5XXsmvcFF5BIxSsGYNj/21qFZNn2UqZCe6zuAehSDYUVFni3vp0jx6F646HHZF8NUyw4Nz53gqippVf/o0X4QiRTxLLwnpZu9erinVOic9etC6dfj/RAK/57isOXz5RHj03HHXHE59ksfNT3b5le+PpmHBV2j4In7J/Kv/EqrQdPxqkZE85PyTTzzpaIThq+vX50ZYwOHwsbF8bNGi7gEtEHqb812FcATiXjro0gx2VNTZ4q7C2sFvhaYr4BZZgf/DlRo1+KzLlXNPoWzShGOYoMkiZJBDh7iPyxoBmczn66hA01OlI/556olFR3u99dfVpU/lLRw7b/eCZiNeG7C1fE8eqHMygd9A/Ljd/Spe9fvh36vb8yAfD4ULs4h36MCd72PHuhPnzOH0W2/luU74ZYcN8zogmePHuTovVIhj9JMrzIar7jHFpOX8HkUIFbrM4L7EINhRUWeLe+PG7pda1gico0fdKxSHMWi5e48H7dSJh/8HCuogpJmICB6T7o8KrZU3Ly9lBXVOrSo9eJLW76Um47hLByoP6XQDC3DA27ThHkUrCOUHH7A7j9te+e8BxZ1ck0ix95pr+GVs7twcxtIcuVrSL3v1RMGxdJpGxbvqid7YUVFnizu5emZwr59KHk4BjcOf4c0993CIV4s6ddjd0xahF8wycSIHEqhWjUNu4WonJOgZUua2N9iFL9yBlmx1/f3qq/TSS0m338FKTa7oN6g5cuXiiVFqfL13aHVvkFPpew7XuhxGydmS1u/REwXH0n4qXddZT/TGjoo6XtwrV+YHw5I2iLsakBDG3HknTZ3q+RPbMt45sxk5kiVVreMcH6/vDUr8WYoc756gMHQhte7wS77m5/K1OMfvw0+eZL1+4YXE+g15dCNu3ZIlWesDsmoVH7J2LbdW/WerZozLWtK6PXqi4DTOJutcuyl0jV80Cm/sqKjjxb1qVfZlLiZPzUxK4qclvIGU4zkXLiUQdxXtPb1cSKSbXndPqsrT4hyPtmyelKtV0lWRCQUjT+dskZS7NVXuk/TVBs68Yjt1mEoLf6Vpq2jiMp6gi/taTbvNOP5rlMI4SrU6la4m4VJz7gKNWET52/NUSh6Yq2bkJf+LlCA9M3ZU1PHifvXV+iIJar29MKZKlWALAwmZwaBBRt7l7P6HYjrMvVC+wozGo+6u9+s1bc7kaXrmiqbnCrY6W6Sj+7nNncIk5MtbUcWe1O4TenQofZP8+8OVO+I7wysl1MyvM+dZFNSsbIuEc9ywWLbNJ1HIPPYcpR6zqXwvnk05YjFtPcizcK5o4558k6s1z0i3RmHxnPw2VDmKinXjox55hyI/pDsGUJ336MuUl1Sxo6KOF/fPPvMZUkauAQlqXeNwpVQpz+gg4dIwezZHlTFCv37c1mzcmOPMDB/OASAPH1Z74EF3m8kBhTq4et2+3UK/uQZTzlpNvT/j+dKqb0eNw4HXVrIbD3ZGZXBLX/6zQHt+f3tjH1LuvzewrOJYPDCEu9e7zaDXP6OB8+kfV9Cd4/E8wid2k36UkA6+386BksYs5aBJw2Pp8Xep8ThqPolKdec5cfjwkNnkifGecbStKH8Huv8tuvF1KtyJY6uU781z2t//Jp2TK+2oqOPF3Z+SJTnwfxiTMyft9x9BLYQI8DwiI3mJvuee43en3vNObdNgrEsaXEIPcb9MqQYE4hW39Ks6AD7gdZ1Z+msOc8/G4nSvubioEub9wvEqcrnic+RE+6AtVR3Awen2HaXjp9nH19z8LOGoqyQvxtAd/TmoXLGufFKR47nSGjyfNrpcnQuJNGct/eRaZNMTL8g03iE3klwh+T78nrpO4/r4hp5cfVrX1voV3PLdgkNcoOQVe3GMvITkwEI4r9OBggxlEDsqGoLiXqECz/MOV9Tqa0IY0KQJDwdIb4TqbQc5smZANv9F/efRXf1ZuyHZrOYt6SHXCM8zrpCZe47yTNpxyzxCD3FH5rKvsgtv6ZH1Qf2BdkPt4bR0K+04xOFFg6Oik0KRLyayGh4PFEwpJVC8gyfpi/X08U8U/Q09O8qnNrrM5eRyzCi/ElrR6FTnxmUuHxnVG0petLMr7lBbur4HD1viOFSuDzauaMOye4Ur/BRSeMJaC95gC64KDzXiVe1cX+p7ZbxLpT6wgK+Ayh88we62/WhRmYEdFQ1Bcc+fP5yDmx844BkfLYQ08EJy5KBHHtHTTbPrCCtyQFST/7xfpGikQ5jeW0xDv6YO07mXII+vTwqlK/0qhzeBnOV0NRrUKz7vdoN3fhblltywuLYLd1DUH8P9FahOkHJNR07MZ4Xz9BVNJFboRVFzaPMBjvDs7ZLHbuI+6JU76JWpHB36gbdp8Wbq/Ak9+g5Vf4tueI3KdOfgUZD1XBxS0F1UCHeRjhw87ppOVKgDF6BCTw4oW7YHFenEM4Pue4tdbCQ+MJg3cO44EEXFIVXfpDe+oBaT6LU59Ew0h57+cBkdOukpknOwo6IhKO5whTp21BPDg61bqW5dnggjhAGbN3MMyNDh7AXafZQ276fen3Jk1pyuaJr54Bd34anw9wxkNbxrAK9P8MESDpvaeRr1+ZzaTqGPfmS1Lfca9/vndvUgKRFHcwGOM9QW/jUk+Kbe1G0W91PHxdPa3ezyn7vAL3uFdGBHRUNQ3Hv08CxnHDbs2cPvEm6+mX097wBSghCCHLQdSVNIH3ZUNATFPaWgqaHLxYu81lru3KzsqS7CKQhCtseOioaguPfrl+IE7hCleHHuZ2/enAMPBAwZKAiC4IUdFQ1BcYeyQ9/DgMREXont1Cl3yJEaNfQMgiAIgbCjoiEo7u+8wz0zYcAVV3A/TLVqPPYxf37q00fPIAiCEAg7KhqC4j5ihHux+VDnlls4lMI11/BoucKF3YG8BUEQUsOOioaguEdH8wL2YUCZMjzrvXhxDgMJiR8yRM8gCIIQCDsqGoLiPnYstW+vJ4YcnTpxP/uqVdzhjtPBZ9kyPY8gCEIg7KhoCIr7xIkhP17wlVc4gEz+/BwgrFQpmjBBzyAIgpAydlQ0BMV9yhQeNRjS1KrFL1FDavqiIAjOwY6KhqC4w3N/7jk9MYQ4coQ7ZO6+m376Sd8lCIJgAzsqGoLi3rcvB9sLXaDphQunugSzIAhCSthR0fSI+8cff9ywYcNmzZotWLBApSxdurRp06aRkZGLFi3yzevGpLh/9ZV7rcsQZenS9MX4FgRBUNhR0TSL+4oVK9q2bXvy5Mn4+PiIiIh9+/adOHGiQYMGcXFxSGzcuPGxY8f0Y8yK++LF9OSTtGaNZ9Xs0KJzZ7rxRj1REATBNnZUNM3iPnbs2E+S172LiYmZNWvW4sWLo6KiVEp0dPT8+fM9uZMxKe7LlvECZjlz0vbt+i6Hc+YMh36sU4dHywiCIKQXOyqaZnGPjY3t2LFjQkICHPZmzZqNGTNm+vTp48ePV3uh9ZMnT/Y9gjEp7j//zCHdc+SgXbv0XQ7n+HF+lYpPqI/2EQQhS7GjomkW98TExPfff//FF19s2bLlgAEDJk6cOHXq1AnJI7Uh7pMmTfI9gjEp7r/8wlM64blvC7Xl3Hfu5ClLJUro6YIgCGnBjoqmR9wvXnQv2zVq1KgFCxbAl+/bt69KiYmJmTdvnid3MibFfcsWqlSJVXKD3yLwTmbNGo4xULy4ni4IgpBG7KhomsV9w4YNrVu3Pnfu3NGjRxs1anTq1Km4uLiGDRvGx8cnJCREREQcOXLEO//GjRuh7LNnz7ZS7BQrGPB/ixXjSUArV+q7nMzQodyVlN7lkgVBECzsqGiaxZ1c71Tr16/frl27X375RaUsWbKktYtLMRRy61bKlYsXGl2yRN/lZIoUoUKFOIC7IAhCxrCjoukR93RgUtwPH+Z15cuX5whiIQRaGyi2IAhChrGjoiEo7orq1WnUKD3RyTzyCH3+uZ4oCIKQduyoaMiKe0QEzZihJzqZhx+m5cv1REEQhLRjR0VDVtybN+fwkCHEffdx9HZBEIQMY0dFQ1bc27YNsTDoVavyCH1BEIQMY0dFQ1bcO3SgDz7QE53MLbfwCH1BEIQMY0dFQ1bcu3Wj99/XEx3CkSO8OKpGpUr0xx96oiAIQtqxo6IhK+49e9K77+qJDgEVT44cPn7600/zIPe9ez0pgiAI6cWOioasuPftS4MH64kOYeBAXo7De2xMuXIcDGfnTk+KIAhCerGjoiEr7jCStWuQPvMMrV6tJ5KrTwZue548PI12zx534u23c1SZQJHuBUEQ0oodFQ1ZcX/7berTR0+8NMybxyugXn554ElJEyawjt9wA115JVnRj++/P8Qi4QiC4GDsqGjIinvTplSgAC9/YZaffqL163nj9Gm66ipKSNAzgP/9j/tY4J7Hxuq7wEcfUd26tG4dVazIFpAZlC0b2M0XBEFIO3ZUNGTF/YMPWGEDiq99oOAa1avT449zn0+vXryqhm+ESzft2tHzz3OvS0DPvWNHeukl3pg7ly0UKcLb+fOHWIBiQRAcjB0VDVlxB/CL4+P1RPtAeVE9aKhlQOCVFyvGiqy8eI3ixempp+jqqwNPkb37bp5gBb75hkqVcgcLQyPj33998wmCIKQTOyoayuIO8T11Sk+0T+HCVLCgT8revRwBBuJ+xRUs/blzU//+nr2NGlGPHryBDFu3Us2a9PLLnr0WEPTPPnNvHz/OnntiIrv5SUk+2QRBENKLHRUNZXGHNJ88qSfaJ08elunDhz0pjzzCYeIXLKCiRXkXvPjnn/fsvfJKeuwxWryYX6VCqaHs3bpxOvx370AI2PvPP+7tM2e4kvjjD8qXz5NBEAQhY9hR0VAWdzjFcI3TB9QZ8g0LgwZ5EuvU4cR58+j66+nFF2nkSOre3b0LTQTIdI4c/C+kH0RHU5ky7NqXLMlxYxT//cfi7k2hQtSvHzcyBEEQDGFHRUNZ3CGyR4/qiTZJSGBv+plnaNYsXrH6iitYgrVIk5MmUevWvNG3L4s4pPzZZ1nflXz36cNCj23VO68oV05f/7puXRo9mhsBgiAIhrCjoqEs7tdd59OpkiZQK6BuaNSIhgxhvcanY0d64AH6+GNPnpkz6Ykn2BmHiONz1VV0/jwPcFQhYtato9KlOR3KDvf899/pjjv4zwIFPBZAgwZcMdSs6ZMoCIKQAeyoaCiLe/HidOiQnmiTYcPYW4+MpCZN+G0nFLlLFxZr7wVA1JLW5ctzb/sttwSYENumDXfj4ANNh3yXLMk2n3zSJ0+LFhxYRhbYEwTBHHZUNJTFvVQpOnBAT7TJoEH04IPUqhWHDn7xRR4GA/2Fymu1BRLViMmAY11at+Zumauv5ig3fftyn4zV+W7x6KNcczRvrqcLgiCkFzsqGsriXqYM7d+vJ9oEnnuvXvTKK9SyJTvv+BfKftVVeravvmJlz5tXT1ds2UI33cTFgI+PjXvvpTVr9DzVqvGQSnyXIAiCIeyoaCiLOzzldAfR7dOHe9u7dKHGjbl3JSaGRbxwYT0bgGOuZpkGQXXgoG7wn4b6xRfs+9erp6cLgiCkFzsqGsriXr48/fmnnmiTBx7gDpnXXuOR7J07cwokuFgxPRvIl09/R+rP229z3QDff9s2fZcgCIJp7KhoKIt7xYrpj5Bety6NGUNRUTy2vWdPd+KFCz55FKVKBfbovRk8mDvfVUgZQRCETMaOioayuN94I+3YoSfapHZtjv2ixq2rwI0ZBBVDwLpBEATBNHZUND3iPn369IYNGzZo0ODj5FHhS5cubdq0aWRk5KJFi3yyJpMp4l65cvq7QSpUoO++40lMBQpwn7sgCELoYEdF0yzu27dvh7InuICab9my5cSJExD6uLi4kydPNm7c+Fig9YYyRdyrVOGpQ+ng1185Ls3atfT997Rwob5XEATB2dhR0TSL+x9//BEREXH+/PkLFy60bNkS4r548eKoqCi1Nzo6ev78+b5HMJki7rfdRps364l2yJuXZxtlJFywIAhC1mFHRdMs7mD06NF1XYwYMYJcvTTjx49Xu2bNmjXZWlvOi0wR9zvuYB88raxZ4w4nIAiCEJrYUdE0i/umTZtatWoF/3337t1t2rRZt27d1KlTJyTHvIW4T5o0yfcIJlPE/a67Aowr15g2zZ3n/Hl3yocfcmyvunW9MgmCIIQSdlQ0zeIOJ/2TTz5R25Dy6Ojo2NjYvn37qpSYmJh58+Z5cieTKeJ+992BV0rypmxZnqlUvz676qpgaGSolZIEQRBCEzsqmmZx/+abbzp27Hj69OmEhISuXbvOnz8/Li6uYcOG8fHxSImIiDjiu+7oxo0boeyzZ8+2UuwUyxYBp/trlClDnTrxqnj58vGa2qBmTYnRKAhCSGNHRdMs7klJSePGjVNDIceMGZOYmIjEJUuWtHZxSYdC3ncfrVqlJ5JrxYzdu93bpUpxAJly5XgRpSFD6L33eErqBx/45BcEQQgp7KhomsU9fWSKuNeoQStX6olg8mRPCLDrruOJoxUqULt2vDCeWhwVEi8IghCy2FHRUBb3atXIq7fHQ0yMZ2mkyy/nUOzFinGM3/r1eT5q8eK8vLUgCELIYkdFQ1ncCxXi0ZAac+fyYBhoeunS3D+TKxcPqoGmv/8+1arF0Xf37NEPEQRBCCnsqGgoi3vBggHEvVUr9+pI+PTvz2qOT8WKvJhGqVL6MkmCIAghiB0VDWVxz5+fJ6lqQMRff53y5OF+9ubN6eab2cG/806OJHPrrdwzIwiCEOLYUdFQFveICLrmGj0Rct+5M3vrN97I704ffJAefpjuv582buQ/r79ezy8IghBq2FHRUBb3JUt4zQ1vkpLYZ58zh3X8hhv43zp1uKu9Rg3atIk7aubO9ckvCIIQgthR0VAW9xUr6KGH9ET48seO8RvU8uVZ3KtU4dDt8Nz/+48++0zPLAiCEILYUdFQFveVK9kl18ibl8M9QvTvu49Hu0dE0Jdf0syZejZBEISQxY6KhrK4r1rFCu5NUhL3vSiw67HHfPYKgiCEBXZUNJTFfe1auuce9/bLL9OiReyzW3NT772XO9wFQRDCDjsqGsrivn49Va3q3i5alFep3rvXMze1WjV6+unkrIIgCOGDHRUNZXHfuJEHsCsKFKCRI+m333hDMWIETZmSnFUQBCF8sKOioSzumzd7JjHlysXivmsXz10SBEEIa+yoaCiL+5YtHBRMkTMnB/LdupWnpAqCIIQ1dlQ0lMV92zaqXJk3Ll7kIe0NG3LoR/9oM4IgCOGFHRUNZXHfsYNjDIBTpzhQe5kyPGG1WjU9myAIQnhhR0VDWdytHvZ//uERkCVKcCQZ/2lNgiAI4YUdFQ1lcd+zxx0IbPduDv+bPz9PTH30UT2bIAhCeGFHRUNZ3Pfto7JleWP+fB4tkyMHj4x84gk9myAIQnhhR0VDWdwPHOD1N8g1m+nWW2n8eF6L43//07MJgiCEF3ZUNJTF/eBB7mcnl7jffTdNncohB+rV07MJgiCEF3ZUNJTF/fBhuu463lizhmU9Jsa9/rUgCEJYY0dFQ1ncjx1zr8T0888csX3oUMqXj2bP1rMJgiCEF3ZUNJTFPS6OChfmDbVqx8qVNGCAlkUQBCH8sKOioSzu//7Lw9u3baNly2QEpCAI2Qc7KppmcZ82bVrtZB5//PHevXsjcenSpU2bNo2MjFy0aJF+gItMEffTpznqQIEC+HpZl0MQhOyDHRVNs7h78957761YseLEiRMNGjSIi4s7efJk48aNjx07pufLJHH/7z8W91q16JtveKFUQRCE7IEdFU2/uO/cubNXr17YWLx4cVRUlEqMjo6eP3++Tz4XmSLuZ8/y8JgnnqDYWHrqKX2vIAhCmGJHRdMv7t27d9+3bx82pk+fPn78eJU4a9asyZMn++RzkVnifuON3CGzYIEsuiQIQvbBjoqmU9xXrFgxYsQItT116tQJEyaobYj7pEmTPPmSyRRxB8uX0w030JVX0l136bsEQRDCFDsqmk5x79ev3+rVq9V2bGxs37591XZMTMy8efM8+ZLJLHFfuZIj/V5+uWfVDkEQhHDHjoqmR9zPnj373HPPnTt3Tv0ZFxfXsGHD+Pj4hISEiIiII0eOeGfeuHEjlH2219wiO8Wyy5o1VK4clS4tYdwFQcg+2FHR9Ij7ihUrrDeoiiVLlrR2cUmHQoJffuEBM8WKcWwZQRCE7IEdFU2PuKeDzBL3TZt4wEyJElS1qr5LEAQhTLGjoiEu7r//zuJesqS8UBUEIftgR0VDXNx37GBxL1OGl+kQBEHIHthR0RAX9927uc+9Xj26/XZ9lyAIQphiR0VDXNz37WPPvUEDuu02fZcgCEKYYkdFw0LcFy6kceP0XYIgCGGKHRUNcXH/80/ulhEEQchO2FHREBf3/fupUCE9URAEIayxo6IhLu6CIAjZDzsqeonE/ddff7W2Bw8e/KYgCIKQXqCiXvoamEsk7oIgCMKlRMRdEAQhDBFxFwRBCEOyQNxVEOAgzJ49W09KF46yY8TIDw6zY8TID2Fqx4iRHxxmx4iRHxxmx4iRHy6tHe+3mCmRBeKeKj94Da3JCI6yY8QIOcyOESMUpnaMGCGH2TFihBxmx4gRcp6dHHqCA7BTKdnBUXaMGCGH2TFihMLUjhEj5DA7RoyQw+wYMULOs+NEcRcEQRAyiCPE/e+//x43blz//v379u07duzYv/76S89hD0fZMWJECMKFCxfGjx//+uuv//zzz1Zinz59vLKkjhEjZM4OuV5KwUhiYuLatWvffPPN2bNnJyUl6ZlSw4gRcp4db1q2bKknpR0jRsh5dsgJ4v7xxx9ff/31nTp1etdF165dK1SoMGXKFD1fajjKjhEjQnDatm378MMPDxs2rEqVKl999ZVKLJTGcBRGjJA5OwMHDixRosQjjzwSGRl588039+rVq1q1aqgz9HxBMWKEHGYHFUM3XwoWLKg29KwpY8QIOc9OQLJe3CtVqnTs2DHvlFOnTt2V9pWVHGXHiBFQs2bNOwOh50sNI3aMGCFzdooXL37y5ElyNZJuuOEGtTJ7WvXUiBEyZ6dkyZJxcXHYeOCBB2bNmoWNEydOwFHQ8wXFiBFynp2oqCho36BBg8a5uPbaa9WGni8oRoyQ8+z4k/XiftNNNx0+fNg7BT98OnTQUXaMGAGHDh2C6o0cOXK7L3q+1DBix4gRMmfnxhtvPH78uNqeNGlS/fr1Ke16asQImbNTtmzZ8+fPY2Pq1KkHDhzARkJCQvny5fV8QTFihJxnByxfvrx69eqxsbHYrlixor7bHkaMkPPsaGS9uM+cObNMmTLPPPNM79690VJ77rnnSpcuPWPGDD1fajjKjhEjiujoaKuZnxGM2DFihAzZGTVqFFpI7777rvqzYcOGdevWzZMnj2+uVDBihMzZQXsc7u23336r/ly/fj3sdOjQwTdXKhgxQs6zo0ALKSIiAofjEdP32caIEXKeHW+yXtwB2rBTpkwZMmQI2iYfffTRP//8o+ewh6PsGDEiBAf+/qJFi9R2YmLip59+2qlTJ98sqWPECJmzAw9u5cqVanvhwoUTJky4ePGib5bUMWKEnGfHYtq0aU8//bSemkaMGCHn2VFkvbibGmbgKDtGjJDD7BgxQg6zY8QIOcyOESMUpnaMGCHn2fEn68Xd1DADR9kxYoQcZseIEXKYHSNGyGF2jBihMLVjxAg5z44/WS/upoYZOMqOESPkMDtGjJDD7BgxQg6zY8QIhakdI0bIeXb8yXpxNzXMwFF2jBghh9kxYoQcZseIEXKYHSNGKEztGDFCzrPjT9aLu6lhBo6yY8QIOcyOESPkMDtGjJDD7BgxQmFqx4gRcp4df