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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-62074695_dpy2" unitRef="pure">1.31</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-62074695_dpy" unitRef="pure">2.77</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-62074695_da">2025-07-15</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-62074695_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074695_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074695_dpy2" unitRef="pure">13.11</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074695_dpy" unitRef="pure">6.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074695_dpy2" unitRef="pure">8.07</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074695_dpy3" unitRef="pure">2.24</iic-com:RatioTotalGastos>
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pSklKuBgYL48k/kgy5P74Qjlw9CJeegrgDAPC5qKZGEEsurqnl+G5VfX1mOcNFJKui8m5ouElKOjKBS2pr6cmpw/UpW+ycxKkm/ZikAlXgjG8A2rDLyBTEkpSYOUbM0zKG48io7UksYcQMV3fxZOdIQs0S0mv0zM3BkawLMWO1g7iDuAPA4CO6qHgsgcb9/nONLT8UFKo4e0ynmdKSU3c6uJqlpvdLzVda2A3TJ/vnM8bZwwoKeTBEabrZZ6bb/gEPnznGlhGFRejlWit79+xc9qfGEw3lbJzL6+o6PX5uZdUEouEQ/upB3AFgKIMUEOk19/svMrP+OyJa2dn9rw+R6CXa6K+c2j+SDFdb2lUyZRoZ6Tx6BDGqCdp+9CHykn+wrLWDa1bOpYDg0QbU6GYrSxebWfNjiUntJAJqTkJJ6QxmawHiDuIOAIMPr5w8JJHc76/o5Kbm4jnH2MIrh2EOH/bwVe+nzB4i+pTS2qbRpJr6hmeRMSwtRsqO9B21OvTk1DEE2hgDWn51dfMPyhiaxxZ37ta5zNx2MtkIxB3EHQD6hIr6evec3L47fquoYZ2Ci0/kxRDRg7Uo/3V03Elv/29/W9gx6NlkV1ZOIjG0eIWF7dXAkBPe/q+iYpF1n9PG3WW5ue3NoLBOA8VI081WWtgN4Z8WiDsA9Ce4uEQePaIQjpxT2Sdr37uaVM80NX1qsxU9hIRkLTevb39b/PM+TWrp94KseFGmY4+stcN/MfGbbZ2kDE35saS2y0pXWdjxYAjXAkM6OD76jKg+pb15ZhB3EHcA6Cn05NTFZtZSdLMD7j59cXzdmLjjXt03vbnJyfc4PPKCf9BvPgG9WO3VlnatpgoaGhtRfwKJ8iYbR8fMLIfMbMb6Jn0O7i5ohzEE2pWAjsTdMztXEEca2j8tEHcA6E/+jYo95RPwJjoemaV9sWLoelDoWd/uz4i6ZuUgS7njfbbZOfNhSMN6ya1Qmm6G+jGjCVTztNZeOsL6lIq6uqXmNsiur6ivRw1Aq6EbFhttHCWoJms7XK26zsp+01DPNQjiDgD9yY2gsDsh4Y2MHNaUvKreXy25ztKe5R7ePYI/FSwyte54n612zqL6FAEsSdbGoefp6FAjhw6IjHT2bCqbH0mMBaUyhuYxRYz50sSS0j9DwtseAcn6HCOLDiZLC6ur11rZm6SkD+2fVu+Iu+wXmhd6e3sfOXJEXl7+zJkzycnJrMLS0tILFy5s3rxZR0entB13JRB34DuhrK5uAtHwTkgEy2K9HxbZu8efQTflxxKDe7AKqVN/wf3u3iPx1FtBYXOMLYfjyJZpGT2psG9u/mgDWkF19UoLu7b9GEmaaVJp2RSyUWaHsXkt0zPwCYniTL/Jtmi4evJjiD/oET4OrejtfWu5txL333//PS4urqqqikqlHjhwgFX49u3bx48fI1lHz2gbxB34njFJzRhHoNGSUtH2Se+A09wNWzc0NpozNdQ2PdPxY7tpP5E4CuNJBz18uFyxyZGkktIOxltSSssEMKRpFONCpjPiJhvHzbZOPbkh72ITFpm121GQoJrucnAdpk8uq+1kjVJ5XZ2wPqWdBs9cEEseYtF9v7W4s0FSvmPHDta2lpZWWhojdGdqairaBnEHvlsamdOGcjZNaqgbHT+GQOfmg/KMUQuCZcbH+SaWay3bHRB3y84dy90BO6CmvkEAS2ovAIuMofk8k6/TngYJSXtcu+NaU1JbS0hkdO4Pefpc9A9ubzcpupkglsijR+BGmFE3ooLTOtWlZrbqLh7fww/sW4g7Ho9HdnrT71JevprZyKNntA3iDnyfuGXlCDB0ihj8JcBhREGRNHcLJjVcvEbhGYHI0WMYY+6RhrQ+nemW3hxiYvJ8U6ueVxXVirUmqKGltYvOyI8lNj+vR3budJqpW3ZOV09xPyyCD0NcZmYz1oD+JDyqgz2DPxWii+XmmFMpxlbpHxvalP9sat2P0XKGlLhbWVkdO3asoqKirbhv3bq11c6hoaFI2alUKog7MMQHZFLSfjI2t8/MYutlflX1OO4MbVlrB+uMTJbajjOg82NJc40t2i41wsQl7u8N98olZjZ6cYlJpaUCGKJhSlptQwNrnCeqqFiS3iK+bnRxCQ+G8HtgGPcHfxUVf8k/WIxqMpVqLIAjCeE6CTKMTm3MXawbETzlBz1CdpvReWT+syKOgbj3SNyNjIz2799fXPx1qRgMywAAAttGeZFSI0O4obOx4APuviP0qezl9a+j45GJeiv4w69t8uTtdfNulV2ve8haO170D6Inp44jGl4LDN1o47jBmuFEaP8xq9UIe3V9/Vor+zucPFjaYwSeysdcEFtUXYNkd3pXorF3yhgCrbC6plXheCK9L7ySvi9xJxAI2traBQUtekC6urowoQoMGZAVaZneHf+Q+2ER19ooL7LcP7UMk9KWsQTaJJJRKzdB75z8iS3Xc/rm5vPoEf5qJ7tel3gSHnXBL2ijteNMuvlqC7spZGN0LpesnLex8Qc9WvcMWG77zCrldXotjUzX9UsBwRf9GOPsc42tZhtZ9OK3M4Fo2FbHBdufQgBx5yzrzeFYWMlcXV1SUnL+/Hk5OTn0DK6QwOClvrFxgbGVAJa0xa5z/5BnETGKjm7NS7TdvB+1GVxGqv2LrVNtQ0Nzc77VPpM5OQIW1dSgmjQvOejhO8aA/jQiuudXimz2aWTjCST6taBgHj3iMH0yOpcOknsbB5YJ3xzD5DQlJ3fUsUDG+DAcWdnZvbqhob0jy9k4jmqW2HqJmc1iM+te/I7Q/cxuGdQByboglvSd/ERhERMAdAdGPiAMaam5zRoru/yqTkzUGXTz5iqGmGVofr2N5b7A1FIIS0KSx9L0d7EJ44mtR+GFcGSOC4Wal98NDZ9GNfknMrpXrtQqPUNUnzqFbBRVWHyf2RVA5vkJb38VZw9yUkqrnYkJyaj52eXoiu7MTENzVCvUq0DljplZEjTT5k6Zm2wc+bBESdrXOWTULejdSF7/oxi3SiPllJXFjyU1DH4/yNColMKSchB3AOh9TFLTdzm4RhQU8WGIRz39Ot55hYUdsnbZ0hb8qWCBqZVXTl7bPddY2KEDsmLYStJMW/kyVtTVDW/H63wq+auQieKpovqUgs5GRbqNfnzSaAJ9IskwML91xuroouIfSYb73L1ZTi8brR23M2NSbrR1RLZ882Zpr5v3fzHxzT+7zsp+rZV9L9ZTgmqaUlaGNj5VVSs7M9wf11jZy1o5DMbfW3BEoqG19+JtOmPn7RkxS2PiogMiM9VA3AGg99GNiTvm5ZdXVY1s8HFE+q3gDx1MJE6nmY7EU6Topn+EhE8kGyH5Hq5PTiota7snkiExivEFv6DPzIDjrSIjIvlGIs7xFPNNrMIKCj8zoyeK6FP61DhFbQ8yilFfJK9NlwWdF1nrG6wdHJirq8xS05Gmb7BxmEYxRh9hhQ1gW+4OLVdgyVo7rLfuTeVlO8YwEjnpERaZWY8xoPlwalMHPkJSKjxiCnziikjT/7f8kPBMVbHlRzJzCsztA0DcAaA3+SPkw61ghs9fenn5OAJdztZJgFP4WRbI3P7V0XWEAYUHQ+THktRc3Pn0iBXtpIJDyv5nSLh3Tp44xXRsy2GZPa5eU9sJmTLH2EIET0XV0I2OG8kpnNY3YyyBJqxPZuXAQzfkgIcPL5aAOhOo+XkbE8faR8cvCOlsJHMfNuZpGeY9i17QCnbWDvuPWXxY0gg8VYxqUsFFBr6BRlFxuegs9eS03GU7LtXW1m9QvSE6Sw3J/ardV+f/cq6xnV8diDsAdAc1F4/HX2ZEkVWOtJWPGZC2LdmVlfxYItowTcv4PTBMmm72obCQV4/QwaAHOvgKc1sBDGl4yzX04lSTee3kzJOgmowl0FED8y42Yaudcz/eme32LjPp5sVf/HmiiooPeTKcanY7uh328EUb5bV1w3CkcYTWGZR6nTnGlqz2A90TYX3K3v4ITN8rvMbbjpqt2boRnae1WuGqg0cYWO4A0JuIU00ffHE0FNFnrBdF9nJRTWuv6rqGRu/cPMmW7ts1DQ0GCcntHRkfn4QaA2T8omOiBoM9wFJYXY20u22sRBapZeXo7EvNbW6FhGm7eQ/AO6YXl8CK0ItPSB7TlZzd3Qb1FT4wh6rWWNkNw5FPeQcM0h/bozcmp2++5zBQM213RtYnEHcA6DVsP2bytZwe/MxwiTGLb7n0kbGqE0tCGt2lRHeIXY6uMobmqP1AashW8802TpKdrfFRcHTb7+59zjdwAN607IpK1hJcSlKKqvO3iO6yyNSaFRHziKevoqObR1+mM+xTxFYc0bmr36owNinTzS+ysf3JFRB3AOgycjZOv9i2HvpYYWHrk5vHstZ9cvLsPma/i02QopotMbPZ0t1xkslko6wvXu3yds4d2PssfnVwEaOa3A0NH5j3TRRPKamtfRwepeMf9A1Ot4yZ1uMzI+u3u3FK2qD4aW3RuqN07GHzkoaGxgkLtONTsrp6KBB3AOgyv9g6Wad/bC3u5rZvmb59/8UkMKN6EQ94+FzyD65p6H7IXWm6WRxzSnACkc6LIcaVlHS8P9JNtNvjDmNv9SMj8BQhHHm7vfMfwR++welWWtixmtu1Vvbu2QPXbM/KLfAOjHmJs1rx6+WlOy6tUbzW/N2QiGRBKeVuHBbEHQC62EemmvBhiDHFrXUWKcjN4LArgSG7Hd3VXTw32zoNx5HP+/XIRBXRp6Bz5VRUTaMYP/gQyY2DozjVpIOouf0L6sqMI9CRxOtGx32D06FvxIOp6bOMzKOLigfmPVE8+kh4pvr8Lef4xBUFJJWmLT/y48J9zXdw94tsJfcg7gDQy6SWla21dBhlQDvrG9g2A8a1wND7YRFIUCRpplcCQrxz85Eup5eX9+SMNumZ6HQ5lZVjCLSCNjGwONKT1BzfgJ+MLNpLo9HrbLB2cMnKmWtsyY8lDpC8S2Qzjw8xLQaIZGRPCUxX+kFM4ehVXREZNR6x3cNmqN580rRUTU7z9tSlBzV++xvEHQD6EFkrBwEMSRDHOTjJ88iYM76BayztxxjQbwSHldfV9crI8v8oxmnMyOkNQyJ50DJzmxncha3vOXI2To6ZWZNIhtvsXWrqGwbC5U9ZcvDMLb3mJePm783MKair+zo5f+0Rce/Z56xtYWk1ZNdv23cHxB0A+gpSUvIsQ4vDnr4j8JwNT2pSqqqzx0oLO2SZvoqK7a3zStHNXkfHtgpNM3hBPZuFvZFChBvk7ZxtMzK57/R8A0bM0th3/gX75fb993jFFVrtY2DkOnaeVk1t3Zlb78fM3ePs9cEvtDujWCDuAMAVIvoUASwpp7KqvaU3+PjkaRSTxWY2w3Bklnt1rzDbyGIi2ah/F532Zu/H2mGlhe23OdcOBxfz1IyB0+mJiEtDUj5qzh52yUa1m+8orSNr1tbVD5+pqnXmGf90pZ/lL3T7dCDuANAEITE5ouWCeDasyOPlHa5cDysonEgymmNsyYshFPaeqbjI1FqMYvLNxqm/gbivteQ2Olh9fcOMNccfvDLq3rl+dXTDxyeN4zqR7N6zz6XXnVi5+0p1TW1vXe+xq693HLhXyxx1oVt6r9p9dc6mM01W/GwNHrHdyekc3HimLTvML6G0fd/dnpwaxB0AmOZSQ8NwffL6dkIGJpeW/kg07ESJGhuRzS5GNeHhLsknl6y0sJtJNzdJSR8a99kgIQk9uNz5Q3SKgKTSasVr2ueeV1V3WXCVnNxfRsXONDTncv9ZG36b+PP+YTNUouJ7J8RNVHy6gISSkJTyOqXfxZYfWr7zsqzq9SlLDqK3nL0+CEurUcw9G/usVwHiDgAMvHPyRuKpHBX8VVSslqs3NwbgSANG0rh7vbqGCJm6UyjGCd9H2s9WuPtFzlx/ildcgX+6UkzCx65+XM3F44iHH/ehDsRWHEnJyN2i9ec/79pNCGXrGpKRlc+VuVBbt3XfncXbdB6+MZ614RSfuMIP03YHfUgaLq2K3sXSnFfuvtqndw/EHfiuKa2tPezhG1tc+teHCHlb51bJ6prk1cpBgmpyzMuv06PdDPqg4eJZ1atZ3LbYOaNW51Mfx9gaUNTV1bPGMTBUp03qt+f/cnaN4jUk9F09zh5XrysBweu5C+D+2833fBKK6NSqJx9v33eP4z6ZOZ9QM3PloQE3BwwMS+QRUzj/B8Y3OI5/uvLNp+SKSsaXKCipXFRSvmP/vfN/YkHcAaBnYtHYeDMkjLUqMji/QN31a2CTCEakb+IwHGmJmc0+N2+OYXvXWdvzY4iXAkL6pfK7HFz5sMQB7r3eu2xUu7lR7QbJzGOW7G+bNG6hEq2zz/QNO4/P02qIQ9vN+5xf4A4HrgL7aPz2t9SaYwz98Y2QXH20sooxa7J0+8WHb0zY+xhaeU9YsO/eS84DdC7e4VMWH5ReewKp+eFLr9HLpdt1CovK0jPzF8qfZ+828ef9dm4hPGK72zsOiDsAcEtcSQkPhiDCdDihJKUO+5LMKLKw6Gl4lBCOxI8l8WCIiSWlk0hfY7mwyK6s+snIYoO1vUNmdn+JO/93k/YTsWDLeUEpFVEZdZGZ6shMjkpgTDZsVL+5fNeVo1fedPzZWRtObdb8qhgHPXxY6QC5Oe+xq7q6BEaSv4/Zn4ZLqyode5SWmccnrohO3VQx+QvDZqjOlTvbXjXekR0mL94/4icNXjEFISnl+6/o2udetN1t3Py9U5ceHL9w3yu8DYg7APQI39z8iSQjVrxZw+RUPgyxpqGhpr5BCEdGoj/agHYvNJxl8gnrk3kxxMyKr6sZkVH/gx4hvazf1jfucnAT0ad+P1/WpMX7N6jdGDVbU1BSmR2V5wXGEhm8I9vENG/Ox5xPAtOVkHSyS456+R3w8OEyADLqHBCMm5SHZuElIqNmYOQ6Y83x0UzPRe/AGNTkyGvd+Y9gN3vjb6gkOT3nq17P2ysgqbRgy7lrD4mX7+OPX/tPWFqNZ5rCjgMchnd2HXwgMkv9F63bfX0nQdyBoQ8rxqwAloQ0/b+YeCEsSYpmyo8hjDSguWXnujULKeWWlStONWnuEDmFbPSxoj9Xru9ydJ1OM/l+vqyRP2kWl1aQzNxnbzr9dTzE2nvU3D3jF2h38MENqjdnrD0hIqPOLkFmu4arJzeTJQiFIw9NbH2/NurSqkid5bX+RBsjZmlcf0xkmfCe/tGomXHyDkdGfUoG45dTUloxTFpFfMVRXnGFi/dw7CMEfUj0b2fxEeoc5OQXgbiDuAM9wic3f7Wl3WYbRyTTG2wcZxqaS9PNRfGMFUkcU/P8Yutkm5HJ2lZz8UBmfv+Od2+3d5lrbPGdfFmVVTXDZqi0Lffwjxo+U1VURoPjp3bsv49Me/m9fxjb+oyZq/WpsMmz6LRPgKKTO5fR7Tdr3m6e1Qh1GqycAu3cQh6+MRkzZw+PuMLVvxjzqPX1DcOlVZfvuiwso3b5AR6VrNx9Zfz8vYHhCfqGLnkFJQPnZoK4DwW22rmgB9wHjojoU3gxRNuPWWMIdD4sQYxq8ndE9IuomBNe/imcUlRruXo/i4xhbUtQTYS+DND3F6ixWWZuM+S/pr/fmSOtjErIEFt+uO27cUmZPGIMh8h6TiFipi07wiO2G+0Qm/hRdJa6gKRyVi4jR8d5v6Dt9s7XAkO5qcCq3Ve9g2I4vrVsx6XZG0+zZ2sFJRkpkM7+qadzF4fqM2bunvY+OBTEXfYLnRaWlpZeuHBh8+bNOjo6aBvEvecsMLESxJJF8BS4FW1BRrewPqWC6Zt4Lyz8FzvnYTjyCR//Dj4ib+e8/UviJDGKkUh/Lw2VtXZYb20/8G91dU2PEk+LzFTnk1Bcr3wdaWXbd9My84fNUEVWeUFR6/a4orJaUFLZ1i3YJyQW6a+pnd/UJQfDY1LRWxf9g+VsHe+EcLXsYP4v5z5Ep7Sn+xtUb7JfZuYURsalvTGwFV95NDg8UXim2sD8RnrTcm+l4xwL3759+/jxYyTr6Bltg7j3nLEGtG12zgJYUuN3fytKa2spSV//nwc9fGSt7EYYfFXnpNJS5nxpZQcHQWb72S8d+akU4wPu/ZyP9H1sAi4uaYDf+a177yKTudsfT0jJFpFR/+e9xdh5e0/8/ra93SRXH0tKy2lVGBmbNmaOVqsBFs3Tz5DQ73f3EcKRHn3gykFeas3xxFTODlFB4YmhUa1zYGXnFqKeBOourFK4OjC/lG8t7lpaWmlpjHDGqampaBvEvedyJoqnIFlH4l7b0PCd3w1iQjKPHoFXjziBSG9obFxsajNcn7zLwZW9Q1F1rXxn41e4+EQkCqxtdG/bS0gNsLFxCeaXVBKUUp6y5EBhcVk3jqBLsJux9nhWbsHI2Zp0S6/2dhs1ew+y3zOyW6SE9vCPWt1SXuU0b/OKK9z6m3zI048HQ3wR2fmYSVR8+oQF2tl5XZvkDIlInLb8sPzeOwPze/nW4i4vL1/NXGuHntF2H4m7S1bOZLLRfg+firq6of2/wnzJKD+OQM+vGsSLGOsbGyOLiv1y83tyEGxc4jZ7l3kmlkjfxxPp6FkIRw7K/9Slg5ikpu+0d0U2fnld3RBzMDcwcgmNTO71w27R+hPJK7K4x7e/wKdjtu27e+rGf53uhqM5T191bPv+u80XK5HNPNRPPW2+2/4LL2euO6lLYMSeHImn3g+L6PiwOXlF/BJKPNMUcvK67MGyfNdl1FEAcW8t7lu3bm21c2hoKFJ2KpXaQ3G3Sf8ojKMiYzYg79PnoUtqWRmPHpHl8iFJM00qLRukF+KZk8uPJaJr4XKleHv85h1wKyjsWUTMj0RDQRzpcVgUMuS76uuCLIOZhmbIZg/+VDDGgDaUfjBj5u5p7quHNFH7/POI2HRkt/bksL8eemBsw3AiRPo+delBDLVFDNuGhsbyCs5mh5m9/479DE/wmetPEk3cuDnXg1dGm/fcHjdvL1vfkZQrHHnYarerfxmwYkkiI+9yZ0kHn+lZSK461r1rLywuLy2rBHH/dsMy72MTDnn4Kjm5P4+M2efhPZT+n7scXaXpZvYfGanQkZpPZabpQdsLTa1CPxUO0ouyzsj8ycj8n4iobfbd9/nJq6pCdvq1QEaQgOk0kwUm1g2Njc5ZOV09DtL0H8mGqD9knJLWfEhnUCOx4siwGaq84op3nn9trlb9evXHn/fxSyjyiO3mxnDmyNW/CBMWaAdHMGYFAsLi0SmuPmwRFFPf0EWkzZRjUnp2Snqe2MojfOKKIjKMqVQuo+wiO32N4jVeZhAu1vj7roMPbjxp7dH05K3pxXv6aONFVIxnbiepsderXD97W2/oGX/fWtx1dXW/wYTq5cCQP0I+yNs5jyPQ2kuKNkgZTaCNI9JlbRgWblB+wWIza1b5Oit7t+ycQXpRhITkPa5e4QWF44ndjLaxwMRqOI4sTjFmvXTNzk3sbhhF1GSibgQ/hrjV3hn9hL7B5Z+8rrt856XnGMs+On5ZedVwadXJiw9IrTkxYb422rBzC5FYdWzEbA2hGcqSq4//+YymdvJJN458+OJr/ulKo+Zo5n1i+HfnF5b+b9khlqqyoVl68Ukofcz+tOvAA3YhammQOvNLKN3+mzJ+vrb4iiNcntHRM0xm/alj13Tn/3IuJDLptYGNxMqj3oGtR9UxVKeDF//l5oA5eYXiK45aOgV+HnL0sitkc99HjoUlJSXnz5+Xk5NDz33kChlfUjqWQD/u7fcuNv5HkuFwffL1wNDKuvqB/2VMIBkiWcloP5NvZX09kjCXrGxxKmPJosPHLDkbJ9ZbOxxcTFMHa8jvx+FRF/2D0XfEhyF2z+dnPJG+xc7J4cvio56QUFoqiCWJ4inIbH8dFdfX1/7Pewtkt46YpbFO5fc+OsU7ssOo2ZpuvhF3n9ORpTx+gbbMhlPj5++dsuRgeUXVZ2Zk3eU7L9dx+o8cvfLm6NWvoVQCPyR4+Eexh0RQw7Bk+8VWlrXayRYj4K/xNugCkZTzSShMZYYy9wuJE5FRW77r8oy1JxgdCIWrqxW5dTgJjUz+caH2g1dGyGA3s/cXnaUhJKmCBLrVbqZ2fr8eesDNAVE1eMQU6gaDPvSn5d5b9ETcz/oGTiAaInGvaWiw/5iFOteTSEa8esTIouIB/k00NDYK46mzjCyQdre3j2Fy2mgDWllt7TAc+VlEDC2ZkbST9ZYUzXS2ocVmW+fKQTiHfMDDh+WMjDQ6r6qqqx+vqq9HN6S+95IeoO9iCtloKtk4sLPJWBuX4ObLGrtKXFIWr5jCyRv/RTISsCn20e19pW9zjCnQ5g7+C7aco1v7CEgqnfsT87UaiR95xHafvf2+dX9I/hzaU37vn+wS4ZlqSAonLNyHtguKypDp3SqHBt7IFVnizUuuPyainsHP8hdQMyA4XWXG2pMvcVbLdl4MjkgK+JCAdnj4xoT7XEvRCem84gpnbr9XPfnk/B0s6pHU1HL4wb8j2Y+br93p0Taq3xKVUUc7fx6KDDVxH0ugTSDQsysZUxyRhUV8GFJuZdUsI/PoAS/u9hlZowk0eTvnfe07VpunZayxYvwQf/MJGK5PeREVw46b8SIyhhdDRBq3YxAOE88ztrrEnPWaa2wZXthljwXL9IxRvT3zOZViJIhj/Hg62OfuC9qkRQdk1W50+ywmdn5rFZsMdtFZ6iV9E54MneLSPTz7ZWFx+WaN21UtEwHeeU67+leLsXJkzA6bwbCvZVW+XuDInzRRCyEsrZZfUOIVGCPNNL2bk/oxb/TcPbGJGVpnn4nMVBeSVBWQVD7/J3bP6X/2nPlH47d/UKH6b383n9ftWkNeXbv37PPKqpp9F16s2n1lzFzO83Z+oXHz5M52fKiw6FSB6UqoAevh8isQ974Vd0xcApLFjTaOQlhS5ZdUCVkVlT/oEZA5t8zcxi8vf4B/E4SE5JWWdjeDwlRd2o1Qik9I2vslxJ0Qloyubod9k5QnlpReCQh5HB51yMN30P0K11jauzOjd6Gma7ejG5efYmc9JielyFo7fOM6f8xmxCAcNlN12vLDpvZ+Xf6R+0VOXXJg9Jw9bEe6eZvPhkWl9Ho9c/OKkPXtERDV8W7/keyRcP9v2SHxFUdYYxQbVW8iOz0sOoW9ZBQJOmt79sbfnmMsbz0l7zrIYehj1GzNhVvOC0kpoWdZlevrVW5ExKWy35VVvSG2/Aj6bA+vC0d3Xqv8+zrl6+10iTJnrj/Z8RFQTVb8euXz0GWIiDuyeQWwJD4MEUle8z8/y6tEzsbJMTNrgH8TT8KjLvgF2WVksofR2/I0PFrHP4i1XVZXR09KpSenNd/BNDV9ganV7ZDwwfUrnE4zZc1/StHMeDEEUTyV1ffqmFlGFqylpI8+RLJvyzfjPdlh+qqjmTkFwtKqIl1fgH6HYfXvl1p7nB3lSnLNcVayiN7FwSN09sbTne6GzNhF2y5MWKjNK67AShi0RuEaEtDq6lrhmepTlx6UWX9q58H7rGWoyAb/7ea7HfvvHdDhMGkpIqP+w7TdkXFpHE+kfe7FhAXa8ck9/T/auATPkj117g9Me03v1KWHOj6C+Mqj1s5Bn4cuQ0TcJ5GMYotLVlnYsbLttELRyf1JePRmW6eB/E0sMbNB4h5eWNRBrs7LASEPO1xL7Z/3SVCfPHLAe2dLUE2FcOSQT5+SSkuR+S2IJbNS0xXX1N4Pi0Dv2n3s5M+fVlbOo0fYynSdnG1kcdqnF7wdFI78tXI3V6ZcY2PjMz2L07cYg9TMMIFqB3Re1nIxKZeUlrN4m86UJQfFVhxp5X7HmPaco1lSWuHk9aEXbzVSZO6XUDY0NKKWgBWYZfmuy77BjPlkLM1ZfOXhEbPUke6TzdwZZj7Rftqyw3Iat+3cOGen6mB+cp3SdR4xhYYeB9oMjkgaOVvz2iMix3eLSspHdRj8PSbhI5+4YsOQzm81FMS9pqFBEEtqaH8+bb+7z2ZbR2H9gRtaK760lFePGPqpsLKunh/TIpAAUrExBBrr6haZWl/scEUG0kpmyqGBHkRsPIEuTjVF6jwMR44qKhZsuRD0F1unddYOP5IMBbFEg3jOYVVYWZP4MKQR+oyc1Khp73mtpNefHC6t2sEf3tzeX0b21DApFZ5pCkJSqpe++Pz9tOE0v4SyiEy79jvSGlN7v9KyqnHztfnElcYv2Cs0QzUprfXMuegsjfHztXl7z3lDXuvOyJ80Sabu3H9k7uYzd54zzIvpq1oEcpFVubFa4Rp7fEZgujKvuGJUXJcdtIqKy62de6ElTkjJQo0N3cq7vdaFf7pSe5/NyMpHLdZ6lRufhzRDQdyDPxV0nJn+tE/AJKJhvwfm7vgSFpg0uTlL081iir5K1Qlvf34skTVMscLClpaU2sFxyurqrgSEjDagFbScLhtQlNXWoYbWN++TXlwS2jjlHbDJpsWaRsu0DGEcdRSButLCbns7y5pQH2WZuc0RT99VlnbRxb0wW15dXSsopSIkpYI0KzOngOM+mzVvjfiJ4Xt37S/8Vu077v5fe1GOnh+EpdXai6zylmCH2oMfxHYjxYlN/OjiHdE8zRCbRVt1xs3bK77yCM2iF1beuflFCkxXQpZ4K4eWjtE+/4IVplxERr2s/Ot8cnlFFctvkoWxte9jXROOAXi/0a+ovOr8n5gOdkB3mKMjDep1odvyw7TdXPpKgrj3p7iL00xmGXWUzeCsbyDSxylko/BPRZ0GmugXTFLTf/0ykTjPxOppePTXP5ubN2q6noZHsXSfGxNVFE8VwLbIFdccvbgETHxCP14sOSlF9EsvapQBlUePqOPXujsirE8+4OGDi09k+w6hhjmuuBQ1dYe9fJNLS9/GxG3t1RVGbn4RkxbtD4tKQbZ54IcW9+f0zfeTft7/mRlE5dhV3eEzVDnbvHJnDDkZkkgBtc+9OHNLb43S75vUb7EL26vJBrWb1x4RbFyCrzzAb9PufESlqrqGo3z/i7PepHGzq/cBR3ceMUtDlLlqdFB7f4+Zq8WxrV2lcEV0lnrDd5BwfNCLu6qLBy+GWFDVkaF60MP3Z1MrEX2GewkPhvgyKnZAfQfOH7MUnNwVnZr6ztru3rObZd7Z6+a92Mz6bkg4EgMhHJntC9QBhslp/6MYt+dTuM7Kfp1Vnzv2OmflWKVncHzLKTO7eYByjuNpOxxcn4RHWqV/ZAckwCckC+FIC0ysZK0dhjO+SiLbU6gn5OQWnvj97ZnbenvO/IO0m/GLOvGk+ThGQmrWyt2Xh89UHT9/r5CU8huC3cIt5zgeCqnGpftNAzU6d3GqJ5/GJHzcffjBzgP3eMUU/3xOq66p5WhLtuKxrunuI3/NXH+SV0Lpx4UdOWsjIxQ1EoJSDDu0VfiqvIKS8Qu0u7GqHl07OqDY8sNSbdwcBxf/W3YoPZODj9xqhasGxq6fvwMGvbif9wu6GczVBBSSkOr6emQFD9Pvtdw6yI6O6fForwiOwoshsbsUoZ8KxxO+rsKXt3PWdPX8I+RDfEkp6n9weczmueK+jjw0NFTVNSwzt1nax5l9vHPzePQISIKr6ut3OriOJtBatT1KTlyNAvvnfWJXFd0fPiwRNc9LzKyF9SlI5X+x69EMOVJGZCBPXXqIR0yBV0xBQFL5PZkxOrRO+bqcRpNQNjQ0sBbK//XaePbG02uVf+9giOPvd+ZnbjWtAxKWVhOUVJZYeQx9nH+64hrFLqw+JZt68Ior8IkrLtl+kaM/n4N7mLUzo6+zSePW3M1nRGTUaOaezQ3t2ZtOj5ilOXHhvvZcVjq+LRWV1eUV1e1F+xosSK46hqE5NbSJg42+X3e/yM/fAYNe3E/7BHTJEpdkZEYmWqdn9nyxPjKN55tazTO16pHEMIYgKGXNDLq6hkZkoSeVlk0gGjKCkptZX/YPPuntH1ZQON+E23MdcPdtdVvSy8tR26Di5DmNYiRG/Zpw+UZQmIqzR3V973TAn0XEuGTloAYJWdl8GGJUYREPhsCPIaE2mD1L/C424bAnV874iSWlU8lN4WJkDC2Oevl++FQkgqegx53Q8JtBYT2pKjJReSUUR87WnLBg35JtF7XPv2CJ43M9i99uvmPtI7XmOP90pSruJjD0yI5SaxjWrptvxKjZmoEfGFG0jl55g5qK7fvvdqHT4xW+UY0xnJKZUzB58QFO4zY3kPrLqtxYuuMij7jCGkXGPCfaMyOraT0tOruM7KnDl199/o4ZPWcPzzSF7LzW0ycLtpzri7jHIO69L+773L1x8YncH5yx0AlHWmVpt9rSrof1RD0ApFy8GEJDDxa+r7K0HYmntioca0CfTDYSxJIWm9qMwFNfRMYoO7sjS3wL16PMm20dZVuGz0VN0RgCDTVsqMJIdlmR7j+WVwhgSQJYYm+t4J1tZD4MR97j6nXcy2+kAXW0AVWcaoquBZ3xkGdTBoxHHyIvdRaFlUVuZRUvpqmzssHawTkzG7UQqMKoK9PeRzqd4ktKy9l54J7qiSeKRx5qn3v+meks+Erf+qvh3Cw++I8/7xOeqcrltUcnZIxkut/pUR1X/HqZ9fEzt/Uau/vzKC2rHPETh5TQW7T+nLH2BDLtUYfj2pcQjHPlzqqf/Psz0zNn5E+an4HPn8cv0M5vk7F6+qpjyek538PlD3pxV3RyN07pWt9zMslIFE9ZYWHb7RrmVFb9j2KMLO5GZsCDnmTJmEU3W9DGHldz8UCKL0Yx4cMSJxIN/4uNl6CaYuO+ZgjqFGQ+syMs4uOTR+FpqKey0NQK6Xh9YyPqvvzBXOiEiUucTjNFDV5vLfLa5uCCuh3zTSy9c/NO+QSgm7OW2YjeCQlnTSoUVtdI083vh3K7zIqfWWGm5W7OciISp5kcbGcVrqG19zAp1dUK15q7eTSNFAXGbGROZtKtvIbNUBWUVOKTUDS24XA/HT3DWNOejNgp4kq+QV3oF4rOVJ+2/PCVvwyu/mXA6D9d+Lcnw7sNDY2okq3ahtW7rw2TUomKzzCz93uJtWJPDG7ec1tYWg3t/I7k0LGL9/fDlCUH2zo+jZu/l71wDMR9QIu7nI2Tw8euCdMmG8cfyYbShubdrmFYQSEyRVlBuxabWXNMCVJZX1/R2VhHXUODEJZcXMOh1++Zk6sbHcdaVZ9YWop2m2VowX0EWnRkZEGzHCL14hLQ9hEvv9WW9istGFJ71NPvWkDoreAP6Fac9glQcXb/nbsM8Z2yzspeGE/h0SPEFTP+P/YZmayhf3Q5qC1EfRFWGrwbQdyeDvU2/ouNuxsajnowJcyMd0mlpUXtDHw/fWs6ecnB4dJqYsuPINUrKCpFD9ZbWKqzwHQlpH1G1j6KRx+uV70uuZrzhGFYVMr8XxhTphYOAdys7WzOwYv/jp2nhYz9c3/0Tnxw4ZlqzR0QPzN94ZftvMRx6F9ISplHTAFV4ODF73pAho3EyqMpGa2DuaOfQe1QjAE5BMV9ubltN+LGoP4+j16LyclLASGnvP07+Iimi9ciU+uUMoZz1fvYhLVW9qmljCwZyPKdzckRE+lyp04pOx1dxhjQuBnVmUEzF8GRnbOzub9GZOq+Zg67v4yMQU3RDnvXqwFNkoqLT1xoYiVONUFSe9Yv8LRPoCCWXNMbPss/m1qHfOLgJI7aJ3QuZIZru3nPNbbS5zrjM7q9qJvFiyG0+r7a4hEQhezc0zffbVC7gTbMHPwWbb2wYveVwPDE0MjkSYv2C0oqj5m759T1/45f0yWbeeCNOHvQR8WnIfN/m/ad9SrXN2nc6uodeEeyH79A29m7dyJATPx5f07+V6+n2KSPY+bsaW/n4PDEP/+hzVh7Qt/Q5TPATPAUl9TCraCyqma4tOp3cvmDXtyRsEZ1a7yYbQmyWGtpv6D9qdH6xsbhOPJIPGMx5P/IpsgIlbdvMqJNUtPHETgs90c28mKzFk4pqIdh36yTgQ74gx7BPC2jj27jfg8fVnrVq4EhongqknKvnCYrxiglTRBLRFehGxMXxRzrmEw2eslFHmGOIKV+Hxvf1AjRzRLayZKBOiKzjbqcj2KhqRUS96XmNjPpHfW0nr41k1h1dMWvjLDgOLoL6nojGxY9+CWUeabt5hHbLSqjsXnPbel1J6cuPXj7n45W8NbW1gnNUBGQVN6sebsbEcFcfSIEJJWyu56NkyNSa44npn5t0V9iraVWHwfV5pK5cmciYluM2UbEpaGGH8R9EIg7Mj+RMciO1f7kPzNrF8ZMXX19w0b1W6jdLigqUz7+CH3HxSXlrT4rRjVZ8kV8p1GM+fQYM43tmdAGCcki+gyh3O3oivR9vZV9+Zew6cjuHoZrCo3C5qiX7wh9qrA+ubHlkAXqZ7BfzjK08MrO67vbiHon44h0puCai+hTBLCkrIp2o3EpOLl1e3nXFjvnZV8cFn8kGeZUVvXiVay2sEeV32DjsKrNBHhBUSk7N5vITHXhmWppX/yasTTnkIjknLyinzb+VldXf+m+/vk7WFQeGZeGFP/mk058Yf+37BCfOCO/REJqdlcrHB2Xjk7RW5c/eo7WqNma7DHi1QrXTt96D6rNJajrxsr/xyY8JhWpAYj7QBd3JK/I+FV19mCPWUusPHpA5+W9V4Zj52khy2v0nD27Dj4YNXvPyNmaBsatA8nOMDRjObxfCwxBQnwjOAwZ5u2t2n8WEc3y3vtUXY0s0FbvjjKgjTFoMa0qqk+ZTDIaaUDVdvf2zc0fQ6CtsbSfRDJqHkRlCtkos6JvU+simzelrEwAQ0ou6SR39u3gD/ONrZaa21a0yfVRVFPjlt1RFsrdzLSu7O5IZX1vDmguNLVGbSfqY7UdZ0fm+dGrbyLiUoWklLnva5+8/l97AUnYhEQkRcWnJ6Zld6PCVdW1r/R7bRnB7b8pIjLqH7MZkzp3ntNGz9HsSW6Q740VvzbFPqusqtGjOojOUueXUFyj9Pt3cvmDWNxpSWmjDJqcCG8+paideCokpSI6S0NgupKwtJrm6b/1DV3nyTGWeOw69AAJwcRFBx69Ni4sLmf1tWfQzZDqMQZ2jC34mRsLTa2C24wXs1w1pGimx73aHZG/GBA8mWz08EOkONUEGcgKju4s78Y30XFI5TdaO6ATCeHIwvoUYRylsLqGFeJGpKV7e5+Iuz4F9TPEm3m1t8fr6DhBHGU4I1Jj6zvwJjpetI2zZnN2OrgJ4kiNTA99Pq6XWXHJTENzjo6PIZHJAlLKkxbtm7z4wMifNC+1zNs5lGCNzGieecYyWfoxnMugg71eKSYhg5VACunAL3v++E4ufxCLOyUphZ1kbsxcLWS+sVrmU9f/0yXYewZEZ+cW8ogrzN50Oig8kV9CacycPXwSij8u3IfagKLicmJUHBLi6vr6RaZWY5iD5kvNbB6Ft1i6Rk9OFWFGQVlhYeue1ZH1ut/DZ5ejK9JuJWcPASxxhXnTGIKwPnkYjnQ1MDQonyGaP5tYD8MynEnUXb34MMS+vpNmaRlI2ddbdZ7IgpyYguqz08H1v5jWYWcYWZ9wlA7F3VVUn3rU0y+huFQA28vpyCvr6mvaLDJ88Mpok8atVYrXpi07NH7+3rYeEUOJhfLnQyOTUTd0ypKDRSUVnwGukdO47ejJ6OjEJDIC/B68+Gqu3Nmt2ne/k8sfxOJ+PyziamCIu1+UlWMg6pWj7nBJWWWrHveUpQe1zz0vKa3cqH6zsbExPjlzxE8aApJKqA2fuGj/FLLRx4qK5ea2vrmMsVqZ1wZKJi2c323TM/kwhJtBHyaQDDtOH0FNSl1hYccy2EcaUE5+MfPP+wZttXNhj8gvNmMMMtwLjeDFEEd/k6jrx7390KPT3fTjk4Rx5K32zltsW3tbzjIy58cQq9ofbFlrZX/KO0AUT7HpMNNILzJm7h6hGcoHdF5+D3/RNYrXPPyjhs1Q6VJwRwCxbd9dVjoOv5A4QUmVM7fer/j1Mljug0DcJQiGY68926R+C9njw6U5h9LWOvv8Jba1h8Zaxd8nMOx35ckkwyWm1qxQi4ypNiWduc9wzfckJaYIM0c2eDuzsn1y8yYQ6arOjAEETVfPt9HxHHd7Gh7NGnYfgadOoxgPnN8BauRwcUnExGQNV09k7A/TJ5unfWS9tdrSbowBTd7O6fd2lvvPM7YMyv+EGq0tds4brB2/ibhrFRSVfSd/Ufm9fxJM3CYt2g9i3VV2H/7L1I5h2Th4hC3eppOUluMZGI2EHsR9oIv7fKIx7+ZTSKa37LmNoXbZYJy5/oTIgzdIu0cTaAuVr4nKqE/QvD72dYuh2xeRMad9ApaZ20pQOxHiuOISXj1ip+7b2LhE1vi1JM10EslwoP0avHPy5hhZjDagzzO2YgdSl6CazjK0EMASefQI9W1c8lWd3dE9jC0qHkugI+OdmpTWvVPbuYcYGLuxoyp2QGlZJSvZ23eC8rHHhy+/hkWn3UD1xBOapddn5tJldBu/t8vvHXGX/UKLP2Fp6YULFzZv3qyjo4O2OyjsnrhP0iP/uOX05MUHcvO74+f+Wt9WYLryD1efMhbXzFDZoHZj7zMi7yts831uBofdCQmXtXZYZdFJIJqKujpu4qU0NDZWMlfHSRuaSdJNB9qvIbKwmHE3MCT9hCQtNy9WoRDT0XOlpR2yzdv6sE8iG02nmeZVVe11915sZlNW150p4qzcAgFJJV5xBfRgRw6485y2Tvn6tUeE5nt6BUQ/1jVtL+f9kOSAzr9Tlx46BItOu47W2WcEppscMv4OXvwXxL37lnsrcX/79u3jx4+RgqNntN1BYTfEPb+w5Ic3+qfv43ty8dU1tctPPfzhPWHnofuMoZXIJB5d/Q8FRaEFhU1XZO2o4xdskJCMj0/q3fuu4OT+7wALK/+ZGaLyiJcv6ls4ZWZvZGZHQmrOGpIyTkkTo5o0zyLCQpxqklpW3sPzks08py0//Jm56mTq0oOoF6V15vmIWRrDpVVXK1z98mXVhUQkrdp9dfyC78jhAXH61nvJNcfNHPxBrLsKEnRWn/6f9+bn/8SCuPeauGtpaaWlMTrpqampaLuDwm6Iu1d86g96BHwb7/Wusknj1nC5kzl5DDUvKilH4r7Wyn7Nl/UyK8xt23qPDG2KamrsMjIjCoumUxkdC9/cfHZE9d2Orm3zj4viKaW1XZ7o++Mfiva5F+wlSPqGLnvPMgI0/ix/HnWnpq04wieuKDxTNTE1m1dMgRU5C0tzYqw1nabAN12J0OPvfRCxbd9d1M51IzI7cPyari6B8V9WOf5E/benIO69Ju7y8vLV1Yx1PegZbXdQ2A1xv2vjMerx255ff0RsWkBY0+QnEhGep2/FyCZsl49O09opHnm4+/Bf/f4tvsRatp037gkfKyr4MMSVFnZjCDRFp6av415oxLWW8cVqmAF4u3H8sXO1BCSUR8/VuvmE+DGn4I9/qDeeNB0n71Nxdm7hzPUnl2zXYQwKSTV5ifx66MGeU//4Bccu2qbzXf1Fn/5nhhq89rKzAh1w5tb7F1hGTBH0J739DxXEvU/EfevWrR0UsgkNDUXKTqVSO60f72vs2H/0ev128LzC8egRZG0csHEJlwNC+DCktk7WbK4/If24cN+kRQf68ftDxq9/aNxKhavrVXp53d1IPBU9xhJoG22a3OSbZzRlkV1ZObFb08Jj52nd/ps0Y81xZJj/MG03epy6/h/HPactP5z2kRGkYc6m0zi683eoUP4h8Txiu0Gpu8HFe/oPXzNcIdYpX3f1ifjeLn+wDsusUby2TK33lxHLyJ566eC33Nx2tAENma6j2nFFLyopn7H2+DAplZGzNQUklUpK+21pCd7QBVVg4s/7l26/2Mu3wtBCRJ9SXFNb8mXwhJyYMse4Rf/ALTtnIsmoq0cur6gSnqnG7DalKh17hDY+RKd+zPnEcefF23RUTzyW07iNLrOwuPw7VKhPhaXdCE4JMBRJ5cZC+XPiK48KTFdKTM353i6/D8VdV1e37dwpx8JuiHtKRi7LoOtlc3W25g/z94jiKKL61AUmVs3jRLp6R5g7+LNyIzzRNRWRVhvOzNEza8Opf5vl8fnG0Cy9hGXUhCRVRGV62TtwhqHZWAN685KA/E8jWsYhMElNkzE04/KAoZHJmTkF6Aa6eIePX6DN5ac2a94WlFRCjQErgx0AcE94TCqvuMLoOXu27btT28ehPoasuMu2hFVYUlJy/vx5OTk59Mz2euRY2A1x7zvmKl1luQNutHFsnq1JREadR0xhm/bdR7omy3ZdOnb1DSsRBFIfVtevX/jnvfm5PzA1NXX8EkrspDzcU1/fYGrvh6U7tY1You3mrd/GR0hYnzJcn5L7Je4jPTlV2dmdy3NJrDqKrG+eabu3a99ZwMyGwWVfaizT8RFdI6gV0FXEVhy5cAf3fV77oI/n3uvs2H9vr6EtkrBH4ZG3Qz40F/c1itdQ/44VHzwuqWkB55Err9+RHPrly0PdF1SfB68YAyMTf97fjRjieCMXHnFG3POYRK7Cyr+MjJlKMcbFJqaXVTwOj9ph73LSmysXPe2zz/mnK/BPV7x4FzdqtibLNwYA+pqa2rrvNtQaiHtrjl5584Jg0yo44olrukiSQpgJfUrLKpuntTx5/b/XeJt++fJcfSKGSatc+Yvh7P+zfOvQ1e1h4xJMNG26w1QLT6Wjj7Zo/alLsCvmLijVZlvHH/QIw3GM5ODTaSZ/hHzo9CPOnh8WyetMWKAtve5EXV0D6mScva0HugMAIO7flF0H7m/WvN2qcOa6k5Krj3Hc/9wfmGd6Fv3y5amdfPKLZtP9Wbbz0luifacfmb3xtKCkMq+YYmUVI3L90//Mzv+JZUxXTlf+7cY7jh9paGhk7cxim72zFN10OJ5y0S9IWJ96JTCk05OiTg+vuEJCSlN49KlLD55sxzcGAAAQ977iHclhyTYd9ZN/X39MrK6pW7n76sSf9438SaN5KsvmXH6Af/TG5BtXsqKqJj3r02bNP17imuZyUYN09nZTjp71KtfFVhzh6MODdFbxyCPJNcffEGxRd1Xj1N93XtACQhJG/aR57eHXhf4O7mGOnk0mub6hc6vZWt3YeH4sMb+6egLR0DGzRUaLiNg01oowNmmZecLSanXNUhJfvo+nWXjBfw8AQNy/KR+iU/inKwrNUOETV3T2ihCSUh43f6+ApHJ705WoDbj3svshwN6THJ9jrPQoDpMXHdA1sM/MKWgVnTztY/7YeVql5S0CDmNpzjxiDPfw2MSmoX8MzWmjOsNhrrGxUVhGDdWZnf8zLDqFFVjjn3fmo5jplfedf/nroQfIYB8urcoasicYuwlJqvBLKK1Runbgwr//W3ponXKTp+lLrDW/hAJq3pbvvMwq0YtLEMFzjvCOmo15v5z9zBhkf7H3HGNg/T3Fcfqqo/BPAwAQ934W97yC4vELtJFVi+xfPglFseWHkRWvfLzdkHJ/PqPd+pvc7dNNWXKQfzojZtaYuYxcIkiv1yq38N+nWniilubsHy0GqZ+8NT15XTen2QwqMrT5JBSQWKseezziJ41NmrdmbTjFeuuVvo2QlMprvA2vuOJGtZuoxMzeT0BSafwCRhbpikrGmjIDQ1d0FsUjD1Fl+CSUkNBPW3aY9fE5m04v33lpwsJ9qHqGVj6opLimxiuXc34M1CQISqn8i7PiFVMQZsZh3qJ159jVN/BPAwAQ934WdzZb994ZLq1y9aFBx7v99dr46l8G3TvFp8JSJOv8EorVNbXvyA6of2DrGiIje6r5Pr9o/jF91bG7L766nGfnFQ6bofrbjdbD1k//M1uvcgOpqsZvf+fkFyGZZgn30h2X0JGFZiifavYRZIaPn6+NN2xa84kas6LicsYQiowaaiFKyiqRlLM6K7M3nnb1jdikcWvsfK0bjzkEG1A9/gTZ5reeMlq4ZTsvDZuhwiO+G1VPdJb6iFnqvBJKDu6Q9hMAQNwHjLjjjVzekuw63Q1Jqs5dXPdO4eEfPfHn/azlmsHhSXtOPysqqUCizA57i1A48vDo1ddHrzQZvxMWaPOJK4mvPMqOutWKf3HWLFGetf6UqS1jZEZmwymV4092HLjX3keaU1dXn5iazepSpGfmFxSV8UsosfzJ7jynNx+XZ6N97oXAdEV+cUWVY0+mLT9s7uBv4xKM6nDvpeHUJQfnbT4LfzMAAHEfQOLOJS+xVqdvve/eZ09dfyenfsvCMaB5oeSao7KqNw7o/IsUFdnaY+ftffCv4RJmdAE3v0hkgB+69Ool1qrTg69XuX7i9/9y84v4mOrc1bqt+PWKnVtIWHTq1KWH2K0dR//0Teq3UF9h+upjw6QYo/bNcyTlF5Zmt5xfBQAAxH1wiPtbot2xq7rd+ODsjacFJJUf/Ns6NsvNp+Th0qoC05VwNCekleMXaCNbeORszeqaunHz93IfZuQN3lZy9bEPMaliK450o3oysqdOXNO1cgpkO4YaGLmhHkOr3WZt+A1VNSw6BW27+0XxiCl0Y6EsAAAg7gOOLiV5Ya2hf/DK6P6/hlOWHNp16EFtHefE08gc/t+yw8j6Zr0UkVEXW3FozDytT4WlXJ4rI/vT8BmqN5+QN6nf7sZ1vcbb8okzJngVjj5klUTFp4+a0zrZ26jZe9RP/81yhM8vKJ3AddAYAABA3Ac0BGM3rbPPuNkzODKJf7qS1Orj/OJKczae7jjL83uKI6/4biuXINZLpWMPR/6ksV75epfqhix9nmkKOw8+6MZ10a28Jy3aL6dxC7VA7MIRszS2aP3Bmqf9zAzrOOInDfgXAQCI+xAUd5qll+qJJ+29q/7bP1OWHpwle2qYlAqfhCIypQUllfeceYa20UZjY7sjGPX1Da/0bZrvgCS1tKyyq9Vbo3itJwFjW9VwGdPx5tbfFN8QRo5AoonbzHUn4V8EACDuQ1DcTWx9FY48bE+gh0mr/m/pIX4JhUVbL/z5jLb74IPRzGVEUmuOf5sRjKrq2rp2Rn66x8It53jFFGauP/mz/IXHuqanbkAgAQAAcR+K4m7lHLR939225fmFpf9bfkh0FmPhvvqpp/99CfzCmm+cse6EiIzaYPzFyKreQO0T/3TF4dKqc+XO/HbzPfyLAADEfQiKu4NHWNtAYwg71xBktl9+gOf4qdKySrMv4QEGFxvUb0quPoaUfef++8NmqHj4R8G/CABA3IeguLv6RCBjloMIqt2QVb0+9H4xN54Qde7hLBwDNqrfmrAQfGMAAMR9iIq7i0/4z/IX2C/1DV1wdBd5rTsjf9K0G9LL7lMz8uKSMuEvBAAg7kNT3I1tfFlzpCxW/HpllcJVERnVOZvOlFdUwy8MAAAQ90Ep7lXVtcOlVVmpvCYtOsgrpiAyU20keH8DAADiPqjFHTF6jpbY8sNymreHS6vdeU4bJqW6RetP+G0BAADiPrjFXfXE42nLDvNLKLK8Gzdp3Hr4zXMzAQAAgLj3CTKyp7oXQQwAAADEfeDS2NgIAREBAABxb5ewsK8ehPfu3fsDAAAA6CJIPAecuAMAAADfABB3AAAAEHcAAAAAxL1jQkND3TqESqW69Qa9chyoDFQGLgoqM0Aq03zyclBa7s1da/r9OFAZqAxcFFRmEP32BrS4c9M6fbPjQGWgMnBRUJlB9NuDMXcAAIAhCIg7AAAAiDsAAAAA4v7/9q41NoqqDeMfKoUgBH7ww5goWsUKKWgwhNDUyr2UuIjcpKnlUqsoxLUtpcJWovCHmxSQRLkVIQobsEXyJdSkBNECLRTFBs1nKbU1VHvZ3ugNUvZ7v50w33y7nenOzDvbM9vnCSFnTve8+5zL+5x3ZmfeAQAAACDuAAAAAMQdAAAAgLgDAABA3AEAAACIOwAAAABxBwAAACDuAAAAgP3FvaioaMyYMTExMeXl5dOmTYuMjIyNja2srAy9EZAJgZ3/W46DeBYkix2Qsc5ITU1NfHz8sGHDaOUYXjMsRkSzw0VGUHGfNGnS8ePH3W73qFGjcnJyWltbXS5XQkJC6I2AjNV2IiIikpKS5syZEx0dPXz48EEPoZcMix2QsZqM3MThcDidzpaWlg0bNuhdMyxGRLPDRUZ0cR8yZEhHR0dnZyd1mDpJNc3NzSNGjAi9EZCx2s7Ro0enTJlSXV1tMiRksQMyVpORG44cObKuro4KTU1NetcMixHR7HCREV3cJ0yYUFFRoexwVVXV2LFjQ28EZEJgp6SkhE4CiouLTZ7vs9gBGUuNyA0p/Dd8kYfFiGh2uMiILu6nT59OTk5W1qSmph47diz0RkAmBHYItbW1cXFxeXl5Jlczix2Qsc7IIAXM6KB5I6LZ4SIjurj3ira2NkGMgIwVdrq6ulJSUqTVbIYMix2QsZpMeHuTIJ0SUdx/+eWXF154YcSIEatWrWptbTW2ibEYARmQARmQsVGnRBf3qVOn7tixo7GxcfPmzS+99FJ9fb2BfrIYARmQARmQsVGnRBf3yMjI9vZ2qfzll19GR0fX1tbq7SeLEZABGZABGRt1SnRxj4mJuXbtmnz42WefjRs3Tm8/WYyADMiADMjYqFOii3t+fn5iYqKy5tNPP9XbTxYjIAMyIAMyNuqU6OIOAAAAmISI4t7Y2JiRkREVFTVs2LChQ4dSITMz0+PxhN4IyIAMyICMjTolurjHx8evXLny5s2bHT5QgQ6nT58eeiMgAzIgAzI26pTo4j548GDax/y2tYiIiNAbARmQARmQsVGn7BG5//bbb9ImRgU6fPXVV0NvBGRABmRAxkadEl3cGxoa0tPTo6KihvpAhYyMDL9tLTRGQAZkQAZkbNQp0cW9VyCdC8iADMjYgowXuWXUgGwYIAMyIGMLMl7kltEFZMMAGZABGVuQ8SK3jC4gGwbIgAzI2IKMF7lldAHZMEAGZEDGFmS8yC2jC8iGATIgAzK2IONFbhldeP75510u140bN/rdCMiADMiAjI06Jbq4X7lyJT09/cknn4yKisrOzi4rK+svIyADMiADMjbqlOjiLuPq1atZWVnPPPPMU089lZmZWVJS0l9GQAZkQAZkbNQpr10eYvr55583btw4btw4k0ZosEwaYSRj3gjIgEwYeJN5O0KNjDjTbZsnVEV4KMCwBbkVbcsvvvhiZGTkyy+/bOD6WkFBwejRo2NiYn799dfY2NghQ4ZMmjSJbOoyYkVyUZPjY95IUVHRmDFjaGTKy8unTZtGI0zjU1lZaYxATU1NfHw8jQ+ZMmDkscceS0tLKy0tNTMILHPNNd2iPTfEu+REmO7m5ubs7OznnnuOaIwcOXLq1Kn5+fnhfFnGzBRyPRQQERGRlJQ0Z86c6Ojo4cOHD3oIXUYeeeSRnp4eKowfP37v3r3t7e25ubnESi8Z8syzPtD079u3T7JDPq/LiBXJRftd3GkQjh8/7na7R40alZOTQ8LhcrkSEhKMfa/D4XA6nS0tLRs2bNBrRLKzZcuWsWPHTpgwYffu3cYyhLDMNdd0C/W8D4tLijbd1B2aX5rlPXv20O576tSpp59+mrQi3MR9kAp0GeF6KODo0aNTpkyprq42I16PP/64tLFT6CSxunv37qOPPqrXzuDBg7u7u7u6uogGOSrVkDWK6fQaYUkuyjJNLEYINAg0IJ2dndSWvFQKhShCNObtpKd1dXVUaGpq0mtEtvPgwQM6n3jzzTfJwuLFiwsLC0M/11zTLdTzPiwuKdp0kxrIykAqQQVSjCeeeCIMxd18NMf4UEBJSQlFTMXFxYZX0q5du2gfpt04PT1djsJor9Zr59lnn/2XD7Qc9+/fTz5P1iZOnGgglDOfXJRlmliMEChoqqioULatqqqiYMoYGYoHzZDxa0KSQSGY3mlimWuu6RbtuSHzLinadNN5jBS50/+0mKmGzvXpjB/i3gt4Hwqg+CIuLi4vL8+wBbfbTeEG7eq0LZPfZmVlUWip14h0HZbm/saNG7GxsbTbk7fo/T2dK7moUOJ++vTp5ORkZU1qauqxY8cMn0YwersxsMw113SL9twQi0sKNd00y5MnT/b7ZQUvyA4R6AQ5JSWFZSIBAIBLWh4lC8gJr/S12o5F0YcBO5im0M+1t/9+98YLskM53XhB9oAjI5S4Y5pCP9f9KO54QXYopxsvyB5wZLhuUGGxg2mymoxQNzXhBdlWk7FH5I5X+lpkh+s3TBY7mCaryQj1uzdekG01GdHFHa/0tdSOUOKOabKajFDijhdkW01GdHFHklKQARmQsQUZL1L+6gKSlIIMyICMLch4kfLXGJCkFGRABmRsQcaLlL/GgPStIAMyjGTCLMsuUv7aWNy9Ju7MNZnPUygyLHlBubLjsmQ65RpelqTKFj03ZGy1cKX8Zcmyy5WzmjexrUlvEmq6B8pDTCxDxpXPUygyLHlBWbLjepkynXK5B0tSZa4HSVhy0nKl/GXJssuVs5plAXN5k1DTPVAeYuJ67EIqmM/nKQ4ZlrygLNlxvUyZTrmejmFJqsz1IAlLTlqulL8sWXa5clazLGAubxJtugfEQ0y8d+by5vPsXzIseUFZsuN6mTKdct1AzZJUmfFBEvM5ablS/rJk2eXKWc2ygLm8SajpHigPMXHpqXX5PPuLDEteUJbsuF4r85MYs2w+qTLvgyQmc9JypfzlyrLLkrOaZQFzeZNQ0z1QHmKyDm1tbULZwQiH9/Cy56TFArbLdIswwmGb8lfkV/oaNiJUclGWkbFueO0+TVjAVi9grtvGWEaY9w3v4op7+L3Sl8s3hEouyjIy1g2v3acJC9jqBcx12xjLCHOREV3cw++VvmGZMZVlZLimKfwS22IBW72AuW4bYxlhLjL2iNzD6ZW+YZkxlWVkuKYp/BLbYgFbvYC5bhtjGWEuMqKLe/i90jcsM6ayjAzXNIVfYlssYKsXMNdtYywjzEVGdHEHAAAATALiDgAAAHEHAAAAIO4AAAAAxB0AAACAuAMAAAAQ934YXAAANAGVgLjbVdwxCAAAB4G4Y+0CABwEgLhj7QIAHASAuGPtAgAcBOIOYO0CViEuLg704CAQ94Eu7uRp3333nbLm8uXLsvs1NjZu3bp1wYIFc+fOdTqd8qvLpI+tXLly5syZKSkp58+f1/DbuAAE89UarSTMnz8/KyurpqZGbv7HH3+sX7+eqM6bN2/dunXyS+OUbd955x01oVFrrtERqbkGJZM4c+bMxx9/HFhPlX5Dx6WegW0NW1Nr2KdBvw8YJgBxh7gPdHF/++23e3p65JoPPvhAdqf09PTPP//c4/G0t7eXlpbSn6T6ioqK11577eLFi1RfWVkpC5CauBv46j6loaWl5dChQ2vWrJEOb9++TZTy8/MbGhra2tquX79O5APFPSMjo6ioKNCaRvPg1cePknl0d3e//vrrtbW1yko6pEr6U2jEPfSROxcHiDvEfaCLO8l3YWGhdHjp0qWdO3fK3jV79uyOjo5eI8eCgoIg3VJDpjW+Opi4j7aWWbNmyZROnDih3YQKtBUtX778/v37fn/SaK4rtFRSYsGRI0f27t2rrNmzZ09eXh4V6BTB5XIlJiYmJCRs2rRJfqO0zOfevXv0YTrxcjgcVKBD+QNnz5594403XnnlleAjdxq0Xbt20dctW7aMdkG1mQqsV2vYK/9ez9UomKC2Dx48kGqosHTp0lu3bql1EOIOcYe4/9dz7ty5k5KSInlOWlran3/+KfvV2rVrc3Nz//rrL79WS5YsqaurMy/uGl/dp7i3trYePHiQWkmHFHf7RbhqcrN9+/aTJ0/6/UmjefDi7keJBSR5xO3u3bvSIRXoUHqZzooVK8rKyrq6uqhy9+7d27Zt8+NDpxEffvhhnQ90VkSH8gc++ugjOkfRdVnm8OHDZK2+vl6yFry4qzXsk7/ycPXq1fI7K65evZqamqrRQYg7xD1MxP16g+fIv28F+Y8+HOg52dnZFy5c+OmnnzIzM5Xe5fF4KJpeuHAhxVaffPKJLAczZszwi5K0xV3t6rnGV/d5zZ2gvGQRHx8vX6no9YvkAnVq8eLF0vvj5T9pNA9G3HulpMT18soj7qIg/9GHlW1pCr7++mupTAWKggPt0xkDReJ+9Ci8raqqksp0ykLBr/yBv//+O8hLInINNVdaC17c1Rr2yV95+O2338pX/6hAZwAaHYS4Q9zDRNzzq6rfulAc5D/6cKDnUCi02gfpV8RA92tqatq3b9+6det4I3eNr9ZuRcE+nU+8//77P/zwg1rorSbuhK+++mr//v3akbsuce+VkhL556685cwN8h99WNm2pqZm0aJF932ggnwi9fvvv1O4mpiYKO0rtD/50Zs5c6a8Y1GBDuUPyJc4ghd3P2vBi7tawz75Kw9pM547d26TD1SQ9ma1DkLcIe64LPM/R0r2QfJ5tdhq9uzZcujU690aBsRd7auDueb+zz//LFiwQHp9sMvlcrvdQYp7V1fX8uXLKXqVazSaB39Zxo8SIzZu3Pj9998XFhZu2rRJrqRA9dy5c62trT09PfR/YDc1Ivcgu6YWgN++fVup3TSeUrmxsVE7clc2VOPv90uAXE/njt988w2du1BBu4MQd4g7xL0POabAqrS0lKKk5ubmL774Yu3atVJ9RUWFw+H48ccfpbtlNm/ebEbctRVZu1VOTs6ZM2e8D2/goS3H4/GQ1ly7dk1D3AkklKQRco1Gc13irqTEiPLycjq5WbVqFRXkStpFLl68eO/evTt37tDmFNjNAwcOKC9JHzx40Iy4Hzp0KCMjo94HMivXv/fee3l5eZ2dnUQjOzs7kIZaQzX+NBGyZCvt0EleUlIS7cryxXe1DkLcIe4Q9z4UltzJ6XTSWTD5G7kfhaXyZy5duiTd575ixQrD97lri3swrWjvIdWTyjdv3iQPp9OL+fPnE+2ysjINcacThbS0NGWNWnO94q6kxIg1PihrLl++TGI3ffr0RYsWnTp1KrCb3d3dubm5Dh+ooPxRQaNrgXfxS38iFd65c2diYiLFywUFBXI97e7vvvvurFmz6PSLIvFAGmoN1fifPHly3rx5gXZoypb4IF9TUusgxB3iDnEHAM6wAA4CcQewdgGIOxwE4g5g7QIQdzgIxB3iDgAAHATijrULAHAQAOKOtQsAcBAML4bA0rULAABekA1xBwAAAHjwH5bJGzVb/YZKAAAAAElFTkSuQmCC</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074695_ia">IE00BJ8RGN06</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074695_ia">Participaciones|INDIA FRONTLINE EQUITY FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T32025_V-62074695_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">1758965.