CARTESIO X, FI 1.0.0 2026-01-01 2026-06-30 CARTESIO X, FI 1.0.0 2025-07-01 2025-12-31 CARTESIO X, FI 1.0.0 2026-01-01 2026-06-30 CARTESIO X, FI 1.0.0 2025-01-01 2025-12-31 CARTESIO X, FI 1.0.0 2026-04-01 2026-06-30 CARTESIO X, FI 1.0.0 2026-01-01 2026-03-31 CARTESIO X, FI 1.0.0 2025-10-01 2025-12-31 CARTESIO X, FI 1.0.0 2025-07-01 2025-09-30 CARTESIO X, FI 1.0.0 2024-01-01 2024-12-31 CARTESIO X, FI 1.0.0 2023-01-01 2023-12-31 CARTESIO X, FI 1.0.0 2021-01-01 2021-12-31 CARTESIO X, FI 1.0.0 2023-01-01 2025-12-31 CARTESIO X, FI 1.0.0 2021-01-01 2025-12-31 CARTESIO X, FI 1.0.0 2026-06-30 CARTESIO X, FI 1.0.0 2025-12-31 CARTESIO X, FI 1.0.0 2024-12-31 CARTESIO X, FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure CARTESIO X, FI 2908 02 02 2026 EUR A+ false RUBEN DARIO, 3 MADRID 28010 Tfno. 91 310 62 40 EM clientes@cartesio.com www.cartesio.com 05 RUBEN DARIO, 3 MADRID 28010 Tfno. 91 310 62 40 EM clientes@cartesio.com 2004-03-15 08 07 2 en una escala de 1 a 7 El fondo pretende preservar el capital a medio/largo plazo invirtiendo en distintos activos: renta variable, renta fija y liquidez. La renta variable no superará el 40% de la exposición total, variando ampliamente según se aprecie el riesgo de mercado, invirtiendo en un número limitado de valores (30-40), predominando empresas europeas de capitalización media/alta y menormente, baja, en general con horizonte de inversión mayor a 3años. La renta fija (pública/privada) podrá llegar al 100% de la exposición total, sin duración media de cartera prefijada, e incluirá instrumentos del mercado monetario cotizados o no, líquidos, depósitos y hasta 50% en deuda subordinada (derecho de cobro posterior a acreedores comunes) incluidos bonos contingentes convertibles o no (normalmente perpetuos y si se da la contingencia pueden no pagar cupones o aplicar quitas al principal influyendo negativamente en el valor liquidativo). Las emisiones tendrán calidad crediticia al menos media (mínimo BBB-), y máximo 30% en baja calidad (menor a BBB-) o sin rating. La inversión en activos de baja calidad crediticia o baja capitalización puede influir negativamente en la liquidez del FI. Invierte principalmente en mercados/emisores OCDE (predominando europeos), y máximo 20% en emergentes. Exposición máxima riesgo divisa:20%. Podrá invertir hasta 10% en IIC financieras (activo apto), armonizadas o no, del grupo o no de la Gestora. Directamente sólo se usan derivados cotizados en mercados organizados de derivados. 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qA3HEB8f+OILvZI//qAG97x54eFDvXKGMYDFnWHSgY4dtVExaSE4mKRcl1y5KE6GE4QxFsDizjBC2bULqlUj5xoX0siqVRT2LvP331CiBC0YdfMZRh8Wd4YRSo8eFACD4p52vv8eunRJWe3ZkyMgGcthcWcYoVSqBMuX0+jTtING2rVLWUVlnzs3ZZVhVGFxZxihoNt+7Zqy0DqOHIFmzVJWq1eHCxdSVhlGFRZ3hhFHeDjFrYvi3Dnw8kpZxcfG06cpqwyjCos7w+jz+jWUL0+B6lbg6QlubspCq7l8GTw8tMv4NpAjh95WhlElTeJ+7969Vq1aqZS4ubk5JXP8+HGdilpY3Bm7A5U9Z04aHXrokHKTKdato/aTQoVoPOrVq8qtVnPxIgl6mTLa5apVlRUYxjTWi/vChQu9vLxq1aplqiQxMbFcuXLyVqOwuDP2xdatlJ1xwQKS6Vy54NYtZQWj4HWOKly3Lo1HFcirV5QEuH59Wv7lF2jTRlmBYUxjvbjv3LkzKChIV9wVJTdv3qxXr5681Sgs7owdERtLGl2yJC3Hx5On/OWXiipw547e6v379BjIkwdfWvXKRXH+PNSsCS1a0FDVnj2VWxnGNNaLO1DvUbiuuCtK0LSrq2vbtm1dXFx8fHwSjI28YHFn7Ag/P3B2TlkdPpycd5noaG0G9mLFoEIF7XxJ6KrXqUMudjpx7RplknnjDfpcfDNgGItJR3G/cOFCcHAwanpcXFy7du1CQ0N1a0qwuDN2ROfOMG6cXkmpUjThEf6hymfLRi02bdvCm29SEsctW6hCoULw4Yd6u4jl4UNKBF+wIM2rh08XhrGYdBT3xMTEpORZgFHZBw8enFIvGRZ3xo4oUoRmr9alZEnK3JsnD6VQv3uX5lSSaN6cKoMmPDFdNff1a/LZ8+enDlWGSQ3pKO4o6J07d379+nV0dLS3t/f69et1a4aFheFnh4SE6BYyjG344APywaVZNXS5ds34dNXPnpEXP2EC7ZXeoLjnzWtp1y7DJJOO4o6yPmLECHd394oVK06aNEm3mgx77ox40I3o2BEeP1aWI/gquW8f/dctuXGDmj5cXWHQoJRys6C458hBLTbpTc6c9PfkibKcYVRJk7inHRZ3RjwlS5KrK/XxzJgBe/akbIqOpqbzmzfJHz99muIL0RcpXtzKEPKyZemRkN60aUPf2egLBMOYhsWdyVqsXElu+IcfaieYzp4d+vbVbmralFLmou7jH8ol+t24KjngxjqEzBMcDKdOKQuF888/dBQMk0pY3JnMSUwMDQo1nIXO2xu6d6epqD09oUYNClSXej5v36bGDQ8PytqYJw+lbenZk2QdvXg0Zc/cvw8NGigLGcYcLO5M5uTHH8npxr+PP6aQEjmjVqFC8NNPKdWeP6du0jVrqOHlzTepROo7lXjxIqUmw2QtWNyZzEmrVtC6NTnj6H1LA4tu3YL+/WlaasVwOXThs2Ujif/1V71yhsnSsLgzmRC8bIoWhf37Kfq7cmUYPVrbvI5arzsvnUSXLim5FRnGYWBxZzIV8+ZRS3qtWuSJ62blHTgQpkxJWdXlv//gjz+UhQyT1WFxZzIV06eTh547N5w8qdzEMIwOLO5M5iEmhqbCCApSljMMYwCLO5N5aNyYwmM2blSWMwxjAIs7kxl48YKi1/PnpzGlDMNYAIs7Y5ccPAju7pRgvUQJmmfO2ZmCHevWpfk0GIaxABZ3xv7YsIGaX1DNc+Uib71CBQpm1503g2EYc7C4M/ZEVBR88gmFq3t50YR2qOyVKlF5ixbpOycGw2Q5WNwZeyIggLJ6tW6tXb17V28rwzAWw+LO2A3u7hTD/vHHynKGYVIPiztjByQkUDtMrlwwbBhNfsQwTJphcWcynMuXYe9evZJTpyidQPfueoUMw6QBFncmw6lVi5pfXr1KKalXD2rXTlllGCbNsLgzGUVkJMyfTzMl5cpFqdWDg2maaWTECAqPOXdOWZ9hmDTA4s6kJyjf16/Du+/C+PHU8IIOe7Zs0LUrDUrC5R9/pPTruBAYqNyRYZi0weLOpA83b8Lnn5OUo3ZL82m4uFBOx4cPaa7nhAR47z1o2ZICHx8/Vu7LMPbHgNXQeDq81p8Jxp5hcWfSAR8f8tPz5YMFC2DfPpg0iabBS0rSq/PFFyT3EyboFTKMvVJkCOTuCzeilOV2S5rE/d69e61atVIp2bhxo6enp4eHx6pVq1Iq6cDingXZuZPa0IsXJ3F//Vq5VWbsWHoAoIPPMHbPvguQtx80mg7HdGaIsXOsF/eFCxd6eXnVqlXLVMmDBw8qVKgQGRkZFRXl6uoaEREh15Rhcbd3Tp3SW33nHfMzkTZsCB06QFyc3kxJhvTqRW0y8fHKcoaxMzb8ATn7QPOZ0OFbCPpZudVusV7cd+7cGRQUpCvuihIUbm9vb2nZx8cnNDRUrinD4m6/tGxJEx5lz05NK/XqQZUq4OpKrefoj8+bp6ysS6VKNLupWQ4eBP71Gbvnl4vQeAa8M4eW2wVBz6XKCnaL9eKOhIeH64q7omTGjBl+fn7ScmBg4OTJk1PqJcPibqecO0dNK/36UadowYIUvIirBQrAkCHw1luUrxHLdTl7lmbSePkSX9+osm4MO8NkWjz8yGfP3Re2/Umrc/bB6M3KOnZLOop7QECAv7+/tIziPnHixJR6ybC42yk9e0LNmrRw4wYNL+rdG+rUgR07tCUVK5JTj468xJkzgD+0kxOsWQNt25KbzzCZHN+NkKM3KftnOi0OK4+Chz8cVW1uzDDWHYfFqk2k6SjuK1as6Nixo7Ts6+u7aNGilHrJsLjbI/HxND/GkiXKcl3eeIN8+bVraV7T7NkhTx7w9NRmXT92TFmZYTIbrWfDl8vhzA29wl1hkKsvfHdQr9AmeE2hZw/+fRys3CSTjuIeGRnp7Oz85MmTmJgYNze327dv69YMCwvDzw4JCdEtZGwPPoMLFKCmmEePlJt08fYmz33+fChfnip37QpXr8Lw4RQEGRenrMwwmYqwm9QUc/SysvzIv5C9F6w8oizPeMr5UgPRszj487pyk0w6ijuyfv36mho4FDLTgJJdvTr88Yey3BB/f+pcdXKCS5eUmxgmM+PhB29qW5T1OHARcvaGb20XMPMqHg5egofP6NmTkKjcqiBN4p52WNzti/ffp3aVhw+V5UY5dIga4nPmVJYzTCpJSoKpOyAxCZrOgC7fKbdmANej9Fpg3hgOf+s1NGjB7zn5B5j0g7JcONeioO40+Mrgg1zGUDfA8sNQaaxykyEs7owOXl7wXSrvrRv6rZIMk3r+ukXNx6WHQ+5+mlGgxryL/91Nx6H/rQMhT19oMgP6roSiQ8BpgMnP+u4g5SGYuB2qjFduEgW65Bv+gAIDoKZ+gOHhcMg7APL0g2bfgPd8vU1GYXFnkomLo1FFPLMdk+H88g94TYUKI6FBADWJ7D4Pc/fByI3kwEpJK/B/3n6wQqex+505kL03dW/6rEsptBB8Rdh+hjQ0UWP8g2/p0VJjEllDm+gyz9mn3EXGdwO4joFBa8B5lHKTKAoNojeY9+ZCi5l65f5bof7XUHkc1J1KZ8wsLO6OwZ499H/mTJP5ABYsoKCXYsWU5QyT/gxZQ1om0XslRYCgyGbvBdl6Qb7+cO4G9FtFHv3YLSm7NJpOLSStZkP/VSmFlvDiFXwSQsY7zIOGAVTy1kTouYwWGnxtvrnj1FXS1s+XQPmRyk2iKDwYCgwE/+/p2HUDMfHwZ+6BwoPotPx3P6XcFCzuDsD16xSkWL48yfdnn8G9e5SUUQK1HpdxU7ly0K0bPH+utyPDZAgff5ci3N7zIVtv6LcajlymgBB02NGtztMP3p0L1SZSj+L9GOiznJqe0a/f9id0DlampFMBd5++iwyieqJEOvWDSmMgVx+IjqWttx7B+VvKXRQ8iIESPvRoKTlMuUmFWw/h3hNloSnwYIsOgesPqfNWjnQctg4KDoJgTWC79MJhFhb3LM327dRHWqgQlChBkem9epHKZ8tGQ/+RqVOpHQZXc+Yk3efUu0yGg7p87QGU9YW9F1JK8E8OBQnaTw3iLWeRqqKgS+58rr5Qeypt3XcBnPobj2yRkaVw8SHSTdy94dfwOBYeP4NqE0hGm8zQq28WtIAvFvkGKMsVLDtMIZXI1Qe0S8GBygr3n8IbvrD1FMTqDOjGxw9+SdCcB9yryTfaU9H0G6g+Ec6mpoeLxT3r8vQpjS1ycoLKlSEqOVHpqFHw0UeUJABxc4OiRWnw0eXLsDnzjKpOHy5HQqMAWHMM3p9H+aGec7B+hvC/uyRh6J4/tuClccxmCqqZf4BCEiXwZyo/klxvld3z9IU/NZOu91wGRQbDqSskoGkBRfnOY3rSxCdSqpmBJjSs3AgYt5UWLt4Bz/GQtz88faFXoddy+m74nNiik53vbjSUHUELKO7DN9DWzguow7nwILhgLIBHBRb3rMvSpSkZAnT55BPKA/Ptt1C4MISFwX//KStkHsZvAz+ddti0UGsy3UgoNPjOnrsvhN9TVsgazNilbWi2kH1/U//hlQcpJeiQSlppFkvO4foT9H1MhaZYSLmR9MPNTe4FRe2O0kzgiETHkvSjpm8+RdE4Sw8n75NmUKz/uQNvfUVjWY1SYRQMWUsLBy9R34DzKJj6o16FST/A6E3wxbKUjmIUdLz88F1EIi4eui+hp4jraHr+JZoLbFfA4p4VuXaNHPZcuaBzZ+Um0ORbd3enphgU90xOm0Bq/Uw7nv50C+06TyqD0oDv6UcMRidmUmbuoVy1xYZC5BM6ug/mQUVNmMfCA3Sk/0aSHwqmm3E/CaFuvRPJDsCj55pEWv1SfGdTPH9FD8ucvSH4F/gnAtaeUFbAL5OQSFpmShwtBz3iTxfBqiNw7iZsPg35B0IZX9h0krzdAgNJ2SuNgcFr6Zlteeu8WdrOgdDf6PuX0zjahlQcrU0hueEP6L6YvkD2XtRSPyw5vMdnHSz8BXosIb++8jgqiYimCoqU8d+fhhy9rAnOYXHPivTqRU0u6J7LrTG6XLxIuj96tLI8E4IOUY2vlIW3H5FLFZ8aNwd9uj4rUtp5PwuF1cf1KmRSnr4khUWBw9f/Aavh579ptdgQSl2LQnPqGmlTWV849D8KQ0R9QeFWRAG+PYmefLKUozOONT38YPNJGLGRHhtGCb9LkldgALj7wfjvyevEM6wLfgFKy9WbnhPtv9XbZB34Aufhr42xydWXGsQHrQW3sTQx3uQfIHAfhaW3SvNTRJcO8ynCp+hgOrdGG/FQjr3nU5tM9YnajMH4BMKvVHcqvHwNL19B10X0BELpxzNccBBVOP6fkfeqZy/p2dDVSGouM7C4Z0U8PdVSrt+9S9MkmYqJzFTUn0pBwQrKjKBwC0sCgSWexNKLsO5g7iaaKGO75X4M9bmhE4qe4/TdVHL6Orwy1rKBb/1VNfMYjtsKw9ZT08RHwdqEU1JMd+HBpIYfhWgK+5A3OnG7ngUU9/eDSICQ2DgYvZHelr5YRmcMJanQYL3KMnsvQPEhMGozKTsulB9JXrPcbdg6kJ4iPZbSY6aEj96OVvP1TjocSUPvPdEe3ay92q2rj9EDpmsqx+eps+McDWR90x9KDYNZP5E/4bMWYl7Cg2ew9y/YdY7elpz6QaOvqV1oXbKvcOMhnWc8/Gy9qDUJr9JLEXQSpO7ZCqPohIuCxT0LIWVRDwykfLz3LYiDzTzgDfDffeprUsSToQuJN+0TnX4qlDOU+5qTU1oSzLLvb3p/12XxIfJz7RY8FaiVK45QU2yRIVSCImLYmvxSE3dRQyMWKOsFB5DKdF5IDuy7QTQiZt5+OHudJC+7pm0BHfyAncrX/+JD6VTMP0CPAZRyfAY0CqA3APSI8TugTuGjceMf0DEY3plLvZroqCJrj2sDtH88By6jYcEv5O83/JqWf7kIdaZq06OjIC79TefD0gCKOz7G8E1FptIYmGvBnDFWc+UBnRx0Aroton74GbvpReTCbZrZg14getOVWc6XFvCxqkvFUfRDzNlPJ3B3GCX/op6eXtQyVtqX7IiCxT0LUawYueR589KUGlmL+l/TXVTva+2YvZVHoMUsKDKItKaML8z+KaXmR5rxL+hs7jmfUqgOCk0nTfSQDHpe+HF4sz3TEQv7AZ9eqNp4mKgR+fpTnyGKrKJ5KvIJjNyU4hejh4h1+q+EP67oVZNB39N1DIUMFRyobZkJ/oXs46f0Wk6x5ChVuTSh5RJ4ctD9xJP/byQN/EGdytmX5BUfNsG/wpfLqJlLly7fUfMFGelLvxp+UJZh9GY6Y/N+huI+5IV88C059YsO0cE+ek4t/n6amBkZ3w30q/18kX6yWE17zsPn9BKDlfHkx4i75Fjcswrh4eSwlygBVasqN2V+6k6FQgMpPgGlARmxke4Z59HUKPF5KHmgMp7jSVx6LCFJsvCVHx2rviv1So7/R80OlMQjlRHQMvjA6L+KxrhLzSa6XH1Ab9+fG5l00jwuo+iLoao2mg5jtoDXZMg/QNvEXGo4TP6RnkbbTpOsvDWR2lu+1Ay8BE0iqkFr9EwZJSmJ3E98lCLFhkKb2fQSg3/4OCnpQ8EbulQeC29/BT+c0XSc9qG9UJvw66HQNwyAaZqZXRTQM6Z3WmNj7A30LfD6wR8CX3pOX6OTf+Y6RTfiOXnxiro0xuiHGeOToIhBc1apYVBtPJ06gbC4ZwlCQ2l6DWnupKxIuRF03TedTvr+8jU0/4Y0oq2mgRVvlVGbUmriPRZ+lwKEuy6i2wz9IPWgZqxQZ6qeBdCMQmz2DbW8o69qHb1XkKdccTQNqlQwZC25aVY0rSYkUvcjCq6nP9Sfpi0cuJq+aqtAajNByVh7XNtlivbl0MBUcfRfUqUjl+lMSiqMClVxlLY5W0GtyZC3L3WWogtfdxqdcKToEDpvRsfH4yFY/kaVWZh/gNrH8Od284Mfz1ITHz4jf7lID1fk5iNld2vYLRhnEL9bewr1P+c3GOiUFljcswTFitFwpKyYVx21AF/wUW7uRdMqOkfojeK9lD25y3TmHnJdpTyxqON5NT2NPusoTwhKDHrfpsaYSAxfTzeh1FKsAO2gR7z4d+NbVdh6mr5SrSmUXLDSWPKypdHtoPmG+JQauZFu5tRy7ga5/KAJIjSMXMSXelRV9LL7raRG8AIDYY21AT/os+Ppxbcls3x3kAZ8/atpYwn5FXw0jcuNA+jTHYdlh+lBWGMS/dB4rVbUhKH9cYX8j1Sx7Qz10AqExT3TIofsXr5MI1HjVR3UTAu6qCiUnsnjy9/0oxug0CA4/q/2BFx7AJ8sIl9eGsjuOoYK8UW45DDyXj389LJNGeK7HrqZDqIoMZRuUVMBf6bYeY4aKA5eoizh+G1zaMZGPdIMoUSHrvxIGt9YZkSqWydm/mQmrRVKzNtfUXvUhVvUPKWYIs5y8GufuELPEutAgXPJCnG2qab7Yjr5UjaY85okxraFxd1eSUhISe+loE8fShHToAFEa7zZ7duhbl1lnayC1xRqAZfB9/rsmkg+XU5d1QRN94F3AuENTTqna1FUgk796qPaFmSj1JtG1qRkTEbBF4UvlpGXveU0xJv4NQxZdEjbwB2rGcjT9TuoNxX2/EVfptUsijOJ1xxFxwXKHdVpP0/ZfKQAPe63J9Ojxbb8/Dd1zzog/VfRbzphGy3HvIQpxnodMhIWd/vDz4+aWbJlgy+/VG5C5syhjtPu3SF7dvDwoIGmTk7Qpo2yWubhfgy1j994SMI9ciPM2EPqICEFL9/RT2h2KQLCI/RK4uIpXK/lbG2Lh4QUVX3gIvUEmqJzMHVCqscn/O8uPSfwa2w+DV8spSmS1UG3F83K0eJFB1M7UtMZ1NOYvRc9gdYeJ3EvPlQZRGEIvovcfKgdQQqaDsyNJ/UqKGgQQC1Rt1TnvmXSD7z2msxQ8xUyGBZ3WxAVpU2wbhRnZ0oPMG4cpQcoXTolo8SDB9CyJfnsDRvSqo8P6TvKOta5ZS5RqR2z6RRJ0uZT1A5AcRe9qclC4ps9qc7WreDla+UAJUgeav/VD1BnCs1uYwne8+kJlKcvWVMf+9pjKR3FyGQX23M8va0/fQH5+2ubjCSm71IOFzIk7Ca151A36QnqScZnjCJeRUFENAVdSNF1TMbz7hz6jdAjsRNY3DOUd7ueWtFqMslx0aLaoh9/pMh0XJUaYa5eJWc8Npbyw9SuTdl633yTys+dg3feoQmpu3WTrcELzegdgfkyMopX8eRZS43O609QE+2GP0jHUcKkaXGk7tMRGynjaxopMoRC015qBuSiLuOndFtMoolOdImhcMVYUIchrWeTZI/eTPquHn7jsw4WHEhZPfovXNLMbVVoED1LZObuI2vqfP8nDQctNoRalupMha/MPQwY23L2BnyzG27ZTeZsFvcM4eFDKFkSHe3S3SJHNFsEZcuSoKOCDx1Kw44aNIAiReDPP6kNvXFjePvtlB2//ZY6S7dvJ1lHn13F389UlNek8UO5nPwjdZk2+JrmnfkslEb3zdwDb02CD+fDsSuUxXuttSEfMl5TqBs2/wDK4/HkBX0o6uwn39ErAn4HlVSxulx5ANv/pBDJSmPNPA/wxVwafqmgwAA6TJmQX2Goufnh2gbSoC1p1I+UGZxhLIfFPUNo2pR88AMH8vdL0ubAQ7FGbx31Gr34uXOhenUYNowSwmCJ4py0agUFCtDDYJumpyZL8MYwalgvqUmpgR501Qmks/i3+hhtRTnOrlHePP0EiPuNh2Qtlyahx76/tZ8YHUvRLK9VfXCjVJsINSdRI5Iuu85Tk4vUXFN4kPGMicf+1b49SCw/rBw5ZUiPJdQH23SGNXGTDJMmcb93714rlJ5kNm7c6Onp6eHhsWrVKqnEzc3NKZnjx43cpo4j7m8MeiX1y1WWotkeP6apkeSUvCEh5KFnywY9e6bsJZGYSHPgtW6tLM+0XI/SzjXTaDolRUHf+bdwrYhLLUzozgfsojBtVGHdSWqsJjGJ4gJLaxJ94BNFzpdtBR2+VTawvIonZc/bH/6+Q7Htec01ykusO0HarcJ3B+lt4+i/1KZ08qpyK8OYxXpxX7hwoZeXV61ataTVBw8eVKhQITIyMioqytXVNSIiIjExsRyqkioOIe7R0Tsrdco/IHH2T/DNT9osfUq2bKGJTI8ehbis3x225ZQ2ctxtrNpcZfsuUAoOgfx3n7z141fSmpsp/C4NR5QiI28/ojeMXH3BbRx0/g5y9yFFtoTv/4QuIcpCXebspWfbeW6NYazFenHfuXNnUFCQLO4o097e3tKyj49PaGjozZs369Wrl7KDMbK+uHftCjlytPnwWMtZtBb1zNKEJ1mYbou1s1ZevEPzh6mQ2qlnMgznUbDyKC2M3ERe/PM4ipFAlcfXsiDLBv3vPk8vAaZwHkkPidmWmWIYo1gv7kC5qsJlcZ8xY4afn5+0HBgYOHnyZDSNLnzbtm1dXFxQ7hOMDcnJ4uKO4pQzJ4wa1XZWghQfnZhEsdiKyDxHo3UgjY/P1HRbpJ1BLW+/lNC3V/EWNchI/PIP9Zca5VkcmXX3U7bsM0yqECbuAQEB/v7aQeIo7hMnTrxw4UJwcDBqelxcXLt27dCXT9kzmSwu7kiePPDqle77dZ5+1Ob73lx4mDzNo0MR+YSiCXUHnWZG5u6nUUigyU8gT9eZKo5cpp5SBT2X0OQP03dRNBHDpBFh4r5ixYqOHTtKy76+vosWLUpMTExKDsFGZR882CDNZZYX9+fPf3X9YIhm8kY50xO+yNecRD176gJ3+1Fam4btk0WHlNNBZEYexFCWLry6c/Wx8j3s9DVKfqDLi1cUkl94CF0tn5hOd8MwFiJM3CMjI52dnZ88eRITE+Pm5nb79m0U9M6dO79+/To6Otrb23v9er35SMLCwvCzQ0JUO5UyO3futOl4BO//wvrPtehYmirIaMCcjM867bSKltB4OhS11oXMAGpPoegXJOIx9FqWMnozUyPFVhom5raQC7f1ptfYdJIyw+BbXewrmpOao9qZtCNM3BGU75oapFBIlPURI0a4u7tXrFhx0iTj6auzuOf+9989vXe1mgVlDeZH77mUpuZSAdXfcnEvM5zGnR/VnzQd/Uqjo2kymKk/0muKlE2pjCYYUT1NY2bh5FXKY17aV1luIUf+1ft9v/2ZMs+YmiaJYawgTeKedrK4uB858k7X071XUOeYgr4r9WZWNMwg8N5cbTC4WaTpkpvO0E5Bh8QnkCe46hjphddkeC9Ir34G03YuDZ2vMZE6IWm+0+TM5lmARgHWxz5FRFMjzPWH2sAhfLMZbMFMSQxjOSzu6cP27ZQKpnHjtz65bDTab+RGKDkUSvmA3/ckwYp5edAHp6mf+1M7rFl2ngPXsdoJIqT5Gc5qMnAVGkw5zVFBpKnpUot6BhVLQMHy20otyLjgNIC+UmmhcxHYnD3naRYk60hMoqQChQdT2w6epX4radQSwwiExT0diI2lIJl8+SBnzhy9kv6nyRul4HEsDZXEe3vUZmg9C97SaX5FPl1MISX4yn/bgiRE6Ju/P48W2gfBMs2vuf9vcuTz9ddOjYbyigtoqv9qml4n/0Bq8DXKvgvawPP+qyhflXVdhTIdF5JjK0WVIHc4Fa0+NOvmaHr6SsnoAzmqnREKi3s6MGYMJQwAiH/+QjdOxpDPQ6HBdJpQEe9t3QxW3RfTDZ9vAP03bLHRJT6R9j34P1qesE3bb+mzDjotoH2XHabVMr60fOSyJouLv6Z1/rKujRTwdeFzzZj4WT9Rh+FdTWpGq+m8gB5RxkfkMpq5NfC9regQmpht4jbKgcMwAmFxTweaN6cJN4BmmShn0JWqC97bqP6jN1NykuEbqOTFK+i8kOZzydaL/Gi88+W5Gozy9AWlOpH49meaShQfBu/OpU5LNCtNQ1FlAin1mmMk7u7joOk3sMPEZD3lRlL7ODL+e/rmZ64rthONZ9CHGvLEoLDZN/C7ZdnSHRN8p5m5hyKIGCY9YHEXypkz1CCTIwelXwcSR/V8fs9eklZGPqXO1Tn7aHK4b/aQl527nzYneNXx0PBruPpAuaPMv5Gk1xK4CzqDLWaShWM6vnn1idTknVMzW3SBgdSxufhQylaZl69pRymEY9AaqDyOGnze+kpv7vaoZ5RW5fI9Wl59jAIB3xgOS3+jmH3c94JO70LNyfREOaYfwMPosuEPmvSVYdIJFneh7NkDb70FAQHogKMHPfunFOVVJ2g/dbEu/JXaYSuOgS+Xa5tEUJfRtd+gGaz/wTya9/leNFUuPAgm/0CFR//VhluAJuTGqT9JKr4E6DbmePhTw+67c0jZ8/ajFhvv+SlbJZ6+JC/STcp7/geFYDeeTq32+EhYcYSSwFyPomqBeykvuTTZ28yfyLtHTcdd8D0DXzJ+07QOIbce0gzRuK9ukluGYTISFnehjB4NPXvGvqJOy29/JinsukhZxSibTlLGlRazSBDb6+STqjqBclGF/gYvXlO0yRfLSHY9/Slwvtdy+C8SfDcYibNUEJ9IDn58AvxwlozgI6dtIMS9pmYT9K+RKv7gv4U21Z1Kc0zjAwAle98F+lyXMTBwNX1ox4VUE98w0FX/WDPybNoOGLiGAmDK+sLR/+CjYJiked4g6N1Lc2IwDGMrWNyF0qgRjBixO4w86DXHqNUb9d0Slv5Osp6rL/1/a2JK+e1H0Hc5eC+gWHX01osNIcfZww96Lyfvmya4SM2YoH/ukuais5+7H/n7aEfKYYLOfp8V1A2LHLxEken4urD1NK0G/wqDVkOlMVBb0xZfwocS1Q5ZSwMpW82mXAIy/VZqY35orlFNOi2rY8AZhkk7LO7iSEiAXLng0qVBa6glZOYealSZY9kUoAmJFK34731KGKvoQV32O1QZT7pfcRRllcrTlxpA/LeSf41OvTQNqYU8jyMFv3KfJB7lGzX9jWHU6YrGy/iSGy6z9oT2a+w4p52OruBAWnUeBYsPUq7a38MpPH+5JhpH4tZjsrn/Irn2+A3xsbT3QspWhmEyGBZ3caxZQ5OjAnRaSJN/DlsP5UfAkTSHi7x8rZ3NWcoIv+c8tZnsPk8t3dblDoxPpBDJ5jPh7ckkx/jAyD+QmlDO3lDWRLafoTp3oknccUd8ouy/QI4/fjo+DxS5z2iqo15kKgukBmOYzA6Lexp49Ypmyzt8mLove/akmU67dAFNlLr3fJI5VOE0jgOSQCOyHVTYfyJoAd3w/1RnaraEIoOpCcVtLAXJGA2ofxUPf16nBVTz/Jr+2Psx0PU76puVRkgpkCZ0tjytOcMw6QSLexp4+22aiyNbNnByogYZd3d4QcHeqHo/nIED/2SC9IeFB1ObjyUUGQJFhlIecwnP8cYnEnr/W/L0jT4nGIbJSFjcrQXd9hw5IHduuHoV6taF8JT2l9pTjDdx2CFtArWjlsxSdDBM2p6yisf4gTFx77GEc5EzjF3gqOJ+4wY0aKAsTBVRUVCsGNkxoLQvDUfKFMz6iYIpLSFWP4XZ1B2w4Be9EoZh7ArHE/fOnSF/fihVilpU7txRbrWcv/6i8Ur63HhIIeG5+tJkcgzDMDbE8cT93XehTh1SdvS7a9aErVuVFVRISoKHD+G5JsXX7t2U1Fefw+HU0yjl3mIYhrEhmVbcT56EGjXg44+1qx98AFOmwCZzPZgVKlAr+Zkz8OwZLFpEHaEuLso6Knz5JXWfurpC3rzQrRtUqaLYfvASDe1hGIaxOZlT3Ldvh+zZKUClcGHo2pWaWXAVZRf/6zaCJybChx9CwYLg7AwTJlDPJ9Zs0wbik+ehePSI8nz9/Td8953R1nMltWvD11/T5+IfftaCBYrtzb6hUfgMwzA2J3OK+8yZ8NFHtIAeNOrsG2/QuP/Ll6F6dejRI6XazZu0tXJlGluUMyfJcb58KVslSpUi9c+Rg5KwS8TGmhT6kiXhxAmYNw9mzYL9+2lIqg6JSTTys/ti3TKGYRjbkAnF/fBhcreHDaPl6dNh+fKUTcHB1NKCjvnLl9CiBdSqRcougQuVKqXUlPnrL1L2Pn2gTBlaTUqCIkWgUCG4do2a1xXgsyHW5BygEdE0oF9KqsUwDGNbMpW4P3sGFSuSt16zpslxMqjL330Hbm7Uto41d+9WVjDkzh24dEn7GPjf/2hHqdXFRz/x1ePHULSoXok+p6/RJEdf6QSDMwzD2IpMJe7LlpFb3a4d6awpevSgxvecOeGWsXmpTfH6Nb0NxMVRq0uDBtTX+sUXULq0Xp2ff4YSJfRK9JmxWy+hI8MwjA1Jk7jfu3evVatW8urGjRs9PT09PDxWrVplqkSBpeK+dy/pb7Vq8Omnyk0KHjyAs2fB319ZbpbChanZHZVdisCJiKAHie77QbNm9Gea8d/TnKgMwzD2gPXivnDhQi8vr1q1akmrDx48qFChQmRkZFRUlKura0REhGGJvgHCUnHPlQtd6R/cPnn2X2r88VSBT6ns2cl/b9RIW4LLvySPwsRnRo4c8IdmSiQT0PR1vykLGYZhbIL14r5z586goCBZ3FGmvb29pWUfH5/Q0FDDEmlZF4vEPTJSmpg0zxev95xXbhTGr79Sa0xCQkqXKbrwCxdCQAAMGgQhIeDlpVc/medx8OM5mh661DDjc5MyDMNkPNaLOxIeHi6L+4wZM/z8tBO+BQYGTp482bBEWtZFTdxHjoTBg2lhzhxq7L5/P0+fxAW/wJy9NN2ohRwOp7TjVtK1KzRsSJHy6LOjU9+4sWL7kX8pGfqOs5Tad9EhmthImjmaYRjG5ggT94CAAP/klm6U8okTJxqWSMu6mBT3pCTy1nPmpIFIwcEwYECSJoq8wdeUjLDUcL26Nx7Bqat6JTK7z9M0F1Zy/DgFtufNS2kGjJ2mny+SrKN9aZrTwoPJf2cYhrEHhIn7ihUrOnbsKC37+vouWrTIsERa1sWUuO9ceCSkzjjS91evKNXXtGnRsTRfRLEh2olG/4mA4//SXG5Ij6U0yadR1p+g9OLRJmPTVYmNheLFqYtVHtGqT/Cv0HI2VBwN1cbDp4tpIguGYRg7QZi4R0ZGOjs7P3nyJCYmxs3N7fbt24YluvuGhYXhZ4eEGB/zM2TgMecvoiiq/fp1Gny0ePH1KCg3kmYQ/XIZVBhJXnz2Xto5nf220OpjTTovib1/Qd+VNEFdvgH0SKjiTzMKiSUunma/G7oOXryCefshl2bmOYZhGDtBmLgj69evr6lBDnw0LFFgynN/FgdO/SH+zao0pChHjvjnL87dgGoTaU64pCQa4j9kDXT5DiZso8q+G6D0cAjcm7K73/fUYHL+Jvn4zqMgX38IF90ajt8Q3yECdmlXPw6hxwnDMIydkCZxTzumxB00M8CNe3c5tG6dNH6CUz9wHwfFhupVWHscig+FP65Az6XUFj9mc8qmWT9BuRFQ/2uoOYlW2wXB5lMpW9PItB3w/jy49YheIBiGYewT+xX3ZjNTJpjO0xcKDYLlR/QqLP+dKjSdCe5+0G8VjNAJofH/Ht76itx8F01bfOPp0GG+1tTCA7BC347lDNtA7T9oGf8f+5fm5WAYhrFP7FfcL97WBro8i6MZMAyJi4d2cyFnX5L4r7brTd05aA2FnOOOUmvM9jP0bMBqufqQj//enJSaqcJP88zAV4rSw2H1MWg+U1mBYRjGTrBfcUec+lOn6JX7FGtolJNXYNufJOsz91JUzDuB2vJPF8OmkynVnsfRc6LcSMg/ELwm06zQ1tFrOU0Ajd+q9mRKI/PeXGUFhmEYO8Guxb3UMLj/FDb8YTLSUSbiMfRcRu0wC36BIoOhynjYd0GvQsFBMGoTtdrnH0CtNNZR4ytq/MHnRKeF9Flu45QVGIZh7AS7FndUT3Tblx2GhgHKTUYp7kOPgTeGQ+5+sFK/Yb2ED+n+4t9ImmtMohcCK8Bnw5QdFHuDvE6AezwLNsMw9opdi3utyRB2E5b8Bv1XKTcZBR32HL3hs1DI259cfl0SE2mmJNA09WTrRVp/6ppeBbPExdO+UTHw89/KTQzDMPaGXYt70+kQeohCX8Z/r9xklEFrqMt02DqKQFch/B6UHwk5+pic8MMoey8oYzEZhmHsFrsW94qjaRhq3n4QtF+5yRTeC+DbAxTNosKreMjZm8we/J9yE9JxofFYyZVHoeUsZSHDMIx9YtfiPnoTHPwHnPrB1B3KTWmk9hQo6UPh6u2DlJvK+oKvsayTPZdqsx0wDMPYP3Yt7hKBe+HoZWVh2ol5SXHr6OkrKDyYsgTXnaZXmJAIBQdSlyzDMEymIBOIe/px/F8KfdFteX/0jNric/ahRhs5mBIfA8G/UlwmwzBMZsGhxR1lvehQmK2TceyrbVBpNEXWN/0mpS3o25+pAafO1JRqDMMwdo5DizsyeA3U/IoSkG09Tau9lmuTO/pthZl7aKH7YmqQsTAWk2EYxk5wdHGfs4+0u+QwmP0TrQ5cTXMqIfN+1mYiqzSWouYPXNTZh2EYxu5xdHE//h/FTX64gKLpkY+CKVkNaKZw6h4KH8yH3H0oHNO6Ea0MwzC2wtHF/Z8IykXTfTFUn0jJ35vPhN/DqXz+L1DMh4ZE1ZkqMhc8wzBMxuDo4n7nMSUVmLqDJmzK2YcyA5/UzLV9JZIy1bSerazPMAyTKXB0cZeyAe//m2Ify48kib/xkMqTkshtr/+1sj7DMEymwNHFHcneG87doIxjDfSl3GuyMm8wwzBMZoHFnWT93E2484iy+DIMw2QNWNwp/DEqRlnIMAyTqWFxZxiGyYKwuDMMw2RBbCzuS5cuXW2OkJAQZZFVsB112I5ZRJliO+qwHXUstLN161al4GrIIHG3BFPPn9TCdtRhO2YRZYrtqMN21EmjnWzKAttx/vx5ZZFVsB112I5ZRJliO+qwHXXSaMeOxJ1hGIYRhc3EPSws7MSJE4mJiadPn546dermzZuTUjWPtQ6iTNmbHV169+6tLLIKtqNOWuwcP35cWkhISFi8ePHgwYM3bNigX8Ui2I46ouwge/bsea0hJCRk0KBBa9eute5WtTc7ErYR92nTppUtW7ZFixY9evSoWrXquHHj6tat6+/vr6xnAaJM2ZUdfDCM0KdIkSLSgrKqKmxHHVF2JJycnKSFoUOHvv/++6GhoR06dJg8ebJ+LfOwHXVE2fHx8alfv/6rV6/69u3bqlWroKCgpk2b+vn5KeuZw97syNhG3MuVK/f48WNcaNKkyaZNm3AhOjra1dVVWc8CRJmyNzsTJkxAoQkICAjVUKpUKWlBWc8cbEcdUXZAR3RcXFzi4uLA2p+e7agjyg7eqi9fvsQF9MZiYmh8I7rMnp6eynrmsDc7MrYR94oVK+L3xgV877hz5w4uxMbGVqpUSVnPAkSZsjc7yOHDhxs0aLB3L00P6O7urtxsMWxHHVF2ZNFp06YNvhOA5ub08PDQq2QBbEcdUXbq1at35coVXKhZs6Z0q+JDonr16sp65rA3OzK2EXd87UXH9sCBA9LqmTNn2rdvP2TIEP1aFiHKlL3ZkXjy5Mlnn32Guzs7Oyu3pQa2o44QO25ubuh84S2KXmRwcHBSUlLnzp1HjhyprGcOtqOOKDsnT55Er6tXr16dOnXCl4B+/frhf/TJlPXMYW92ZGwj7gg6SnLHyJ49e5YuXZqQYGVCL1Gm7M2OzLp16zp06KAsTT1sR52020FH8ubNm7///vuFCxdwOTQ0VHqNSy1sRx1RdvCtesuWLbNnz54yZcqiRYtu3LihrGEZ9mZHwjbiHh8fv2TJEn9//xMnTsiF48eP16liKaJMsR112I5ZRJliO+qwHQuxjbj379+/efPm+ICqVq3azp07pcKiRYvq17IIUabYjjpsxyyiTLEdddiOhdhG3MuUKfPkyRNciIiIqFy58oMHD8DawxBliu2ow3bMIsoU21GH7ViIbcT9zTfffPTokbS8fPnyLl26gLWHIcoU21GH7ZhFlCm2ow7bsRDbiPv8+fM9PDwCAwOl1a5du7Zv316OcEoVokyxHXXYjllEmWI76rAdC7GNuCPh4eH79u2TlhMTE7ds2eLj46NfxVJEmWI76rAds4gyxXbUYTuWYDNxj4iICA0NnTx58sSJExctWnT79m1lDYsRZYrtqMN2zCLKFNtRh+1Ygm3EfdWqVa6urvhQCtTg6+vr5ua22qrZmkSZYjvqsB2ziDLFdtRhOxaSTVmQIXh4eDx8+FC3JCYmxsvLS7fEQkSZYjvqsB2ziDLFdtRhOxZiG3H39PS8f/++bkl0dLR1hyHKFNtRh+2YRZQptqMO27EQ24j7xo0bnZ2dvb29/fz8/P39O3bsWKFCBeuSMosyxXbUYTtmEWWK7ajDdizENuKOPHjwYPXq1TNmzAgICFixYkVkZKSyhsWIMsV21GE7ZhFliu2ow3YswTbiLjCLgihTbEcdtmMWUabYjjpsx0JsI+4CsyiIMsV21GE7ZhFliu2ow3YsxDbiLjCLgihTbEcdtmMWUabYjjpsx0JsI+4CsyiIMsV21GE7ZhFliu2ow3YsxDbiLjCLgihTbEcdtmMWUabYjjpsx0JsI+7x8fGisiiIMsV21GE7ZhFliu2ow3YsxDbijt/Y19d3z5490uTlaUGUKbajDtsxiyhTbEcdtmMhthF3BA9g165dw4YNGzp06Pbt22NjY5U1LEaUKbajDtsxiyhTbEcdtmMJNhN3mdevX+/fv3/48OGDBg1SbkslokyxHXXYjllEmWI76rAdFWwj7u3bt//hhx8UhQkJCYoSCzl+/LgU9o+nA19tlixZ8tqqqdAjDPJtWvGV4o2NRMBVnSoWIcqOgt69e4O1pxpfGF9rCAkJwWtu7dq1+CWVlSwgS/5eINSULvyTKRB1nkXZUWAPv5eEbcQ9d+7c+NXbtWsXHh6u3JZK8ELx8PB46623+vfvX6tWrcDAwBYtWowcOVJZzxyi8m2KGokgxE5iYuIIfYoUKSItKKuaA89M/fr1X7161bdv31atWgUFBTVt2tTPz09ZzxxZ9fcCQab4JzOLkPMMguzY4e8lYxtxl+J7wsLCWrdujad47969L1++VFayjAoVKjx79gzPSOHChS9cuIAlT548cXZ2VtYzh4egfJtlyogZiSDKzoQJE/BqCwgICNVQqlQpaUFZzxzlypWTfqOyZcvimQHNm6Onp6eynjmy6u8F4kzxT6aOqPMsyo69/V4ythR3ie3bt3fu3LlkyZIffvihThVLwSvv6dOncXFxhQoVwqcFljx+/LhixYrKeuYQlW9T1EgEUXaQw4cPN2jQAJ+guOzu7q7cbBn16tW7cuUKLtSsWfPOnTugOT/Vq1dX1jNHVv29QKgp/slUEHWeRdkBO/u9ZGwv7hKxsbHbtm1TFFrC9OnT8TrD97thw4bVqFHj66+/btiw4bhx45T1zCEq36aokQii7Eigh/LZZ58NGTLECodL4uTJk5UqVerVq1enTp1cXFz69euH/9euXausZ46s+nuBUFPAP5lpRJ1nUXYk7Of3krGNuOPloixKA3/++ee5c+dA8/zE62bdunVJSUnKShbwQFC+TVEjEUTZkcEz06FDB2WpxeADGL/D7Nmzp0yZsmjRohs3bihrWEZW/b1AqCkJ/smMIuo8i7IjYye/l4RtxB2M9Zsra1iMQFN2hajjyqp27BBRh5ZV7dgboo7L3uxI2EbcRfWbg1BTdoWo48qqduwQUYeWVe3YG6KOy97syNhG3EX1m4M4U61ataplDGU9c4iyI+q4sqodUedZlB0Qd2hZ1Y6oUy3Kjqjjsjc7MrYRd1H95iDO1L179/D6CAoKCtdHWc8couyIOq6sakfUeRZlB8QdWla1I+pUi7Ij6rjszY6MbcRdVL85CDW1YMECeSxDWhBiR9RxZVU7IOg8gzg7og4tq9oBcadaiB1Rx2VvdmRsI+7x8fGi+s1FmUrLMF9dBNoRdVxZ1Y6yyCpE2QGhh5ZV7SiLrEKgHVHHZVd2ZGwj7j7ikluKMsV21GE7ZhFliu2ow3YsxDbiDkKTW4oyxXbUYTtmEWWK7ajDdizBZuIu81pEcksJUabYjjpsxyyiTLEdddiOCrYXdxnrkmSCsch/60xdunRp9uzZI0aMmDBhwtKlSx89emSdHVH5UfcIyv8pxA4elLSA52Tx4sWDBw/esGGDdedHl7TkRw0LC8PznJiYePr06alTp27evNmK44oXmvdV1KVoiHV2RH0fu7o1RCUMF3hJC7nFQNzvJWFH4m4doiL/8TrDHXH3KlWqdOnSBV+LXFxcfv31V2U9c0wWlB/VR1D+T1F25JwbeGbef/99vAQ7dOiAB6tfywwC86NOmzatbNmyeG579OhRtWrVcePG1a1b1wpRFpL3VULUpSgKUd/H3m4NUQnDhVzSIO4WE/V7ydhG3EUNQwBxkf944T59+hQX7t+/X6NGDVy4c+dOnTp1lPXMUUFQflRR+T9F2ZHvBLyx4zQdPtHR0Xgt6lWyAIH5UR8/fowLTZo02bRpE1j7fcoIyvsK4i5FUXeHqO9jb7eGqIThoi5pUbeYqN9LxjbiLmoYAoiL/K9YsaJ0ZvF9Ch+YuIA/mBVXXgVB+VFF5f8UZUe+E9q0aYMOOGiuYLwc9SpZhpD8qHhKpTd6fAWWjis2NrZSpUrKeuYQmPdV1KUo6u4Q9X3s7dYQlTBc1CUt6hYT9XvJ2EbcQdAwBBAX+Y+vY7Vr18aX/caNGw8ZMgSv47fffnvs2LHKeuYQlR9VVP5PUXbwiNBDwesYXZvg4OCkpCS8qax4p5ZIe37UESNGoM9+4MABafXMmTPt27dHg/q1zCMw76uoSxEE3R2ivo+93RqGv06sVQnDRV3Som4xUb+XjM3EXSCiIv/x+hg9evTKlSvxMZ6QkHDo0CFlDcsQlR81VlD+T1F28LTcvHnz999/x3dqXA4NDbWiN0yXNOZHRd9f7hPbs2fP0qVLret9CheX91XUpSgKUd/Hrm4NgQnDRV3Som4xUb+XhM3E3bBfWFnDYgyjJqy4YoxGTYwfP16nikWwHXWyqh0QZ8re7DAZhhApk7GNuAvsF7a3qAm2o05WtQPiTNmbHSZjECVlMrYRd4H9wvYWNcF21MmqdkCcKXuzIyp6h+2oI0rKZGwj7gL7he0taoLtqJNV7YA4U/ZmR1T0DttRR5SUydhG3AX2C9tb1ATbUSer2gFxpuzNDgiK3gG2o4ooKZOxjbiD0H5he4uaYDvqZFU7IM6UvdlhMgZRUiZhM3FnGIZh0g8Wd4ZhmCwIizvDMEwWhMWdYRgmC8LizjAMkwVxUHHPxjCMw6C8/x0DRz1sR/29GcbRcNib3VEP21F/b4ZxNBz2ZnfUw07z733y5MmCBQu+9dZbHh4e7u7u0qxjZ86cadeunaLm3bt3P/nkk2rVqmHlkSNHyrPGGC1HO/jd/vrrL3n3KlWqDBo0yOjH3blzJ2/evG8l06hRIyx8+PBhnjx5pJKyZct27NhRsnzz5s1OnTq5ubmhwX79+hlOrP7dd995enrWrFnz3XffvXXrVqrsJyQkSOPaje5i1LiM0V3Cw8ObNm0q15k+ffr8+fONfjSYOJO6mDp2ozuOHTt27ty58r7e3t4///xzt27dsE65cuVKliyJC7rfbcaMGa7J4IFcvHhR3iSBH4cfJK9OmTKlVq1aTZo0+e+//3B18ODBujnNGzZsuGPHDlNHKgSjB6izXcu2bdu++uorZakxDC/7zZs3W5iY17AmHrLuqszjx4/37NkDxnZRJ+03eybFUQ87zb83qq18QR84cECafszwKn/16hVqhzSfLyrghAkTPv30U5VyVG2Uj2nTpkm74/2Pq5K4G34cyqLhnYC6gBImLeOnoIhI6TZbtmy5ZMmSpKQk/LjRo0ejpujuhWLq4uLy/PlzXD548GCzZs0gNfZ1xd1wF6PGZUztYlTcDT/a1JnUxeixm9oRTzValnZESUVBl3N8h4aGqmTpu3//fuvWrRWF+KGTJk2SxfSff/5p0KBBYmLijz/++Nlnn2FJVFQUyjc+fnAZC/GrgomTrLWYZlQOUBez4i4PnjS87NGgNHGdWQxrGl4MEnhJSOlxDHdRJ+03eybFUQ87zb+3rtqiIr/zzjtg7Cpfs2ZN//795VW81VGXUbJNlaMp9CVlXQsKCurVq5dC3OWPMyqLurqAjBkzBmXxt99+a9++vVyIOqu4b9F+3bp1UUekVUnyLLevLu5GjcsY3cWsuEPyR5s6k3KJqWM3tSMu4KNIyoexd+/ezz//XK6jLu7Dhw/HR5eiEJ9k+HiWxf3bb7/Frw2aTHklSpSQChcsWPDFF1/gOcTzcPbsWTBxkuXVNGL0AFExP/74Y3ylwNO+f/9+SBb3+Ph4PEt16tTBZxJe3liOLxZDhw6tV6+e/I5ieNlLzvWLFy/weYk/Pb4cSGkB169fP2vWLNA8GKS8iVLNZ8+effTRR/gp3bt3lya6M/w+uAmfQ2vXrpV2ad68ufQFDh8+jDUNv6dM2m/2TIqjHnaaf28UrEKFCuHFhzdhrly5Tp06BcaucvQTFRNuoVKjg2aqHIUb1fzDDz+U2i7atm2Ll7Ik7oYfh7Lo5OSkTTBaq1bPnj1BXxdQqvDWOn/+PEqD7pu4IehL4n2IN8+wYcPk1EWW29cVd8NdjBqXMbqLWXGXP9rUmZRXTR27yo6+vr5Lly7FhSFDhujO36Yi7uh6m5pVKiQkRP4Cfn5++A4hLb/xxhsoSaCZVaN69er4oV9++aW0yeiRSqtCMDzAsLAw6dBOnDiBOgvJ4r5u3TrpDeP06dOSQKO447eV3sMkDC97SX/nzZsnpbLZvn27dHmYEveZM2dKNbdu3SrVNPw+sucu7YJ+j5QTDZ98WGL4PWXSfrNnUhz1sNP8e+u60kePHnV2dsbr1fAqHzVqFF52uiXS7WSqXBL35cuXoyI8evTovffeQ7dF4bnLH2fU59Vtri1VqlS3bt3QU5Omu5IqoM+FmwoUKPBQP6U+cvXqVayGd510F1luX91zl1AYlzG6iylxN/xoU2dSXjV17Co74hl+//33QZObWlfFVMQdnVmpI8QQXXEfN26cpKoIHoL8NrNv3758+fLd0SR6BRMnWdokBKMHiOccL7wOGiBZ3PG4UDqlCmXKlImLi0NxHzFiRLIlwvCyl/QXRRlfm0DT64BHAabFHb0ZqSa68PILjeL7KMT9ypUrUhMWSjnuZfg9pWUQcbNnUhz1sNP8e+uqLYIvg5cuXTK8ylevXj1w4EB5FW/RmjVr4nVpqlwS9/v376Oso/QsXLjQUNwh+eOMyqKu04cuc4sWLdDNR1N9+vTRrVatWjVdcUePFd/QpWX8MpUrV8ZXB8vtq4u7UePyVqO74JOgfv368uqkSZNQoI1+tKkzKZeYOnaVHdG4i4vLsWPHUHRSdlMVdw8PD1mp0TfHV65+/fpJq7rijv6m1H369OlTWcVAM2O4u7u7vGr0SOWtacfwAPfs2YNPvk2bNuGVphD3LVu2SHXKly//4sULFHdFm57hZS/pL9qRJPvly5elS5cGHXF//Pixrrh36tRJqomijNIMxr6PQtxxAX8v/OiPP/4YNA9XxfeUlkHEzZ5JcdTDTv69f/sfTN1h6R9WltFV26ioqGLFiqGjbXiV48VatWrVXbt2gUY+pkyZIr08miqXxB0X8H5+9913r1+/biju8scZlUVdXUBGjhyJ6oZ3F6qPFGyAoFDmzJlTV9xxU8OGDSUnDpUX73z0tiy3ry7uRo3LW43uggZdXV2lxlMUPhSCs2fPGv1oU2dSxtSxq++IXjy6hKtWrZJLwLS4h4WFSY6wUXTF/eLFi1J/Mv6suh+nIu6QfKTyqhZUw6lTLf3TSKcuigMcM2YMusmgmSnigw8+gGRxx9UePXqAZm5rSY4tF/dp06YNHz4cNLtIlwfqr9TPgYejK+6o+FJN/DmkmobfB8Vdap+RxX38+PFNmjSRHHbD7ynD4u5YCBF3qREc3Qf0FObNmweaq1wqlJCcERQvvChr1KiBt+uAAQOkmc9Mlcvijpe7FBIji7vhxylaq5G7d+8qdGH+/PlScAg+J/AmQae1efPmWDh16tTo6Gi5GhIcHFy7dm2sgJ+7e/duSI19U23u0i5GjcuY2uX48eN169b19PR8++23paYMox8tWTA8k7qYOnaVHQ8dOqR4/oFpcZ8xY4b0ixhFV9yRgICAli1bomuv+/qiLu7ykeqRNnFXHCA+n1q3bo1nCYUbn3knTpyQO1T79u2Lb4qNGjVC3QQT4q647CX9xbcTNIj7ouxK3aT4cXjgWIIvplLEjlTz2bNnnTt3Rg/g888/b9y4sdHvg9bwF8T3LVnc8abIly8f7guafgvF95RhcXcsHPb3ZhibYPhylmE47M3uqIftqL83w9gEqdXFJjjsze6oh+2ovzfDOBoOe7M76mE76u/NMI6Gw97sjnrYjvp7M4yj4bA3u6MetqP+3gzjaDjsze6oh+2ovzfDOBoOe7M76mE76u/NMI6Gw97sjnrYDMM4DMr73zFw0MNmGIbJ2vwfTVQ48wcXytIAAAAASUVORK5CYII= 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 Distribucion2.png png 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CnYBQKer5DclN30RA4bvK+WlpraQLGrdICmmI18UZJGtW+fRNnPmzBn2yAYA2VKwCwA6eZMpSm76IgYMX1nKy+dDPPieYew8/keTRwmt+Yogl1y+/E9aZfz8/EpLS9mDGwDkScEuAJQvi6QNIw2U3PRFDBi+spQX028hmTHo2dzMpnw/kFGKiuqvXv0JdmUCsCQKdgGgfP8hXyi50YsYNnxl0RrTbyGZMqVDQUFDvhzILseOjaRV5uuvv2aPbwCQJwW7AFC+maSXkhu9iGHDtxatMfEWkg8+6VJaWoevBXJMSkoHT42UlBT2EAcAGVKwCwDluEv+VHJzFzF4+NaiNSfth/KFw0iJDbIlarYQyDqbN/+bVpkjR46wRzkAyJCCXQAox1byoZKbu4jBw7cWPibbQlJVr3bcLzZ8FZB7wsOVtMr4+voWFhayBzoAyI2CXQDQRk1UE0hnJTd3EYOHLy58TLOFZHHL+omRz/E9wALy6FFr4XdMFy5cYI91AJAbBbsAoE0UOa3khi5ijPDFhY8JtpDM69Y4La4NXwIsJsIbzGzdupU91gFAbhTsAoA268g8JTd0EWOELy58jL2FZKZjy5z0Zvz4t6T8/vtA4YGZR48esYc7AMiKgl0A4KiJehx5TskNXcQY4YsLE8cJ5/jyYcA8HNf+SX4jfvZbWLKyWnh6etAqc/r0afaIBwBZUbALAJxb5LKSm7iIkcJ3FyZG3UIyYUnnkpK6/OC3yGzbNpdWmc2bN7NHPADIioJdAODsIh5KbuIiRgrfXZjcMdoWkrEbbdXqWvzIt9T8+utg4XdMeIMZAFlTsAsAnDnkFSU3cREjhe8u0hhpC0l13dpxP9rww96yEx/fRagyJ0+eZA96AJAPBbsA8LQ0kuBEaim5iYsYKXx9kcYYW0iWNKuXcLETP+ktPipV7dWrl9Eqs2HDBva4BwD5ULALAE/7mexQcuMWMV74+iKNwbeQfNLlmdS7bfkxbyXZv3+i8MBMUlISe+gDgEwo2AWAp/mQaUpu3CLGC19fxBh8C8msf7bISmvBD3jryZUr/xSqzJkzZ9hDHwBkQsEuADxtPOmk5MYtYrzwDUaMYbeQTH2jbX7eM/x0t6pkZzcXqszOnTvZQx8AZELBLgBIJJI7Sm7WIkYN32DEGHALyYQFnYqL6/Gj3QqzadNfW0t6eXlhPyYAmVKwCwASR8l2JTdrEaOGbzBCDLiFZJyfjVplRS+61p0ffxwjPDBz/fp19g4AAAa1YMECFxeXQYMGZWRksOdVg4JdAJBYRaYquVmLGDV8iRFikC0k1bVrxf5gy49za87ly32FKnP48GH2DgAABlVSUsIuGYKCXQCQmEy6KblZixg1fIkRsr/vBL6aVColjes+ONuZn+VWnpSUDkKVWb9+PXsHADCc4ODgrKws6YqPj49tmQYNGly7do0uNm/eXFiZNGmS9MK8W7duMStxcXENGzbs3bt3z549X3755dDQULqYmJhIP3nvMgMGDJBeRaVSubu79+nTp3v37j/99JP0LEFQUJBCoXjw4AF7Rhn+6xIwVwwPD2/SpIn4UsENGzZ8+eWX9ERycvL48ePt7OzobVu8eHFBQYFwgYCAgBdeeMHBwcHZ2VnH3y5QsAsAZXJJJt5RxvThS4yQam4hWdChYcqt9vwgR1Sq2j4+y4U2k56ezt4NAAzh/PnzdevWvXv3LnuGRmpq6uDBg+mJtLQ0OrnZszWioqLGasTExNAPDx069MMPPzCXoVWGNhjhNP27unbtSosCrTK0JTx9wf+JiIgYPXo0PXHjxo22bduq1WrmAvT2ODo6bty4kVkX6Pi6mCvSKtOyZcsZM2YIHwpVpqioiJYYWoboSmlp6fLly4UCd/PmTRsbm7y8PHo6LCxs0KBBf3/ScijYBYAyl8lJJTdoEWOHLzGKam8hmfNSs8yUlvwUR4Ts2vWOUGXotGDvBgASKpXq8MmLX+4Op6En6IfsJbR5/PgxbSp9+/bVOvKpRYsW0YFNT1y6dGnWrFns2Rpubm5JSUn37993d3cvKSmZNm0ae4mnqwzl5eXl7++vu8ocPHjwwIEDwunu3bs/efJEem5mZmbHjh1DQ0OVSqV0XaDj6+KvSKsM7TH9+vWj7YeUVZk9e/bMmTNHvBYtUvb29nfu3KGXoZ+WFh1hXeg6OijYBYAy35E1Sm7QIsYO32MU1dtC8tHrbfJyG/PzGxETGjpMqDJHjhxh7wYAZfLy8lZsPNZqbrZwr6Qn6IfCIwe6zZ49+/Tp00OHDuVHPhUfHy88LkI0j7XY2dk5OzuLvx4SXblyZbzG1atXAwICtL4TElNl6GebN28erTINGzZ8ucz06dMl1/gfeuFhw4Yxi7t27aLVqri4uEWLFmlpacy5Or4u/oq0ysycOfPs2bOOjo60sghVZunSpd988430ivQGh4SE0I44adIkWoYWLlzIfB+0UrALAGU8yXglN2gRY4fvMYpqbCGZNLtjUVF9fngj0ly/bidUma1bt7J3A4Aya3eG1p9VLL1j0g/pInu5px08ePCDDz6gJ7SOfKJ5Uc+pU6eE05GRkUKfvnnzZps2bbQ+6pObm0s7BLuqwVSZ4OBgocroeFSGaJ6Ku2zZsv79+/O/YB01apTwBBpXV9cdO3ZIz9L9dfFXFKoMPTF16lRaX4Qqs2TJkr1790qvOH/+fPqZhdP37t0LDAykX9G4ceOkl+Ep2AWAMpNJVyU3aBFjh+8xXafEqmrX5mtKhYlfZaNS1eYnN8IkPb2VUGW8vLzo/yPZewIAIYWFhRM8z/F3T7qo+x2J6KTv06ePo6Njs2bN6FS+ffs2c4EePXqIv0mR6tat26NHj9hV+p9MT89r166FhoY6OTlNmDAhISFBPIupMqtWrfLz89NdZWiPobeQVhn+yM/JyWnatKmjRq9evUaOHCk9V8fXpfWKYpWht4d+yd7e3rTK7N69283NTbyiWq12cHCgxSgkJOTYsWPiIv1W6H7mr4JdANAoIHl4zm+NhP+3sipbSNaqFbvPlp/ZiNbQwuftvVJoM3QYsHcGAM0LbRzcb/F3T7pIz2IvrY346AWdzWL7iYqKGjFihHgZX19fDw8PonlAomvXruK6iP5dixYtoifGjRtHC9CZM2f8/f3Fc6VVhp6mDSApKUl3ldm5c6e0TEjt27dPfDiEthNaWeifT1/kL/yjMlqvKFYZoulY7dq1o1WGfh9efPFF4X0Q6LeFfu1Tpkyhp48ePUprkPDLO1pibGxs8vPz//7s2ijYBQCN2yRSyU1ZxATh/62s7BaSpQ3rxId34Qc2oiObNy8QqszZs2fZOwNANR6VEYkjn/7Zvn17YdHHx2fdunXiZbKyssaOHdu3b9+BAweeO3dOXBe5u7vTakJPnDhxgl5y4sSJ0ocraH1p1KgRbTO0u9A/6WWI5lEQ6XNlKGn3mj17Nm0Vz5eRNgYXFxfxdz3UmDFjvv32W/FDEV9ltF5RWmUKCgpoURNejE1vnqurq729fc+ePefOnZudnS1cZtOmTa+88oqdnR09q8InsSnYBQCNX8n3Sm7KIiYI8w9lZbeQLGzbMPm/HfhRjejO99//vUX2/v372TsDgEbVniujVWBgILsE1aBgFwA09pDPldyURUwQpsrMHxnI95Xy8rhnk/SkVvycRirMqVNDhCpD/y/I3hkANKr8CiZGbm5udHQ0uwrVoGAXADSwZUFNhaky+m8hme7U6nF2E35II/rkzz8dhCrj5eVVWlrK3h8ANKr2vjJgbAp2AUDDjfRVclMWMUGkPUb/LSSTp3coLGzAT2hEzyQkdBKqDKX1ZSMAYLYU7AKAxluktTBZERNHWmVcxwTzrYVP/KddVKV40XW1kp//jFhlbty4wd4fAMCMKdgFAEKKSSFeiV1TkVYZfbaQjP3alh/MSOVTS3w99m+//cbeJQDAjCnYBQBCUkisOFkRE0daZXRvIamqXzv+pA03kpEqZt26xUKVCQkJYe8SAGAICxYscHFxGTRoUEZGBnteNSjYBQBCrpGzzHxFTBaxx+jeQrKoVYOk6I78PEaqnG3b5ghVhnmDdgAwlJKSEnbJEBTsAgAh4eQAP2IR00SsMjq2kMzr0eTRg9b8MEaqk//8Z7JQZfz8/Ni7BEBVqVSqd999t2fPng4ODhcuXJCe5ePjY1umQYMG165d03Fh3q1bt5iVuLi4hg0b9u7dm36Gl8s2pExMTKSfvHeZAQMGMNcSBAcHZ2VlsauEBAUFKRQKrfsGNG/eXLjxkyZNYs/jrhgeHt6kSZOkpCThQ2EPJqJ5/+Lx48fb2dnR27Z48eKCggLhAgEBAS+88AL9Pjg7O2v926UU7AIAIQfJBn7EIqaJWGXK20IyY+CzOZnN+EmMVDNHjrwhVBkKr8cGQzl27Njw4cPVajWd5QMHDmTP1khNTR08eDDReeGoqKixGjExMUSzkfUPP/wgvQB5euOCu3fvdu3alRYF3RsXCM6fP1+3bl1+V0iKNglHR8eNGzcy62lpafQsZlGKuSL9ilq2bDljxgzhQ6HKFBUV0RJDWxRdoXe65cuXC63o5s2bNjY2wnv2hIWFDRo06O9PWg4FuwBAyNfkU37EIqaJ0GNsy9lCMmVi+4InDfkxjFQ/p087iVVG614zACqV6uLhw+FffklDT+jzvjInTpx488036YmLFy+WN5IXLVpEBzbReWE3N7ekpKT79++7u7uXlJRMmzZNeq6A2U7Sy8vL39+/wirz+PFjWqT69u3LV5nMzMyOHTuGhoYqlUrmrEuXLs2aNYtZFPFXpFWG9ph+/frR2kTKqsyePXvmzJkjXot2OHt7+zt37tDL0Nsj7rIpdB0dFOwCACEbySJ+xCKmiVBlPAd78D3mwUedS0vq8DMYMUguXeonVhnxYXAAUV5e3rEVK7JbtRLuj/QE/bDCd/ul43nkyJH/+Mc/GjduTMc/ezYh8fHxo0ePFk7ruPCVK1fGa1y9ejUgIODMmTPScwVMlTl06NC8efOYPZimT58uucZfZs+effr0aX4rJWrXrl20rxQXF7do0SItLU16Fv3kdnZ2zs7O4m+ypPgrCnswnT171tHRkX6ZQpVZunTpN998I70ivcEhISG0I06aNImWoYULF/KfnKdgFwAIWUNm8iMWMU2EKnO5R1+mx8QG2hI1O30RAyY6+iWxyty8eZO9V4DVC127trh+fem9kn5IF9nLPe3nn3+mLSE2NpbO7Ndee409W/OinlOnTgmnK7ww0ex7QMsHu6rBVJng4GChyuh4VObgwYMffPAB0bYrJDVq1KiffvqJnnB1dWWeDh8ZGSns8kjvLG3atGEeoOKvKG4nOXXqVPrVCVVmyZIle/fulV5x/vz54laU9+7dCwwMpF+RuM92eRTsAgAhK4krP2IR00TBbSGprlc7KbQHP3oRw+b6dTuxyly+fJm9V4B1KywsPDdBy/s80UXdO2PT2bxv3z7htK2tLf/U2h49eoi/SanwwhQ9Pq9duxYaGurk5DRhwoSEhATxLKbKrFq1ys/PT3eVoQ2mT58+jo6OzZo1o9e9ffu2eFZOTk7Tpk0dNXr16jVy5EjJ9Z7SrVs36Xtka72iWGXo7aFfsre3N60yu3fvdnNzE6+oVqsdHBxoowoJCTl27Ji4SD+/7mf+KtgFAEKWkqH8iEVME8XTW0gWt6ifHNmZn7uIwXP7dg+xytB/dtl7BVi35OTkWw4OfJWhi/Qs9tISa9eunT17Np3HtCW0b99erSG2n6ioqBEjRui4sHiWgP5dixYtoifGjRtHC9CZM2f8/f3Fc6VVhp6mDSApKUl3lRHxj8rQUiU+HELbCe060ueQ+fr6enh4EM1jJ127dhXXSTlXFKsM0XSsdu3a0SpDvw8vvvji4cOHiaay0E84ZcoUevro0aO0Bgm/vKMlxsbGJj8//+/Pro2CXQAgZB75Fz9iEdNEIdlCMt/2mbT7bfihixgjsbFdxSpD/yVl7xVg3ar8qExBQcHkyZPt7Ox69ep18uRJonltEa0pwrk+Pj7r1q3TcWGGu7s7rSZE8wThsWPHTpw4UfpwBa0vjRo1om2Gdhf6J70M0TwKIn2uDKW1e/FVxsXFRfxdDzVmzJhvv/1W/DArK4vegL59+w4cOPDcuXPiOinnitIqQ79M2n6EF2PTm+fq6mpvb9+zZ8+5c+dmZ2cLl9m0adMrr7xCvxX0LOE3WToo2AUAQt4hvfkRi5gm4haSWf9qkf2oOT9xESNFuqNkha+YACtUtefKaBUYGMguQTUo2AUAQt4mdvyIRUwTYQvJVJd2T/Ia8eMWMV4ePmwvVpn9+/ez9wqwelV7BRMvNzc3OjqaXYVqULALAITMID35EYuYJvv7Tkxw71RSXJeftYhRk5HRSqwy0gfSAURVeF8ZMAEFuwBAyHTyAj9iEdMkMqiPWl2LH7SIsZOV1UKsMrt372bvFQBgrhTsAgAh00gPfsQipsmInGZu8V02x9lEZjzLj1vEeElP/9+jMthREkBGFOwCACFTSHd+xCKmz+uFz7yT0OmrpB5/pLctVdfmpy9iwKSmthWrzJYtW9h7BQCYKwW7AEDIVPI8P1aRms3QovpTkzt6xdqeeNg+v6QeP4mRaiY5uYNYZfjN8wDAGBYsWODi4jJo0KCMjAz2PL0p2AUAQmaRl/hRiphPBpfWGf+w3fJY2+CkjpmFDfipjFQh0hdjb9iwgb1XAIARlJSUsEuVp2AXAGhNJgP48YmYZ5yIwiW99dI4m30JnRLzG/MTGtEzcXG2YpXZtGkTe68A0Ft+fr70beiaN29uqzFp0iTJpf56PZS7u3ufPn26d+8u7FgkYK5enlu3bjErcXFxDRs27N27d8+ePV8u2+UxMTGxQYMGvcsMGDCAuVZ5N08QFBSkUCjK2zeAuakeHh70733ttdfu3LkjudTfmE8VHh7epEkTcetWYVcmonlH4/Hjx9vZ2dFbu3jx4oKCAuECAQEBL7zwgoODg7OzM3N7FNIPAARLyBB+ZCKyyOisFv+Ot9kW3+VGdgt+WiM6cu9ed7HK4B3MoMrUavXKlSuFqUylpaXR0fv0Rf4WEREh7Il948aNtm3bCtsUMFcXRUVFjdWIiYkhmo2pf/jhB+Yy0o0L7t6927VrV1oLdG9coOPmCei5jo6OWn/lytzU//73v/3796f9LCQkRNh/gMF8KlplWrZsOWPGDOFDocoUFRXREiO8R2Vpaeny5cuFgnXz5k0bGxvhXXzCwsIGDRr09yfVUEg/ABAsJ2/yMxKRXYY/bjLnQeev4mwvprfiJzfC5Pbtf4hVhv73kb1XAAjvK3PxcHj4lzT0hNb3laFTtnXr1uKAv3Tp0qxZs56+yN8OHjx44MAB4XT37t2fPHlCuKuL3NzckpKS7t+/7+7uXlJSMm3aNOYChNtO0svLy9/fX3eV0XHzqMzMzI4dO4aGhiqVSvY87qauX79e2GQ7KyurVatWT11U26eiVYb2mH79+p0/f56UVZk9e/bMmTNHvBZtS/b29nfu3KGX6du3r7jvJvN+3ArpBwACbzKZn4uIrDOssOHbic+tibUNT21bpKrDD3Lk6tWXxCqDF2MD7693+z22Ijv77/8Y0BP0Q63v9rt582ZxwB86dMjOzs7Z2Vn8jQ+PXmbYsGHih9Kri65cuTJe4+rVqwEBAWfOnGEuQLgqQz/tvHnzmD2Ypk+fLrlGBTdv165dtOgUFxe3aNEiLS2NOZc8fVM//vhj8f8Abdu2ZZ4Ew38qYVems2fPOjo60soiVJmlS5d+88030ivSLyEkJIS2xkmTJtEytHDhQv52KpiPAagvyRx+FiIWkyHF9SYnd/CMtT2W0uFxcX1+qFtnzp1zFKsM/WeXvVeA1QsNXVv89P2FfkgX2cs9PeAjIyOF3RBv3rzZpk0b5oEcOu+XLVvWv3//9PR0cVFrlRHl5ubOnj2bXdVgqkxwcLBQZXQ8KqP75o0aNUp4Eo+rq6vWfi+9qR999NG2bduE0/RTiY+gCPhPJW4wOXXqVFpfhCqzZMmSvXv3Sq84f/58cXPKe/fuBQYG0q9R3HlboJB+ACDYQVbw8w+xyAxW1R6b2nZZnO0Pic+lW/eLoU6dGiJWGeb/hQB/7Yx9bgJ/2NBFfmfs8rpIt27dHj16JH5Ie8zQoUNplSkuLpZcqtyrC+jxee3atdDQUCcnpwkTJiQkJIhnMVVm1apVfn5+uquMFHPzcnJymjZt6qjRq1evkSNHSi77N+lNXbt2LW0zRHNF5hdMWj+VWGXoLezRo4e3tzf9VLt373ZzcxOvqFarHRwc7t69GxIScuzYMXGR3lTpM38V4ikA0SGykZ95iDXkrfRW78fZ7H7QOfZxU/5fbcvOTz+9KVYZ7MEEjOTk5Fu3HPjDhi7yrzaSDnhfX18PDw+ieUSha9euRDOJhfazc+dO6dgW6agy9O9atGgRPTFu3LiioqIzZ874+/uL50qrDD1N531SUpLuKsPfPNG+ffvEBz9oF2nWrBn9U3oB8vRNpQVLeDbu8ePHmaf9av1UYpUhmtbVrl07+qnod+bFF188fPgw0Xyj6G0TPtXRo0dpDRJ+nUdLjI2NTX5+/t+fXfOTAGCdJvv5IYdYW0ZmN38vvsuWeJuYLKt4MdR//jNZrDKHDh1i7xVg3ar8qExWVtbYsWP79u07cODAc+fOEc1ri9q3b09PzJ49m87v58uIs1lHlXF3d6fVhJ44ceIE/bQTJ06UPjhB60ujRo1om6Hdhf5JL0M0j3lInytDSbsXf/NELi4u4m92qDFjxvAVn7mp3t7eSqVy6NChzIultX4qaZUpKCigRUr4VPQGu7q62tvb9+zZc+7cudnZ2cJlNm3a9Morr9jZ2dGzhF+KiRTSDwAEUeQ0P9gQa87r+Y1nJ3RaF2d7Pr21mljmbpc7dswWqwz9byV7rwCrp/9zZSqEV/sbloJdAKDVnlznhxmCCBlS2GB6UkefWNtTD9sVlNblO4FM89VXi8Qq89tvv7H3CrB6+r+CSbfc3Nzo6Gh2FapBwS4AEPKYZPEDDEH4DCmpOzGl/cpY28PJHbOLZP2s4Vq+vsvFKhMZGcneKwD0e18ZMD0FuwCg8QZ5lp9bCKIjTuparo9afxhn+31ip4dPGnFdwazz+HFTscdQN2/eZO8SAGCuFOwCgMY80o+fVQiif97IeHZRvM3XDzrfyW3GVwdzS1ycjbTKSF/gCgBmTsEuAGh4kUn8cEKQqmVEblO3B503x9tEZjzL1whzSGRkH2mVyczMZO8SAGCuFOwCgAbeJQ8xUoY9afROYif/ONvf0tqUqmvzraJGcvLkUGmVYd6oFAAMZcGCBS4uLoMGDcrIyGDPqyoFuwCgcYzs5IcQghg2Q4rqT03u6BVrezylfV5JPb5hmCz7908Ue0x5b+kBANXH7M1kEAp2AUAjhvzODx4EMV4Gl9YZ/7Dd8ljb4KTnMgsb8m3DqAkMfE+sMtiACarMx8fHtkyDBg2uXbsmrOfn5/NvCqxSqdzd3fv06dO9e3dhfyJq7969/fv3f+GFF3799denL866desWs0L/OukW1vRg3rx5s3A6KChIoVBI37kuICCA/i0ODg7Ozs7C+sSJE3v37t2xY8fWrVvTEwMHDizvulJavzQBc8Xw8PAmTZokJSUJHwqbLhHNWxiPHz/ezs6O/qWLFy8uKCgQP4OeFOwCgEY+yXUitfl5gyAmiBOp5ZLeemmczb6Ezgl5jfnmYdio1bV8fFaIVUYcKgBVlpqaOnjwYOG0Wq1euXIl/2hfRETE6NGj6YkbN260bduWXiwxMfGll14qLCy8fv06LRnSC0dFRY3ViImJIZodrX/44QfpBYjOKkP7iqOj48aNG4UPb968aWNjI7wpTlhYmLDhgGDr1q3Lli0TPyTcdaXK+9IEzBVplWnZsuWMGTOED4UqU1RUREtMcHAwXSktLV2+fPmkSZPEz6AnBbsAUGYK6c7PGAQxfUZntfh3vM22+C7Xs42yhUJGRiuxx1C///47e2cA0FCpVMcvHg4K/5LmuM73lVm0aBGtCMJpWhRat27Nz/uDBw8eOHBAON29e/cnT54EBga6u7sLK3Su/++ihLi5uSUlJd2/f59eoKSkZNq0adJzBeVVmczMzI4dO4aGhornnj9/vm/fvuJzwoQmIWCqDH9dqfK+NKLtirTK0B7Tr18/+reTsiqzZ8+eOXPmiNei3cje3v7OnTviij4U7AJAmc/IWH6oIEjN5vXHTd590HlDnM3F9L/fdLX6uXrVXlpl6H+I2TsDgObdfv2OrRiZ3Uo4FOkJv3Le7Tc+Pl54uEWkY1slonmIZdiwYfTE8uXLhw8f/uqrr7700ktHjx6VXubKlSvjNa5evRoQEHDmzBnpuQJaZZo0aSLutdS+fXuhyuzatWvWrFnFxcUtWrRIS0sjmk42adIkWjUWLlxI24b0kzBVhr8uo7wvjb+isOnS2bNnHR0daWURqszSpUuZjejnzZsXEhIiXamQgl0AKPMN8eYHCYKYT4YVNnw78bk1cbanU9sWqerwHUXPHD8+XFplUlNT2TsDACFBoWuHFNeXHoH0wyBtezAtWLDg1KlT0pXy5n1JSQntDf37909PT6cfLlmyxNnZmY75Bw8etGnTRuujPrm5ubNnz2ZXNcp7VGbUqFHCr01dXV137NghXuDevXuBgYG09IjbVhOuypR3XVF5Xxp/RXH/yKlTp9L6IlQZ+iXv3btXesX58+dL957Uh4JdAChzlhzmhweCmGcGF9ebnNLBI9b255QOj5/e86/C7Nw5S+wxn3/+Of1/JHtnAKtXWFi45NwE/sBbom1n7B49ejCv59c672mPGTp0KO0N4iG3evVqf39/4XT37t0fPXr0v0uXoUcprSyhoaFOTk4TJkyQvp2j1iqTk5PTtGlTR41evXqNHDmSnhUSEnLs2DHhYrQ5devWTXxyrrTKaL0uQ+uXpvWKYpVJTEyk3yJvb296xd27d7u5uYlXpDfGwcHh7t274oo+FOwCQJl0ksTfbxHE/DNYVXtsatuPY21/SOyUXtGLoVSq2tLn/Gp9biNAcnLylFsO/MFGF5nX70RFRY0YMUK6Qp6e93RaC+1n586d0ilOXbhwYciQIfQCdJZ36dJFepaA/l2LFi2iJ8aNG0fb0pkzZ8TqQ8qpMvv27RMfdKENo1mzZvTPo0eP0pIh/HaMlhgbG5v8/HzhMtIqo/W6wocirVVG6xXFKkOtWrWqXbt29Ir0W/Hiiy8ePnyYaL4zHh4eU6ZMET+PnlBlQJfJpBt/10UQeeWt9Fbvx9nsftD5fm5Tvso8fNhO7DHUoUOH2LsBQGUelfHx8Vm3bp10hTw972lNad++PT0xe/ZsOs6fLyOUiRUrVvzrX/+iPSMiIkL6GQTu7u6JiYn0xIkTJ8aOHTtx4kTpa6S1VhkXFxfp72vGjBnz7bff0hObNm165ZVX7Ozs7O3tjxw5Il5AWmXKu66U1iqj9YrSKlNQUNC1a1fhivQrcnV1pTejZ8+ec+fOzc7OFq+oJ1QZ0MWXzODvuggi34zMbv5efJfAOJuYrJZClYmMfEVaZc6dO8feDQA09H+uTIUCAwPZJagGVBnQ5QjZxg8DBLGMvJ7feFZCp3XBrtIqEx8fz94NADT0fwWTbrm5udHR0ewqVAOqDOgSR67zAwBBLCkfb1wk9hgvLy885xd00P99ZcCUUGVAFzVRv0Va8//6I4hlZHhWC8kjMp5btmxh7wMAYPZQZaACnkTLM90QxDLy7q1Bu3bt2rBhg1BlsGUBgByhykAFfiG7+AGAIJaR+QfHCSXGz89vx44dV69eZe8AAGD2UGWgAhkkxYnU4mcAgsg99MBe4f/h/3695OmZkZHB3gEAwOyhykDF5pA+/BhAELnnjZQO0h6zYcMG9tAHADlAlYGKbSfL+TGAIHLPzNNKaZXBE2UAZApVBioWQ37nxwCCyD0fbnlPWmViYmLYQx8A5ABVBiqmJqqxpCM/CRBEvhme2VLaY6gqvNcZAJgDVBnQy0ayiB8GCCLfTP/jVWmP2bp1K3vQA4BMoMqAXvA7JsTCsvjrWdIqEx4ezh70ACATqDKgFzVRjyed+HmAIHLM67nNPD/3kFaZhw8fsgc9AMgEqgzoazN5nx8JCCLHTP/9NWmP+eqrr9jDHQDkA1UG9HWTXOJHAoLIMR8FLJBWmRMnTrCHOwDIB6oMVMJs4sBPBQSRV95I6ijtMdSDBw/YYx0A5ANVBirhENnIDwYEkVfmHBsp7TFr165Vq9XssQ4A8oEqA5WQSzKcSUN+NiCIXOJUWmeF30fSKnPy5En2QAcAWUGVgcrxJpP58YAgcsmEa72lPYZKS0tjj3IAkBVUGaicSBLGjwcEkUuYt5PZtm0be4gDgNygykClzSL2/IRAEPPP6OSntsKmLly4wB7fACA3qDJQacfI1/yQQBDzj9uPb0l7jLe3d35+Pnt8A4DcoMpApRWTQhfSjp8TCGLOGZb/zGerPpVWmQMHDrAHNwDIEKoMVMVu4smPCgQx58yIGCTtMZ54OxkAS4EqA1WRRVLxqmxERhlcXG+F/4fSHhMUFMQe1gAgT6gyUEUbyAJ+YCCIeWbaeUdpj6GioqLYYxoA5AlVBqoojSQMIw34mYEg5pbBpXU/WbdE2mP8/PxKSkrYYxoA5AlVBqoOD8wgssjky/+U9hgqLCyMPZoBQLZQZaDq8MAMYv5xUtVe9pW7tMf4+Pjk5eWxRzMAyBaqDFTLejKfHx4IYj7hH5L55Zdf2OMYAOQMVQaq5RFJfJ08w88PBDGHDCmuv3ztUmmP8fb2zsnJYY9jAJAzVBmorp1kJT9CEMQc8vaZ/yftMdSRI0fYIxgAZA5VBqrrCXk8lnTgpwiC1Gyc8xuvXP2JtMd4eXllZmayRzAAyByqDBjAUbKdHyQIUrOZ88sIaY/xxEMyABYKVQYMQEVKsV02YlYZ+ai1h/dKaY/x8fHJzc1lj10AkD9UGTCMK+QUP04QpKbivmeGtMdQv/76K3vUAoBFQJUBg1lFpvITBUFMnwkxvZke4+fnV1hYyB6yAGARUGXAYDLJwzdIS36uIIgpM7SoAfMCbOr8+fPs8QoAlgJVBgzpMNnKjxYEMWXePfE602M2b95cWlrKHqwAYClQZcCQ1EQ1nzjy0wVBTJPRyR08vD5jqsz9+/fZIxUALAiqDBjYfRKDjZmQGolTaZ0PAt9jeszBgwfZYxQALAuqDBjef8gX/JhBEGPnnbDBTI/x9fXFC7ABLB6qDBiemqj+TV7jJw2CGC9vJj3H/2rpjz/+YI9OALA4qDJgFEnk7nDSmJ83CGKMDC6t+1HAAqbHBAUFqVQq9tAEAIuDKgPG8iMJ5EcOghgj7x4fzvQYb2/v1NRU9qAEAEuEKgNG9CkZw08dBDFsxt16wcPTg6kyERER7OEIABYKVQaM6DHJmky68rMHQQyV4TnNP/3iY6bHbNu2Db9aArAeqDJgXDfIxaGkPj+BEKT6cVLVXrxzFtNjvL2909LS2AMRACwXqgwY3SHyFT+EEKT6mRU2hOkx1Llz59hDEAAsGqoMmIIHGcfPIQSpTsbfeJF/isx3333HHnwAYOlQZcAUCkjeLPVL/DRCkKpldGq7lb7LmR6zbt26J0+esAcfAFg6VBkwkVQS/6aqNT+TEKSyGfbkmY83uDM9xsvLKz4+nj3sAMAKoMqA6cSQ34eo6vGTCUH0j5Oqtvvut5ke44lXXwNYMVQZMKljZCc/nBBE/8w5OoptMZ6e33//PXuoAYDVQJUBU9um+oSfTwiiT2ZEDGJbjKdnYGBgUVERe5wBgNVAlYEa4FM0g59SCKI7k6JeZluMp+cXX3yRlZXFHmEAYE1QZaAGqEjp4ifD+FmFIOVl7J0e/MbXXl5esbGx7OEFAFYGVQZqRiF5MiuvDz+xEITPG4nPrfRhX3pNXbp0iT2wAMD6oMpAjcklmZNyn+fnFoJIMzq5w4o17C5LVFhYGHtIAYBVQpWBmpRD0sfnYL9JpNyMfth+xRcfsS3G0/PHH39kDyYAsFaoMlDDstRprlld+BmGIKNS2y73+5BtMZ6e+/btw8bXACBClYGal16S4pLZiZ9kiDVn1KM2K/y19Jjt27cXFxezxxAAWDFUGTALDwsTxqSjzSB/Z3RyB62PxwQFBRUUFLBHDwBYN1QZMBfpBQ/HJ+NZwIjirTiblas/YVuMp+eWLVuwWyQA8FBlwIxk5qdPjcMG2ladsbf+sXLVCrbFaN7SNz8/nz1iAABQZcDc5ObnvH2zPz/hEGvIxKsv8e+DR23evDkvL489VgAANFBlwOzk5efNi3Tm5xxi2Xn7zP/z8PRgW4zm+TF4PAYAdECVAXNUWFi44rfZTqV1+IGHWF4Gl9adF+zCVhiNXbt20YOBPT4AACRQZcBMlZSUrD352bD8Z/jJh1hS6I948c5ZbIXR+O677+hhwB4ZAABPQ5UB86VSqfaEbh2Z1oaff4hlZFRa24+/WsRWGI1Dhw7hffAAQB+oMmDufj7907jrL/JTEJF7Jly117pJJPXrr7+yxwEAQDlQZUAGoqKi5oSOGKzCU2csJE6ldeb8PJLtLxre3t7R0dHsEQAAUD5UGZCH+Pj4T/YtGJ7TnJ+LiLxCf4hLtr/LVhgNPz8/+oNmf/YAADqhyoBsZGZmrvv6C9c7eEdgGWfcjZ5ad7qmAgIC6I+Y/akDAFQEVQbkpLCwcP/+/XN+Hjm4uB4/JhFzztCiBm4/vcn2lzKHDh3CJpEAUDWoMiA/586d+yTA/Y3E5/h5iZhn3kzotOwrd7a/aHh7e1+8eJH9GQMA6A1VBmQpISFh7YYv3znthOcCm3kGl9Z9J2ywx+datiOg1q1bl5iYyP50AQAqA1UG5Co/P3/fvn0fbJ2Hh2fMNmPibT7a9G+2v5T5/vvvsdM1AFQfqgzI28WLF318V805NnJIYQN+lCI1laEFDd2OvKF1TyXK19c3MjKS/VkCAFQJqgzIXnp6+vbt2z9Zu2T8dTt+piKmz4RrvT/5cinbX8rs2LEDr1QCAANClQFLoFKpwsPDvby8Fu2dho0OajCjkzu8v/MdtryU8fb2joiIUKvV7M8PAKAaUGXAcqSkpGzfvt3j88/mHh3tnN+YH7SI8eKc12TeT295fq79N0rUzp0709PT2Z8ZAEC1ocqARaH/479w4cLq1as/Xb1sxu8DB5fW5YcuYtgMKa4/I2LQp76fsOWlzJo1ay5fvsz+qAAADARVBixQbm7u/v376RBdtm7xlEt9nUrxgm2jZHBJ3ennBqzw/5AtLxIHDhx4/Pgx+xMCADAcVBmwWHfv3g0ICKDT9JP1iydf/icKjQFDv5m0I36ydgnbXCSCgoKwoRIAmACqDFgytVp96dIlPz8/OlmXrX+fFprBJfiVU7UypLj+tPOOtB2yzUXC398/MjIST+8FANNAlQHLV1hYePLkSW9vbzplV/h/ODNcOSwPTwqudJzzmrwTNvjTLz5mm4uEj49PWFhYUVER+zMAADAaVBmwFjk5OUePHhUKzWfen849/AZetq1nRj1sN/fIaPpNY5uLxKpVq44fP56Xl8d+3wEAjAxVBqxLdnb2kSNHhEJDvb/n7Ykx9vitk9bQb8vEPx0W75j9dGlh0W8m7Yi5ubns9xoAwCRQZcAaCYVm1apVwjD+9IuP3z02YvTD9vw4t86MSm377vHhun+X5Kn5ddIvv/xCv5ns9xcAwIRQZcB65eXlnT592t/fX5zNS7fNnf7Hq69nN+enuzWEfuEzfhv44Zb3JHVFO/pNi4iIwGaQAGAOUGXA2pWWll65ckV42bZoydezp58b8HpOM37eW16cc5tOvdRPx4YDUlu2bLl8+TL9prHfRwCAGoIqA/C3+/fvHzx4UPytk2Dxjtlvh//fm4mdnEgtvgTIOqOTO8wMVy7dNlf69ZaHfltCQkISEhLY7xoAQE1DlQF4ypMnTy5cuLBlyxZmlq/w++i9YNeJ0S855zXha4Fc4pzbdMJVe7fDb36yTte720kFBgaeO3cOv0sCALOFKgOgXVJS0okTJ9avX8/Odk/PjzcumhcyZsqVf8ri5dzDs1tMjLF3O/LGx5sWsl9J+egXfurUqYcPH7LfFwAAM4MqA1CBBw8eHD9+fN26dey011ix5uOF306ZFTpswrXeo1LbKtU1/3uo13ObjbvR852wwYu+nbrii4/YW6zT2rVrjx49ig0HAEBGUGUA9JWQkHD69Ont27ez81/is1WffhDk9l6w68xw5aRoh7cedHn9cVO+bRgqQwsajk5tN/663du/DXrvkOuSbXM+Xb2MvU16CAoKol9aUlIS+zUDAJg9VBmASsvPz4+Ojg4ODpa+kFuHlatWfLRx4fu7Zy44MH7ukdEzTyunXOo7Kepll/vdxsTa0oxOaT88qwWfUalt6bmud5+nF54U2Yde8Z1TQ+aFjKGf6uONiz7zWcH+TZWxdu3aQ4cOXblyJScnh/0KAQDkA1UGoFoyMjL+/PPPw4cPMy/nNk/r168/ePDg5cuX09PT2a8EAECeUGUADKagoOD27dtnz549cOBAYGDg559/zlYJk1u7du33338fERFBbxhehQQAFglVBsBYSkpKkpOTo6OjT58+HRwc/PXXX3/55Zds1zCcNWvW0P60f//+U6dOXb16NSkpqbCwkL1NAAAWB1UGwKRov8nIyIiNjb127drly5fDw8OPHj36448/7tmzZ7fG1q1bN2hDawo9d+/evfTCP/30E73ib7/99ueff9JPRT9hcXEx+zcBAFgHVBkAAACQMVQZAAAAkDFUGQAAAJAxVBkAAACQMVQZAAAAkDFUGQAAAJAxVBkAAACQMVQZAAAAkDFUGQAAAJAxVBkAAACQMVQZAAAAkDFUGQAAAJAxVBkAAACQMVQZAAAAkDFUGQAAAJAxVBkAAACQMVQZAAAAkDFUGQAAAJAxVBkAAACQMVQZAAAAkDFUGQAAAJAxVBkAAACQMVQZAAAAkDFUGQAAAJAxVBkAAACQMVQZAAAAkDFUGQAAAJAxVBkAAACQMVQZAAAAkDFUGQAAAJAxVBkAAACQMVQZAAAAkDFUGQAAAJCx/w/Z4wpaIbDEEAAAAABJRU5ErkJggg== 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 DJ EURO STOXX Compra Opcion|DJ EURO STOXX|10| 81125000 01 81125000 81125000 EUR/CHF SPOT (SUBYACENTE) Compra Futuro|EUR/CHF SPOT (SUBYACENTE)|125000| 1862362 01 EUR/GBP (SUBYACENTE) Compra Futuro|EUR/GBP (SUBYACENTE)|125000| 1883339 01 EUR/USD SPOT (SUBYACENTE) Compra Futuro|EUR/USD SPOT (SUBYACENTE)|125000| 6274109 01 10019810 10019810 false false false false false false false false false false No aplicable false false false false false true false true h) Existen Operaciones vinculadas repetitivas y sometidas a un procedimiento de autorización simplificado, relativas a compraventa de Divisas. En el periodo de referencia se han producido compraventa de divisas por importe total de 9.371.881,98 euros. f) Asi mismo se han realizado operaciones de compraventa de títulos de renta fija en las que la contrapartida ha sido una entidad del grupo del depositario (BNP Paribas Broker) por importe nominal de 25.300.000 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. La renta variable en general prosigue su senda alcista, desafiando una vez más eventos poco halagüeños. Este año ha sido la guerra en Irán, el año pasado fueron los aranceles de Trump. La verdad es que la economía global ha podido evitar los escenarios más catastrofistas que muchos han vaticinado en los dos últimos años, que en general han supuesto combinaciones más o menos negativas de recesión/inflación. Creemos que la economía global ha demostrado gran flexibilidad y capacidad de adaptación a eventos negativos. También creemos que el desarrollo de la IA y la nueva situación geopolítica global están suponiendo un despliegue de inversión sin precedentes. No debemos olvidar sin embargo que la senda fiscal en los países desarrollados sigue siendo negativa: deuda pública creciente en porcentaje del PIB y pocas señales de consolidación fiscal a medio plazo. Los tipos de interés han subido en el primer semestre debido a mayores expectativas de inflación provocadas por la subida de la energía. El BCE ha modificado al alza su política monetaria pero todavía no está clara la posición de la FED. En cualquier caso, el escenario descrito ha supuesto una evolución mucho más positiva de la renta variable europea (sube 10,7% en el semestre) que los tipos a largo (el índice de deuda pública a largo plazo sube 1,5% en el semestre). Está por ver cuál va a ser el impacto de la IA en la inflación a largo plazo. A corto plazo, el impacto es claramente inflacionista por el boom inversor y sus consecuencias sobre el precio de los chips, electricidad y el mundo físico en general, aparte del impacto positivo del efecto riqueza que se está produciendo en los mercados. A largo plazo, deberíamos ver tendencias positivas en productividad que contrarresten estas presiones inflacionistas, pero es demasiado pronto para extraer conclusiones claras. Creemos que no es una exageración calificar la situación actual de la renta variable como eufórica. No solo por el hecho de que la renta variable (europea y global) se encuentre en máximos históricos, sino porque desde finales de 2022 las rentabilidades ofrecidas por la renta variable van del 15,6% anual para la renta variable europea y casi del 23% anual para la renta variable americana. Incluso si tenemos en cuenta el mal año de 2022 (subida de tipos intensa y caída de la renta variable), las rentabilidades anualizadas son del 10%. Seguimos pensando que la valoración de la renta variable europea a nivel agregado no presenta el mismo nivel de sobrevaloración (usando métricas tradicionales como PER, PER a largo plazo o Shiller P/E) que la renta variable americana. Seguimos pensando que la deuda pública a largo plazo no compensa los riesgos asociados a la situación fiscal de los gobiernos o la situación inflacionista que estamos viviendo. b) Decisiones generales de inversión adoptadas. Continuamos por la misma senda que llevamos trazando desde hace más de 22 años y que nos ha permitido obtener una buena rentabilidad ajustada por riesgo, superando la del índice de referencia, y cumplir así con el objetivo de inversión del fondo. Un proceso de inversión donde el precio que pagas es tan importante o más que la narrativa, aprovechando los períodos de bonanza como los actuales para comprar algo de protección (un seguro con franquicia) y poder ir a contracorriente del mercado cuando éste corrige con fuerza. En lo que va de año el nivel de inversión medio en crédito ha sido del 79% y del 13,3% en renta variable. Durante el semestre se ha reducido el peso tanto en crédito como en renta variable y se ha incrementado la posición en liquidez (13% del fondo al final del semestre vs. 5,3% a finales de 2025). La cartera de renta fija tiene una rentabilidad a vencimiento del 5% con una duración de 4,6 años, ambos parámetros algo por encima de los niveles a finales de 2025. El 43% de la rentabilidad bruta del fondo proviene de la cartera de renta variable y el resto de la cartera de renta fija. Durante el semestre han salido de la cartera de renta variable Acerinox, Roche, Rio Tinto y Enel. Se han incorporado a la cartera Vidrala, Ryanair, Wolters Kluwer, Stroer, Vicat y Piraeus Bank. En renta fija se mantiene estable el número de emisiones en cartera que supera las setenta referencias logrando así una mayor diversificación. Hemos aumentado la rentabilidad esperada a vencimiento (del 4,4% al 5%) y la duración (de 4,4 años a 4,6). c) Índice de referencia. El fondo utiliza el Bloomberg Series E Euro Govt 7-10yr Bond Index (Deuda Pública a largo plazo de la zona Euro) como índice de referencia a la hora de contextualizar su comportamiento. Además, el fondo no pretende batir la rentabilidad del índice en términos absolutos sino en términos de rentabilidad ajustada por riesgo, siendo su objetivo obtener una rentabilidad-riesgo (medido por el ratio de Sharpe) a largo plazo superior a su índice de referencia. No obstante, la composición de la cartera del fondo no está en absoluto indiciada al mismo. Por tanto, es muy probable que el fondo tenga un comportamiento distinto al del índice de referencia, especialmente en los períodos en que haya movimientos, al alza o a la baja, en la deuda pública a largo plazo de la zona Euro que no incidan de la misma manera en el comportamiento de la bolsa o la deuda corporativa, que son los activos principales, además de la liquidez, en los que invierte el fondo. El fondo, desde inicio, ha obtenido una rentabilidad-riesgo superior que su índice de referencia. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio del fondo sube un 14% en el primer semestre y el número de partícipes sube en un 19%. La rentabilidad del fondo ha sido del 2,7% en el primer semestre. El ratio de gastos (ver anexo 2.2) es de 0,36% estando dichos gastos reflejados en el valor liquidativo. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La sociedad gestora (Cartesio Inversiones, SGIIC, S.A.) sólo gestiona dos estrategias (Cartesio X y Cartesio Y, con sus respectivos fondos réplica en Luxemburgo). Cartesio Y invierte sólo en renta variable y liquidez, mientras que Cartesio X invierte en renta variable, deuda pública, deuda corporativa y liquidez. Cartesio X tiene una volatilidad histórica del 3,9% frente un 10,7% en el caso de Cartesio Y. La rentabilidad de Cartesio Y en el primer semestre de 2026 ha sido del 7,1% con una volatilidad del 9,2%, que se compara con una rentabilidad del 2,7% en Cartesio X con una volatilidad del 4,4%. La menor rentabilidad de Cartesio X se explica por un menor peso medio en renta variable. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En crédito han salido 32 emisiones de la cartera y han entrado 25, manteniendo una cartera de alrededor de 70 emisores. Durante el semestre han salido de la cartera de renta variable Acerinox, Roche, Rio Tinto y Enel y se han incorporado a la cartera Vidrala, Ryanair, Wolters Kluwer, Stroer, Vicat y Piraeus Bank. b) Operativa de préstamo de valores. No aplicable. El fondo no lleva a cabo operativa de préstamo de valores. c) Operativa en derivados y adquisición temporal de activos. La operativa de derivados del fondo (Anexo 3.3) refleja la cobertura, que puede ser parcial o total, de las inversiones denominadas en divisa y de la inversión en renta variable a través de opciones y futuros del Eurostoxx 50. A cierre del semestre, el fondo mantenía coberturas parciales del riesgo de divisa, así como opciones de venta (PUTS) del Eurostoxx 50 como instrumento de cobertura parcial para proteger al fondo del riesgo de mercado. d) Otra información sobre inversiones. No aplicable 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A. El fondo no tiene un objetivo concreto de rentabilidad. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del fondo en el primer semestre (4,4%) se ha mantenido ligeramente por encima de su media histórica (4%). La volatilidad del índice de referencia (Bloomberg Series E Euro Govt 7-10yr Bond Index- Deuda Pública a largo plazo de la zona Euro) ha sido del 5,8%. La volatilidad relativa del fondo respecto a su índice de referencia ha sido del 76%, en línea con su media histórica desde el inicio del fondo. 5. EJERCICIO DERECHOS POLITICOS. De conformidad con la política de ejercicio de derechos políticos adoptada por la Gestora, ésta tendrá la obligación de ejercer los derechos políticos inherentes de los valores que integran la cartera de los fondos que gestiona la Gestora, únicamente cuando el emisor de los mismos sea una sociedad española y la participación de los fondos (i) tenga vocación de estabilidad, entendiéndose que en todo caso concurre cuando la participación se hubiera mantenido durante un período mínimo superior a un año, y (ii) tratándose de sociedades cotizadas, que la participación fuere superior al 1%. No ha ocurrido esta circunstancia en los fondos gestionados por la Gestora durante el periodo de referencia de este informe. 6. INFORMACION Y ADVERTENCIAS CNMV. No aplicable 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplicable 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. De conformidad con lo previsto en el artículo 5.13 del Reglamento de IIC y en el folleto del fondo se repercuten al fondo los gastos derivados del servicio de análisis prestados por terceras entidades. El importe concreto expresado en euros de gastos del servicio de análisis cargado al fondo en cada ejercicio, el importe presupuestado para el siguiente ejercicio y los proveedores más relevantes del servicio de análisis se indican en el informe anual. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A. No se han constituido compartimentos de propósito especial. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Prevemos continuar por la misma senda que llevamos trazando desde hace más de 22 años aplicando nuestro proceso de inversión centrado en el análisis fundamental de compañías y contraponiendo el precio que pagamos frente a la narrativa preponderante en el mercado, tratando así de evitar las burbujas que siempre destruyen valor a largo plazo. Seguiremos aprovechando los periodos de bonanza como los actuales para comprar algo de protección (un seguro con franquicia) y poder ir a contracorriente del mercado cuando éste corrige con fuerza. En términos concretos, el tener algo de protección comprada en renta variable nos ha permitido reaccionar bien a la caída de los mercados tras el inicio de la guerra de Irán, vendiendo las coberturas para luego, tras recuperar el mercado y al tener un buen comportamiento relativo la cartera, volver a comprar más protección que antes. Creemos que esto, junto con la confianza en una cartera que consideramos barata y bastante anti consenso con un peso relevante (alrededor del 15%) en compañías que el mercado piensa están afectadas de forma negativa por la IA pero que creemos está más que descontado a los precios actuales, nos va a permitir gestionar cualquier corrección del mercado con razonable tranquilidad. Aparte de eso el nivel de inversión en renta variable (11%) lo consideramos bajo en términos absolutos y en relación a la media histórica desde el inicio del fondo (19%). La cartera de crédito con una rentabilidad a vencimiento del 5% y con una duración moderada de 4,5 años, creemos que es una buena defensa ante una posible evolución negativa en los tipos de interés por efecto de la persistente inflación pero, al mismo tiempo, nos permite participar en un escenario de tipos a la baja. No aplicable No aplicable 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 503706928 5220 2.74 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 314129036 2231 7.08 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 817835964 7451 4.41