7Je3MncMANH2TFihBxmx4gRcpgdI0bIYXaMGKEwtWPECDnPjoYjxP1vQ2FYHGXHiBFymB0jRshhdowYIYfZMWKEwtSOESPkPDsaWS/upsKwOMqOESPkMDtGjJDD7BgxQg6zY8QIhakdI0bIeXb8yaEnXHIqGQrD4ig7RoyQw+wYMUIOs2PECDnMjhEjFKZ2jBgh59nxJ+vF3VQYFkfZMWKEHGbHiBFymB0jRshhdowYoTC1Y8QIOc+OP1kv7qbCsDjKjhEj5DA7RoyQw+wYMUIOs2PECIWpHSNGyHl2/Ml6cSdzYVgcZceIEXKYHSNGyGF2jBghh9kxYoTC1I4RI+Q8OxpZL+6mQis4yo4RI+QwO0aMkMPsGDFCDrNjxAiFqR0jRsh5dvzJenE3FVrBUXaMGCGH2TFihBxmx4gRcpgdI0YoTO0YMULOs+NP1ou7qdAKjrJjxAg5zI4RI+QwO0aMkMPsGDFCYWrHiBFynh1/sl7cTYVWcJQdI0bIYXaMGCGH2TFihBxmx4gRClM7RoyQ8+z4k/Xibiq0gqPsGDFCDrNjxAg5zI4RI+QwO0aMUJjaMWKEnGfHn6wX9wsXLhgJreAoO0aMkMPsGDFCDrNjxAg5zI4RIxSmdowYIefZ8SfrxR2n0bVr14ULF549e1bflxYcZceIEXKYHSNGyGF2jBghh9kxYoTC1I4RI+Q8O/5kvbgDnNX8+fM7d+7csWPHuXPnJiQk6Dns4Sg7RoyQw+wYMUIOs2PECDnMjhEjFKZ2jBgh59nRcIS4W5w/f37x4sVdunR55ZVX9H1pwVF2jBghh9kxYoQcZseIEXKYHSNGKEztGDFCzrOjcJa4W2RwZXTQsmVLSpedunXrfvHFF1piOuz87RfGMx1GLgSa4IA/vbLYwlp4HmX48MMP27dvP2PGjHSUB3ZUSXALojmJsuF21DOlhqmTAhs3boSRxMTEtWvXvvnmm7Nnz4ZxPVNqoEV83sWYMWPwUE2dOjUdRsjQLx6QDNpJ97NAhn7xgKSjPKbuHFO/+NatW4cNG9atW7eoqKgJEyYcP348C0/KH4eKe1rB493Nl4IFC6oNPWtqXH755fi969Sps337dn2fbUyF8TQ1wcF6+Y5231NPPQUNevrppyFDvrlSAfkrVap06623olR33nknzuuRRx7p3r27ni81TJ3UwIEDS5QogTJERkbefPPNvXr1qlatWlqfCvxG995777lz51q3bl2zZs2RI0c++OCDvXv31vOlhqlfPOMYfBZM/eKmMHLnmPrFocj4ifFDV65cuX79+niyypUrt3TpUj1fahg5qYBkvbjj+t4ZCD1faqDyxE08aNCgcS6uvfZataHnSw2lg3AJa9WqheseGxt75swZPVNqVDIUxrN4cTMTHCxxx/131vXe5sSJExAjn0ypUbp06dOnT+OpKFCgwObNm5GCspUpU0bPlxqmTqpkyZJxcXHYeOCBB2bNmkXpOikYUb8v6gn8RuRqGt900016vtQw9YsbeRxMPQumfnEjJ0WG7hxTvzg0/d9//8XG4cOHb7vtNmwcOHDg7rvv1vOlhpGTCkjWi/uhQ4fwM6P+3O6Lns8Gy5cvr169OuQY2xUrVtR328N7hOncuXPr1atXtGjRZ5991itL6pgK42lqgoN1Uo899hg8O3Ld0NAjn0ypgUcddzPqhvz586PyQwq0tWzZsnq+1DB1Uvhq1UWAZjWeK2wkJCSUL19ezxeUe+65Z9euXdi44447lBH8UrfccoueLzVM/eKmHgcjz4KpX9zUSRm5c0z94rgOqjq/cOECXHhsoM5IR81n5KQCkvXiDqKjo632SAZBHRgREdGhQ4d0XGWF//QBSMbnn3+uJQbHVBhPUxMccPPBYcFtDcc2JiYmKSkJlVZa29eDBw/GDQ1TnTt3hqvy1ltv3Xfffb169dLzpYapk+rWrRt89m+//Vb9uX79etjBT++bKxVWr16N+qBFixbPP/88mjVt2rTBv6gt9HypYeoXJ3OPQ8afBVO/OBk6KSN3jqlfvH///lWrVh04cGCNGjVwkSHxt99+e8+ePfV8qWHkpALiCHE3zrRp055++mk91R64ofWkdHHEUBjP7YYmOODYffv2/fDDD2hfYxuN9HS8GVu3bt2GDRvI5RhCxXCdUU/omWxg6qTgmVrvihcuXDhhwoR0vNFC5Y0CDBs2bMCAAWPHjt27d6+ewx6mfnGzZORZIHO/uCmM3DmmfnH4fD169Jg8eTJKghvv+++/13PYw8hJ+eMIcfcfZqDnsIfT7BjBVGGM2DFixCBGymPEiEGMlMeIETJnxxRGymPECJmzk0lkvbibGmbgNDtGMFUYI3aMGDGIkfIYMWIQI+UxYoTM2TGFkfIYMULm7GQeWS/upoYZOMqOqeEBRgpDhuwYMUIOuzhGjFCYnpQpO3JxgmDq4viT9eJuapiBo+yYGh5gpDBkyI4RI+Swi2PECIXpSZmyIxcnCKYujj9ZL+6mhhk4zY6R4QGmCmPEjhEjCudcHCNGFOF3UqbskFycoBi5OP5kvbhfuHDByDADR9lJ32xmf4wUhgzZMWKEHHZxjBih8D0pU3b0pHRhpDxGjJBRO3qSIbJe3DsZinjpKDtGjJDD7BgxQg6zY8QIOcyOESMUpnaMGCHn2fEn68WdzEW8dJQdI0bIYXaMGCGH2TFihBxmx4gRClM7RoyQ8+xoOELcLUxFvHSUHSNGyGF2jBghh9kxYoQcZseIEQpTO0aMkPPsKJwl7hbpmGcYkCy04z/BIR1GyFzMVSPlMRLjlMydlJHyGCmMqUjRZCIgraMKQ+YiTmtkJJSxRUaMGIk4HZD0lUfDoeIe6pia4NDfUMxVI+UxFePU1EkZKY+pwhiJFE2uHtiMB6R1VGHIUMRpI6GMjRhRGIk4nalkvbibGsPvKDumJjiUNhRz1Uh5TMU4NXVSRspjqjBGIkWToYC0jioMGYo4TYZCGRsxQoYiTpMhwQlI1ou7qTH8jrJjaoJDaUMxV42Ux1SMU1MnZaQ8pgpjJFI0GQpI66jCkKGI0wojoYyNGDEScZoMCU5Asl7cydwYfufYMTXBwVTMVSPl6W8oxqmpkzJSHlOF8Y/RmpD2SNFkKCCtowpDhiJOW2Q8lDGZMNLNRMRpRcYFJyCOEPewxMgEBzIXc9VIeUzFODV1UkbKY6QwpiJFk4mAtI4qjMJIxGlvMhjKWJFBI0YiTmcejhB3/4Eceo5LyIVA69X26dPHK4st/N+kp0MyyNDFMXJSRowojJyUEeSkguOckyJz5+WokyJzWqGR9eJuZCCHQYysV2vqTbqpi2PkpIwYIXMnZQQ5qSA46qTI0Hk57aRMaYU/WS/uRgZykLmXzsVNrFdr6k26qYtj5KSMGCFzJ2XkF5eTCoKjTooMnZfTTsqUVviT9eJuZCAHmXvpbGS9WlNv0k1dHCMnZcQImTspI7+4nFQQHHVSZOi8nHZSprTCn6wXdyMDORRGXjobWa/W1Jt0UxfHyEkZMULmTopM/OJyUkFw1EmRofNy2kmZ0gp/sl7cydBADoNsN7Ferak36aYujpGTMmKEzJ2UEeSkguCokyJD5+W0kzKlFRqOEHdBEATBLCLugiAIYYiIuyAIQhgi4i4IghCGiLgLgiCEISLumUgOQRBSQ39sBEPIlc1EnHzjjho1ql+/fl26dFFxugUhS3DyMxLqyJXNRJx84xoZSCsIGcTJz0ioI1c2E8n4jbtjxw6bscXPnj2rRcywWLBgwaOPPmpNuf7111+feuopK/Pnn3/+6aefYgMpb775ZvPmzVu2bPnBBx+cO3fOsqBAyujRo/2LlJiYqOKmbt26FZZxeGRkZJMmTX755Rck/vvvv48//nhLFy+++GLfvn1h5+jRo0888YRKBB07dvQ2+M8//9SuXRvpzZo1a9Omzbp165AY/JCA32IVLKVj582b17Rp09atW7/22mvW9cHGG2+8ERERgW8fPny4WjmIUrg+uLY7d+5UGYwwbtw49XMooqKi1OlrLF++/KOPPtJTA+H/e33//ffTpk3zTkkJ/5wtXSuO+oP236pVqyjQIcHJ+DMipIRc2Uwk4zeu/5MZkKSkpMmTJ3uLgjdQrg4dOsydO1f9CXF/5pln3n77bfWnEvcLFy5AtlasWEEusZ44ceJbb71lWVDMmTPnt99+8y+St7hbuyBJrVq1IpfsQiVVIr6lU6dOixcvhtqmJBPkEndoutr++++/X3rpJQhr8EMCfou3uPsfu3///kaNGqll5DZs2NClSxeV3q1bN0g2LikOHzt27Pvvv08umwGvD6TfupJGwDW0plyi/kBFFXDN5VTFPdG14BEFuoVg0GYsdf+c/pdRgYs5YMAACnRIcDL+jAgpIVc2E8n4jev/ZAYEwvTcc88FFHe4VBAISK21BDDEHXr0yiuvQEcoWdy/+eabESNGWEdB2iDNKoyRhVo6x79IAcUdbjsqFfKVXfDhhx/iGwOqrYW3uINPPvlk9uzZwQ8J+C3BxR2lffnlly3pVMK9ceNG7wWgIf1KQ4NcH6SjBrJ2ZRBYRpWjwgSuXr1aLbuBQvbv3x/XpHPnzmvXrqVkcb948SK+vV27du3bt8fvgvSffvpp1KhR+HH37NmjDPr/Xsq5RrWE+glXAI2Dtm3bIn3JkiUzZ84k1w+qrr/K+d9///Xr1w/fMmjQILTJKFB5sAu3Ga6SOgQ3pCrApk2bkNO/nBYZf0aElJArm4lk/Mb1fzJT4ssvvwwo7osWLRo2bBieRsjciRMnyCXuQ4cO3bJlC9x5SIkSd7ioeDK9D3zvvfd+/PFH609UEirGtH+RvMW9bt26eOahs4899ti2bdvIV3ahhlCTXbt2QW1r167dJhnN+dXEHbKLwgQ/JOC3eIu7/7E4d6gbJGn06NFW14