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">14.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">1852674.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">16.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074695_ia">LU1228313455</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074695_ia">Participaciones|QUAM GREATER CHINA UCITS SICAV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T32025_V-62074695_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">1281152.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">10.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">1088961.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">9.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074695_ia">AT0000785241</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074695_ia">Participaciones|RAIFFEISEN-OSTEUROPA-AKTIEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074695_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">1644762.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">13.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">1608010.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">13.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074695_ia">EE3600108874</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074695_ia">Participaciones|AVARON EMERGING EUROPE E FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074695_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">914324.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">7.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">895530.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">7.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074695_ia">IE00BD3GLW41</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074695_ia">Participaciones|QNB MENA EQ GLOBAL FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T32025_V-62074695_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">214999.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">1.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">202694.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">1.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074695_ia">IE00BFFF4D54</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074695_ia">Participaciones|PACIFIC NORTH OF SOUTH ALL CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T32025_V-62074695_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">1837016.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">15.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">1610167.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">13.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074695_ia">LU0050427557</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074695_ia">Participaciones|FIDELITY FUNDS LATIN AMERICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T32025_V-62074695_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">1774958.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">14.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">1654471.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">14.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074695_ia">LU0613488591</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074695_ia">Participaciones|JPM ASIA PAC-STRAT EQY-A D SIC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T32025_V-62074695_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">687628.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">5.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">620392.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">5.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074695_ia">LU1775947416</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074695_ia">Participaciones|INVESCO ASEAN EQUITY CAD FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T32025_V-62074695_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">1066458.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">8.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">1031345.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">8.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074695_ia">LU2525718768</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074695_ia">Participaciones|FRANKLIN TEMP EASTERN EUROP FU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074695_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">5100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">5100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">11185362.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">92.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">10569344.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">91.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">11185362.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">92.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">10569344.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">91.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="euro">11759546.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">96.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="euro">10872343.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074695_ipp" unitRef="pure">94.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados decimals="2" contextRef="FIM_T32025_V-62074695_ia" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32025_V-62074695_da">Distribucion1.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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lZ2eSFuaaMrd8ms3/Ttf7p9/Z0acdMYmIiGzukvQuv7dipubGM/cc/tfaunuzIy8vz9fXt3bu3/q+YnJzcunVrw19+ksTHx4tOEo/WxcUl4q5u3bppXm3QoEF79uyRPt69e7dqF5GVlZX8SGHx8QMPPKD+yz8zc+7cuX369Kl2r4xSqRTF1qtXrwMHDqhdTdcDIGXQcJTKqmvJN8gLs0wZhwVrLeFN1/rnkRfGSCnDQtlQWfHpZ2obi9U/Plu/96uavsAk1YyNjY3+L5eamtqhQ4eapoy7u/uWLVuqNI6ekcvIyBDJIt9xIj6V3lHl7Ox8/vx51TXj4uK6dOmi+VXy8/PVHr+eY2VEk4m/iLiJ6nI9D4CUQcO5U8rbsM0zZR6ZttxC3nRd7UhLS27cuJHtHf95Sk5L8w7eqTry1zooZP7OXSJKDEyZoUOHxsbGlpSUpKSk+Pj4qPZDyK/51ltvnT17tqio6OLFiyJKZs2aVaOUCQsLc3V1lfYSyY+eUbvahg0bPD095ZdMnDhR+lH38/Pr3bt3fHy8eJziT/HxmjVrpOv069cvKioqNzc3Kytr8eLFr776qoEpI4wYMWL79u2qy/U8AFIGDScvv4C2ML+U6eQxj4JRzejJ/3lLdmZmJps8JCIygg6GL/38y5VfhH727RGtZ23RdW6Y8PDwHj16NG/e3MnJycvLS6FQaD7rS9extrZ+/PHHly1bpjrltK77lBMPxtnZWdSG9Kn86Bm1a3bv3v3EiRPyS8SnTz/9dNXds4WJmhH306xZM/HnBx98oHr5TNyhdF6ctm3bDh8+PDk52fCUiYyMfO6551SX63kApAwazq1sBW1hTinTJCjk0f/zJl+0Hi7z3XffscmjHp9W7+OJtcG/53wLIKSmpdMWZpMyTbft7NjTk3bRtYLBrl272OQBUgZmpbJSSViYTcrYbNzR9rmxhIues8sILC0JkDIwK8UldwgL80iZNms2t3IZRbXoP/JXuKJjtR0ApAxMUm5ePmFhBinTfsmHzR4fTq/omfHT5nG4DEDKwAxl3OLkeCafMo4+q6w68abraub14TNYwQAgZWCGrqemERYmnTKdxi8kUwwZl96eUspwdhmgpj744IMWLVosWLBg165dtra2pAyMSEVFJVVhuinTJCik0199aBQDx9Z1FEf+ArXTunXrnTt3zps3TwTN2rVrSRkYkRKO+TXZlGm6bafja1MIlNod+Xvt2jU2f8A8kDKWLr+gkKowxZRpvmlHe7dxpEmtj/w9deoUmz8qKyt/OPXT9p2fB/3zi3NxF7Q/Teo4J+/x48cHDhzYqlUrBweHyZMnZ2dna95W13Wio6OlM+2KyydMmKC5XNGxY8ecnJwcHR3FPUiXREZGOjs7az0fcZXG6YNVjzY9PX3cuHEdOnQQj0F8xaNHj6pd387O7