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            <iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12025_V86544897_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
          </iic-com:PeriodicidadCalculoVL>
          <iic-fil:MedidasRiesgoFIL/>
          <iic-fil:GastosClaseFIL>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_daa" decimals="2" unitRef="pure">0.90</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy" decimals="2" unitRef="pure">1.83</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy2" decimals="2" unitRef="pure">1.74</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy3" decimals="2" unitRef="pure">1.61</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy5" decimals="2" unitRef="pure">1.74</iic-com:RatioTotalGastos>
            <iic-com:RatioGastosEstimado contextRef="FIL_S12025_V86544897_da">false</iic-com:RatioGastosEstimado>
            <iic-com:AplicacionRatioGastos contextRef="FIL_S12025_V86544897_ia">false</iic-com:AplicacionRatioGastos>
          </iic-fil:GastosClaseFIL>
          <iic-com:EvolucionValorLiquidativo>
            <iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V86544897_da">202506_ALTAN_III_A_-_VL_5_AÑOS_1S25.png</iic-com:NombreFicheroAdjunto>
            <iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V86544897_da">png</iic-com:TipoMimeFicheroAdjunto>
            <iic-com:ContenidoFicheroAdjunto 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/NwCE0k82bnqgud1Ov2J5oLn9Jxs3qasCQIgobZ5PcyjIF6OxLOvYsWP2eb8iFU/bcLquUPjg3Q0B0UMAviOZTIqLYDU1NT355JNefzBzHZyyXQ8vvviiOgQAIaLs+5UX9gMDCLei2jzRQMrHHio/KqThdF2h8EF5U0DUEIBV/qdMuA6qm3BT1MwIAMHik37JwABCr/A2T1xrpqmpyR5x3UM7bcPpukLhg/KmgKghAE+S/zbmf9E810F1024KnxkBIHD++PmdztCrLEvW71IfBgChUGCb50y/Sii1w6pXw5lKpcSarisUPig/ASBqCMB32IdAr1ixwp4XXG+b5jo4rQJnRgAIljdO9DfveP2r3/sbZ+KVlwWrt5y+cFF9MACEQoFtXjqdtu/3K4ijkV1vDuxsOJVjp50rFDUIRFZ0A7BmBc6MABAIxwfOt+w+MGfVZmfWdS5fe3IT6RdAiGlr87zO4ANQOAKwJtpmRgAon9MXLj7/6uEFq7c4U67/snn/UXVbABAWetq8fD7/8ssvq6MAikQA1kTPzAgA5fDh8Mjm/Ufr1nY6k6291K3tfP7Vw/t7+73i8fOvHla3CwChQJsHBAgBWBNmRgCBc2ns6s7DJ5as3+VMs/YyZ9Xmta+8fXzgvP2o0xcuigw896mfKecGt+w+MKUAAIQCbR4QIARgTZgZAQTFWC6/90hf46akM+7ay30rN7bsPnDo/TPqg79w+sLFB1o6Tl+42HPq3H0rNyoZ+MYtS30AAAQZbR4QIARgTZgZAVS4G7esN070P9b5mjPuykvzjtffONFfeIg9PnBeuVbWoy/tK/zhAFD5aPOAACEAa8LMCKBiHXr/TMvuA8quWmV59KV9qfTJsVxefXABTl+4SAYGEGK0eUCAEIA1YWYEoNlYLt+0rcsnsh4fOL/2lbf9b2W0ZP2uvUf6Lo1dVR9cJPvEYHt5qH2Pz3MDgAChzQMChACsCTMjAJ3Gcvn61u1fefyn9a3blZz54fDI868e9r+kc33r9q0Hjw+NjMoPvEdDI6NK0SXrd5GBAYQAbR4QIARgTZgZAWhjp187zY7l8kMjo1sPHpfHnUvd2s72rp4Ph0fULZaIawYubcwGAP1o84AAIQBrwswIQA8l/YrF//zeBau3rH3l7dMXLqrbKoNLY1eV+yrVre0kAwMINNo8IEAIwJowMwLQwDX9ei1zVm1u2X2g59Q5dStlNpbLk4EBhAltHhAgBGBNmBkBlNvZi5f/lx/8B2fQVZb7Vm4UtzJSH6/RWC6v3Gd4zqrNenZBA0DJ0eYBAUIA1oSZEUCZ9Jw6197Vo+xT9Vr+9zVbK+T+QzduWY++tI8MDCAEaPOAACEAa8LMCKCEPhwe2Xn4xGOdr/mf3KssC1ZvqaiE6ZqB9R+SDQD3iDYPCBACsCbMjADu0Vgu/8aJ/pbdB/zvYOS1VFr6tbXsPiA/z/tWbiQDAwgW2jwgQAjAmjAzApiZvnMftXf1PNS+x5lpnUvjpuRzv/q7B57uUMYrNv0Kzgx86P0z6koAUKlo84AAIQBrwswIRNZYLt+0rWssl1d/4G1oZHTvkb7HOl+bs2qzM+UqS33r9udfPXzo/TP2yb2nL1xcsHpLUNKv0N7Vo7yuVPqkuhIAVCTaPCBACMCaMDMC0WTfl6i+dbt/Br5xyzr0/pm1r7xdyBHOc1Ztbt7x+t4jfV53D7IzcCDSr7B5/1EyMIAgos0DAoQArAkzIxBByl15XTPw6QsXtx48XuARzg+179m8/2jfuY+Ujbg6feHiAy0dQUm/wtaDx5WXvHn/UXUlAKgwtHlAgBCANWFmBKJGSb9iERl4aGQ0lT7ZvOP1Qo5wrlvbufaVtw+9f8YZnkMplT6pvANkYAAVjjYPCBACsCbMjECkuKZfsXz1e9PfuOi+lRsf63xt75G+D4dH1E1HgDMDP//qYXUlAKgYtHlAgBCANWFmBKLDJ/36L0vW72rv6jk+cF7dYvT0nDqn3OK4ZfcBdSUAqAy0eUCAEIA1YWYEomPJ+l3OcOu1LFi9pWX3gTdO9EfkCOfCuWZg+0rXAFA5aPOAACEAa8LMCESHchci1+VPNuzZefhENI9wLtzxgfPKadKPvrSPDAyg0tDmAQFCANaEmRGIlI43j/2TJ9qdufcrj/907lM/C9aVmc06feEiGRhAhaPNAwKEAKwJMyMQEWO5fPOO1525VywBuitv5XDuUX+ofQ9HjAOoHLR5QIAQgDVhZgSioO/cRz4HP5N+Z2xoZLRubaf8Zi5Zv4sMDKBC0OYBAUIA1oSZEQi3G7es9q4eJfHet3Ljc7/6OxGJSb/3yDUDD42MqusBgHa0eUCAEIA1YWYEQuzD4ZGH2vco6be+dXvfuY/EEbwPtHSQfu/dpbGryhW269Z2koEBGEebBwQIAVgTZkYgrPYe6VPu1vOVx3+69pW3uVBTOYzl8mRgAJWGNg8IEAKwJsyMQPhcGrv66Ev7lOi7YPWWnlPn1FVROmO5fOOmpPyez1m1WexgH8vlm7Z1cW4wAM1o84AAiWgAtiyroaGhra3NHslkMosXL47FYrW1tf39/cUOTouZEQiZnlPnnNe7evSlfZfGrqqrotRu3LKUPz3MWbX5v//PC/Wt28XB52RgADrR5gEBEsUAnEwma2pq6uvr7QAs8nAqlZqYmEin03V1dblcTgwmk8mJiYlEIuEzqBZww8wIhMaNW9baV95Wou99KzfuPdKnroqycWbgmqYN9n+TgQHoRJsHBEjkArBlWXv37h0cHEwkEnYAzufz8+fPz2az8n9nMpnZs2fbg3Pnzu3t7XUdVGu4YWYEwuH0hYtiN6O8PNS+58PhEXVVlF/L7gPKZ0EGBqAfbR4QIJELwDY5ACt7gBsbG+VdwfIKroPqpt0wMwIhsPXgcef1rtq7erjelUFP7nzDmX7JwAB0os0DAoQAfEcmk6murpbP7LWTsBKAnYP2RhSpVOpFAKGw/m821a26e4StWL72vfan2zapq0Kjn2zc9EBzuzP62ss/a27/yUY+IwBlp3aBACoVAXiSfDBzT0/PokWLstms685e10F1026YGYHgeuNE/5xVm5Vk1bzjdfYuGqfcEsl1+WdP/YzrcgMoK9o8IEAIwJNc9+u6nu7rOjhlux6YGYEgGsvlnWeZzlm1OZU+qa4KE05fuOi8FrfrsmD1ludfPcyp2gDKgTYPCBAC8CQRa8WRz5lMpqampre31/WCz66D6qbdMDMCgdN37qO6tZ1Kjnqofc/QyKi6KswpPAOLpb51+87DJ7hbFYASos0DAoQAfEd3d7c4B7iqqkrkW69b/roOTouZEQiW9q4eZ3baevC4uh4qgGsGvr/5hQee/pnzQ7SXR1/al0qf5AJmAO4dbR4QINENwJoxMwJB8eHwyEPte5SwVN+6ve/cR+qqqBhKBl6wesvpCxcnJiYOvX+mecfrzvRrL3NWbW7ZfeD4wHl1iwBQMNo8IEAIwJowMwKBkEqfdF7vqmX3AfYTVj47A9vp1zaWy+890uf8u4a81K3tbO/q4SRhADNAmwcECAFYE2ZGoMKN5fKPdb7m3D146P0z6qqoVKcvXHygpUNJv7KhkdHN+486T+2WlyXrd+090sdJwgAKR5sHBAgBWBNmRqCS9Zw65zyJ9NGX9pGCwqrv3EdrX3nbubdfXh7rfO2NE4Ve6AFAlNHmAQFCANaEmRGoTDduWc7rXd23ciPXu4qIN070O/f8y8ucVZvXvvK2/xngY7l807Yu7gsNRBZtHhAgBGBNmBkB45wp5cPhkfrW7UrgqW/dzomgUXNp7OreI31L1u9yBmB7qVvbuXn/UedNsMZyefEtqm/dTgYGook2DwgQArAmzIyAWc6UsvXg8ftWblRCTntXD9e7irIPh0fau3r8TxJ+qH3P3iN94ltkf6/EQgYGook2DwgQArAmzIyAQUpK+efP/u2/3fyflFSzYPWWnlPn1Eciqo4PnG/ZfcD/JOEn/va//G8//LkySAYGIog2DwgQArAmzIyAKUr6dV0e63yN0AKnG7esVPrkoy/tc35nfBYyMBA1tHlAgBCANWFmBIyYNv3et3JjKn1SfRgw1aWxqzsPn/D/LskLGRiIFNo8IEAIwJowMwL6TZt+Zze/8H7mY/VhgLcPh0eef/Xw73z3b5xfJ2VZsn6X+mAAIUWbBwQIAVgTZkZAP/+L+pJSMGOnL1yc+9TPnF8ne5n//ZdOX7ioPgxASNHmAQFCANaEmRHQ7/SFi/NaOpzhxF4WrN5CSsHMnL5wccHqLc4vlVgWru3kZlpAdNDmAQFCANaEmRHQL5U++bt/uckZTki/KAn/DDxn1eZD759RHwMgjGjzgAAhAGvCzAjoNJbL+1+5l/SLklAy8O98d4PyTdu8/6j6GAChQ5sHBAgBWBNmRkCbnlPnnPvlvvq9jaRflIOdgRes3vL+P37cvON15bvHTbaA0KPNAwKEAKwJMyOgwY1b1tpX3lbix30rN249eFxOKaRflNbpCxcfaOmwv1c7D59QvoT1rds5JRgIMdo8IEAIwJowMwLl1nfuI+dNj5as32UHDyWlAOVzfOD8nFWb5a8ipwQDIUabBwQIAVgTZkagrLYePK5E3688/tP2rp4btyx1VUCLoZFR5424OCUYCCXaPCBACMCaMDMCZfLh8MhD7XuUmFG3trPv3EfqqoBeN25ZnBIMRAFtHhAgBGBNmBmBckilTyoHmn7l8Z+27D5AwEDl4JRgIPRo84AAIQBrwswIlNZYLv9Y52tKruA0S1QmTgkGwo02DwgQArAmzIxACbne6OjRl/ZdGruqrgpUBk4JBkKMNg8IEAKwJsyMQEncuGU9/+phJUXct3LjzsMn1FWBCsMpwUBY0eYBAUIA1oSZEbh3rjc6eqh9D6dTIkA4JRgIH9o8IEAIwJowMwL3aOvB4/et3KgkB250hCDilGAgZGjzgAAhAGvCzAjM2NDIKDc6QshwSjAQJrR5QIAQgDVhZgRmhhsdIaw4JRgIDdo8IEAIwJowMwLF8rrRUc+pc+qqQGBxSjAQArR5QIAQgDVhZgSKwo2OEB2cEgwEHW0eECAEYE2YGYEC3bhltXf1KNH3vpUb9x7pU1cFwoJTgoFAo80DAoQArAkzI1CI0xcucqMjRBOnBAPBRZsHBAgBWBNmRmBaXjc6UtcDwotTgoEgos0DAiSiAdiyrIaGhra2NvF/0+l0bKpUKjUxMZHJZBYvXhyLxWpra/v7+8XKroPTYmYEfFwau+q80VF963ZudIQI4pRgQL/b1s3xXz1327qp/qAwtHlAgEQxACeTyZqamvr6ejsAy/L5/Pz587PZrAjJyWRyYmIikUjU1dXlcjnXQXUTbpgZAdtYLt+0rcs+sJMbHQEKTgkGNMsdSV5a843ckckGbwZo84AAiVwAtixr7969g4ODiUTCNQAnEonGxkaxp3f27NnZbFak4rlz5/b29roOqptww8wICGO5vDjLt751+9DlMedJj9zoCOCUYKCsPh+/fPNs382zfdff7brWvfPqoW0jrX986Yd1I+uWzGwnMG0eECCRC8A21wBsWdayZctEpk2n0/YOXrHjN5VKuQ4qG3HFzAjI6Vcsv9O0QenvudERIPM/JVg5mAKAjxunfjO6rfnSD+tcl2x88n9HfvyHM9sJTJsHBAgBeAo536bTabErWAnAzsEpm5CkUqkXAXzpJxs3PdDcrnTz9lLzxE9XtG5UHwNE3tNtm2Z/d8o/nNnfbV/5/Av2P6gHmtt/snGT+jAgAnZufP6V9rX/df13D//7Fb95/s//4dmH/uHZhz5a863hH379RGtjx4svyGs6Q6+0LLT/+6M1fyA/sHBqFwigUhGA71ICrevOXtdBeSNemBkRccq+X2VZ+pPdXOcW8OJ6SvC8pzvs/65v3c5+YISDcjEqcaDyzbN9n49fVtYcT7U5cuyUJXd0n73yjVO/ca5gL2L3r1hmthOYNg8IEALwXZlMZunSpfZFrVxP93UdlDfihZkRUeaffmnfgWm5nhLMPyKEyW3r5vV3u37788cvxRdmf/xHzphqfXz3WujWpUHnCspy/d0uefujLz9t/yj7zLdGtzWPbmu++mbH5XWLlAde2dAgP7AQtHlAgBCA74rH4/KI6wWfXQfljXhhZkSUOXdeOZcl63epDwMwlfOUYHkhAyPQrnQs/yJ/iqOR7x6TbC9X3+ywV/58/HL2mW8517GX8VTb7evjUwpMTHx25RPnnuSSoM0DAoQAfIe8a1cedN7y13VwWsyMiLLTFy7+0ydfcPbr9rJg9ZbTFy6qDwMw1Vgu/3+s2er8F0QGRiW7bd28c73lg78Y3dY8sv7bk3tZO5bLe3Q/u/KJCK7iaGT5mGR7ud77lrzZ/AfdY3vio9uax/bEr3XvvNa98+bAuzfP9lmXBuXV9KDNAwIkugFYM2ZGRNZYLv9Y52vOTp30CxSLgykQIJ+PX/402Srirusyticur3+l48+n7vhdKB+ofPNsn7xypaHNAwKEAKzJjGdG7nKBQHO9eI+8kH6Bwp2+cHHB6i3Of0fy8icb9hx6/+6ONaDcrI/PTO53lXbnCj73HBLLeGrKmWjX/m7nyI/uHtU8s4tRmTLjNg+AfgRgTWY2M9qXDuKoNgSRs1mv/cF/eEC6dC3pFyiW85+V61K3tnPn4RP84kDJWR+fuXHqN9e6d47tiX951u6XgbZro7ymz75fsftXOR33yoYGZZ0ZXIzKlJm1eQCMIABrMoOZUblwLhkYwXLo/TP3rdwod+RL1u+6NHbVbt9Jv8DMFJiBv/L4T+9buXHtK29zjzHMgHI7InGa7m9//h1nlLWX7DPfkreQO7rP/tFvf/6dT5Ot4jRdI+foltsM2jwAphCANSl2ZnS9bQwZGEHhvFbtY52v3bhliZ+evnDxgZYO0i8wY0oGXrB6S8ebxx5q3+PMwGJp3JR840ShV21ElE1esGrg3WvdO0d3rLq05uvyQchX3+xwhl55Gd3WPGVbXwhl3HUqts0DYBABWJOiZkbX9CsWMjAq3I1bVsvuA8r3tr2rR10PwL1xPZii79xHLbsPKAdf2Evd2s6tB49fGruqbgvRdif0HvzF1B28k9ejGnlusb0T2CsAj6z/9ui25mu/3iPvLo6aoto8AGYRgDUpfGb0Sb9iIQOjYo3l8o2bkvLX9b6VG1Ppk+p6AErB62CKS2NXtx487nWY9H0rN7bsPuB8FCLo1vlTXkc1ixsRjTxbb+8Evn19fGxPXMTd8a6NuaP7bp7tc95rN5oKb/MAGEcA1qTwmdH/krli4S4XqEBDI6PK327mrNp8fOC8uh4AXd440a/8TUpeHmrfw3HRUWZdGnTm3i+Xu7cjGlm3JMq7dgtUeJsHwDgCsCaFz4zTXt2ESwehAvWd+2jOqs3yF7VubSeX3gEqwYfDIz7HRS9YvWXz/qMcFx1iN8/2iYs2K0cp3zj1G0fu/SLxPrc4u/Ybd/9voG5HZErhbR4A4wjAmhQ1M/pk4H/yRHvHm8fUBwBGpdInld66cVOSA/WBijKWy289eLxubafzN4tYWnYf6Dv3kfowBJMIvc478V47+At7ndvWTfv458vtD4+n2q73vvXZlU8CfTsiU4pq8wCYRQDWpNiZ0ScDf+Xxn3JSJSpHe1ePs422L/gMoNIcev/Moy/tc/5mEcuS9btS6ZP8Ew6o29fHP022Onfq2otyq15xX9/PrnyiDKJYxbZ5AAwiAGsyg5mRDIwKd+OW1bzjdeWbufXgcXU9AJXnw+GRta+8rZy5YC8LVm9p7+rxOS56LJdv2tbFgR6VZmxP3Bl67SX73KJb50+pj0EpzKDNA2AKAViTmc2M8l0uEr/+e+UoUzIwDBrL5ZWbjt63ciMX1AGCZSyX33ukz+e46OYdrzsvZWffrYC7EpTbbevm+K+eU65BZR/ePLqtOf9Bt/yjKx3LnbnXPrz58/HL8soooZm1eQCMIABrMuOZUb7LRc+pc2RgVILTFy4qHfOC1Vs4exAIrp5T53yOi65v3W4fF63cq48MXFa5I8lLa76RO5L0Oqc3+8y35AOYb57tU0IvhzfrMeM2D4B+BGBNSjUzOjPw5v1H1ZWAcuo5dU45bHLJ+l1DI6PqegCCZmhk9PlXD3sdFz1n1eZnkm9/40e/UMbJwGVy27o5sm7JF4H27k2JnAv7dStBqdo8ABoQgDUp4cxIBoZBe4/0Kb3voy/to/cFwuTGLWvvkT7ltt7+Cxl4xj4fv3zzbF/u6L5rB38xnmqTD2nOHUmO/OgPJnfzxtXQay/XundO2RwMKWGbB6DcCMCalHZmJAPDiOdfPax0vWtfeVtdCUBYHB8477zQnddCBi7Q7evjuaP7xvbE7VsQKcuNU7+ZuvtXLHd3AnN4cwUqbZsHoKwIwJqUfGY8feGicpQaGRjlM5bLP9b5mtLv7jx8Ql0PQOgMjYy2d/XUNG1whl5lWbJ+l/rgCLM+PnPzbN/t6+PK+OX2h52hV17ETt3J3b8//kN7MLtm4W+3/DtCb8UqeZsHoHwIwJqUY2YkA0OPoZHRJet3yd+0Oas295w6p64HILze/8ePf++v3M8NFsuC1VvE9RpDyfVqzLa7hzF/cZ2qKy/8mRxobw68a69pXRp0Jl55udz+sHVpcPJ6zhsalB9d2dAwpSoqSTnaPABlQgDWpEwzozMDt+w+oK4E3APn/ajr1naGuM0F4MU5G9jLA0/fuVtBWNlXY1Z/MDGRO7ov+8y3nFHWXsb2xOX1lSOfs88tGt3WPN618Vr3zpsD73plbFS4MrV5AMqBAKxJ+WZGMjDK59D7Z5SzzZes33Vp7Kq6HoBo8MrAv/uXm8IUgG9fH795tu/m2b7r73Zd69559dC27NpvfnExqq+P7nxK7KG1ZZ9b5Ay98qJcp+r29fEbp36T/6B78gBp4m5YlK/NA1ByBGBNyjozOjsSMjDu3c7DJ5Qe97HO18SNQAFElvM3jljmrNocoAxsXRoUEdf6+IzyoxunfjOy/ttKiBXXYRb/+9uff8de+bZ180rHcmfoFQczj25rvt771pStI6TK2uYBKC0CsCblnhmHRkbr1naSgVESN25ZLbsPKN1te1ePuh6ASLIz8Nee3KQ5A/ufi+vleu9b46m20W3No9uanUn16psd8spu68i34V342//wmLz+rfOnPk22Th7GnGoThzE7QzVCr9xtHoASIgBromFmdM3A7K9DscZy+cZNSfmLdN/Kjan0SXU9ABF2+sLFB1omz/vdvP+ozgxsn4srrjtlX3pKXH1qdFvzp8nWW+dPyQ+5+maHI9BOWbLPLZLXH9sTV1eQbsObXfP18f+yUV4f0NPmASgVArAmemZGZwZ+9KV9ZGAUbmhktL51u9LOHh84r64HAF9yZuChkVF1pVKwb42bXTN5Rq7XcqVjufwor0OU7WV0W7O8vnVpcLxro4jT1w7+4vI69RRfrsYMJz1tHoCSIABrom1mJAOjQGO5fNO2rrFc3h7pO/eRckG1urWdHw6PTHkYADgoGbhubee9Z+Db1k2xj/fz8ctixL41rrxL1rlkn1skHyOd/6Dbuc7I+m/fibjdO4s9oBpw0tbmAbh3BGBNdM6Mzp14ZGAoxnJ58SWpb90uMnAqfVK54HPjpqQcjwHAR0ky8GToHXj32sFfyPcK+u3Pv3Pbumnv/v1ykc/LldLvM9+69us9ymY/u/KJyNI3z/YpPyqQ8y+GgExnmwfgHhGANdE8M47l8kvW7yIDw5WdfsVS37r9+VcPy98WTiAHMANrX3l7Zhn49vVxJfQqy63zp+zdv3eCbrzu8oY/FSf9inOAxY2F7N3FJeT8iyGg0NzmAbgXBGBN9M+MrhmY39xQ0q/rsvXgcfVhAFAA5QLyhWTg29fHnbcdkpfJQ5qvj1/Z0KCM6zkX1/kXQ36Twkl/mwdgxgjAmhiZGZ0ZeMn6XfzmjrJp0+99Kze+caJffRgAFMyZgcXvnTuHN39xoyB5/Ztn+5yh907EfeHPxrs2lmOnboFc50wyMJyMtHkAZoYArImpmZEMDJtrJycvv9O04Wj/P6oPA4Ai2Rn4q0/89SMrn/rls98d2bJCTra5o/vslZU9wCL05j/oNph7BZ85kwwMhak2D8AMEIA1MTgzOm/rSgaOJuVPIa7LkvW71IcBQPH+06bW/9ay1LlTVyyjLz8tr/zZlU+u975VCaHX5pN+xUIGhsxgmwegWBENwJZlNTQ0tLW12SP5fH7x4sWxWKyqqiqZTIrBTCYjBmtra/v77xwX6jo4LbMz441b1qMv7VNyDr+5o2brweNf/d6U6zwry4LVW05fuKg+DAAcbls3x3/1nNcNhK6+2eEMvfJy/d0u9TEVppC/GNa3blcfhqgy2+YBKEoUA3Aymaypqamvr7cDsJyHh4aG5s6d29vbKwZFGE4kEnV1dblcznVQLeDG+MzomoGnvTYJQmBoZLS9q2fB6i3O7k1eSL8ACpc7kry05hvj//mn4grMt86fkn96pWO5M/Re+mHd/7vmX15OtSsrV6bTFy5OO22KM5yff/UwkyeMt3kAChe5AGxZ1t69ewcHBxOJhB2AM5nM7Nmzs9msvKY8mM/nRSp2HZQf5aUSZkZnBi7k+pwIrjdO9CufuNdC+gUwrZtn+3JH913r3jma+EF27Te/yLR3bsY7sv7b8tHLuaP77NA78MySXU81Ptbc/PtN68TfXgNxi7VLY1f/ZMMe52zptYgkfHzgvLohREMltHkAChS5AGyTA3A6nX744YdbW1vFIdAdHR1i0N7BK3b8plIp10F1024qZGYkA0fBtLt8/2TDnt9btdn+v6RfADbr4zPWpUFl8PPxy1de+DN5X242fvd/xaI86ubZvptn+z678onz907l35d+68Hj9630O2HEZ1mwesvaV94mCUdNhbR5AApBAJ6UTqerqqr2798vHwKdTqcbGxvFCnIAdg7e3ehUqVTqxcqzcdOLf/T9DfJv699b2b5uwyZ1PQTQE+te+ObTUz5cefna99r/ZM3fiM96zU9e+Nr32sXgmp+8oG4IQATs2fCj/7r+u4f//Yq/b234h2cf+mjNt+w0++HaRR0v3p0Z/u+2v5x6MPOdHb/2f//Dsw9N2fRUGze9qExN33x6w8aK/LWz5icv/K9/5TmLijmzpW3jitaNf9CyoeYJ9afKmkt+8Dcrn2eCjQq1CwRQqQjAk+RYOzExEY/HvXb2ug7e3ai3SpsZnfdpZD9wcE27y/fRl/Y57+57+sLFB1o62PcLhJt1adB5zu1t6+Zvf/6dqZlWXa73vmWvb318Rv6RvOM3u/YbY6/8eMrW3dy4ZT3UPuWI4krbD3zjltXe1eOcPx9q3/P2+wNiglWOl7lxy3rjRH/zjtf9dxfPWbW5ZfeBQ++fqajXi9KqtDYPgA8C8KRMJrN06VL7clYiALue7us6OGW7HipwZnRmYLJQsNy4ZaXSJ5V7XMnLgtVb2rt6+NMGEFbKpZhvnT8lLkk1+vLTo9uas88tuhtTn/mWfI7uzbN9zsSrLDfP9t2tNDGR/6B7PNV29c2Oy+vublYsVzY0yGt6cd6XvnIycM+pc3VrO5UpdM6qzTsPnxAr+P/F8MYt69D7Z1p2H5gjnV3iXO5bubF5x+tvnOivkFeNEqrANg+AFwLwJPnazplMpqamJnxXgXalZOA5qzZ7/XZHRflweGTtK2/7dFquu3wBBNpt66Y4sfbm2T6RZsWlmHNHJn8lje2JO0OsvFx9c/LyFsLn45ezz9w94HlKmu1YPvry0zcH3p1Su0RcM7C6kl5jubzyq9B+YpfGrqprF6DwJJxKn5z2foRjuXzTtq5pV4NxldnmAXBFAL5jaGjIvg+wfVSz6y1/XQenVbEzo1cG5pduBRK7fJXDCOWFXb5AaNy+Pn71zY7Rbc3Kvlx7uXHmxMi6JZNXYF63xMqed66gLPIhzZM7gQfeHe/aePXNjmvdO2+c+s3Ns323r4/LK5SJMwO37D6grqRLKn3SmVQXrN7Sc+qcumrxjg+cX/vK2z4np4jlsc7XvJLwWC5f37pd3HDYdQVUjopt8wA4RTcAa1bJM6Ny1tOcVZv/+/+8EMFfusrBhBWFXb5AJSt89rD34l5/t+ta90474l59s0M+RHliYuJy+8POECsvV362fOTHfzgZgH/8h9d+/R9H1n/buc7kai/82ei25vwH3fLGzaqEDPzh8IjrXeLWvvJ2yX/rHR84//yrh52HWCtL46bk3iN99m5nO/2KJVK/joOokts8AAoCsCYVPjNu3n9U/jVc07Thq0/89X98+t989Ym/1v9Lt/BWsrTkgwl18tnZzi5fIBCU2cN50anJf86nfuOfaeVDlG9fH3euoCzZZyfTr1hG1i25+Y/vX32zY7xr47XunfkPuu3DpCvTWC6vBEKdGdj1Lkf1rdv7zn2krlpSpy9cLDAJ7+j+79/40S+cz9D1NwUqQYW3eQBkBGBNKnlmvHm271r3znd+3tr2V3+x8a/+/GDLgwdbHuz7/h//fz9ceKTlX/3Rd9fIv3Q/u/LJeKrN2YqJ5dNkq3IryBms/9st/27qPTamWb/Y7XuvP1l0pHWRnL0/H78sdtS4LspFYoTb18ft8/Tks/VcjeXyi1p/8R+f/jeLWn8hdzYadvma+kOD2dJACX125ZP8B91XD23Lrp08nzYb/7o9n2SfW6ScRuu1h9ZePk22yus7z+nNPvMtsbt4vGvj+H/ZKHb/imXkx3+o/49392hoZFR/Bu4795Gy81mckbv14HGdF6Y6feHi5v1H5R28BS5k4IpVyW0eAAUBWJMZz4yuUcGOWK7J6nrvW6JJEou8z+Fy+8PKgXDXunc6+7AvFhFBF/4/q5fIv3SdPZmyXOlYLm+/2PVHEz+wSztXdq5f7PZ91hc39siu+brcR159s8O5pryMd22Ut3+99y3nOvZyuf3hG6d+Y688lss3/vjFIy3/6tIPF578/r84subhS1u/+z83/sWxH/0b8WeItr/6i99vWid3PwtWb9n7y+3Db/xcDuGFJG0nU3u8DZZ2/dcEzEzu6D77OlJ3Zg/p5kCXflg3uq3ZXvm2ddM/AI+s/7Zzv/Gt86fEP+3Prnyi/OjKhgZlCwVeirmi6MzAY7m8112OPhweUdfW5cPhkc37jzozuc9CBq5MM27zAOhHANZkxjPjtb/beSn+9csb/tTrip3XunfK6493bXSuIy8j678tr+91SJ7dz2V+8E35l+6VjuXOlX22X+z6I20PubaSXusXu33v9e/m7ZF1S+yMdOWFP3OsOWXJPreosO3fWS63PyzWFOd3vdbyJ/6B//Wn/y/x/otdvv6BPPvMt3JHp1xSNf9Bt9dH/OUe7z+WA6HvHvJi96i7r//pq/9elM6u/ebo366U/1hzrXunM8PfHHhX2es+s8BP8EaBPrvyyc2zfbmj+64d/IX9N0TnXw+lf1nyP967/z2eunudRfFN/u3Pv5N9bpG9F1f+Skf26+HMwJv3H1VXumc9p845L0Y1Z9XmVPqkuqohQyOjOw+fKDAJL1m/S308TJtxmwdAPwKwJjObGW9bN7/Mve7pSGQe+SHTBrYrL/yZvL5HoLpb7sIPvvnVJ/7a/qV749RvfPZjjKz/ttIjFrX+5E6SH/8LaQX1Vd/j9n3Wl/O2fDDhtV/vca4sL2N74vL2P022OteRF7FH2r66yenV9f6B/x9++MfyWb6uF4OVl4IDv/seb5895GKRd2rNeH2flzz68tPy+h7fzztLkYG/ThynKv+B4/Pxy9d+vUcEkrE9ceUQd3l3ve3z8cvKIe6uR8LLTAVvFOWzK5/4f5+Vf1yjLz9953slfZOz8brsmm+6XtQKXsqagS+NXW3e8bozQzbveH1mdzkqt//2Dx/+7l++6HzC9vL733+JGxZWoJm1eQCMIABrMrOZMXckmV0zeVKZa1QQixIwckf3Odexlysdy5Vm/bZ1M/9B97XunZnXOjb/4PHvNX+vc9W//eiH37AfcuGH33zmycfE791/t/U/l/X3bu5I0shZbf4HE1qXBp1n/4rleu9byn6bz658IvYayYsduUdffvrW+VN2+v3qE389+INvSnXVwD+DPfxKIB/d1uxc54vFY4+3d2AWi/IHlOLX/3Ov3WVisfeQCyUM/Pa/I/l75R94lOsSFXKIu3La5+TH/cqzd/Z4r5nc4z2earP3+xGQdBJnjohT+kdffnq8a6MyGfocyyAW5XwK69Lg1Tc7Rn70B+pqATwU2bihkVFlD21JMnBZ73JUPqcvXHTur7aX3/3LTRX+/KNpZm0eACMIwJrMYGac3B36xT0ev1zuRoXL7Q973TnDPn7PXqyPzygreBG/dD9YLe+DnVw+WP0v5N++j760r0y/ff2DaGjY1/Z85snHLvzwbgD+6Iff6Fz1b//1977/r7/3/SefXe964p/zkOAphxAf/IXyfbA+PmPvp5IXrz3e+Q+6XfeQ31nTsUe92PU//U/rsvG732TnX3bKFvjdM7/Pk7+zZmGnDNiLek77F8/Ha4939plvOW9OIw6+ndkx3lCONr858O6nydbJ++i6nUIysv7b8h+w/P8a8tuff8d5ji5K6PSFi0pYvZcM/OHwiOv189u7egJxAq1/BhYvRH0MjJpBmwfAFAKwJjOYGY3sDp32l6691LduT6VP6rxsZtCN5fI7D5+Qj/Tz+lvDgtVbyrqn3eAfGpylL7f9n/Yfa1wD/41Tv7kb+KfuXXcP/B4Z2DXzX3+3y7mmvCh7gP0zkvOIjCsvPOK/x1sJzF6B/7c//87otubc0X1FnSkahXOPxWWirv16z/Xetz4fvywfbe6/u14st6+P25uyPj4jTiERp+mKc3SL+hsi7lFJMvCNW5brXY6WrN9V7rsclZby6/ir31Nf0UPteyrzKO5omkGbB8AUArAmM5gZnVFBT0pRfunO//5Lz/3q77xS8YLVW7YePB6IP6gb1Hfuo5bdB5wNmetS7vQbTT7/muwjJsS5APLiPAf49vVxZa/76Lbm3/78O2Kb4hB3ef1p93gre7Bdd1TKixLIbw68O7YnLp6GfHC12HscvnOPJ08x+OIAZteduiPrvy2OmhF7+L3+muD1ZqISODNwUdep6jv3kfPeQuIuR+qqQWD/Oha/F7YePK68tDmrNpfpgCwUawZtHgBTCMCaBGtmVH7pisFU+qTXBSrvW7lx7Stv2xdqgnDjlpVKn3Q9DE8sNU0blBHSb8g4g/fl5//lte6d410bXfdgT7uHWd5jPO2ddbJrJg+wl8/xFnvU7UOsK/CYXuvjM+Ig8OvvdilHBFiXBp2hV1lGfvTFdc6+2MNvfXxG+enotuZPk63iTxvK9clROWaWgcdy+bWvvO2cZh99aZ/Buxzdu9MXLj7Q0mH/Xug795Hz79EcDl0JgtXmARFHANYkcDOj8kvXdnzg/KMv7XM2GWJ5rPO1YB1jViZDI6PtXT3Oi6/YS8vuA33nPlJ2tpN+IQ7ctXcyO/Pt9Xe77DUnrxLve5Gwoi769duff+da9075kGDh8/HLMzgGuMCjr8VVuMVObOdryT7zLfkPBNNekj0bn7xkoFhE7Lcv2e18Xahkpy9cVA6Z8c/AlX+XoxIay+Wdv4U5HNq4wLV5QJQRgDUJ2cz44fCIzzG9D7XveeNEv/qYaDj0/hlna2IvdWs7tx48LrcprjvbAdlt66bXNbFyR/d57xRVL/p1+/q4Yx11ufbrPfL2nUcRX3nhz+4c+/3y085DxG320dfWpcE7117+9R5lh/Pn45edoVdZ5MD/2ZVPnC9WXBFw8kpXL7eM/LjeHtdz0QSUT8+pc64ZeCyXb9rWZZ93c2nsquuU27L7QLjPzeFw6EoTsjYPCDcCsCahnBkvjV3dvP+o137OurWdOw+fiMhVsi6NXd168LhyK0t5efSlfYfed9+N5rWzHSiEvZPz2q/3TB5cnWob3dZ8ecOful70a9qrWI+n2uwtf3blE+cKynK99y35yVzr3in2WmfXiFupqRf9kjNw/oNu5wblJfvcIuVA5c+ufHK9960bp37j/HOA82hzPRdNQPk4M/Cenr8Xp/jWt24XlxV0/gKqW9sZkRzI4dAVJZRtHhBWBGBNQjwz3rhl7T3S55X95qza3N7VE+JDs8QFrpwvXH75nB0NzbzS4O3r47mj+8SdgUa3NYuLHtvL5faH5aOdJw+xduxxVZbxro32+talQXvc685P8nWnXM9hvtKxXNzg7dqv9zj3eCNqnBnYXmY3v+AcbO/qichfXQUOh64cIW7zgPAhAGsShZnx0PtnGjclnR2JWFp2HwjTTk5xgSvn5UblFoTbRCEobls3XU/0vXm2784Juh5JWH7U5+OXvxx3v/NT9plv3TzbJ2//8/HL+Q+6xR5dTtOFK58MrEy5YfoVUxQOh64EUWjzgNAgAGsSnZmx79xHzTted3YnYnn0pX1B/6384fDI2lfedh53J5b7Vm4UF7hSHwaEgjin1+vKUtff7cr++I/kHb/ZNV+/vOFPxT11Xe/zDEzrrb//H//kiXbnfCuWrwb2LkclxOHQxkWnzQNCgACsSdRmxqGR0edfPeyVEutbt1fg3lHl2ipOb5zodx5sZi/inGefhwNR4HX0NTAzY7m8z7E2X3n8p//82b9l4uVwaOOi1uYBgUYA1iSaM+NYLr/14HHnn6XFsmD1lq0Hjzsbl2mDaDnYPZa4tor8I3GtL69X8ZXHf9q84/Wg79YGgMrkdf95eVmyfpf6sKjicGhTotnmAQFFANYk4jNjKn3Sq4m5b+XGta+8bV8myieIlo+yh8EufXzgvM/h3AtWb+ECVwBQVsr90p0L95BTcDi0EYW3eZlMZvHixbFYrLa2tre31znY33/nRpKugzLXFQofBCKLAKxJ4TNjiB0fOO88QMteHut87Wj/P7oG0bJyPb5uweot//zZbc4nKRZxgSt1QwCAMvDJwKRfVxwOrV+BbV4+n587d67Ivel0uq6uLpfLWZbV0NCQTE7erC6RSPgMyptyXaHwQXlTQNQQgDUpcGaMgg+HR1p2Hyjkqp4aMrBr+vVaxM7qD4dH1K0AAMrJNQOTfv1xOLROBbZ5mUxm6dKlIn/m8/n58+dns9lMJjN79uxsNisnZNdBZVPOFQoflDcFRA0BWJMCZ8boECfWel0lq9KW+tbte4/0lTWKAwB8KBmY9FsIDofWZgZtnp1L7V3B9n7dVCrlOig/3HWFwgflTQFRQwDWZAYzYxTcuGXtPdL3v6/Z6sycFbLMWfWz4wPn1ecNANDOzsCk38JxOLQeL041bcIUQbStrU1E2cbGRnlcpFbnoLwF1xUKH7y7ISB6CMCaEIB9eF0fy/jy+99/iR4LACrH6QsXH2jpYGYuFodDl1tRbZ5IoXYodd1D6zoob8R1hcIH5U0BUUMA1qSomTFqXE/uMr6whwEAEBocDl1Whbd5lmUtW7asqanJHnE9R9d1UN6O6wqFD8qbAqKGAKxJ4TNjNPlk4HIHUdfS5S4KAIBmHA5dPgW2ec70a++VLfDSzalUSsRX1xUKH5SfABA1BGBNCpwZo8xgEOXaKgCAiOBw6HIosM1Lp9OxqcTRyK736XUOKsdOO1coahCILAKwJgXOjBFnMIhybRUAQEQUcjj0WC7ftK1L/+0PTNW9R9ravEQiIS6dBWDGCMCaaJsZg85gEOXaKgCAiPA/HHosl69v3S7uAqgzi5qqe+/0tHn5fP7ll19WRwEUiQCsiZ6ZMRwIogAAaOB6OPRbf/8/RAoVi7YsaqdfzXVLgjYPCBACsCbMjAAAoNK4Hg6tLBqyqJJ+tdUtFdo8IEAiGoDFVQTkkyji8bh9QQL7+niu1wxwHZwWMyMAAKhArodD68yirulXQ90Sos0DAiSKATiZTNbU1NTX19sBWFyVXrkrmutV410H5Ud5YWYEAAAV68X9R535sxKWQGRg2jwgQCIXgC3L2rt37+DgoHwZPcuyli9fLm4RbnO9b7jroPwoL8yMAACgYi1Zv8sZPitkWbJ+l/p0KwxtHhAgkQvANjkAiyi7cOHCWCxWVVUl7smWTqftHbxix28qlXIdVDfthpkRAABULOVOhJWz/NMnN73/jx+rT7fC0OYBAUIAnmRZ1rFjx+zzfsU+3nQ6bd9qXA7AzsG7G/XGzAgAACpZxWbgBau3HHr/jPp0KwltHhAgBGCV/85e10F1E19KpVIvAgAABMSan7zwte+1K/nza99rX/OTF9RVS8q1rrJ88+kNz7ZvUh9ZMdQuEEClIgBPct2v63q6r+vglO16YGYEAACVT9kPvGD1ltMXLqorlYFS9/dWbX7g6Z8pGfi+lRvbu3pu3LLUB5tGmwcECAF4khxl7YjresFn10F1026YGQEAQCDYWVRb+hWUumO5fHtXj3NXcAUeEU2bBwQIAfgO+e6+9k5d11v+ug5Oi5kRAAAExekLFx9o6dCZfgVn3Q+HRxo3JZ0x+NGX9n04PDLlwebQ5gEBEt0ArBkzIwAAwMy8caLfeYGuyjkimjYPCBACsCbMjAAAADNWyUdE0+YBAUIA1oSZEQAA4B5V5hHRtHlAgBCANWFmBAAAKIlKOyKaNg8IEAKwJsyMAAAApVJRR0TT5gEBQgDWhJkRAACgtCrkiGjaPCBACMCaMDMCAACUg/EjomnzgAAhAGvCzAgAAFAmZo+Ips0DAoQArAkzIwAAQFmZOiKaNg8IEAKwJsyMAAAAGug/Ipo2DwgQArAmzIwAAAB6aD4imjYPCBACsCbMjAAAADppOyKaNg8IEAKwJsyMAAAA+hVyRPRYLt+0rWssl1cfXBjaPCBACMCaMDMCAAAY4X9E9FguX9+6/SuP/7S+dfvMMjBtHhAgBGBNmBkBAAAM8joi+mtPbrL/e2YZmDYPCBACsCbMjAAAAMa5HhEtLzPIwLR5QIAQgDVhZgQAAKgEXkdEzzgD0+YBAUIA1oSZEQAAoEKM5fJff+YXzug7swxMmwcECAFYE2ZGAACACrFk/S5n6FWWJet3qQ/zQJsHBAgBWBNmRgAAgApx+sJF/zOBF6zecvrCRfVhHmjzgAAhAGvCzAgAAFA5fDJwUemXNg8IFgKwJsyMAAAAFcU1AxebfmnzgGAhAGvCzAgAAFBplAw8g/RLmwcECwFYE2ZGAACACmRn4JmlX9o8IFgIwJowMwIAAFSm0xcuPtDSMbP0S5sHBAsBWBNmRgAAgFCizQMChACsCTMjAABAKNHmAQFCANaEmREAACCUaPOAACEAa8LMCAAAEEq0eUCAEIA1YWYEAAAIJdo8IEAIwJowMwIAAIQSbR4QIARgTZgZAQAAQok2DwgQArAmzIwAAAChRJsHBEhEA7BlWQ0NDW1tbcp4Pp+///777fFMJrN48eJYLFZbW9vf3+8zOC1mRgAAgFCizQMCJIoBOJlM1tTU1NfXOwNwa2trLBYT4yIkJ5PJiYmJRCJRV1eXy+VcB5WNuGJmBAAACCXaPCBAIheALcvau3fv4OBgIpFQAnA6nW5qaorH42I8k8nMnj07m82KPcNz587t7e11HZQ34oWZEQAAIJRo84AAiVwAtikBOJ/PP/zww9ls1g7A6XTa3sErdvymUinXwSnb9cDMCAAAEEq0eUCAEIDvaG1tFVFWDsCNjY3ip3IAdg7aG1GkUqkXAQAAEHZqFwigUhGAJ6XT6aVLl4r9uuwBBgAAQOFo84AAIQBPisfjsana2tpcT/d1HVQ37YaZEQAAIJRo84AAIQCr7D3Arhd8dh1UN+GGmREAACCUaPOAACEAq+wA7HXLX9fBaTEzAgAAhBJtHhAg0Q3AmjEzAgAAhBJtHhAgBGBNmBkBAABCiTYPCBACsCbMjAAAAKFEmwcECAFYE2ZGAACAUKLNAwKEAKwJMyMAAEAo0eYBAUIA1oSZEQAAIJRo84AAIQBrwswIAAAQSrR5QIAQgDVhZgQAAAgl2jwgQAjAmjAzAgAAhBJtHhAgBGBNmBkBAABCiTYPCBACsCbMjAAAAKFEmwcECAFYE2ZGAACAUKLNAwKEAKwJMyMAAEAo0eYBAUIA1oSZEQAAIJRo84AAIQBrwswIAAAQSrR5QIAQgDVhZgQAAAgl2jwgQAjAmjAzAgAAhBJtHhAgBGBNmBkBAABCiTYPCBACsCbMjAAAAKFEmwcECAFYE2ZGAACAUKLNAwKEAKwJMyMAAEAo0eYBAUIA1oSZEQAAIJRo84AAIQBrwswIAAAQSrR5QIAQgDVhZgQAAAgl2jwgQAjAmjAzAgAAhBJtHhAgBGBNmBkBAABCiTbPlEwmU11d3djYaI9YltXQ0NDW1jZlvRKJx+N1dXW5XM75f5UfFcKyrB07dlRXV8e+UFtbu3//fvun/ht0vnCxwZaWFrG1qqqqpqYm+amKcVtVVVVvb6/8cJvrxsOEAKwJMyMAAEAo0eaZkkgkYrHYrFmzstmsGHEG4GQyuWLFCq8kWZQSBmDxPKuqqvbv33/2C52dnbFYzH7m/hv0euG1tbUnT548e/ZsT0+PHGLF1sSPbFO2KHFuPGQIwJowMwIAAIQSbV5RxnL5pr/tGsvl1R8USUS+PXv23H///alUSh6UA3AikfBJkkUpYQBOJBLOfbCJRMKOnT4bdH3h+Xxe/r8TExPpdNou4bM1hevGQ4YArAkzIwAAQCjR5hVuLJevb93+lcd/Wt+6/R4zcDqdFnExHo/buzrlACz+2z7oV6xjWVZra6t9GHAymRQPjMfj69at6+zsFMcku+40LlUAFk/MeYzx0NDQs88+29/f779B1xcuArDXsd8+W1O4bjxkCMCaMDMCAACEEm1egez0K5Z7zMB2QrMzWyF7gEUUFCGzu7tb3kdaVVW1bt26XC4nToJ1hslSBWCxff/9qz4bdH3h9qHL8+bN27Rp0+DgoPIQ5RBo1y37bDxMCMCaMDMCAACEUmTbvEtjV1t2H7ADbQFLewEj7kvzjtdPX7hol5aP+JV3fvoHYHHdKftaU/JG4vG4/CjX/Z+VEIC9XrgwNDRkXwdLvqqW8yJYzlc37cZDgwCsSWRnRgAAgHCLbJv3WOdrzqTqvXhlXa9xdVmyfpddWpzg+u6774r9mXZc9A/AQk9Pz5o1a5544omFCxfGYrFgBWCvF66sNjQ0JC6yVdQ5wAVuPOgiGoCd/zYymczixYvFH0vs89HlQXGkhNfgtCI7MwIAAIRbZNu8Jet3OWOq7+LMus4Rz2XB6i12aecuTRH2nE2+sgdYXCpZXHv58uXL5dsDLFKu6+5Wr3OAM5lMfX29f2T1euHDw8PvvPOOvL68C9drawqvjavrBVwUA3Aymaypqamvr7e/5eJbKL79mUxm9uzZ2WxWDIoz4+1/Oa6DagE3kZ0ZAQAAwi2ybd7xgfN1azudSdV3kRNvEel3zqrNe4/0ibrOKx7budc/AGcymZqaGjvRlfsQaJ8Tbmd2FWifFy5f81leufAA7LPxKesFX+QCsGVZe/fuHRwcTCQS9sdph17x2c+fPz+bzSqDc+fO7e3tdR1Ua7iJ7MwIAAAQbrR5hTt94eKC1VvE7lz5nN6iuF6fyQ66IrvaYU+sLA7bFBlP7MqyT5ctXwD2IbLltPcBVi5b5fPCP/30U/k+wAMDAw0NDUqc9r8PsM/GC39dgRC5AGyTA7Csu7tbfMzpdNr+vO1dxK6D6ibcMDMCAACEEm1eUU5fuPjA0x0zTr8+xw+Lvbvi2GOlY7ePQ+7u7hZHJtfW1h47dsxu5jUHYPuKXPZh0vI1q8QGlaORH374Yf8XbllWS0uLvcFFixbZZ2s6t6bsLp72XVXGA40AfJf412Kf2ZtOp+0vgRyAnYPyRrwwMwIAAIQSbR4QIARglf13Dtedva6D6ia+lEqlXgQAAEDYqV0ggEpFAJ7kul/X9XRf18Ep2/XAzAgAABBKtHlAgBCAJ8lHtw8NDYlY63rBZ9dBddNumBkBAABCiTYPCBAC8B0nTpwQ98KuqqoS+dbrlr+ug9NiZgQAAAgl2jwgQKIbgDVjZgQAAAgl2jwgQAjAmjAzAgAAhBJtHhAgBGBNmBkBAABCiTYPCBACsCbMjAAAAKFEmwcECAFYE2ZGAACAUKLNAwKEAKwJMyMAAEAo0eYBAUIA1oSZEQAAIJRo84AAIQBrwswIAAAQSrR5QIAQgDVhZgQAAAgl2jwgQAjAmjAzAgAAhBJtHhAgBGBNmBkBAABCiTYPCBACsCbMjAAAAKFEmwcECAFYE2ZGAACAUKLNAwKEAKwJMyMAAEAo0eYBAUIA1oSZEQAAIJRo84AAIQBrwswIAAAQSrR5QIAQgDVhZgQAAAgl2jwgQAjAmjAzAgAAhBJtHhAgBGBNmBkBAABCiTYPCBACsCbMjAAAAKFEmwcECAFYE2ZGAACAUKLNAwKEAKwJMyMAAEAo0eYBAUIA1oSZEQAAIJRo84AAIQBrwswIAAAQSrR5QIAQgDVhZgQAAAgl2jwgQAjAmjAzAgAAhBJtHhAgBGBNmBkBAABCiTYPCBACsCbMjAAAAKFEmwcECAFYE2ZGAACAUKLNAwKEAKwJMyMAAEAo0eYBAUIA1oSZEQAAIJRo84AAIQBrwswIAAAQSrR5QIAQgDVhZgQAAAgl2jwgQCIagC3LamhoaGtrs0cymczixYtjsVhtbW1vb69zsL+/32dwWsyMAAAAoUSbBwRIFANwMpmsqampr6+3A3A+n587d67Ivel0uq6uLpfLiZCcTCYnJiYSiYTPoFrADTMjAABAKNHmAQESuQBsWdbevXsHBwcTiYQdgDOZzNKlS0WUzefz8+fPz2azmUxm9uzZ2WxWTsiug2oNN8yMAAAAoUSbBwRI5AKwTQ7AMjvi2ruC7UOmU6mU66C6CTfMjAAAAKFEmwcECAF4Cvnc4HQ63djYKI+LAOwcnLIJSSqVehEAAABhp3aBACoVAfguEWjtfOu6s9d1UN6IF2ZGAACAUKLNAwKEAHyHZVnLli1ramqyR1xP93UdtB/ig5kRAAAglGjzgAAhAE9ypl97By9XgQYAAIAP2jwgQAjAk9LpdGwqcWCz6y1/XQenxcwIAAAQSrR5QIBENwBrxswIAAAQSrR5QIAQgDVhZgQAAAgl2jwgQAjAmjAzAgAAhBJtHhAgBGBNmBkBAABCiTYPCBACsCbMjAAAAKFUVJsnbiki34wzHo/b12G17zAy7VVXXVcofBCILAKwJkXNjAAAAAiKwtu8ZDJZU1NTX1+v3Iyzt7dXXm3a+266rlD4oLwpIGoIwJoUPjMCAAAgQAps8yzL2rt37+DgoHwzTsuyli9fns1m5TUzmczs2bPFYD6fnzt3rpKQXVcofFDeFBA1BGBNCpwZAQAAECzFtnlyABahdOHChbFYrKqqKpVKTUxMpNNpe1et2IUrxm2uKxQ+KG8KiBoCsCbFzowAAAAIhGLbPGUP8LFjx+zzfsXe2nQ63djYaK/gTK2uKxQ+eHdDQPQQgDUpdmYEAABAILw41bQJUw7AssJ327quUPigvCkgagjAmhCAAQAAQqnYNk8OwK57aKc9cdd1hcIH5U0BUUMA1qTYmREAAACBUGyb5zwHWIRSO6x6Xbo5lUqJNV1XKHxQfUJAlBCANSl2ZgQAAEAgFNvmKYdAy/fptXfPOm/eK6KsvbvYuUJRg0BkEYA1KXZmBAAAQCBoa/O8Th4GUDgCsCbaZkYAAADopKfNy+fzL7/8sjoKoEgEYE30zIwAAADQjDYPCBACsCbMjAAAAKFEmwcECAFYE2ZGAACAUKLNAwKEAKwJMyMAAEAo0eYBAUIA1oSZEQAAIJRo84AAIQBrwswIAAAQSrR5QIAQgDVhZgQAAAgl2jwgQAjAmjAzAgAAhBJtHhAgBGBNmBkBAABCiTYPCBACsCbMjAAAAKFEmwcECAFYE2ZGAACAUKLN0y8ej9fV1eVyOfUHGiUSicbGRnVUYllWQ0NDW1ubczDmoKxWyYaGhu6///4APWEFAVgTZkYAAIBQos3Tr9gAnEwmV6xYUfj6hZhZAJ6YmBgeHj579uzAwEBDQ8O6devOfqG0z618uru7q6urg5XYFQRgTZgZAQAAQok2T79iA3AikShq/ULMOAAL/j+tTIlEoqqqas+ePYF75jICsCbMjAAAAKFEm6efVwC2LKu1tVUcVFxbW9vb26sccmxH1ng8vm7dutbW1lmzZmWzWfmBVVVVyWRS2bKy8aamps7OTntrzrrTRlznT103ImQymcWLF4sfybuyk8mk2B+rPGfl1fmvbCvkTXB95sFCANaEmREAACCUaPOKctu6Of6r525bN9UfFMMrAMvj3d3dVVVVIkY69wDH4/Gqqqp169YNDg7aD+zv71ceKIvH47NmzbLXqa6uluO0s65/UHT+1HUjypriv0XdRCJhP5+enp7q6upUKmVvSn51/ivbCnkTXJ95sBCANWFmBAAACKXItnmfj18eT7Vd+mGd6/JpstX6+IzL+j/4YgXxv4Ws7/ZT1wCcz+fnzp1rZzY5p7kGYDvCWZa1Y8eO/fv329u5//77lXzoHIzH4yKIetX1D4rKT702Ype21+zp6dm0adPly5eV5yO/RvnVuT555xtSyJsg+L+uykcA1iSyMyMAAEC4RbbNG9sTd+ZeebnSsbyE68s/dQ3AmUxGHOIrs3eW+gRgoaenZ82aNU888cTChQtjsZiS/TKZTE1NjbxH1D4H2Kuuf1BUfuq1EfHTdDotfrpixQqRUZ3PJ51O2wc8K6/Of2WZ/5sg+L+uyhfRAOz6sTkH7aPta2trxcEAXoPTiuzMCAAAEG6RbfOudCx3hlh5GVn/bXX9H9Rdin/x07jLTmCX9T1+6hWAlZhn8w/AIgXU1tbu37//7Nmzzp2rrhuXA7BrXWe4kDkDsOtGZMeOHWtpaRGHXjvXv8cAXMibIK/p9boqXxQDcDKZrKmpqa+vlz8256D4aMXJ3/a/GdfBu5v2FtmZEQAAINwi2+bdPNt3uf1hZ+4VS/a5Rdff7ZLXv3HmxKX4151req0vb1/5qWsAdh6129raKnp7Z98uR0QlHzq34zpoB2Dnj0Rd/6DoPATadSPivrvPPvus/eRFdr1w4YLz+dzLIdCFvAmC/+uqfJELwJZl7d27d3BwMJFIyFnXOZjJZGbPni3+LmIflO86OKWAh8jOjAAAAOFGm1ega0eS2Wfr7ybeZ+uvHXG/zvC0RAA+efKkuImufR9dr0s9idAoH7wpR0QR9sQurqGhoZaWFtejf+2LYFmW1dnZKV8Ey6uuOE/YdYeZM0Z6bUQ5B9jOrl7rOwOwz8ZtBb4Jrs88WCIXgG1y1nUdTKfT9t9FxMecSqVcB5WNuGJmBAAACCXavAJd3tCg7PW9vKFBXakw8Xjc63RZ15v9iL5duQ2SnAXEVZ3FSY7Hjh1zbfItyxKx0HkbJK+64sxe585qrxjpuhH5HEzlNEyv9Z0B2GdlWyFvgtczDxACsOdgOp2Wb+1lB2Dn4N3HT5VKpV4EAABA2KldIIBKRQD2HHTd2es6qGzEFTMjAABAKNHmAQFCAPYcdD3d13VQ2YgrZkYAAIBQos0DAoQA7DnoesFn10FlI66YGQEAAEKJNg8IEAKw36DrLX9dB6fFzAgAABBKtHlAgEQ3AGvGzAgAABBKtHlAgBCANWFmBAAACCXaPCBACMCaMDMCAACEEm0eECAEYE2YGQEAAEKJNq9iWZb13nvvqaOINgKwJsyMAAAAoUSbZ0omk6murm5sbFTGE4nEvHnzqqqqnnjiCedVbxFxBGBNmBkBAABCiTbPlEQiEYvFZs2alc1m7UHLsn75y1+KO5WePXt2ygMAArA2zIwAAAChRJtnhGVZDQ0Ne/bsuf/++1OplPpjwAMBWBNmRgAAgFCizTMinU6Lfb/xeFw+Cjoej69bt66zs7O6ujoWi61YsULsDRaSyaQYr6qqSiaT9jiigwCsCTMjAABAKNHmGWHnXjsJ2+NVVVXr1q3L5XLiJGH7NOBEIjFr1qz+/v6JiYmenp7q6mp2HUcQAVgTZkYAAIBQos3TL5/P20c+i/+2U248HpcvfGXnZPkhQiKRqKurk/cPIwoIwJowMwIAAIQSbZ5+6XS6qqrq3XffPfuFeDxuR1mvAJzJZGpqanp7e+WNKBfQQhQQgDVhZgQAAAgl2jz94vF4bKqqqioRbgnA8EcA1oSZEQAAIJRo8zRzHswsrggtcq9XAHY+ikOgo4kArAkzIwAAQCjR5mnmuufWTrNeAZiLYEEgAGvCzAgAABBKtHk6iZ298n2PBPsIZ58AzG2QQADWh5kRAAAglGjzgAAhAGvCzAgAABBKtHlAgBCANWFmBAAACCXaPCBACMCaMDMCAACEEm0eECAEYE2YGQEAAEKJNg8IEAKwJsyMAAAAoUSbBwQIAVgTZkYAAIBQos0DAoQArAkzIwAAQCjR5gEBQgDWhJkRAAAglGjzgAAhAGvCzAgAABBKtHlAgBCANWFmBAAACCXaPCBACMCaMDMCAACEEm0eECAEYE2YGQEAAEKJNg8IEAKwJsyMAAAAoUSbBwQIAVgTZkYAAIBQos0DAoQArAkzIwAAQCjR5gEBQgDWhJkRAAAglGjzgAAhAGvCzAgAABBKtHlAgEQ0AFuW1dDQ0NbWZo9kMpnFixfHYrHa2tr+/v5iB6fFzAgAABBKtHlAgEQxACeTyZqamvr6ejsAizycTCYnJiYSiURdXV0ulyt8UC3ghpkRAAAglGjzgACJXAC2LGvv3r2Dg4OJRMIOwJlMZvbs2dlsdmJiIp/Pz507t7e3t/BBtYYbZkYAAIBQos0DAiRyAdgmB+B0Om3vyxX7eFOpVOGD6qbdMDMCAACEEm0eECAE4EnpdLqxsVH8t5x1Cxy8s0WHVCr1IgAAAMJO7QIBVCoC8CTX/bqFD6qbdsPMCAAAEEq0eUCAEIAnuZ7ZW/igumk3zIwAAAChRJsHBAgBeJLrtZ0LH1Q37YaZEQAAIJRo84AAIQDf4Xp338IHp8XMCAAAEEq0eUCARDcAa8bMCAAAEEq0eUCAEIA1YWYEAAAIJdo8IEAIwJowMwIAAIQSbR4QIARgTZgZAQAAQok2DwgQArAmzIwAAAChRJsHBAgBWBNmRgAAgFCizQMChACsCTMjAABAKNHmAQFCANaEmREAACCUaPOAACEAa8LMCAAAEEq0eUCAEIA1YWYEAAAIJdo8IEAIwJowMwIAAIQSbR4QIARgTZgZAQAAQok2DwgQArAmzIwAAAChRJsHBAgBWBNmRgAAgFCizQMChACsCTMjAABAKNHmAQFCANaEmREAACCUaPOAACEAa8LMCAAAEEq0eUCAEIA1YWYEAAAIJdo8IEAIwJowMwIAAIQSbR4QIARgTZgZAQAAQok2DwgQArAmzIwAAAChRJsHBAgBWBNmRgAAgFCizQMChACsCTMjAABAKNHmAQFCANaEmREAACCUaPOAACEAa8LMCAAAEEq0eUCAEIA1YWYEAAAIJdo8IEAIwJowMwIAAIQSbR4QIARgTZgZAQAAQok2DwgQArAmzIwAAAChRJsHBAgBWBNmRgAAgFCizQMChACsCTMjAABAKNHmAQFCANaEmREAACCUaPOAACEA35HJZKqrq2OxWG1tbX9/vz24ePHiQganxcwIAAAQSrR5QIAQgCfl8/m5c+f29vZOTEx0d3fX1dXlcjnLshoaGpLJ5MTERCKR8BlUN+eGmREAACCUaPOAACEAT0qn042NjeK/LctatmxZb29vJpOZPXt2NpuVE7LroLo5N8yMAAAAoUSbBwQIAXiSHIAnJibi8XgqlUqn0/YOXrHj12twyrY8MDMCAACEEm0eECAE4Eliv644obenp6e6ulpkXXm3sB2AnYNTtiVJpVIvAgAAIOzULhBApSIA35FMJsVFsJqamp588kmvnb2ug+q23DAzAgAAhBJtHhAgBGCV/+m+roPqJtwwMwIAAIQSbR4QIATgSfJ+Xf8LPrsOqptzw8wIAAAQSrR5QIAQgO+wD4FesWKFnWldb/nrOjgtZkYAAIBQos0DAoQArAkzIwAAQCjR5gEBQgDWhJkRAAAglGjzgAAhAGvCzAgAABBKtHlAgBCANWFmBAAACCXaPCBACMCaMDMCAACEEm0eECAEYE2YGQEAAEKJNg8IEAKwJsyMAAAAoUSbBwQIAVgTZkYAAIBQos0DAoQArAkzIwAAQCjR5gEBQgDWhJkRAAAglGjzgAAhAGvCzAgAABBKtHlAgBCANWFmBAAACCXaPCBACMCaMDMCAACEEm0eECAEYE2YGQEAAEKJNg8IEAKwJsyMAAAAoUSbBwQIAVgTZkYAAIBQos0DAoQArAkzIwAAQCjR5gEBQgDWhJkRAAAglGjzgAAhAGvCzAgAABBKtHlAgBCANWFmBAAACCXaPCBACMCaMDMCAACEEm0eECAEYE2YGQEAAEKJNg8IEAKwJsyMAAAAoUSbBwQIAVgTZkYAAIBQos0DAoQArAkzIwAAQCjR5gEBQgDWhJkRAAAglGjzgAAhAGvCzAgAABBKtHlAgBCANWFmBAAACCXaPCBACMCaMDMCAACEEm0eECAEYE2YGQEAAEKJNg8IEAKwJsyMAAAAoUSbBwQIAVgTZkYAAIBQos0DAoQAfEcmk1m8eHEsFqutre3v7y92cFrMjAAAAKFUVJtnWVZDQ0NbW5s94tpbug7KXFcofBCILALwJDETpVKpiYmJdDpdV1eXy+XEYDKZnJiYSCQSPoPq5twUNTMCAAAgKApv85LJZE1NTX19vR2AXXtL10F5O64rFD4obwqIGgLwpHw+P3/+/Gw2K/93JpOZPXu2PTh37tze3l7XQXVzbgqfGZ0OHTqkDmlhqq7B0tTVxlRp6mpjqjR1tTFVmrramCodxLqbN29Wh9xYlrV3797BwcFEImEHYNfe0nVQ3pTrCoUPypsCooYAPEnZA9zY2CjvCpZXcB1UN+fmXgLwvTz2Xpiqa7A0dbUxVZq62pgqTV1tTJWmrjamSgexbrGPlQOwa2/pOihvwXWFwgflTQFRQwC+I5PJVFdXy2dH2ElYmUScg1M25KHYmVF2L4+9F6bqGixNXW1MlaauNqZKU1cbU6Wpq42p0kGsW+xjlQDs7C1dB+8+vphHuQ7e3RAQPQTgSfIBIT09PYsWLcpms65/MHMdVDf3pVQq9eKXNm/ebP83AAAAwsqnORTYAwwYRACe5Pq3MddTJlwH1c2VWrF/ViwVU3UNlqauNqZKU1cbU6Wpq42p0tTVxlTpINYt9rGcAwwYRACeJKYGceRzJpOpqanp7e0VSbgSrqRX7KxaKqbqGixNXW1MlaauNqZKU1cbU6Wpq42p0kGsW+xj5QDs2lu6DoqjC0V8dV2h8EH1CQFRQgC+o7u7W5wDXFVVJeYIr9umuQ6W1c6dO9UhLUzVNViautqYKk1dbUyVpq42pkpTVxtTpYNYt9jHygHYq7d0Doooax+06FyhqEEgsgjAAAAAQAAoyRnADBCAAQAAgEqXz+dffvlldRRAkQjAAAAAAIBIIAADAAAAACKBAAwAAAAAiAQCcEWzLGtgYODQoUMnT57UfM16U6WjVhcRZFnWe++9p/9rRl0NLMs6duyY5qLU1cmyrGeffVZ/aerqIb5aJ0+eVH8AIEQIwBVqaGhIXLB+3rx59fX1Cxcu1HbxelOlo1YXUZDJZOz7q3V0dIjBfD4/f/78bDarrl061NVTVy5dV1d3+vTp6urq+vr6WCxm306vTKirp66IQ4ckb731Vk1NTVdX1zvvvFO+eEZdPXXFRPHwww+LiSKdTldXV8+bN2/hwoVVVVXidrsAwocAXInkW5bLuru7y337clOlI1h3zZo1zW6eeuqp8tU1WDpqdUXpZcuWiW+X+DtLU1OThmBGXT117dKiS+7u7q6pqRH/nclkli5dWr5vF3X11BXfovvvv7+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dA8hQBTuCIUm7zgFkqIIdwZCkXecAMlTBjmBI0q5zABmqYEcwJGnXOYAMVbAjGJK06xxAhirYEQxJ2nUOIEMV7AiGJO06B5ChCnYEQ5J2nQPIUAU7giFJu84BZKiCHcGQpF3nADJUwY5gSNKucwAZqmBHMCRp1zmADFWwIxiStOscQIYq2BEMSdp1DiBDFewIhiTtOgeQoQp2BEOSdp0DyFAFO4IhSbvOAWSogh3BkKRd5wAyVMGOYEjSrnMAGapgRzAkadc5gAxVsCMYkrTrHECGKtgRDEnadQ4gQxXsCIYk7ToHkKEKdgRDknadA8hQBTuCIUm7zgFkqIIdwZCkXecAMlTBjmBI0q5zABmqYEcwJGnXOYAMVbAjGJK06xxAhirYEQxJ2nUOIEMV7AiGJO06B5ChCnYEQ5J2nQPIUAU7giFJu84BZKiCHcGQpF3nADJUwY5gSNKucwAZqmBHMCRp1zmADFWwIxiStOscQIYq2BEMSdp1DiBDFewIhiTtOgeQoQp2BEOSdp0DyFAFO4IhSbvOAWSogh3BkKRd5wAyVMGOYEjSrnMAGapgRzAkadc5gAxVsCMYkrTrHECGKtgRDOkn9c83YUjazgFkqIIdwZB+Uty+YEjazgFkqIIdwdCYcGiCoWHxNMGQtJ0DyFAFO4KhMeHQBEPD4mmCIWk7B5ChCnYEQ2PCoQmGhsXTBEPSdg4gQxXsCIbGhEMTDA2LpwmGpO0cQIYq2BEMjQmHJhgaFk8TDEnbOYAMVbAjGBoTDk0wNCyeJhiStnMAGapgRzA0JhyaYGhYPE0wJG3nADJUwY5gaEw4NMHQsHiaYEjazgFkqIIdwdCYcGiCoWHxNMGQtJ0DyFAFO4KhMeHQBEPD4mmCIWk7B5ChCnYEQ2PCoQmGiBcoGLozniYYkrZzABmqYEcwNCYcmmCIeIGCoTvjaYIhaTsHkKEKdgRDY8KhCYaIFygYujOeJhiStnMAGapgRzA0JhyaYIh4gYKhO+NpgiFpOweQoQp2BENjwqEJhogXKBi6M54mGJK2cwAZqmBHMDQmHJpgiHiBgqE742mCIWk7B5ChCnYEQ2PCoQmGiBcoGLozniYYkrZzABmqYEcwNCYcmmCIeIGCoTvjaYIhaTsHkKEKdgRDY8KhCYaIFygYujOeJhiStnMAGapgRzA0JhyaYIh4gYKhO+NpgiFpOweQoQp2BENjwqEJhogXKBi6M54mGJK2cwAZqmBHMLQDuA/BUAU7giHiBQqG7oynCYak7RxAhirYEQztAO5DMFTBjmCIeIGCoTvjaYIhaTsHkKEKdgRDO4D7EAxVsCMYIl6gYEnwkRXsCIak7RxAhirYEQztAO5DMFTBjmCIeIGCJcFHVrAjGJK2cwAZqmBHMLQDuA/BUAU7giHiBQqWBB9ZwY5gSNrOAWSogh3B0A7gPgRDFewIhogXKFgSfGQFO4IhaTsHkKEKdgRDO4D7EAxVsCMYIl6gYEnwkRXsCIak7RxAhirYEQztAO5DMFTBjmCIeIGCJcFHVrAjGJK2cwAZqmBHMLQDuA/BUAU7giHiBQqWBB9ZwY5gSNrOAWSogh3B0A7gPgRDFewIhogXKFgSfGQFO4IhaTsHkKEKdgRDO4D7EAxVsCMYIl6gYEnwkRXsCIak7RxAhirYEQztAO5DMFTBjmCIeIGCJcFHVrAjGJK2cwAZqmBHMLQDuA/BUAU7giHiBQqWBB9ZwY5gSNrOAWSogh3B0A7gPgRDFewIhogXKFgSfGQFO4IhaTsHkKEKdgRDO4D7EAxVsCMYIl6gYEnwkRXsCIak7RxAhirYEQztAO5DMFTBjmCIeIGCJcFHVrAjGJK2cwAZqmBHMLQDuA/BUAU7giHiBQqWBB9ZwY5gSNrOAWSogh3B0A7gPgRDFewIhogXKFgSfGQFO4IhaTsHkKEKdgRDO4D7EAxVsCMYIl6gYEnwkRXsCIak7RxAhirYEQztAO5DMFTBjmCIeIGCJcFHVrAjGJK2cwAZqmBHMLQDuA/BUAU7giHiBQqWBB9ZwY5gSNrOAWSogh3B0A7gPgRDFewIhogXKFgSfGQFO4IhaTsHkKEKdgRDO4D7EAxVsCMYIl6gYEnwkRXsCIak7RxAhirYEQztAO5DMFTBjmCIeIGCJcFHVrAjGJK2cwAZqmBHMLQDuA/BUAU7giHiBQqWBB9ZwY5gqIQlwZDGyQFkqIIdwdAO4Ed1MFTBjmCIeIGCJcFHVrAjGCphSTCkcXIAGapgRzC0A/hRHQxVsCMYIl6gYEnwkRXsCIZKWBIMaZwcQIYq2BEM7QB+VAdDFewIhogXKFgSfGQFO4KhEpYEQxonB5ChCnYEQzuAH9XBUAU7giHiBQqWBB9ZwY5gqIQlwZDGyQFkqIIdwdAO4Ed1MFTBjmCIeIGCJcFHVrAjGCphSTCkcXIAGapgRzC0A/hRHQxVsCMYIl6gYEnwkRXsCIZKWBIMaZwcQIYq2BEM7QB+VAdDFewIhogXKFgSfGQFO4KhEpYEQxonB5ChCnYEQzuAH9XBUAU7giHiBQqWBB9ZwY5gqIQlwZDGyQFkqIIdwdAO4Ed1MFTBjmCIeIGCJcFHVrAjGCphSTCkcXIAGapgRzC0A/hRHQxVsCMYIl6gYEnwkRXsCIZKWBIMaZwcQIYq2BEM7QB+VAdDFewIhogXKFgSfGQFO4KhEpYEQ3pP7H0x/+pF78XOa65zABmqYEcwtAP4UR0MVbAjGCJeoGBJ8JEV7AiGSlgSDOn9MDt90hw/3e+8uPrlu8cvm2b29et+3gFkqIIdwdDd8YMxGKpgRzBUwY5giHiBgiXBR1awIxgqYUkwpPfD3u9fN1c/XHZeXP5yeN48v2yOz5AvDSD/5QiGfjL8EAqGSlgSDFWwIxi6O17qYKiCHcFQBTuCIeIFCpYEH1nBjmCohCXBkN4Ph0/3m9lpZm754uqX8+b4bO9l86ifdwAZqmBHMHR3vNTBUAU7gqEKdgRDxAsULAk+soIdwVAJS4IhvR8Oj9rPfRcDuHhx9ct58/wPP/7x8bcve/mBB5AlwRDwQygYKmFJMFTBjmDo7niBgqEKdgRDFewIhogXKFgSfGQFO4KhEpYEQ3o/3PoM8OqjD79/c3581vkq4Nnbt2//5e19ubem3Su6v6Z7K7q/pnsrur+meyu6v6b/2fso08669WuATfPo6k/7x2ftVwI7+AyQ/8EOZG52b00suhH/gx3IlIrur4kdgcy1Il6gYOgmbGJHIHOjeyu61nRnLOJpApmb3VsTi+7L3sFRvl95zjd0nbTf1Wz/Jy90zX59MJ9/9fEqE4vKZvbdfH7xsn3gvHWx+rBfvnmsVt8FPrvEd4Gbpp2+w3N8H5g3lv9yBDI3u7cmFt2IQxPIlIrur4kdgcy1Il6gYOgmbGJHIHOjeyu61nRnLOJpApmb3VsTi+7L8fzV69UAPvkV5m3l1gGcnV58/OzZb+fn3QFcVX71m2cftGN38vQ3z549e7Z6zOLN47X4qb/Z6dG1nwM8fNk0Vz8+7v+3hjeW/3IEMje7tyYW3YhDE8iUiu6viR2BzLUiXqBg6CZsYkcgc6N7K7rWdGcs4mkCmZvdWxOL7grvdHb6r5+drQZw+eNr1906gMeL53XHr15v3rSsvGr/pzm8uMSDlm8eveOtz6k3eGN7/2asIHOz/4XfsySQuRGLbsShCWRKRSWlJp4mkLlWxAsUDN2ETewIZG50b0XXmu6MRTxNIHOze2ti0V3hnR6+en2Sb1KeN7PT+Xx+1Myez+cXT5rm5JvfHsyXTwlvG8A8zWma5vN/e7F507Ly6rPVAvQftHzz2F39ma+5xf0NILEkGLozDk0wNCyeJhgiXqBgqIIdwVAFO4KhYfE0wVAJS4KhnxLe6clRu0jdZ4AnT180b9rnbRff7O8dLEbstgHcO9g8l1u/aVnZHM9/8fP8zNviU+DVA1dv1oIDeG94mmCIeIGCoQp2BEMV7AiGhsXTBEMlLAmGfkr9d9p+nto+VdsM4OzXHy9efdK+Zvlc7S8ZwFVl03z+3eL7I4tvgiyf9W3erHhfB3AHcfuCIeIFCoYq2BEMVbAjGBoWTxMMlbAkGPop9d/p4cUfnj07ab9Rufka4Af//u2X87sP4Koyv/n8lF8D7L1ZDuA94vYFQ8QLFAxVsCMYqmBHMDQsniYYKmFJMPRT6r/T1U+odJ4Bnn718bN/2P4McO9g+YRu9TXAvcebmVtVfvK37e/bJ3u9ucPPxMgBvDfcvmCIeIGCoQp2BEMV7AiGhsXTBEMlLAmGfkq9d7r4Tu3s9HwzgHu/u3z3p8DrL+ld/y7wurL9/u/1AVy/ef2aqXMA7w23LxgiXqBgqIIdwVAFO4KhYfE0wVAJS4Khn1LvnS6/G3H8dP/kaL/97Yvm6rMn7Rfvtg/gWu/nAPOtjnXlP7Y/B/j3p5nGzc8Bbt5jr2fCHMB7w+0LhogXKBiqYEcwVMGOYGhYPE0wVMKSYOin1H2n689gf3e5d5BPf+dHzZuD+VefnhYHsPsnQfK57X9sKmffHcznv3zR+6y38x77PdPlAN4bbl8wRLxAwVAFO4KhCnYEQ8PiaYKhEpYEQ5oQB/DecPuCIeIFCoYq2BEMVbAjGBoWTxMMlbAkGNKEOID3htsXDBEvUDBUwY5gqIIdwdCweJpgqIQlwZAmxAG8N9y+YIh4gYKhCnYEQxXsCIaGxdMEQyUsCYY0IQ7gveH2BUPECxQMVbAjGKpgRzA0LJ4mGCphSTCkCXEA7w23LxgiXqBgqIIdwVAFO4KhYfE0wVAJS4IhTYgDeG+4fcEQ8QIFQxXsCIYq2BEMDYunCYZKWBIMaUIcwHvD7QuGiBcoGKpgRzBUwY5gaFg8TTBUwpJgSBPiAD4sXqBgqIIdwVAFO4KhYfE0wVAJS4IhTYgD+LB4gYKhCnYEQxXsCIaGxdMEQyUsCYY0IQ7gw+IFCoYq2BEMVbAjGBoWTxMMlbAkGNKEOIA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            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy2" decimals="2" unitRef="pure">2.50</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy3" decimals="2" unitRef="pure">2.28</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy5" decimals="2" unitRef="pure">2.43</iic-com:RatioTotalGastos>