fVSaUR5PqgQQOp9d6VQWJiYtB0wAYaDcryzp07J0yYgA38atBZShb3b7/9FqqKP3GplUBD3Fu0aOG9HLb/76X0F8WOjo4m1+VVVyklcZ8xY4bKuWzZMpXTvzyW524ZV9FrUcsixb+cFhl/RoSUkCubiWT8xvV/MlMiJXGHIquYRHgIv/76a0oWd3ItxgbBUnL2wQcfWHHpFJayKPAYQwQpUJECeu6bN29u2LAhdnn3hj///PMDBw6EqgZ0pS1SEvcghwT8luCeu+LgwYPz5s3D1yltmjRpEv5Uu+D/4qg6derAeJDrAz1F28J7VwbBpVOth6ZNm1oyDfXEz9fHBSWLO5x0a2XBF1544fz58yjMmDFjki0x/r+X0l/cD2pBcLjwuGKUsrjDtVc54cJbq2xr5dHEHU0Z1VKElOMo/3KqbTLxjAgpIVc2E8n4jev/ZKZEQHFPSEhQ4UMBHDolGZa4Q/LQyp46dSoOXLx48ciRI60DoYytW7f27m3AtnK+/IsUUNwB2uB79+719qlhtmvXrnDfgqgt+Yk7xAJuYPBDAn5LcHGH37169Wq1jUNeeumlw4cPQ8HR0PHO1rx5cxgPcn1iY2Pnz5/vOSDDqJ6Z3377DaqqUlatWoWa5rvvvsMV1sQd3rTKU79+fcg0xF3ri/f/vZT+wo6S7HPnztWrV4+8xB2tNG9xf+ONN1ROiDKkmQKVRxN3bOD64Kv79+9PrnG3WjnVNpl4RoSUkCubiVg37pvz0vDxxv/JxJMf8IVVQHHH46oeOUoWevxriTu5dBMPNg6ETaiY8vHxFR9//LGScgskKl/Mv0gBxf3kyZPPPPMMZELrDVcucEC1tfAWd2yn9YUqJX9LcHGHQqHOU64xZB16CtGB0qHCUwM/yDWcplatWjAe5PpMnDgRzZpkq8m8+WYaPn6gWQCf14pt++GHH6pWF1paqnNMiTv+HDJkCLkC4aorZl/c0dpQTTEcoq4S9Fe9V8Cl8xZ3KL7KidNXOf3LA3FX/TOWuOOydOrUSTns/uW0EHHPPOTKZiJGxF31YivgQMFbVN6TRkBxx/Pm3bUCF2zp0qXe4g4tg3SqA6GAyN+qVSuoJB7y+Ph460DF22+/feLECf8i+fe5w2uDgzZnzhzyk93PP/8cyqV1ggPvcZwQ9CeffBKJUOQ2XkMhgxwS8FtS6nO3jv3iiy+goVBtnLW15vKhQ4cgWEjs0qUL7EyZMuX06dPKSMDrg0T/YaO6fAf/+LFhwwZVqag/d+7c2b17d5QKwo2CoS6xXqi+++67aCF17NhRrQEUUNy130vpL6p5GMSxkF31mhRf16NHD6T07NlTjdhROdULVVSEgwcPVqNI/csDa9hA+8YSd9wM+BFxLLkmVWjltBBxzzzkymYiYXbjwjtTz61gAV1TLz9DGv9mzSUjzJ4RRyFXNhMJvxt38+bNelL2Ztu2bWEw11f1umQJ4feMOAe5spmI3LiCEBx5RjIPubKZiNy4ghAceUYyD7mymYjcuIIQHHlGMg+5spmI3LiCEBx5RjIPubKZiNy4ghAceUYyD7mymYjcuIIQHHlGMg+5splIDkEQUkN/bARDyJUVBEEIQ/4PYnkMVpiRi1QAAAAASUVORK5CYII= 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UCITS ETF USD 126181.00 2.06 114666.00 1.41 LU0940005217 Participaciones|ROBECO ASIAN STARS EQUITIES EUR 119822.00 1.96 115221.00 1.42 IE00BFM6TC58 Participaciones|ISHARES USD TREASURY BOND 20+Y USD 64430.00 1.05 0.00 0.00 4759911.00 77.80 6347766.00 78.13 4805271.00 78.54 6508381.00 80.10 5835848.00 95.38 7901030.00 97.24 BM0000000001 HARMONY CAPITAL FUND LTD SS CLASS E EUR EUR 1582.00 0.03 1653.00 0.02 XS0925276114 Obligaciones|ESPIRITO SANTO SAUDE|2,625|2015-06 EUR 0.00 0.00 0.00 0.00 0.00 Distribucion1.png png 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LlLlERuMnIdHFefkPiYOZqQCWbFiPK8yO3bsoFs5AEDJJLoAerOJzRXnLlLlEUuMnK4zo8SRjFQsx4714lXGw8MjJyeHbugAACWQ6ALoDX67VD0RS4ycL/y+E0cyUrHcvl3PzW02bzORkZF0QwcAKIFEF0BXEtkFcegilohYYuTsihgojmSkwlm3bjSvMqtWraLbOgBACSS6ALqymXmKQxexRMQSI+ePK63EeYxUOMeP95Q//JuSkkI3dwAALRJdAF0Zw7qIQxexRMQSw1N7VIHBUEucx0iFc/t2ffl3TCEhIXRzBwDQItEF0I8k9oc4cRELRewxPG+6HxCHMVLJrFkzhleZRYsW0S0eAECLRBdAPzazeeLERSwUscfwuP84S5zESCVz6JATdjADAOaT6ALoxxj2kjhxEQtF7DE8wcffFicxUskkJzeVq0xwcDDd6AEABBJdAJ3IYmm92UPixEUsFLHH8FxLbiZOYqSSKS5+yMdnOn7HBABmkugC6MRhFiCOW8RyEXtMvXHZRcYa4iRGKp/duwfIP5hJSkqimz4AwP0kugA6sZRNFsctYrmIVWaA9y5xBiNVkjNnOslVJjw8nG76AAD3k+gC6MQo1kkct4jlIlaZxQFTxBmMVElMu/390+rVq+mmDwBwP4kugB7cZrd6s4fFcYtYLmKViYh+TZzBSFVl6dLJvMrMmTPn7t279A0AAKAi0QXQgyNslzhrEYtGrDI30xqKAxipquzZ86H8g5mYmBj6BgAAUJHoAujBMuYqzlrEoiE9pvGklOLih8QBjFRVzpxxlKvMzp076RsAAEBFogugB6OZozhrEYuGVJmR328Upy9ShUlPf1quMviTbLtSUFAwZMgQR0fHjh07njx5Un2W0Wh0dXXt0qXLCy+8sGfPHr7i6enZ8p46deqcO3dOfXkiPj6erERFRb3zzjvqlaKioieffFI+nZyczB9J+/bt+SOZOnVqXl4eX/z9999feeUV5fJz585dsmSJcq0rV6488sgj/PIvvvhi586dQ0ND+WJSUhJ/bB3v6dWrF1/08/NTVpo0adK9e3flNqECJLoAVi+bpeODMtUfUmVW7xsjTl+kSvPQ/Plfym0mPT2dvg3ARm3cuHHChAn8RGBgYJ8+fdRnHT58+P333+cnzp8/37Bhw+LiYuWsmzdvvvHGG/+7KGMxMTGDTeLi4viXAQEB27ZtU1+AlVpleKNq164dv5a8OHPmzKFDhzIzqgxvMPJZFy9efO65565fv86rDO8rylWIwsLCbt26bd26lZ4B5SHRBbB6kexncdAilg6pMqfOdRNGL1LF2bhxhFxlTp8+Td8GoAdGo3Hv/pML/A/x8BP8S3oJAe8rsbGxzFQaevfurT5rx44d27dvl0+/8MILubm5ylmTJ08+cOCA8iXn4uKSnJx8+fJlV1dXXheGDx+uPldWSpXx9/cfM2aMss5rk4ODQ3x8vPlVhnN3d/fx8Sm9yvDN29nZma5COUl0AazeVuYjDlrE0iFVJut2fXH0IlWbAwfelKsMPi6jR3fv3p25NOjpsVnyW4af4F+a+fdoX331FS8rR48epWeYBAQEvPXWW8qXV69elX9aoxYdHT3E5OzZs8uXL4+IiCAXYKVWmWnTpm3cuFF91vjx43mRKleV4Y9z3LhxvMo88sgjne8ZMWKEcoFTp041b94cP3SsPIkugNWbzz4VBy1i6ah7TNvp8eLcRao858+3k6vM0qVL6dsArN7C9aG1RxnUbxz+JV+kl9Py66+/zpgxY/DgwWS9sLCQt5wePXrcunVLWZw4cWJYWJjqUvfJzs4ePXo0XTUppcpMnTp106ZN6rN4KeHVpFxVhldwucpo/lQmNzf3xRdfDAoKomdA+Ul0AazeONZNHLSIpaP+P/LElT+Icxep8iif/OXkD12CXuTn5w91O65+18jhi/wsemmVwMBAXgiY6Xc6jRo1Uv9OiveYPn368CpjMBj+dwXGWrduXVBQoF5R4xvPuXPnQkNDe/fuPXTo0MTEROWsUqqMv7+/i4uLvJicnMxv39HRMT4+/tKlS+qP6M6aNcvX17ekKsOLjre3d0lVZtKkSbzo0FWoEIkugHUrZsXvsifEQYtYOur/HW/e/w9x7iJVnuLih+fOnSlXGT5C6JsBrNj169cdXePFKsMX+Vn00ipeXl5ffvklPxEXF/fCCy8wU6eR28/69euVeqGIiYl59913yaKC39fkyZP5iY8++ojXkYiICB8fH+XcUqoMv8d27drxXsVPb926tW3btkOGDJEv0LJlS35FfjorK4sXl+joaM0qw08///zzvAZpVpmwsLBWrVqZ+es2KJNEF8C6XWeXxSmLVEPU/zuOu9BRnLuIJbJypYtcZQ4fPkzfDGDFKvxTmTt37vTv37+TifyiX7x4sXHjxvzE6NGjGzVq1OqenJwcZvp77FL+XN/V1VU+ImlISMjgwYOdnZ2vXbumnMsbSd26dZVPsYSHh6v/GJtfcdCgQfxh8O7y8ccfv/zyyzdv3uTrv/zyS9euXXm54WfJB9ZQV5lHH32U3xTvLvy//E7l21F/VobjBevtt9/mT0pZwSd/K0miC2DdjrFAccoi1RDl/8UPjyrOzX1UHLqIJbJz5yC5yuCvVXWnMp+VIXx9felStUtISOCVha6CdZDoAli3H9l8ccoi1RDlf8fdZp4SJy5ioRw+/JpcZfDJX92pzF8wqWVnZ585c4auAqhIdAGs2zw2QpyySDVEqTJf+s0XJy5iocTG/v/DF8yZM6ewsJC+H8C6VWC/MgAVINEFsG5j2d/EKYtUQ5QqsytioDhxEQvl8uXn5CrD3bhxg74fAABM/7MAPRnIGolTFqmGKFXmjyutxImLWCi3bjVQqgx+ywAAmiS6AFbMyIreYDXEKYtUQ+59brHAYKglTlzEQjEYaitVhuyZHgBAJtEFsGIZLEUcsUj1RK4yb7qHieMWsWiUg0ru2rWLviUAAEz/pwDduMhixRGLVE/kKuPx4yxx1iIWja/vBLnKbNiwgb4lAABM/6cA3TjFQsQRi1RP5CoTfOJtcdYiFs3mzcPlKrNs2TL6lgBbNHv27M6dO7/88st//PFHmWeJKyWJj48nK7du3apdu3ZHk2effbZ///55eXlJSUl16tSRF7levXrxSx46dOiJJ55ITk6Wr7hkyZIFCxY4OzvzCzRp0qRBgwb8hHJsplWrVkmSpN4Xn4zc8ieffKLeI5/so48+4vclnzbzduRHqHlwKM0nyEw7QR4yZEj79u35+pQpU8SjgvCVyZMna97Rzp07u3fvXlxcLN9O06ZNlW8LK+GxccuXL2/btq2jo2Pfvn3lZ5SSkiJfsl27dvxG/P39mekpx8TEKLdmPokugBULYRvFEYtUT+Qqk3i9mThrEYtmz54P5Srj6elJ3xJgc3799dcePXoYjcZdu3bxYV/6WeKKgk/EwSZxcXHMdJDqbdu2qS/ATFXmxRdflE8XFBTwPsQHquZxBni9eOqpp0aOHCl/KVcZ+fTKlSu/+uqr/12UMT6te/bsKe4JSbzl0quM+bfDSq4y4hPkJ3iJkY82zx/AjBkzhg0bplxRtnDhwqNHj2reEffBBx+sWbOGn+Dfc95R1GdpXoU/thYtWsi7FDpw4MCrr77KTFVGueSZM2cee+yx/Pz8nJwc9ZHDzSfRBbBi/8e8xRGLVE94j6nncrvIWEOctYhFEx7uJFcZNxxUUm94yTi5d++hBQt4+Alz9iuzePHi6dOn8xOZmZlPP/106WeJKwoXF5fk5OTLly+7uroWFhYOHz5cfa5MPek5flN8/GsOY14veI/p1q3biRMnWKlVJiMjo0mTJqGhoU5OTsqiTLzlUqpMuW6HmVFl2L0nuGHDhjFjxiiLxcXFDg4O5Gdab7zxBivhjrirV6/yasLrI29a5DXVvAr/pnXt2lU55KfcotRVhuNPlt8sPzF27NiLFy8q62aS6AJYMV82TRyxSPWEV5mB3rvEQYtYOqdOdVOqjHwQHNAF/q/woJkzs3jDkCQefoJ/Webefr/88stVq1bJpxs2bKjeL6J4lriiXDg6OnqIydmzZ5cvXx4REaGcpVBPej7L+biNjY1Nuv+QSfIPCXi9+PTTT48dO8aHN5/9pVQZPz+/UaNGGQwG3lFSU1OVdSYcjOnw4cOlVBnzb0d+hGVWGeUJTps2bePGjcoluXHjxqk/U89b1HvvvcdKuCOZt7d37dq1+fdWWZFpXoXXnWHDhvGyMmnSJF7O5EsqVYafu3Xr1vr168tdZ9GiRTt27FDdpFkkugBWzJMNF0csUj3hVWZxwH/EQYtYOjExXZQqU+bnIcB6hC5caKhdW+4xcviXfJFe7n5ffPGFfIxG7plnnlH+Ka95lriiXFiRnZ09evRoumqi/igJv7qzszOvKZo/V5CrDD/BZzPvAaVUGV4C9uzZw08MGjRo7dq1yjrT+olFKVWmXLfDSq4y4hOcOnXqpk2bVFdlEyZMULeHX375hXcOVsIdySZOnMgfeXBwMFkv5SqXLl3y9fXl/YY/R6b6rAz36quv/vzzz/LFdu/ePWfOnPuuaQaJLoAV+5L1E0csUj3hVebw6dfEQYtYOnFxDkqVOX36NH1XgFXKz88/PnSousfI4YulHxl74cKFvKDwE7dv3ya/MxLPEldEfLM5d+5caGho7969hw4dmpiYqJyl/qGF0Wh8/fXXIyMjNYexUmWuX7/epk0bDw8PzSrDH0bdunV7mnTo0KFfv37KLTCtMa9UGd4M0tLSmOljKPy+yns7zFQUunfvrnw5a9Ys3hs0n6C/v7+Li4tySV5uHB0d1b/T4aflDx5p3hEz/cKoU6dO0dHRrVu3lo9PrtC8yq5du4KCguTT/O6ef/75a9eukV8wKdavX8+/pXS1LBJdACs2nb0ljlikesKrTOqtZ8RBi1g658+3U6qM8olIsHJ85Mc7OopVhi/ys+ilVXjtkD8Wyv/FLw9UPvzk9iOeJa4Q/L4mT57MTD/tKCgoiIiI8PHxUc4lHyWZMmXKpk2bNIexUmU4Ly+vRo0aaVaZzZs3yz9yYKZaU69ePf5f+UumNeaVKvPaa6/t3r2bf9myZUteSsp7O8x0U/y6UVFR/HRWVlbnzp151dB8gvyb2a5du7179zLT93b27NnkW8cX5Q/oaN5RYWEhrz7yO5F/b+UqqbxGmlfZt28f72Ty7xZ5iWnRogUvQCVVma+//vrYsWN0tSwSXQArNoX1FkcsUj15dtKN4uKHxEGLWDp//NFaqTL8/4n0XQFWqcI/leE8PDz4KO3Tp4/8V7sXL15s3Lix5lmaK2qurq58uPITISEhgwcPdnZ2Vl+MTPolS5aMHz8+6f5Pe3C8D6mrDH/8rVq10qwyAwcOVP+mZsCAAVu2bFG+FMe8UmV4x2rbti2/r5kzZzIzbkd8hMz0i6GuXbvy2+nUqZP8ezfNJyjfwqBBgxwcHPi5Y8eO5dVHuYxs5MiRqampmnc0f/78f/zjH/LF+BWbNm0aGxurvEaaV+Hry5Yte+mll9q3b8/vNDAwkAkf+1XwB1aBT/dLdAGs2GT2mjhikerJP5duEKcsUg1JSPjfESX5v1zpuwKsVcU+K6PJ19eXLoEl/f7773PnzqWrlnfs2DHlc9zlItEFsGIT2d/FEYtUT1bvGyNOWaQacu1aM6XKVOBPG+BBqdhfMImys7NxJNHqd+TIEbpkeZGRkeo/QzOfRBfAio1j3cURi1RPTp3rKk5ZpBpy/fqzSpXZunUrfVeAFavAfmUAKkCiC2DFxrCXxBGLVE+ybtcXpyxSDUlNbahUmc2bN9N3BQDYPYkugBUbxTqJIxaphkxPaCmOWKR6kpHxF6XKyAdqAQBQk+gCWLF/svbilEUsnX8l/tWIv116cFFXmXXr1tF3BQDYPYkugBUbztqIgxaxaIbcbHi3sJY4X5FqS0pKY6XKVOyvGwDAtkl0AazYZ6yzOGsRy+X9rCdv5D4qDlekOnPtWnOlypDD8AIAMNP/KUA3XNnr4rhFLJS+uY/+moWP+j74XLzYSqky33//PX1XgM7Vr1+/pcmwYcOY6Y+ePvvssxdffNHR0TEyMpJemrGcnBxlf8Genp7ydbk6deqcO3fu/sveJz4+nqyoD1H07LPP9u/fPy8vLykpSTk2ENerVy9m2tvvE088kZycLF9RPgaTs7Mzv0CTJk0aNGjATyiHQFq1apUkSeIu+z7//HNlx3rMdIyCkJAQ+TS5iuYDIwdsIlc5ceIEf4T88q1bt27VqlVYWBhfjIqKeuedd5SrMNMu7MRnV/q5ZR7dSXmEzLR75SFDhrRv356vT5kyRdzZHV+ZPHmy5h3t3Lmze/fuxcXF8u00bdpU+YazEh6bQlJ/AVZuBvtQnLiIJfJmYc2DNxuJYxWp/vz2W3tUGVuVmprat29f9UpQUBCfvnye8fagnqAyvj5r1ix1IZDdvHnzjTfeUK/ExMQMNomLi+NfBgQEbNu2TX0Bdv/OcAsKCl5++WV/f39xn7zMVGWeeuqpkSNHyl+WcjhJjj+jnj17Ll26VL3ITG2D34V8mk903oEMBoP8JbmK5gMjVYZchd+40lpCQ0MdHBxYCVVGfHYKzXNLqjLiI+QneInhjYSZdmQ8Y8YMuZ6qLVy48OjRo5p3xEz1bs2aNfzEJ598Qn4EW9JVZBJdACs2j40Qhy5S9Sl+6MfEv4ozFXkgiY11VKrMihUr6LsCrNif+5U5uffQoQU8/IS4X5lTp06NGjVKvRISEvLhhx/yEydPnpSPr6TGVxo0aCBWGf4P/QMHDqhXXFxc+L/pL1++7OrqWlhYOHz4cPW5MrJf/+nTp/MhrTkyeZXhPaZbt268MbBSq0xGRgbvKLxMyIcxUuM9rEWLFikpKczU2JTd/4tX0Xxg6iojXkVdZcLCwt566y1WXVWG3XuEGzZsGDNmjLLIny9vVORo9nLj1Lwj7urVq/xbtGvXLt7SyNZS0lVkEl0AK7aUTaJDF7FAFuBPr60pJ092U6oM/oJJR/7c22/QzKysp+XXkZ/gX5K9/QYEBPB/x/ft27dz5858MDPT/OvXr1+bNm0ef/xxXnTUF5b98MMPpMrw+ff++++rV7jo6OghJmfPnuX/vo+IiCAXYPc3Bj5xu3btGhsbm3T/UYRGjBjB7h1O8tixY3zE8kdYSpXx8/Pj5cxgMPDakZqaqqzLeK+Sj440YcIEZdfV4lU0H5i6yohX4VWmbt26/AHzK9asWVP+3ZxmlRGfXennlllllEc4bdq0jRs3Kpfkxo0bx3uJ8iVvYO+99x4r4Y5k3t7etWvX5q+asiIr5SrMtIWBbqxj34hzF6naYBcy1pajR19WqsymTZvouwKsVWjoQoOhtvql5F/yRfVlTp8+LR9ckM/LZ555hv9D/KeffurTp09CQgIfisqvY9TEKjNx4kT5oyGasrOzR48eTVdN1B/44Pfu7OzMa4rmv/6Vw0nyCcofWClVho/qPXv2MNNhEdeuXausy44cOfLuu+/yE23btlVanXgVzQemrjLiVdQ/leH30qxZM355zSojPjuF5rklVRnxEU6dOpW8Q9WNjZkOeDlp0iRWwh3J+KvJn2ZwcDBZL+UqzLR5gW5sZT7i6EWqMNiFjBXm4MHeSpX573//S98VYJX+PDL28aHiq8kXSzoy9vPPP5+WlsaHn7JP55YtW2ZmZt5/KY0q07p164KCAvWKGt9szp07Fxoa2rt376FDhyYmJipnqX+0wFvU66+/HhkZqTkylSpz/fr1Nm3aeHh4aFaZ27dv161bt6dJhw4d+vXrp9yCjN9LixYtjh49Kv8SjZVwFc0HplQZzauoqwzXo0eP3377rUqqzKVLl7p37658OWvWLF9fX81H6O/v7+LiolySlxtHR8eLFy8qK/z0J598wkq4I2Z6Fp06dYqOjuavaU5Ojvqskq4ik+gCWLF9bI04fZGqCnYhY50JDn5bqTLqH1aDNeMjPz7eUXw1+aLy90fcvHnzZs+ezUzz8rnnnmOmj4WOHj2aT8ELFy40bty42ETdfkiViYmJkX/OoYnf1+TJk/mJjz76iNediIgIHx8f5VzygY8pU6Zs2rRJc2QqVYbz8vJq1KiRZpXhJYzfkXyaF4569erx/8pfKnhX69Kli5+fn/yl5lU0H5hSZTSvoq4yvBE+9dRT6enpVVJl+P3yTslvip/Oysrq3Lkzrxqaj5C/TO3atdu7dy8z9Rj+ysrFRcEX5Q/3aN5RYWEhrz78W81MH3764osv5KvIr77mVRQSXQArFs62iQMYqZJgFzJWm+3bhyhV5qeffqLvCrBKZv5UJjMzc/DgwV27dn3llVeOHz/OTH/a8/HHH7dv375Dhw779+9npn/K806jXIVUGU9Pz0WLFilfEq6urnwEMtOnifkdOTs7q/9GmszjJUuWjB8/Pun+z2RwvA+pqwx//K1atdKsMgMHDlT/PmXAgAFbtmxRvpQdPHiwRo0a/K7lLzWvovnAlCqjeRXlszK8DTRt2lT+nvD+IS/KwsPDNZ+dclMlnfvLL7/w16ht27adOnWSP+uj+QjlWxg0aJCDgwM/d+zYsbz6KJeRjRw5MjU1VfOO5s+fr3wUml+RP4vY2Fjl1de8inKzknIKrN9pdkCcwUjlg13IWHPWrPlMqTLybANdMOezMmby9fWlS6BPv//++9y5c+lqpUl0AaxYIrsgjmGkksEuZKw8CxZMV6qM5t+hgHUy5y+YzJGdnX3mzBm6Crp15MgRulRpEl0AK1bA8nqzh8RhjFQ82IWMdaewsJab22ylysi/gwC9KHO/MgBVQqILYN0GsIZ0GCOVCHYhY+W5dauB0mPcTH+KQt8SAGD3JLoA1s2FdRXnMVKxYBcy1h/1AZg4+SOcAABqEl0A6+bGhoojGalAsAsZXSQq6m/qKnPnzh36lgAAuyfRBbBu69m34lRGyhvsQkYvCQt7U+kxlvjDBwCwARJdAOsWxraIgxkpV7ALGR1lx47BSpVZtmwZfT8AAJj+ZwF6Es+ixNmMmB/sQkZfWbNmjFJlcAAm21NQUDBkyBBHR8eOHTuePHmSmf7o6bPPPnvxxRf5onxMRLX69eu3NBk2bJi8wreKHj16tG3b9uDBg/dfloqPjycr6gMJPfvss/3798/Ly0tKSqpTp468yPXq1YuZ9vb7xBNPJCcny1eUj8Hk7OzML9CkSZMGDRrwE8qBilatWiVJknpffLLPP/9cvXO/Dz74ICQkRD5NrqL5wNTHYBKvcuLECf4I+eVbt27dqlUr+aBUmnv7FZ+dQvNpMtNOk/nL1L59e36VKVOm8AejvpbmbZZ55CblebGybt8cEl0A65bL7uDvsSsc7EJGXzEaa8yd+41SZeTjDoIt2bhx44QJE/gJ/uL26dOHnwgKCuLTt7i4mI9V9SzkUlNT+/btq17hQ7RTp075+fm//fYbrz7qs2JiYgabxMXFMdMhuLdt26a+ALt/l7W8VL388sv+/v6aO8jnD+app54aOXKk/GUph5Pk+IPs2bPn0qVL1YvM1DaUA2Tyac07kMFgkL8kV9F8YKTKkKuoD1wQGhrq4ODASqgy4rNTaD5N/gB4ydi5cyczHcRgxowZSo+Uad5mSVVGfF5l3r45JLoAVu8frJU4pJGyg13I6C03bjRWegxniT1rgUUZjcbgk3tXHVrAE6y1X5nDhw/HxsYy0+Tr3bs3Mx1hQD7U4smTJ1999VX1hU+dOjVq1Cj1iq+vr6urq3yaT0H1WS4uLsnJyZcvX+YXKCwsHD58uPpcGdn7/vTp0/m41RzMfMbzAd+tWzfeGFipVSYjI4N3FF4m5IMNqfF+1qJFi5SUFGZqbMpO+sWraD4wdZURr6KuMmFhYW+99RarUJURn+aGDRvGjBmjXIY/C96T/vjjD2VF8zbLrDLs3vMq8/bNIdEFsHpubAgd0ogZwS5kdJfTp19SVxn5n9egF3fv3vUOmtkv62n5DchPeJewt19eBV544YWjR48y0yTr169fmzZtHn/8cd5d1BcLCAjg/3zv27dv586d+RTnK/xf8HxU//3vf+/UqdO+ffvUF46Ojh5icvbs2eXLl2vuJ1o9Wfns7Nq1K+9V5Fg/I0aMYPcOJ3ns2LGePXvyR1hKlfHz8+N9y2Aw8NqRmpqqrMt4r5KPYTRhwgTlOEriVTQfmLrKiFdRjsHEr1izZk35d3OaVUZ8dgrNpzlt2rSNGzeqLzZu3Dj1gV01b7PMKqM8rzJv3xwSXQCrt5nNE+c0UnqwCxk9Zt++99VVBjuV0ZdVoQvfNNRWvw35l6u0jsH066+/8lIyePBgfvqnn37q06dPQkICH2/Kr2Nkp0+fln/JyMfkM888YzQap06dypsNH7rXrl2TV9SXl2VnZ48ePZqumqg/usGv7uzszG9K82cMyuEk+ZzmD6yUKvPee+/t2bOHnxg0aNDatWuVddmRI0fk43i3bdtWaXXiVTQfmLrKiFdR/1SG30uzZs345TWrjPjsFJpPk3+TycfU1D2MlXCbJVUZ8XmVefvmkOgCWL2TLFgc1UgpwS5kdJrVq//3mV93d/fCwkL6ZgBrlZ+fP/W4xk6wpt5/ZGxeTa5cucJMP4xp1KgR7yJ8jG3evFk+t2XLlpmZmcqF1Z5//vm0tDQvLy8fHx955YUXXuAr91/qT26mnUSHhob27t176NChiYmJylnqHxLwu3799dcjIyM1B7My469fv96mTRsPDw/NKnP79u26dev2NOnQoUO/fv2UW5Dxe2nRosXRo0flX6KxEq6i+cCUKqN5FXWV4Xr06PHbb79VuMqon6a/v7+Li4tyGf5KOTo6Xrx4UVnRvM1Lly51795d+XLWrFm+vr6az6vM2zeHRBfA6mWyVHzy1/xgFzI6TVFRDQ+P/33mlw8M+k4AK8Zn4SfxjuL7kS/ys5SL8S7y5Zdf8hNxcXG8i/ATCxcuHD16NJ9nFy5caNy4cbGJ3H7mzZs3e/ZsZhqTzz33HD/BB+Gbb77JL8AnX/PmzZWbVfD7mjx5Mj/x0UcfFRQUREREKNWHCR9JmTJlyqZNmzQHszLjmekx89alWWV4CeN3JJ/mhaNevXr8v/KXCt7VunTp4ufnJ3+peRXNB6ZUGc2rqKsMr3RPPfVUenp6hasMUz1N/s1v167d3r17maln8Jfgk08+UV9L8zb5o+VNlD8AfjorK6tz587R0dGaz6vM2zeHRBdAD0awtuL/IxAx2IWMfnP9+rNKj+HkH6eDXpj5U5k7d+7079+/k8nhw4eZ6U97Pv744/bt23fo0GH//v18hdcU3mn4iczMzMGDB3ft2vWVV15RDiw6c+ZM/q//nj17ylcnXF1d5d9LhoSE8Os6Ozur/0aaTNYlS5aMHz+efPKD431IPeP542/VqpVmlRk4cKD6NyMDBgzYsmWL8qXs4MGDNWrU4Hctf6l5Fc0HplQZzason5VxdHRs2rTpokWLmOmzMvKiLDw8XPPZKTdV0tPk1xo0aJCDgwN/VGPHjuXVRLmKfK7mbf7yyy/8xWrbti1/ceVPCGk+L/kWSrl9c0h0AfTgOzZK/H8EQoJdyOg60dH3HbKAfAIUrJ/5n5Upk6+vL10CUJHoAuhBEFsnTm5EHexCRu/Zu/cDdZVRdtsFemH+XzCVLjs7+8yZM3QVQEWiC6AH19jv4vBG/hfsQkb/+f77yUqP8fDwIHsNAV0oc78yAFVCogugE4NZEzq/kXvBLmT0nvT0p1U/kXFbtWoVfQMAANwj0QXQCS/2T3GEI07YhYxNJDKyu7rKyH/dAACgSaILoBP72WZxiiOmXcg8LI5GRF/ZsuUTdZWJjo6mbwAAgHskugA6kcFSsHcZko+wCxmbSFFRTU/Pmeoqk5GRQd8AAAD3SHQB9GMM6yKOc7vNe5lP3sh9TJyLiO5y6dLz6h4jHmEYAEBNogugH35stjjR7TOmXcg8KQ5FRI8JCXlbXWWCgoLopg8AoCLRBdCPC+y0ONTtMG8W1jyQgl3I2E6WL5+orjIXLlygmz4AgIpEF0BXhrGW4mi3rxQ/tAW7kLGhZGXVV/cYDw8Pg8FAt3sAABWJLoCuLGOudLTbWRZcaSmOQ0S/OX68l7rKbNy4kW70AAD3k+gC6MpZdkSc7vaT6egxNpeVK13UVebYsWN0owcAuJ9EF0BXilmxM2shznh7CHYhY3u5ebOhusdwqampdKMHALifRBdAb1azr8Qxb/PBLmRsMvv3v6XuMYsXL6abOwCAQKILoDeX2Flx0tt2sAsZm0xx8cMLF05VV5ng4GC6uQMACCS6ADo0inUS572tBruQsdWQPeNxN27coNs6AIBAogugQwFsqTjybTLYhYwNZ9eugeoe4+vrSzd0AAAtEl0AHcpmGW+zR8XBb2vBLmRsNwZD7XnzZqirzNGjR+mGDgCgRaILoE/z2Ag6+G0u2IWMDefMmU7qHjNnzpzs7Gy6lQMAaJHoAujTGXZYnP22FOxCxrazdu1odZXBnvEAwHwSXQDdsuEP/2IXMrada9eaq3sMFxsbS7dvAIASSHQBdOtn5ieWABsIdiFj89m61VndYzw9PQsKCuj2DQBQAokugG4ZWP5A1kisAroOdiFj80lPf3rOnNnqKrNz5066cQMAlEyiC6Bn/sxNbAP6DXYhYw/Zt+89dY/hEhMT6ZYNAFAyiS6AnmWym2+zx8ROoMdgFzL2kJycxzw9Z6p7zLp16+hmDQBQKokugM4tY65iLdBfsAsZ+0hExOvqHsOdP3+ebtMAAKWS6ALoXBpLeovVoc1Ab8EuZOwhhYU1fXw+V/eYpUuXFhcX020aAKBUEl0A/VvIXMRyoKNgFzJ2kqioruoew506dYpuzQAAZZHoAujfDZbQh9UWK4Iugl3I2EkMhlrkONje3t4Gg4FuzQAAZZHoAtiEJWyi2BKsP9iFjP3k8OHX1D2GO3jwIN2OAQDMINEFsAkZLOVd9oTYFaw52IWM/SQn53Evr6/VPWbu3Ll3796l2zEAgBkkugC2Yh37RqwLVhvsQsauEhT0rrrHcIGBgXQLBgAwj0QXwFbksNv9WQOxNFhhsAsZu0p6+l/c3Wepe4ynpyeOgw0AFSbRBbAhu5mv2BusLtiFjJ1l+/Yh6h7DHThwgG67AABmk+gC2BAjK7L+w2VjFzJ2laSkv7q53XfEJW9v7/z8fLrtAgCYTaILYFtiWLjYHqwn2IWMvcXP71/qHsNFRkbSrRYAoDwkugA2x40NETuENQS7kLG3nDnTifSYpUuXGo1GuskCAJSHRBfA5qSxpH6sntgkHmywCxl7y927j3t7f0GqzLlz5+j2CgBQThJdAFu0i/0glokHGOxCxg6zY8dHpMesWbOGbqkAAOUn0QWwRcXMOJH1EivFAwl2IWOHiY9vS3oMd+XKFbqlAgCUn0QXwEZdZnHWcGAm7ELGDpOf/wg53BK3c+dOuo0CAFSIRBfAdm1kHmK3qNZgFzJ2mcDA90mP8fHxycnJoRsoAECFSHQBbJeRFY1nPWi9qMZgFzJ2mISElmRHMlxcXBzdOgEAKkqiC2DTEln82+wxsWRUQ7ALGTtMYWGtpUsnkR7z448/0u0SAKASJLoAtm4nWyb2DEsHu5Cxz/z003ukx3h5eeFwSwBQtSS6ALaumBXPYB+IbcNywS5k7DPnz7cjPYaLioqiWyQAQOVIdAHsQDZLH8qai53DEsEuZOwzt2/Xnz//S9Jj/P396bYIAFBpEl0A+3CO/dKH1RKbR9UGu5CxzxiND69fP4r0mLlz56anp9MNEQCg0iS6AHbj/9h3YvmowmAXMnabkJC+pMdwJ0+epJsgAEBVkOgC2BMLHmkSu5Cx15w715G2GDe3rVu30o0PAKCKSHQB7Ekeu/upsSNtIVUR7ELGPnPzZkNPzxmkxyxatCgvL49ufAAAVUSiC2BnrrPL7xufErtIZYJdyNhncnMfXbp0Mukx7u7uV69epZsdAEDVkegC2J9oFvZmcU2xkVQs2IWMfaaoqIa//6ekx3DHjh2jGxwAQJWS6ALYpSC2XiwlFQh2IWO32b17AG0xbm7bt2+nmxoAQFWT6ALYq7XGmWI1KVewCxm7zeHDr9IW4+bm6+trMBjodgYAUNUkugB2zK3AWSwoZga7kLHbnD3bSTxg5HfffYe9yABA9ZDoAtixQlYwKfd1saaUGexCxm5z4UJrd/dvSY/x8PBISEigmxcAgGVIdAHsWz7LGX33JbGslBbsQsZec+1ac0/PmaTHcDExMXTDAgCwGIkugN3LYbc/zm5D+0rJwS5k7DMpKY3mz/+Kthg3twMHDtBNCgDAkiS6AMBYFksblN1MbC1isAsZ+8zNmw29vT+nLcbNLSAggG5MAAAWJtEFAJNbRdcHZv5V7C7qYBcy9pnUVO0es2XLFqPRSLckAAALk+gCwD2phuSB6c3EBiMHu5Cxz6SmPuPjo9Fj1q1bhz+9BoAHQqILACppBdcHpjUTewx2IWOfuXGjsWaPWbFiBY6yBAAPikQXAO53Mzd58PXn1T0Gu5Cxz1y92tzLS+Nzvr6+vjk5OXS7AQCoLhJdABCk3037JMFB7jHYhYx95o8/Wmv+3fXy5cvRYwDgwZLoAoCW7Jzb//q9F3YhY585e9bB3X0WbTGmHnP37l26rQAAVC+JLgCUIDc3d/XxweKcQ2w7ERGv0QpjsnLlSvQYALAGEl0AKFleXt7hw6OLimqIAw+xvRiNNTSPd82tX78+Pz+fbh8AAA+CRBcASlVYWLh//7c5OfjzJRtPXt6jGzb8k1YYk82bN+PvrgHAekh0AaAsRqNx//5VqakNxfmH2EZSUhp9//1kWmFMAgICsB88ALAqEl0AMM+JE2FxcR3FKYjoPefOdfD0nEErjMnBgwfpdgAA8KBJdAHAbLGxsSEh/YxGfHTGRmI0Prx//1u0v5i4u7vjeNcAYJ0kugBQHlevXt2yZUJ2dj1xLiL6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Existe un accionista con participaciones significativas, con un volumen de inversi¿n que supone el 39,11% sobre el patrimonio de la IIC. 9- Anexo explicativo del informe periódico. 1. SITUACIÓN DE LOS MERCADOS. EVOLUCIÓN DEL FONDO Y PERSPECTIVAS a) Visión sobre la situación de los mercados El año 2024 fue una combinación de éxitos significativos y desafíos complejos en los mercados financieros, un periodo caracterizado por la resiliencia global en un entorno de alta volatilidad y cambios profundos. Políticas monetarias y entorno macroeconómico La transición de políticas monetarias restrictivas a expansivas marcó la segunda mitad del año, dando un respiro a los mercados tras un comienzo incierto. Este cambio permitió un repunte en la renta variable y una ligera estabilización en la renta fija, aunque las curvas de tipos continuaron invertidas tanto en Estados Unidos como en Europa. A nivel global, las tensiones geopolíticas continuaron siendo una fuente de incertidumbre. Los conflictos en Ucrania y Oriente Medio, además de ser tragedias humanas, tuvieron un impacto significativo en los mercados. La reelección de Donald Trump hacia finales de año agregó interrogantes sobre el futuro de las relaciones comerciales globales, pero no frenó la sólida recuperación de los principales índices bursátiles, impulsados por sectores como tecnología y servicios de comunicación. Tendencias clave y tecnología El 2024 consolidó la inteligencia artificial como una herramienta esencial, lo que provocó un aumento explosivo en las valoraciones de empresas tecnológicas. Este sector lideró el desempeño de los mercados, reflejando su papel central en la transformación económica global. Geopolítica y divergencias regionales El impacto geopolítico continuó modelando los mercados: - Estados Unidos mostró fortaleza en el mercado laboral y el consumo, con un crecimiento constante en las ventas minoristas y una inflación moderada al cierre del año. La Reserva Federal adoptó un enfoque más cauto en la segunda mitad del año y dejó entrever en su última reunión un ritmo más lento de recortes de tasas de lo esperado. - Europa, en contraste, enfrentó desafíos en su sector manufacturero, altos costes energéticos y una débil demanda de exportaciones. Sin embargo, el sector servicios mostró resiliencia, destacándose en países como España, que sobresalió con una