q233lIre/GFOnfurHb/L774otol+m9CyqDhKHJvUxUmlzIPrd3SppsHXXIvR/7u27ePzd/CFRUV+a3b8vDzY6SfjadenbQh8B9al8Wu0nYO3969ex88eDArKyszM9PLy0vrWtC6rtO3b9/9+/enpaXl5+evXr26X79+ajd0dXWNiIgQt5VWXBKPysXFRXyq87lcxymGBwwYMG/ePJFKeXl5UVFRqi+kur54bIsWLerVq5fqJidPnnzyLnnui+uLJpMfLy//ilpvQsqg4WRm8fYlE0uZdss+sukygiip3bwyaJqUMoGBgWz+Fu7jrcFqi8a3evKdT/fUZmVsUSStWrWqZhe4jusUFBRYW1urXai2Drb4cXV3d9f3XK7j4dnY2Ij71399tWW9p02btnbt2oCAANFe8uv/+uuvnTt3Vu0Wkt+D1puQMmg4N9IzqQoTSpmH3/9A7ZcvU6Pp3nciR/5C2iXz9jgtb/2bNsevFikTFhbWu3dv/V9R63UKCwtFBGju0ZGvg61QKNq1axcfH1+LlHn11VdnzZqVkJCg6/rSXpmePXtKn4p4srW1Tb3Lzs5OfCq//tSpU1Xv/lPdg66bkDJoOEkpvBPbZFLm0UlLmjzKyWPuaTq5jVWlDEf+WvSvvqQk8cOg+RPiPmJObm5ujVImNjbW0dHx3Llzer6c1utIR6uITNFMDfk62DNnzvTx8ZEucXJyiomJ0frwtB4rk5GR4e3t/fDDDz/00EOjR49OS0tTu76okDfffDMxMVG6fO/evQMGDJA+dnd3V70OK92huLdHH31U+v6ovoSum5AyaCBKJasvmUzKdBo6mxCp2/djc+SvJVMoFK9p26bGeq/QeriMrpQRYSEK49///reer6XnOnl5eb6+vnr26MTHx4vWEY/WxcUl4q5u3brVdKeRkJmZOXfu3D59+ui//qBBg/bs2SN9vHv3btXuItX1/f3958+fL79E101IGTSQsrIyksL4U6ZJUMgjA6ZRIXUyTR8bpkqZqKgofglYslUBgWq7OcWPx8dbdxr+Ck5oaGjHjh1/+uknPV+l2uuoHaqixt3dfcuWLVUaR8/UNGWq7h6so/pCWq+fkZFhZWUl37UjPpXeXaW6fnFxcefOna9fv67aT6PrJqQMGkhRcTFJYeQp03Tbzg4vjSdB6nCWLlsppcyBAwf4JWDJxDOuz4I1qoPPWnQZsWTV+qKiIgNTZsOGDY888sjFixf1XFPXdYYOHRobG1tSUpKSkuLj46NrT0ZYWJirq6u0l0h+9IzhKdOvXz+R7Lm5uVlZWYsXL3711Vf1XF88Wk9PT/klEydOlA6OkV9/9+7do0ePli7RcxNSBg0kL7+ApDDmlLHZuMP26XeJj7qd2XOXSCkTEhLCLwFL/9+5oqKdn+5dGbDF72+ffL73X1rP2qL1GJQqbYenSO8VMuQ64eHhPXr0aN68uZOTk5eXl0Kh0Py64sE4Ozur9h3Kj56p9kGqHoO4lXQCm7Zt2w4fPjw5OVlPynTv3v3EiRPyS8SnTz/9tNr1lUqlm5ubdImem5AyaCA5uXkkhdGmjK3fJt50XR/j6TWf92OjHp9W7+OJtcG/53wLSBnGCFOmw6K1vOm6nmbY2PeklAkICOCXAEDKwLTdylaQFEaYMo94r+BN1/U3b7wzU3Xkr67TwAMgZWAaMrNIGaNLmU4e86iNep1eg6epUkbrMQoASBmYjPTMLJLCeFKmSVDIo4Omkxr1Pc/0m6RKmaSkJH4PAKQMTFgaqxYYTco03bbz4d4T6YwGTpkLFy7wewAgZWDCWIDJSFLGZuOOdi+MJTIaPmVOnz7N7wGAlIEJu556k6Ro9JRps2Zz664eFEajpEx0dDS/BwBSBqQMU/uUab/kw+adOXlMo6VMWFgYvwcAUgYmjGWxGzdlHH1WcfIYUgaNqLKy8tz338d88UXMl1/+9vPPWq8THR0tnTDXwcFhwoQJqgWGNM//W4e3PXbsmJOTk6Oj4/Hjx6VLIiMjnZ2ddZ0+QHVXqnu2s7MbPHjwlStX1K6gRtxn586d1e7qxRdf1HPnVlZWHTt2HDlypOZi4Jr3RsqAvTLmPJ3GL+TkMaQMGlFeXt7hwMA0L687EyeKuebj821QkGYr9O3bd//+/Wlpafn5+atXr+7Xr5/Wp3mtan1bV1fXiIiIgwcPSisulZeXu7i4iE91PpfLakP6IDs7e8WKFS+//LKer3Xy5Mkn75KvEi+uOXDgwNDQUF13XlZWlpCQEBAQ0Lp1659l/af13kgZkDJmO0cPHkqfMkVM0uSpFyZPExPjOS1y/NRjk2aEjPEOHjVl0ztTlv51opgpr08Y+do4Md2eGSXmMdd3aBFSBnUiMji4cNIkqWOkyZ08OWbvXj03KSgosLa2Njxlan1btXWwAwMD3d3d9T2Xa6RM1d2lsJs3b67na02bNm3t2rUiSry8vOR39euvv3bu3FlVdVrvXBC3HTJkiP57I2VAypjn/PDjma89xst/gdZiciZNlmLot7sl9POkP0pIzFdjpooSEuP79mRRQov+OlEqoX4vj5ZiqMVjQ0kZUgZFRUU/rlypuWUdW7dO100KCwvFU7XaKtYGpkxNbytfB1uhULRr1y4+Pr5GKSNutXz5cjc3N11fS3SSra1t6l12dnbiU/k1p06dqlrgWlfKJCYm2tvb6783UgakjBnOxd8TBw0YdY8dc+9TPHGi1t1CYqQSMuPdQqQMhKSkpCvTp2tuGrGLFmk9B7R0mIhIioSEhJqmTC1uK18He+bMmT4+PtIlTk5OMTEx+lNGxcHBQXUSSM2vtXfv3gEDBkgfu7u779u3T37NjIyMRx99NDc3V0/KFBcXW1lZ6b83Ugb1LjUtnbZo4Bk11mfzmyMbPWXufUx3txApg6q7B8qcWbZM8wc7JiCgsrJS1018fX179+5di70ytb5tfHy8aCBRVy4uLhF3devWrdq9MkqlUmRTr169Dhw4oOtrDRo0aM+ePdLHu3fvVu0xUl3T399//vz5+vfKtG3bVv+9kTKod5ztt4Fn87adjk5uZtAxJr1biJSB5Ntt24r//GOZP2nS0ZAQ/UViY2NTi5Sp9W3d3d23bNlSpXH0TLUvMAnJyckdOnTIz8/X/FoZGRlWVlbyXTjiU+kNVqprFhcXd+7c+fr167pSJiAgYOjQofrvjZQBKWNWE3X8uwdauvgOHEbHNO5uoVden0zKQMjKzIz68MPbkydLP1FZU6Yc3ry5qKhI7Wri2To2NrakpCQlJcXHx6fa413kl9T0tmrEz6erq2t5eXnVn4+eMTBlhBEjRmzfvl3z8g0bNnh6esovmThxonRwjPyau3fvHj16tNqdi8eTmJgoOsbW1lb87fTfGykDUsZ85nz8xU5d+tg7PJ8/wZMKadw56+NDykAiIuP7sLDjwcHHd+788dtvpWhQEx4e3qNHj+bNmzs5OXl5eamOpLnvz7QGSk1vK1daWurs7BwVFSV9Kj96xvCUiYyMfO655zS/Yvfu3U+cOCG/pvj06aefVrsHpVLp5uamdiDO/fff7+DgMHLkyPPnz0uX67k3UgakjJlMwrXrg9+edF+zLnP7v01JNPpEz5lDyqAen1bv44m1wb/nfAssWWZWNp3RALPqgw2iY1radc9ml4wRTNi8eaQMQMrATGTn5NIZ9T1hh46IjhEzu+8QMsIYJmLdui1btmy8Kzw8nN8DACkDE5abl09q1Ov8EnehdfvnRcc0f6hr8vgJZIQxzN+XLmWvDEDKwEwUFBZRG/U3lxOuvvTqcGmXzPheg2kII5m/rVypShm1YxUBkDIwMcUldwiO+ps581dLHWPV4qnEseNpCGOYwkn/O6mM8LOOxZABkDIwDX+cHoDmqJ/5dM9XUseIGeI2kIYwkkmfOlWeMleuXOH3AEDKwIQplUqao54WjLSxe1rqmCbWT1way1EyxjJXpk+Xp0x6ejq/BwBSBqbtWvINyqPOF4x0eWagapdM32fdCQjjmV9k58cTNE/tCoCUgYlJvsGKknW/YKSqY5pYP3HKYywBYTwT8957qo7x9/fnN4CFKy8vP3To8MZNnwRu3RF9LEbXQpJaRUdH9+/fv2XLlg4ODhMmTNC65JCu6+Tm5o4fP97W1tbe3t7X11fzhseOHXNycnJ0dDx+/Lh0SWRkpLOzc2lpqfbncr3rJ0RERLi6ujZt2lT8KT8BgZ5bqZ3h18rKqmPHjiNHjjx37pz8ylpPW3yfNqQM6lFaxi3io24XjFR1jJgXXPpQD0Y14bLz4wUGBvIbwJLl5eUtW+Hfqu0z0tbq0Omltes26moFTX379t2/f39aWlp+fv7q1av79etn+HU8PT09PDwyMzNF3Ig+2LVrl9oNRXOI/jh48KC04pJILhcXF/Gpzudy3VESFxfXtm1bUTDi73vo0CHxsSpHDEwZ8WdZWVlCQkJAQEDr1q1VB8sbGCjiL75s2TJSBvUoS5FDf9TtgpHylPl25Bjqwajm84ULVSkToncNZJi9v3202arFU/IN1rpNt6B/1OanoqCgwNra2vDr2NnZiY6RPhY106tXL7Urq62DLbLb3d1d33O57igRqbRt2zbV5Vu3bhWX1DRlVNauXTtkyBDDU+aLL74YNWqUUqkkZVCf/1+SX0CC1NWCkR3/0lP+a/HZp14lHYxtdsjOj3fgwAF+A1jyLpk33hwr32ClmThlTo1eZhIKCwvFE7zaqtf6ryNS5tatW9LHomlat26tdn35OtgKhaJdu3bx8fG1S5lOnTqlpKSoLhcf/+Uvf6l1yiQmJtrb2xuYMj/88MNrr71WUlJS3/+apIylu3OnlAqpkwUjX39zgtrvxN1D3yUdjG0+WrFClTLR0dH8BrBYSUlJnbr00kwZ9zfezc3NrcGT6F0iNRISEgy/zrhx48aMGZN51+jRo62srNRuIl8He+bMmT4+PtIlTk5OMTExNUqZBx988M6dO7Lf+XfEJbVOmeLiYtWj1X9AjIieHj16qHY+kTKoR5WVvB+7zhaMlM+Tzq/QDUZ+frwzZ87wG4C9Mve+V0bcla+vb+/evQ2/jkKhEAXTpk2b9u3br1mzpkOHDrpuGB8fLxpIXN/FxSXirm7dut3jXhnVlxNRIj82SHz8wAMPVLtXpm3bttXulcnJyXFzc/vtt98a5l+TlAFvYrrX2R/2jeYvxE+GcpSM0c01b295yly+fJnN35KtWbuhifUT8s222UNdP/n7P2oXRjY2NrW7zrZt20TW6LqVu7v7li1bqjSOnjE8ZTSPlRk+fLj0sbOz8/nz51X/KS4urkuXLvpTJiAgYOjQofpTpqysbMCAAUePHm2wf0pSBlUZt7LJkVrPmV/OSwtGyueRR1+iG4z8ndhCWloam78ly87Onr9wpXWbbtJma9fxBd9Vaw0/sEM8o8fGxorrp6Sk+Pj4qI6DkT/B67rOmDFjEhIScnJyvvzySycnJ11VHRYW5urqWl5eXvXno2dqlDLnzp1r27btoUOHREtFRESIj3/66SfpP/n5+fXu3Ts+Pl48QvGn+HjNmjVaU+aPU8MnJoqOsbW1FX8j/Snj6ekZFBTUkP+UpAyqcm7nUST3vmCkfDYM4SgZY5zdixbJU6agoIDN38KVlpbu/erAug83f7g+8NChwzV6aSk8PLxHjx7NmzcXLeLl5aVQKDSf4HVdZ/fu3Y899pi1tfWAAQNUZaD52JydnaOioqRP5UfPaE0ZtWNW5A/j4MGDooTuv/9+caH8Hd1lZWWiZsRXadasmfjzgw8+kLKpSuO8MuK2Dg4OI0eOlO/F4bwyMCKFRcVESe1m1vsrNTumg6Nb/gRPusEIZ51sTWzOj4f6elq9z3ifWN9+++2AgAAz/J7zYwcWlbz3BSPls+z1YUSDEU6yl5d8l0xwcDDbPizN1atX7e3tb968ScrADLESUy0WjFQ7G540rey6Z7NLxijnx1mz5CnDO7EBUgZmJT0zizoxfOIv/S5fMFI+s/sOIRqMc/YuWCBPmStXrrDhA6QMzAfn/K31gpHyaf5QV3bJGO1skJ0cT2iAM5ACIGXQcMrKyggUA2fj5n9o7Rgx43sNphiMczKnTpV3zPbt29nqAVIG5uZ6ahqZUosFI1XTtJVL8vgJRINxzi8+PvKUiYiIYJMHSBmYm8wsBaVS0wUj5TPEbSDFYLQTNm+ePGX0r8wHgJSBScovKCRWarpgpGqsWjx1aSy7ZIx3tixbJk+ZvLw8NnmAlIG5KS+voFdqtGDkn1bTfc6dXDDauT15srxjNm3axPaO//7eKz958uSRyKjIqKizZ3/Werbf6Ojo/v37t2zZ0sHBYcKECRkZGdLlubm548ePt7W1tbe39/X11f4Uq/uMt3Fxca+//rqNjc3jjz++Z88etRseO3bMycnJ0dHx+PHj0iWRkZHOzs7y1R/VvpCBlwwbNmzFihWqC5cvXy4tyaTn1L1qqxAcPnxY88S+LVq06Nev38WLF6t9PKqb2NnZDR48WP5ewnPnzg0aNKhVq1atW7fu06fPkSNHVP8pIiLC1dW1adOm4k/NF4hJGfwP60rWaMFI1TSxfuKUx1iKwWjnwsyZ8pQ5cOAAGzuq/li9OfdfYQcv/HZJ2sxjz//6r7Awzbe29e3bd//+/Wlpafn5+atXrxZP2NLlnp6eHh4emZmZIm5Gjhy5a9cuQwpD8vvvv4tSEQWTk5OTnJz87rvvql1BesI+ePCgtOKSSC4XFxf5mgO1TpmbN2+2a9fuwoUL4mPxp/g4PT1dz0MVl7/wwgsVFRXyb4jmYpN5eXn+/v7PP/+8ISkjfZCdnS2i6uWXX5Y+ldYA37Ztm/hWi0yMiYkRqafKvrZt24aHh4uvcujQIfGxfP0EUgZ/cis7h2rRnNNnYzUXjJTPK936kgvGPIfnzpWnzM8//8zGDuFgeHjCtevyjf3i74mRkVF6blJQUGBtbS19bGdnJzpG+ljUTK9evQxPGdEuW7du1fOF1NbBDgwMdHd31/cKi8EpIwQHB/fo0UPcv/hTVWB6UmbevHm7d+9W7R3x9vbWum62+OaoVu02JGUEUYfNmzeXPhY5uH79eq2PQXNx71GjRpEy0K64pIRwMXDBSPl8O3IMuWDM8/Hy5fKUycrKYmOH+P/76GMxmpv8N4e/1bWoZGFh4dq1a1WrW4uUuXXrlvSxaJrWrVtr7QB7e3tRP127dt28ebNq30b79u3XrVvn4OBga2s7fvz43NxctRvK18FWKBTt2rXTf6x6jVJG6N+//4svvjhgwIBqq0tcfu3aNfEwlEql+NTNze3SpUuaXSKiRHxzVD1nSMqIv9fy5cvFHUqftm3bNikpSetj6NSpU0pKiupT8fFf/vIXUgbaiR/UpBRWMPjTePss1d8xL7j0oRWMeRK9veUdI54/2NIhiGfNkz/+pLnJHzt+QjMsqv57hIdIioSEBOmScePGjRkzJvOu0aNHW1lZ6fpad+7cOXv2bM+ePefMmSNdcv/9948dO1a6rYeHh6enp9pN5Otgz5w508fHR7rEyckpJibm3lPm+PHj4lPVgThVeo+VEX++9dZbX3/9dXh4+BtvvFGl7cAX6XCZX375xZCUURExp8oX8T1Rvbqn9hgefPBB8T2Ufz9Vu39IGWiRpcglX1Sz67NQ/R0jJnTYu+SCMc+B+fPlKRMaGspmjtrtlRE38fX17d27t2qngiiYNm3atG/ffs2aNR06dND/FZOTk1V7blq1aiXfo2Nvb6/rVtIRJOJrubi4RNzVrVs3Q1JGpJX8GGHx8QMPPCDfKyP+IqrjfvTvlZHS6tlnn33uueekQ3E1d7EUFxdv2LChT58+1X516SZKpVJEYa9evVTHrmnulVHdOXtlUDMlJXcoGP0LRsrnSedXaAVjnsJJkwJ8feUpc+rUKTZzSGpxrIyoGRsbG83Lt23bJrJG/5dLTU1V5Y54ClcdZyM+EM/ium7l7u6+ZcuWKo2jZ6pNGWdnZ/mxsXFxcV26dJE+Dg4OfuWVV8rLy1966SXVEvH6U0Z46i7pZSatB74UFhaqDnzR89XlNxF5J74n+fn54uPhw4d//PHHWr/0O++8o3aszMiRI0kZ6MNpf6UFI51d3avdJRP01ihywYRO8itofe0AlsnAdzANHTo0NjZWXJ6SkuLj46M6VmbMmDEJCQk5OTlffvmlk5PT5cuXNZ+q33rrrbNnzxYVFV28eFFEyaxZs6TLd+7cqXpxysPDY+LEiVofYVhYmKurq2iOqj8fPWNIyvj5+fXu3Ts+Pl48cvGn+HjNmjXi8vT0dFEPly5dEh//9ttv7du3v3nzpiEpo+vVItVemU2bNj377LP6v7rmHY4YMUJaSETkTrt27YKCgjIyMsR3LDo6WnVN8f0XtXfo0CGRkhEREeLjc+fOkTLQJzsnl7Ph6VowUj6OTm60gpHPp4sWyTtG69tlYckMOa9MeHh4jx49mjdvLnrFy8tLoVBIl+/evfuxxx6ztrYeMGCAeK7V+twv3VZc5/HHH1+2bJm8k1auXGlvb9+mTZtx48ZpLezS0lJnZ+eoqP/sJZIfPaO1LdQOcykrKxM9Ie6hWbNm4s8PPvhASqJhw4b5+/urbii2C3FJVXXHyuhJGYn4/vTs2VPkiHS5rq+ueYeRkZHPPfec9PHp06f79etnY2NjZ2fXv39/+d/04MGDIuYeeOAB8af4rqo/Hn6UoeZOqaUvLalnwUj5bH5zJK1gzJM1ZYrfn3fJyJ9vgHqia/cG6vF7zrcAmpJv3LTYjjlyNKbaQ2TE2Ds8nz/Bk1ww5ol57z15x4j/E9V1plQApAzMjSL3NgtG6h/fgcNoBdNad4mT/AKkDCxIeXn51euWeIhMv9fHGNIxLe26s0vGyCfJy0vtgN/ExEQ2bYCUgQVJz8yytJRZtuojQzpGzOy+Q2gFI5/wefPkHbNx40ZdJwsBQMrAPFnaIgb6F4xU2yWTzS4Zoz+dzN9WrpSnTHR0NBs1QMrA4qSmWcpC2dUuGCmf8b0G0wpGPnF/XgqbdZcAUgYWKq+gkAUj1ab5Q12Tx0+gFYx8Pl+4UN4xQUFBbM4AKQNLpFQqLWF1yWoXjJTP8Jf+j1Aw8lFonE7mzJkzbM4AKQMLlZ1j5u/KNmTBSNVYtXjq0lh2yZjY+pH+/v5FRUVsywApAwtVXl5hxu/K/u6H04acDU81g90GEgpGPulTp6rtktm3bx8bMkDKwKJl3Mq25AUjVdPE+olTHmNpBSOfr/+8S0ZQLfIHgJSBhTLLJZkSrl0f7jHd8I4R0/dZd0LByCdt2jS1XTLr16/ndDIAKQNUZWYpLHPBSPl8O3IMrWBab1xi/UiAlAH+o6zMrNYxOHI0pqYd84JLH0LByCdZY6WCwMBAdskApAzwH1mKHPPomNjzvxm4YKR8wkeMphVMbpdMXFwcWy5AygD/UVFRcfV6quUsGCmfJ51fIRSMfBK9vdU6ZuvWreySAUgZ4E/M4Bwzi5evq2nHiNk99F1awchn1+LFvHEJIGWAaoj/x72WbMIn//3qwKFadIyjkxuhYORzZfp0tY7Zvn07GyxAygBa5OTmWcKCkfLZ/OZIWoFdMgBIGZgJpVJ5PTXNFBeMfOGVIbXomPYdnycUjHwuaCyCvWvXLjZVgJQBdCosKjbvBSPl4ztwGK1g5PP3pUvVUiYpKYntFCBlAH1uZmaZUMf8Y9cXtesY2/bP5k/wpBWMeX6aNUutY0JCQthCAVIGqEZ5ecW15FSzXDBSPrP7DqEVjHkyp04N8PVllwwAUga1cTsv3/wWjJRPS7vu2eySMbWjfUNDQ9k2AVIGMIhSWZV6M8PMFoyUz7Q+f6UVjHm+nz17lYb09HS2TYCUAQx1p7TMmBdmqsWCkapp/lDX5PETyAVjXgHbX+OlpfDwcLZKgJQBaiY7J9dsFoyUz+ieg8kFo53iiRODlixR65hNmzaVlpaySQKkDFAzlZXK66k3zWPBSNVYtXjq0lh2yRjvHJszR/OlJY72BUgZoJZKSu4Y1ctMtVswUj5D3AaSC0Y7yV5efhodc+TIEbZEgJQBai/3dp6pLxipmibWT/z87jiKwTincNIkzRPibd26tby8nM0QIGWAe3Iz45bpLhgpn77PulMMRjuH585V6xg/P7/U1FQ2QICUAe5VRUVlUsoNE10wUj7/HjWWYjDOuebtrfnS0vHjx9n6AJAyqBuNe9DM5YSr3V948x475gWXPhSDcU7+pEmbly9X65jt27dXVlay6QEgZVBncnIb7aCZKdMX3WPHiPl25BiiwTgnfN48tY7x9/fnhHgASBnUMaWyKq0xDpqp9YKR8nHp0otiMJU1I4VTp06xxQEgZVD3KioqriU36EEzMd+fqvWCkfLZPfRdosEI5+KMGZqHyAQHB/PSEgBSBvXlzp3SBjto5sJvl2u9YKR8HvvLy0SDEU6Sl5fm2tcBAQEKhYINDQApg3pUVFycmJRs5AtGymfzmyPpBmObzKlTP1qxQvOlpTNnzrCJASBlUO9u5+XXd8p8uPHvddIxjk5udIOxze3Jk7csW6bZMawZCYCUQcOp1/Pm3eOCkfLxHTiMdDC2BSODNRaMFPbs2cMhMgBIGTSopOTUelowsq3ji3XSMfYOz+dP8KQejGq+XLhQs2OCgoJY+xoAKYOGplRWJVy7Xrcd83ti0j0uGCmfuf3fJh2MfHUCYdOmTQUFBWxQAEgZNIKKikoRH8azYKR8Wtp1z2aXjDHNydmzNTtm3bp1WVlZbEoASBk0Ys1UXPw9sU465st9YXXVMWJm9x1CPRjPXJg5U/MUMn5+fsnJyWxEAEgZNH7NxF+6YgwLRqqm+UNdk8dPICCMZBK9vTVPISNcvHiRzQcAKQOjUFZWduG3y427YKR8xvcaTEAYyaRNm6b1FDKsTgCAlIFxKSgoiPv1YiMuGKkaqxZPJY4dT0MY8/6Yw4cPs8kAIGVgdPLy8mpRM3WyYKR8hrgNpCGMYeK0HR8jhIaGcgoZAKQMjLdmzp3/teEXjFRNE+snLo3lKJnGn++1vV9J2LVrF6eQAUDKwKjl5xecjY1ryAUj5dP3WXcyotEnQtv5Y4StW7dyChkApAxMo2ZOn/m5wRaMlO+SOeUxlpJo3HUJtJ7Pl/0xAEgZmF7NRB8/0QALRsrnBZc+xEQjTv6kSVrXVxL27dvH8TEASBmYmIKCgvCIb7QublCHC0bK59uRY+iJxhrFlCla17sWjhw5wuYAgJSBSSotLd1/4F+/Xb5STwtGyufZp16lJ4zt5DHC6dOn2RAAkDIw7Zr5+uv9v8T9Wh8LRspn99B3SQqjOnmMn58f5/MFQMrAHFRWVkZGRn33wymRMvOXrKmPjnnS+RWSwqhOHhMQEMD6SgBIGZiV2NhzH2/+pD46RszmN0dSFQ1/kG/4vHlaX1Rav349610DIGVghpKSkiZMnNnsoa512zGOTm6ERQPPNW/vzcuXc/IYAKQMLI5CoVjtF9Cx00t1mDLrBo2gLRryzDFH3n9f64tKnDwGACkDiyCe6j799LNer73dxPqJe+8Ye4fn8yd4UhgNM8leXn9fulRHxnDyGACkDCyGeML7/vvvJ02Z2br9s/eYMsteH0ZhNMzOmH+/956/tncqSQf5njlzhh9sAKQMLMvly5f9/Pzder5Z645padc9m10y9T+ZU6fqOo2vEBwcrFAo+HkGQMrAEuXm5gYFBXlOmmHr8HwtUmZ23yF0Rn3Pj7NmBejYGePn5/fDDz/wohIAUgYWTTwRRkdHr1zpW9OjZ5o/1JVdMvW9FsHuRYt07YzZvn17eno6P8AASBngD8nJyZs2bZox8/1HnHsamDLjew2mNur13Hd/W7lS186YqKio8vJyfm4BkDLA/5SWlh4+fFg8Uw57x7NV22f0d0zTVi7J4ycQHPUxV6ZP37V4sa6dMaI4OY0vAFIG0CkpKSkwMHDp0uWvuQ+3avGUrpQZ4jaQ5qjzSfLy0hMxQkREBKeNAUDKANUoLy+Pjo728/Obv2DxMz3e0DyARiTOpbHskqnjE8Z8vnChnohZv379lStX+OEEQMoAhsrMzNy1a5d4EvWZNffJbv3kKeP+nDvxUVeTPnXqVwsWrNJr3759RUVF/EwCIGWAGrtw4cLGjRvFs6n3jPekoGli/cQpj7EkSJ1EzNfz5/vpjZiQkJCkpCR+DgGQMkDtlZaWnjhxwt/fXwoaj4HvFBMi9/wu64i5c3WdulcSFBRExAAgZYA6U1BQEBYW5uf3x06Ej1asOPL++5lTpxIlNZ3bkydXGzHbt2+/fPkyP3IASBmg7mVlZYWGhqqedD9dtOjKggXspDFkEr29D8yfH6A3YgIDAy9cuMCPGQBSBqhf6enpUtD4+fl9/PHH7KTRf0BM9Jw5Hy9frv/AXhExcXFxLEEAgJQBGjRovv32W+klJ9VOmriZM9lJIyZ/0qSfZs3Sswak/F3Wp0+f5tS9AEgZoHEUFBT88MMPmzZtUj03W/JOGpFxF2fM2Ltggf6jYSTr1q0jYgCQMoCxSExM3Ldvn9pOml98fBRTplhCxKROm3Z47twNK1asMsCuXbtiY2M5by8AUgYwgZ00wpZlyyLmzr0wc2b+pElmtg8mycvr3++9t2PpUkMKJjAw8MSJE7m5ufycACBlANPbSfPHYcKrVgUtWRL1/vtXpk8vNM2sETUmHnz0nDn/XLQowIBXkYSAgIDw8HDWgARAygBmspNG4u/rK2og5r33rnl7G3m+5E6efGHmzIi5c0WH+a0ylMi4PXv2xMfHczQMAFIGMIedNAcOHFi/fr32A2BXrvx84cLvZ88WxZA6bZox7LBJnzr1rI/PgfnztyxbtqqGPvnkk1OnTuXl5fHvDoCUAcxNVlbW6dOnQ0NDAwIC9NTARytWBC9Z8tWCBcfmzPnFx+eat3d9HD5cPHFi5tSpV6ZPF18i5r33IubO/XLhwqAlS/62cmVN88XPzy8oKCgqKiotLY1/ZQCkDGD+KisrU1NTv/vuu5CQEGmBp+oPOvH13bZs2ecLFx6eO/fk7NlnfXzUJn7GDNElukbqlfB588Q97Fi69CPD3m2k/yAY8eBPnDhx7do13o4EgJQBLFd5ebmogejo6ODg4FXG7cMPPwwNDT19+rToME7OC4CUAaCupKTk8uXLR44cEcXwySefGLjDpl4FBgaGhYXFxsZmZWXxDwSAlAFQMwUFBcnJyRcuXDh+/PiBAweCg4N1HT58L/z8/DZt2hQSEiK+RHR09OnTpy9evJiamlpUVMQ/AQBSBkAdKy0tzczMvHz58qlTpw4fPhym4YsvvgjRTeqVM2fOiHtIS0sTtcS3FABIGQAAQMoAAACQMgAAAKQMAAAgZQAAAEgZAAAAUgYAAICUAQAApAwAAAApAwAAQMoAAACQMgAAgJQBAAAgZQAAAEgZAABAygAAAJAyAAAApAwAAAApAwAASBkAAABSBgAAgJQBAAAgZQAAACkDAABAygAAAJAyAACAlAEAACBlAAAASBkAAABSBgAAkDIAAACkDAAAACkDAAAs3P8DyDInA6YRnI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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T32025_V-62074695_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_T32025_V-62074695_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_T32025_V-62074695_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_T32025_V-62074695_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_T32025_V-62074695_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_T32025_V-62074695_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_T32025_V-62074695_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_T32025_V-62074695_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_T32025_V-62074695_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_T32025_V-62074695_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_T32025_V-62074695_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_T32025_V-62074695_da">Se ha modificado el lugar de publicaci&#243;n del valor liquidativo de los fondo dos de inversi&#243;n del Boletin oficial de la Bolsa de Valores de Barcelona, p or la p&#225;gina web de la sociedad gestora. Dicha sustituci&#243;n viene motivada p orla discontinuidad del servicio de publicaci&#243;n por parte de BME; si bien l a sociedad gestora, desde la constituci&#243;n de cada IIC, ha venido publicando simult&#225;neamente el valor liquidativo de las IIC gestionadas tanto en su p&#225;g ina web como en el bolet&#237;n ofcial de cotizaci&#243;n, por lo que dicha modificac i&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC ge stionadas. La sociedad gestora ha adoptado la opci&#243;n de forma voluntaria de continuar remitiendo a los part&#237;cipes la informaci&#243;n con periodicidad trimestral como se ha venido realizando hasta la fecha.