economía en crecimiento y un mercado laboral robusto. - En China, la débil confianza del consumidor y la caída en los precios de la vivienda lastraron el crecimiento, mientras que Japón destacó por sus reformas estructurales y un sector corporativo sólido. En conclusión, dejamos atrás 2024, un año brillante pero complejo para los mercados financieros. A pesar de los desafíos geopolíticos, la volatilidad en las expectativas de las políticas monetaria y fiscal y la incertidumbre global, los inversores que supieron identificar tendencias clave como la concentración de las ganancias en los índices, la inteligencia artificial o el dólar lograron un año espectacular. b) Decisiones generales de inversión adoptada Recogimos beneficios del espectacular primer semestre de 2024 y tomamos una posición más defensiva en la segunda mitad, con mayor peso en activos conservadores como renta fija y menor en activos de riesgo como acciones o crypto. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. a) Inversiones concretas realizadas durante el periodo. La cartera tomó una postura más defensiva en la segunda mitad de año, con la venta de posiciones en activos de riesgo. COMPRAS REALIZADAS - Compra iShares USD Treasury Bond 20+yr UCITS ETF USD - Compra AMUNDI FUNDS - CASH USD - Compra Groupama AM Tresorerie - Compra acciones Allfunds Group - Compra iShares € Ultrashort Bond UCITS ETF VENTAS REALIZADAS - Reembolso total Polar Capital Funds - Venta total acciones Banco BBVA - Venta parcial acciones Banco Santander - Venta total acciones Telefónica - Reembolso total Aberdeen Standard Sicav China - Reembolso parcial Amundi Funds – Cash - Reembolso parcial Groupama AM Tresorerie - Reembolso parcial Pictet Digital Communications - Reembolso parcial Pictet Robotics - Venta parcial Invesco S&P500 UCITS ETF - Venta parcial iShares S&P500 UCITS ETF - Venta total Roundhill Ball Metaverse ETF - Venta parcial Jupiter Global Fund European Growth - Venta parcial Audentia FInTech Fund - Venta parcial iShares USD Corp Bond 0-3yr ESG UCITS ETF - Reembolso total Groupama AM Tresorerie b) Operativa de préstamo de valores. N/A c) Utilización de derivados. d) Otra información sobre inversiones. (Activos en situaciones especiales) N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. La SICAV no establece un objetivo concreto de rentabilidad. El retorno del semestre ha sido de un 3.37% y del año 16.76%. 4. RIESGO ASUMIDO POR EL FONDO. A cierre de año 2024, la SICAV está invertida aproximadamente en acciones en un 51%, 31% en renta fija, 7% en fondos multi-asset, 8% en crypto y 3% en liquidez. El riesgo asumido por el fondo ha sido de un 8.28%, con un nivel de confianza del 99% a un mes utilizando la metodología Montecarlo . 5. EJERCICIO DERECHOS POLITICOS. Nuestra política de ejercicio de derechos de voto es delegar el mismo, salvo que se diera una situación especial que requiriera lo contrario. 6. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. No ha habido costes derivados del servicio de análisis en este trimestre. 7. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Esperamos una segunda mitad de año volátil. Existe una gran dispersión en el desempeño en la renta variable, con las grandes tecnológicas americanas, especialmente NVIDIA, empujando los índices a nuevos máximos, mientras que el resto se están quedando rezagadas. El sentimiento alcista también en terreno de optimismo exacerbado, con predicciones de márgenes y beneficios de las compañías por parte de los analistas bursátiles por las nubes. Seguiremos apostando por la renta fija a largo plazo y tomaremos máximas precauciones en activos de riesgo. 11. Información sobre las operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total (Reglamento UE 2015/2365). El fondo no opera directamente en operaciones sintéticas de derivados o de rehipotecación de activos. No aplica Quadriga Asset Managers Gestión, SGIIC. S.A. dispone de una política remunerativa de acuerdo con los principios establecidos en el artículo 46 bis.1 de la Ley 35/2003, de 4 de noviembre de instituciones de inversión colectiva que tiene en cuenta su dimensión y actividad. La política de remuneración de la Gestora, y sus aspectos cualitativos, puede consultarse en su página web (www.quadrigafunds.es), no ha habido modificaciones de la misma en 2024. Política remunerativa de la Sociedad Gestora QUADRIGA ASSET MANAGERS SGIIC SA 2024 DATOS CUANTITATIVOS (euros) Total Compensation 4.515.637,28 Fixed Compensation 2.775.772,35 Variable Compensation 1.739.864,93 Number of beneficiaries 75,00 Id. Variable compensation 34,00 Compensation related to Variable Management fees 1.676.964,26 MANAGEMENT & DIRECTORS (Senior Management) 1,00 Total Compensation 504.696,16 Fixed Compensation 185.609,16 Variable Compensation 319.087,00 EMPLOYEES WITH HIGH RISK PROFILE 0,00 Total Compensation 0,00 Fixed Compensation 0,00 Variable Compensation 0,00 No aplica