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_T32025_V-62074695_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_T32025_V-62074695_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_T32025_V-62074695_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_T32025_V-62074695_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_T32025_V-62074695_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_T32025_V-62074695_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_T32025_V-62074695_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_T32025_V-62074695_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_T32025_V-62074695_da">Anexo: NO APLICA</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_T32025_V-62074695_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO. a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados. Los mercados de renta variable despideron un nuevo semestre con rentabilida des positivas a pesar de un contexto de mercado con momentos de tensionamie nto tanto por la pol&#237;tica comercial estadounidense como de los conflictos g eoestrat&#233;gicos. En Europa las plazas espa&#241;ola y alemana lideraron las alzas , en EEUU recuperaron niveles para cerrar junio en zona de m&#225;ximos hist&#243;ric os y los mercados emergentes registraron su mejor primer semestre desde 201 7. Tanto el &#237;ndice de volatilidad VIX como el precio del barril de crudo re gistraron puntas de tensi&#243;n durante el periodo, aunque volvieron de nuevo a  niveles previos ante la expectativa de un escenario mejor de lo esperado a  nivel de impacto econ&#243;mico. Respecto los Bancos Centrales, el BCE continu&#243;  con su pol&#237;tica monetaria expansiva apoyado en gran medida por las continu as revisiones a la baja de la inflaci&#243;n, aunque ya avis&#243; Christine Lagarde que podr&#237;an estar llegando al final del actual ciclo de bajadas. Contrariam ente, la Reserva Federal ha mostrado un tono m&#225;s conservador a pesar de la desaceleraci&#243;n de la inflaci&#243;n, a la espera de calibrar los impactos que po dr&#237;an tener en su econom&#237;a la nueva pol&#237;tica comercial de la Administraci&#243;n  Trump. Respecto la curva de tipos de m&#225;s largo plazo, continuan en niveles  bajos respecto su media hist&#243;rica, con el Bund alem&#225;n en el 2,61% y el Tre asury a 10 a&#241;os en el 4,23%. En el mercado de divisas, s&#237; que se evidencia un cambio relevante con la debilidad del d&#243;lar, ya que su cruce con el euro  se apreciaba casi un 14% en lo que llevamos de ejercicio para cerrar el se mestre a 1,176 d&#243;lares por euro. b) Decisiones generales de inversi&#243;n adoptadas. Hemos mantenido un nivel elevado de inversi&#243;n, cercano al 100%, a lo largo del semestre. c) &#205;ndice de referencia. La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inver si&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndi ce de referencia, sino que toma como referencia el comportamiento del &#237;ndic e en t&#233;rminos meramente informativos o comparativos. El Tracking error o de sviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 7,97% durante el periodo y en los &#250;ltimos doce meses ha sido del 6,55%.  Un tracking error superior al 4% indica una gesti&#243;n activa. La rentabilidad neta de la IIC en el periodo ha sido del 3,53%. En el mismo  periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 0,26%. d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n posi tiva del 6,11% y el n&#250;mero de participes ha registrado una variaci&#243;n positi va de 40 participes, lo que supone una variaci&#243;n del 4,16%.   La rentabilid ad neta de la IIC durante el periodo ha sido del 3,53%, con un impacto tota l de los gastos soportados en el mismo per&#237;odo del 1,01%. e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestor a. La IIC ha obtenido una rentabilidad neta en el periodo de un 3,53%, a su ve z durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco  Gesti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el period o del  2,76%. En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimi ento medio de los fondos agruapados en funcion de su vocaci&#243;n gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el semestre hemos incorporado el fondo GVC Gaesco V.I.F en la carte ra y hemos reducido  la exposici&#243;n del fondo JPM ASIA PC STRATEGY EQUITY A- D SICAV. b) Operativa de pr&#233;stamo de valores.    La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valo res. c) Operativa en derivados y adquisici&#243;n temporal de activos. Durante el periodo el fondo no se han realizado operaciones en instrmentos derivados. La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante  el periodo ha sido del 2,3%. d) Otra informaci&#243;n sobre inversiones.  En cuanto a productos estructurados, activos en litigio o activos que se i ncluyan en el art&#237;culo 48.1j del RIIC, la IIC mantiene en cartera acciones de: FRANKLIN TEMPLETON EASTERN EUROPE RC, RAIFFEISEN OSTEURO AKTIEN VT FUND  SIDE POKET con un peso patrimo 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N&#47;A 4. RIESGO ASUMIDO POR EL FONDO. La Volatilidad de la IIC en el periodo ha sido del 7,41%. En el mismo perio do el &#237;ndice de referencia ha registrado una volatilidad del 15,81%. GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen i nvertido. En condiciones normales se tardar&#237;a 2,32 d&#237;as en liquidar el 90% de la cartera invertida. 5. EJERCICIO DERECHOS POLITICOS. El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valore s que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n S GIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;c ipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y  voto en las juntas generales que se celebran en Barcelona y Madrid de empr esas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquel las sociedades en las que la posici&#243;n global de las IIC gestionadas por est a entidad gestora fuera mayor o igual al 1 por 100 de su capital social y t uvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad G estora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos e n que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera consi derado relevante o existieran derechos econ&#243;micos a favor de los inversores , tales como primas de asistencia a juntas. 6. INFORMACION Y ADVERTENCIAS CNMV. N&#47;A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N&#47;A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N&#47;A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. No detectamos ning&#250;n cambio a corto plazo de la actual coyuntura, por lo cu al es previsible que continuemos invertidos en un porcentaje muy elevado de  la cartera durante los pr&#243;ximos trimestres.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_T32025_V-62074695_da">NO APLICA</iic-com:AdvertenciasCNMV>
</iic-fim:DatosFondoCompartimentoFIM>
</iic-fim:InformeFIM>
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