            <iic-com:RatioGastosEstimado contextRef="FIL_S12025_V86544897_da">false</iic-com:RatioGastosEstimado>
            <iic-com:AplicacionRatioGastos contextRef="FIL_S12025_V86544897_ia">false</iic-com:AplicacionRatioGastos>
          </iic-fil:GastosClaseFIL>
          <iic-com:EvolucionValorLiquidativo>
            <iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V86544897_da">202506_ALTAN_III_B_-_VL_5_AÑOS_1S25.png</iic-com:NombreFicheroAdjunto>
            <iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V86544897_da">png</iic-com:TipoMimeFicheroAdjunto>
            <iic-com:ContenidoFicheroAdjunto 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OmTMnlUql02nVH07aN/quEH3QuykAIQjAE3wDsHdyKRQK6lCwNvuYgzdsAgAAABbw3lPGcZx9+/a51/2qVDxp3+i7QvTB6xsCEIoAPMEMwNps4vubNt9B70a88vn801/asGGD+2cAAADEjdathfR4bh/ohlLzS1H6Rt8Vog96NwUgBAF4ghmAvVd0TOmqDO9Ggjz99NP6EAAAAGIjeremLppbvHixO+J7hHbSvtF3heiD3k0BCEEAnmAG4Ewm4x1Rk1elbsEXfUoFAABA7UXs1sz0q4VSN6wG9Y35fF6t6btC9EHvCwAQggA8QQvA3t+reQfN5635Dk4q4pQKAAAAERG7tUKh4D7vV1FnI/s+HNjsG7Vzp80VpjQIIAoCsICIUyoAAABE1KxbM89DBFBVBGABNZtSAQAAMA216dbK5fKLL76ojwKoJgKwgNpMqQAAAJgeujUgqQjAAphSAQAA4oxuDUgqArAAplQAAIA4o1sDkooALIApFQAAIM7o1oCkIgALYEoFAACIM7o1IKkIwAKYUgEAAOKMbg1IKgKwAKZUAACAOKNbA5KKACyAKRUAACDO6NaApCIAC2BKBQAAiDO6NSCpCMACmFIBJMlYqbx4U9dYqax/AQDqFt0akFQEYAFMqQASY6xUbml/4Svf/WlL+wtkYACJQbcGJBUBWABTKoBkcNOvWsjAABKDbg1IKgKwAKZUAAmgpV8yMIAkoVsDkooALIApFUC9802/ZGAAiUG3BiQVAVgAUyqAuhaSfsnAAJKBbg1IKgKwAKZUAHXtT57YYoZebZm/Zqv+bQBQP+jWgKQiAAtgSgVQj46cPPXczv13d24z46623L7i2SMnT+nfDwD1g24NSCoCsACmVAD1YqxUfv3gwPKX3rhjxbNm0A1a/uSJLafHLujbAoD6QbcGJBUBWABTKoCY6z/+YWdX7/w1W81wG3G5g4PAAOoZ3RqQVARgAUypAGLo9NiFfOHQ0s2v3bZsvRlotWX+mq2dXb1/f+CQ98hw4+InvevcsmTt6wcH9DIAUA/o1oCkIgALYEoFUCVjpfLiTV1TugPz/qMnIh7svWPFs8tfeuP1gwPe05uPnDylMvAdK5797T+dvH/jq9p3dXb13lAPAOoB3RqQVARgAUypAKrBfTrRpE8hGho9t31P//0bX71lyVoz6GrL3Z3bntu5P+R85iMnT311+QZ3hSde2a1t4f6Nr4a/HgCIG7o1IKkIwAKYUgFUnPZsXt8M3Hv4+BOv7A5/hK9a3IO95kaieP3ggBatW9pfGBo9p68HAHFFtwYkFQFYAFMqgMrS0q+bOcdK5Q+GR7fsPnjvMzuiHOy995kdW3YfDDnYG517arS73LZs/f6jJ/T1ACCW6NaApCIAC2BKBVBBvulXLb/3vZ+Zg9rSvGrjqpff3PXu+5evOvqmb87psQvmQ4O37+nX1wOA+KFbA5KKACyAKRVApYSk3/BFHez9YHhU32JFXb7qLN38mlZ61ctvVjxsA0Bl0a0BSUUAFsCUCuAm9R//MF84tL577x/8xToz3AYtLe0vPPHK7t7Dx2ucP7fsPqi9krs7t03v6mIAqA26NSCpCMACmFIBTMkHw6O9h4+v7957/8ZXp3q891880Nn29Mvb9/TL3oOq9/Bx7fHCzas2VuRiYwCoBro1IKkIwOOO47S2tnZ0dLgj5XJ53rx5qVQqnU7ncjk1WCwW1WBTU9PAwEDI4KSYUgEbTOORvMrpsQv7j554buf+5S+90bYuZ2ba6MusB/8mPiHzg+FRLb3fsmTtrnff19cDgBigWwOSyvYAnMvlGhsbW1pa3ADszcNDQ0OzZs3q6+tTgyoMZ7PZ5ubmUqnkO6gX8MOUCiRe9Efyjo+P7z96Yvue/s6u3rZ1Oe0wafTFvN/VHSuejU/6VcZKZTPSr+/eq68HANLo1oCksjoAO46zffv2wcHBbDbrBuBisThz5syRkRHvmt7BcrmsUrHvoPe7gjClAskW/kjeIydPvX5wYH333nuf2dG8aqMZZaMsLe0v3PvMjvXde3e9+75Kudpjh2KYfl1PvLJbezv3b3y1xpclA0A4ujUgqawOwC5vAC4UCvfcc097e7s6BXrDhg1q0D3Aqw785vN530F9036YUoEE870t8+yHNjzwi783nwkUcblt2fq2dbnOrt7te/pDHqXrZuA4p18lXzikPZd4/pqtslcpA4AX3RqQVATgCVoATqfT3d3d3lOgC4VCW1ubWsEbgM3B6xu9UT6ffxpA0v1k7bqvLu00E+xUl+ZlTy54+Gf/6cdrH+pY95O16/QywVb+5Klbv9+58idP6V+Inx/99VN/8P0bPquZ3+v80V/XwSsHYAm9mQOQCATgCVoAdmPt+Ph4JpMJOtjrO3h9o8GYUoFE8j32G2WZv2br/RtfXd+9t/fw8Wo/mDdWhkbPzV+z1ftR3LJk7fY9/fp6AFBzdGtAUhGAJ2jXAC9YsMC9nZUKwL6X+/oO3rDdAEypQCLN+6sXzXBrLneseLZtXW59997XDw70H/9Q34plLl91lm5+TfuIVr38pr4eANQW3RqQVATgCd4A7L23c7FYbGxs5C7QACbVe/j4nMnuaDXrwb95959/p38nxsef27lf+6za1uUmvXs2AFQP3RqQVATgCd4ArC79dZ8D7J7V7PvIX9/BSTGlAkkyNHru/o2vmnFXW+J/YypZu959X3sEVPOqjVadEA4gVujWgKQiAAtgSgWS4fJVZ333Xu1uxl/57k//xQP6fbBIv1EcOXlKey7UbcvW73r3fX09AKg+ujUgqQjAAphSgQTY9e773ufuusuql9/87T+drJdH8sbNWKncti6nfaTP7dyvrwcAVUa3BiQVAVgAUypQ1z4YHr33mR1m9L27c5sbdOvokbwxtOrlN7XPdunm1y5fdfT1AKBq6NaApCIAC2BKBerUWKnc2dVrRt87Vjz7+kH9LgBHTp766vINpN/p2b6nXzu3fP6arafHLujrAUB10K0BSUUAFsCUCtSjfOGQec7zLUvWdnb1cr/iath/9IR2W6w7VjzrfXDUWKm8eFMXHz6AaqBbA5KKACyAKRWoL0dOnrq7c5t54PfeZ3Zwm+KqGho9N3/NVu03DvnCIZV+W9pf+Mp3f9rS/gIZGEDF0a0BSUUAFsCUCtSLsVLZvB5VPaGn9/BxfW1UweWrjvmUqUdyb6r0qxYyMICKo1sDkooALIApFagLW3Yf1E7BVUcg13fv5YZMNba+e6/5awjvQgYGUFl0a0BSEYAFMKUCMdd//EPtzFu13L/xVe7DJOX1gwPmI5fJwACqhG4NSCoCsACmVCC2To9dWLr5Nd9wtf/oCX1t1NZv/+nk733vZ+beIQMDqDi6NSCpCMACmFKBGLp81Xlu537znOfblq3fsvugvjYk+B6W15b5a7bq3wYAU0e3BiQVAVgAUyoQN72Hj3tvquQuq15+k3Oe4+PIyVPmk6i0pelH/+WJV3bz+GUAN4luDUgqArAAplQgPoZGz937zA4zR93duc37yFnERJQMrJbmVRufeGU3J64DmB66NSCpCMACmFKBWhorlRdv6jIvDb181Vnfvde8r9IdK55VT5pFPEXPwO4OXfXymyRhAFNCtwYkFQFYAFMqUDNjpbI6t1m7PdKud9/3DVGdXb1mVEbcaBn49h8+s+FX++7f+Kr56wwtCS9/6Y1d776vbw4ADHRrQFIRgAUwpQK14aZftagM/MHwaNu6nJmO7n1mxwfDo/omEFduBr5jxbPuFb+XrzqvHxxYuvm18CR827L1KgnzPGcAQejWgKQiAAtgSgVqQEu/avnqQxvMONS8aiNHBevRkZOnvrp8g+/9ri5fdXa9+/7yl94wb+vtXW5Zsnbp5tdePzhAEgagoVsDkooALIApFag23/RrLrcsWbu+ey/hJ9miJ+F84dCkJ8AHXVIOIGHo1oCkIgALYEoFqipi+r1/46s84sgq+4+eWPXym77Xfms/GEFJOOiScgDJQ7cGJBUBWABTKlBV89dsNVONtnz9x7/Qvw3W2H/0xBOv7G5etdH8wfAubety2/f0u78l8b2kXN80gKSgWwOSigAsgCkVqKojJ0/d/sNnzDzjLt7bJsFmR06eipiEN/f89g9//Lw2TgYGEoxuDUgqArAAplSgqrbv6f/qQ39jxhi1kH5hOnLy1PruvVHOnNcWMjCQVHRrQFIRgAUwpQJVsv/oifDzn0m/CPfB8Oj67r3hP0XaQgYGEoluDUgqArAAplSg4j4YHr33mR1mOGlc/KT7Z9IvohsaPbdl98GISXj+mq369wOoc3RrQFIRgAUwpQIVNFYqP/HKbjOT3LZs/XM797/7z79Td/0l/WJ6/uF/fvC//cXT5g+Yu8x68G/40QKSh24NSCoCsACmVKAiLl91tuw+6Pt81yde2e2elXrk5KmvLt9ARMG0HTl5KvzhSZ1dvTxNGkgYujUgqQjAAphSgZu36933fW/ee+8zOz4YHtXXBm7OpBm4pf2F/uMf6t8GoG7RrQFJRQAWwJQK3IwjJ0+1rcuZCWT+mq29h4/rawMVomXgW5c+pf0E3rJk7XM79+vfBqA+0a0BSUUAFsCUCkzP6bELy196w4y+d6x4dvuefn1toNLcDKwuKe89fNw8LHx35zbOQQASgG4NSCoCsACmVGCqLl911nfvvWXJWvOYW2dXLw+hQc1ol5SPlcpLN79m/ljmC4f07wRQV+jWgKQiAI87jtPa2trR0eGOZDKZ1Jeam5tLpdL4+HixWJw3b14qlWpqahoYGFBr+g5OiikVmJLXDw6Yx9m+8t2fLt382tDoOX1toObyhUPmzdjufWbH6bEL+qoA6gTdGpBUtgfgXC7X2NjY0tLiBmDHcRYuXNjX1+ddTYXkXC43Pj6ezWZVKvYd9H5XEKZUIKL9R0/4Poj17s5t3HAIsXJ67IL5JOrblq3f9e77+qoA6gHdGpBUVgdgx3G2b98+ODiYzWa9AXjRokUjIyPeNYvF4syZM9VguVyeNWtWX1+f76D3u4IwpQKTGho9d//GV83oe8eKZ18/GPVsC6DGntu53zxRf/lLb3CWPlB36NaApLI6ALu8AVhF2Tlz5qRSqXQ6nc/nx8fHC4WCe4BXHfjN5/O+g/qm/TClAiHGSuXOrl4zRdy2bP1zO/fztFXE3AfDo3d3bjN/cbP/6Al9VQAxRrcGJBUBeIJ2BHjfvn3udb/qGG+hUGhra3NXcAOwOXh9ozfK5/NPA5jM//no2pnf69TCw1e++9MFD/9szc/W6WsDcfWnK39m/hj/6cqfreWnGKgfejMHIBEIwBO8Adgr/GCv76C+CT9MqbDWWKm8eFOX7+mgvYePt7S/YGaGtnU59467QB3pP/6h+SPd0v4Cl68DdYFuDUgqAvAEbwD2Pa7re7mv7+AN2w3AlAo7jZXKKg+0tL/gzcBHTp4y7x6kVus9fPyGTQB15fJVZ9XLb2o/2LcsWfvczv36qgBihm4NSCoC8ATzGmAVZd2I63vDZ99BfdN+mFJhITf9uuF2rFQ+PXbBjAfqct8tuw/qmwDqU+/h4+ZzvO7u3PbB8Ki+KoCKuuZcOf93j19zruhfiIBuDUgqAvAE7RRo79N93YO6vo/89R2cFFMqbKOlX7X8m+XP/Ou/fFobvGXJ2ide2e17jjRQv8ZK5aWbXzN/2vOFQ/qqACqntCd3euUflvZMHKuYKro1IKkIwAKYUmEV3/Tru9y/8dWh0XP69wNJkS8cum3Zeu3H/t5ndpweu6CvCmBaPj370ZVj/ZcOdF3s2TL28qMjq75++uHm0fY/mcZBYLo1IKkIwAKYUmGPiOl3/pqtPCQGNjg9dsG84v22Zet3vfu+viqAaK45Vy72bDnTec/ph5u1ZSTz+X9Xfm0aB4Hp1oCkIgALYEqFPeav2WrGXW353zM/178NSLTndu43n3S9/KU3OPkf0Hx2/syVY/3l93ou9mw537X23KalY9sy5fd6vOtc6vu1GX0/X+a4fx5dPX+qB4Hp1oCkIgALmPaUGvIIGSCejpw8Zd7+x7vcvuJZnnIEC30wPHp35zbtr8MdK57lVAgk0lRvRlXau+PsU39mBNovj+s+cqdzetBd+WLPFnMd9/DvFwH4sW9O9SDwtLs1ADFHABYwvSk16BEyQJyNlco/zL5h5l633Sf9wmadXb3m34vOrt7LVx19VaCeeW9GdfXE4SvH+i/2bLm48/lzm5aee/GhSwe6vCtfOdZvplltuXKs313/s/Nn3LR8pvOec5uWns93nFk9V/uWs0+2eqtManrdGoD4IwALmMaU6vsIGX0lIGZ8n/5C+gW8+o9/aF4n39L+Qv/xD911OP0Hde2ac2W0/U8+PyR7/ZzkkEAbfErzF8snufboB5OnbRrdGoC6QAAWMNUp1fc2QmRgxNlYqbz8pcADv6RfwOvyVcd8IPYtS9Y+t3M/p/+gvjinB68c67926bx38MLOX3xxMyrPOcnacqnv1+7615wr3vOfP/75d869+NDFni2lvTuuHOv3nvxcVVPt1gDUCwKwgClNqb7pVy00Q4gn3wO/Le0v/P2BQ2qc9AuYfP/iLPjJS1975HmmfcTTNefKlWP9pb071O2pvIHW+d0XNzafOPz72B97vuRzEPjjn3/ns/NntI1/evYjLUjX2JS6NQB1hAAsIPqUGpJ+aYYQQ76PeLllyVr3msYjJ099dfkG0i/ga6xUXrr5NXOqZ9pH3Fw9cTjkJlWnH24+n+9Qa5b25EYf+6Y7PpJpHv2rBROX6Xatvdizpfxez9UTh/Wtx0P0bg1AfSEAC4g+pUZ5hMz8NVv1bwMk5AuHblu2Xvv5vLtz2wfDo/qqAIL5/lXyLmRg1IZ6BNHFni1Xjh7Qrrn1feiud3Hva3X2yVbtS1O9GZWU6N0agPpCABYQfUqd9BEyv/e9n+37x3/Wvw2oraADv+oKRgBTdezUmT/4wTpzzncXMjCmLeSJRFdPHL7U92t1c+aRx2+4i/LFnc+7q11zrow8cqcZeicO8D4+99ympdpzeutU9G4NQH0hAAuY0pQ6aQbmckrIem7nfvNoFQd+gZvB6T+oHu8TiVzO794PP6X57FN/5l3/0oEulZDPblj0Sa594ijxsX7zOt66NqVuDUAdIQALmOqUOmkGvmXJ2tcPDujfBlTZB8Ojd3du034ab1u2Pl84pK8KYComnfa/8t2fNv3ov6zv3js0ek7/ZiDAZ+fPlP/HP4z8uOX0w82j7X/iPQg8ti1jhl7vcuFXG27YlgWm2q0BqBcEYAHTmFK1Zuj2Hz7T9vTLWjPU2dWrfxtQNc/t3H/LkrXaD+G9z+w4PXZBXxXA1EXJwO7fu9cPDqj7zAGaqycOl/bu+CTX7l61+8UTiVZ+7eJv/qu7mm8AHnnkznObll741YbLh9++YaN2mEa3BqAuEIAFTG9KdZsh95znJ17ZrbVB9298lavCUG39xz/kwC9QA9EzsPo7uOrlN7n0AMo158rFnc+bmdb7FKLRx+e5B4E/PfvR2LbMuU1Lx7Zl1F2vPj37kb5Ry0yvWwMQfwRgAdOeUs1HyLx+cEA7CtfS/gJnxKFKLl91Ort6zc57+UtvcOAXqAYtA9+x4tnuvoFVL79pXnjv/Vdg+55+fhlqucuH3zai7+cHdT8//PtFAH7sm9qVwPCadrcGIOYIwAIqO6WahwhuW7Z+/9ET+nrAzek//qH5VOo7Vjzbe/i4viqAyjFP/1G/jcoXDpl3X3eXW5asXbr5Nf56JtjEA4p+s21sW2Z0zbdOP9z88c+/472m99KBLp/0a4zUyxOJRFS2WwMQHwRgARWfUk+PXTBPSd2+p19fD5iWsVI56MAvR5mAGjBP/3ENjZ7r7OptXrXR/BuqluZVG7lXVmJcPvz2hV9t+Pjn3zHD7cSTin6zzV3zmnPl3IsPffFcohcfUndpvmFbmEzFuzUAMUEAFlCNKfXyVWfp5te0vmfVy29yWxTcpN7Dx82rEFvaX+DIEhArvYePm/8KeBfulVXvPsm1m6HXu1w60KV/D25CNbo1AHFAABZQvSl1y+6DWsdzd+c2jtFhesZK5eUvvWG20Z1dvfTQQDyNlcrb9/SbVyu4C/fKirnPzp+5fPjtiz1bLh3ounbpvDt+zbliJl53GXl87sWeLTdsCDetet0aAFkEYAFVnVJ7Dx/Xbo7SvGqj74lzQIigA7/9xz/UVwUQP0dOnrr5e2WNlcqLN3WFr4Obcc25cv7vHr/yz+9qTypSy/l8h3dN7czns0/92fmutZf6fu2cHrxho6iQqnZrAAQRgAVUe0r9YHhU+/X/LUvW7nr3fX09wM/psQvmnXVuWbKWA79A3bmZe2WNlcrqn5KW9hfIwNVw7dL5j3/+Xe9zibTl7FN/5l3/s/NnLv5mm3pGkffgMKqk2t0aACkEYAE1mFLHSuW2dTmt0VnfvVdfDxbzPbaTLxwyDxnd3bmNEyaBujbVe2W56VctZOCb4fzu/fJ7PZcPv62l1vOvr/8y/fpnYO9NrVB7NejWAIggAAuo2ZT6xCu7tRbn/o2vchAPvsd2gg78Prdzv/7NAOpWlHtl/d2+//GNxzZp42TgiK5dOq8eUHQ+32GetOx9UtHZv1mknsrrfTbvyCN3ntu09GLPlqsnDt+wXdRczbo1ADVGABZQyyk1Xzh0y5K13iZm/pqtPA/Dcuaxnae793LgF7DHpPfK8l3IwOGuXTp/Pt9hHsj1Lm6sveZcGX187vXcu+rOi3tyzu+4WClGatmtAaglArCAGk+p/cc/1O5mdNuy9dzKyFpa+vVdblu2Pl84pH8ngMSZ9F5Z2kIG/vTsR1eOHrjYs0Vdi+v90uXDb5uJ17uMPD7XPQu6tCc3+tg33S+NPvbN0p6cd2sQV+NuDUDNEIAF1H5KHRo9N3/NVm8Tc8uStdv39OvrIemipN97n9lxeuyC/p0AkmvSe2V5l/lrturfX//U3Zi95ye7nN+9f+lA14VfbTi3aenII3dqmfbKsev/kpbf6zFD70S4XfOtibOaf7PNew3w2SdbtdXOPtnqfhVxUPtuDUBtEIAFiEypl6865nVfq15+U18PyTVp+m1c/OS23v+ufxsAa/zD//zgX/5gnTk5uMsdK55N5HP1Sntyp1f+oXkM9pNcuxlovUtp7w5t/TOd93z88++cz3dc/M22K8f6uV1z/RLp1gDUAAFYgOCU+tzO/Vo307YuZ/n5bPYw72pjLok8tgMguiMnT5nPAFfL739/7W//6aT+DXXomnPlyrH+K8f6Lx3outiz5fzr60dWff3zG1B949OPr8f7T89+ZCZe7zK65ls8gzfBBLs1AFVFAB53HKe1tbWj4/rj5pVyuXzrrbe648Vicd68ealUqqmpaWBgIGRwUrJT6q5339cu92petZF7HSXYrnffX/Xym0EdrXdJ6rEdAFMSkoHr6DaKvndRvnz47TOd95hR1r0b88fPf89d+bPzZ0Y896n6Ys3P79J84VcbLh3o4uhussl2awCqx/YAnMvlGhsbW1pazADc3t6eSqXUuArJudzEyVHZbLa5ublUKvkOahvxJT6lHjl5Snsa5G3L1u96l5tPJsdYqZwvHFq6+TXtHuAhC+kXgCskA1d7rgi5HNfXxDOHPr8l1di2zLlNS88+9WfXw+rjc7X7VI2u+ZaZfr2P4R1Zdae39JWjB87nO8a2ZdQtrz49+5F3a0g28W4NQJVYHYAdx9m+ffvg4GA2m9UCcKFQWLx4cSaTUePFYnHmzJkjIyPqyPCsWbP6+vp8B70bCRKHKXWsVG5bl9PaGp74Wu+GRs9t2X3Q3LOTLtXuaAHUHTcD/5sfPqNdQHHLkrXV+52p93Jc9Uxd9Vjdiz1byu/1aAddL+583kizNywf//w77soTTx7yC8Dex/COPvoN80pg2CkO3RqAarA6ALu0AFwul++5556RkRE3ABcKBfcArzrwm8/nfQdv2G6A+Eypq15+UwtCSze/dvmqo6+HeDty8lRnV2/4Da7Ucf6lm197/eDAb//ppPfYDukXgK8jJ099dfmGIydP+d5GsRq/M73mXBl5dOLhQCOZr5lJ9fTDzRd+tcG7vm+g9S6f5Nq9618+/LY6RHx2w6Jzm5aObcucWa2f5MzdmKHEp1sDUFkE4AlaAG5vb1dR1huA29ra1Fe9AdgcdDcSIlZT6vY9/dpZsvPXbOUpOHUh4sW9zas2rnr5zd7Dx73f6x7bIf0CiKizq1ebXpa/9EZlf2f68fPfcy/HNdPs6Yebz3Te411/bFvGXMdd83zX2s/On/GuD0QXq24NQAURgCd4A3ChUFiwYIE6rlvBI8D5fP7puHqoY93M73V6e5o/+H7nj/76KX09xMBP1q67r33tv/3hk40P6EFXW+74iyf/46qfrfxJ4H5c+ZOnbv1+Z8gKAKC5r32tNvk0L3vyJ2vX6etN5uXOVbv/6r7df3XfL598zB3c8PRT/+th74Hf65fmusvbT/xn73Y2PvWTX3UsUZv6VceSlztXvdy5asPTTGuoDL2ZA5AIBOAJ3gCcyWRSN+ro6PC93Nd3UN+0nxhOqUOj5+av2ertaW5ZsjZfOKSuFl68qYtHJVVPlE84+sW99z6zY/ue/nq5TSuAurP/6AntUQIt7S9EmXPU3arObVqqHad1L+st7cmNPvJH7pdGMs0jP/7GuU1L1V2XJ25Ddaxf32iFRJmHYZsYdmsAKoIAPMG8CZbiHgH2veGz76C+CT/xnFIvX3Xu3/iqlqYeyb2prixtaX+BzqAaxkrlkE94qhf3mlsAgIr7YHhUm5duW7Z+/9ET+nqfu3risBZ6tcV9lO7ZJ1u1L9XmctzweRjWime3BuDmEYAnTBqAgx756zs4qThPqeu795r5Si10BhXndl3aJ3wzF/cCQA2YjxJwzxvyck4PmonXu5zbtFT7lhoLmoeBOHdrAG4GAVhAzKfU1w8OBD08ls6ggrSuSy3/6i+f/v2AD99d5q/Zur57L3euAiDr8lVn+UtvqHnp33//hx1/+ef5h/701z9f7X2O7uXDb5uh94s7VOU7LvX9+oYt1pzvPMy/dFBi3q0BmDYCsID4T6m//aeTv/e9n5nRi86gUny7rvCFi3sBxIq6pvfIT+/Vwu1/63zIvTX0NeeKeuyQN/R+evYjfVsSQuZh/qVDXXRrAKaHACwg5lNqSE+gljmrNtIZ3IxJP2F34eJeAIKuOVfO/93j3iO64+Pjn50/80mu3Tyo6y7PL/tPd3du8z5Oz/nd+zEJva5J5+Hblq3/9X////Rvg01i3q0BmDYCsICYT6na7aB9l3/5g3X5wqHKPv7RHnMeed78SLXlqw9t4OJeALJKe3KnV/5hac/EvR5dH//8O2bodZd/XPGN/+P7P1I3KYjzlRpR/qXjt5CWi3m3BmDaCMACYj6lHjl5atLbL7mdwaqX3+Sk3IhOj114buf+5lUbzU9SW+5Y8WycG0cASfXp2Y+uHOu/dKDrYs+WsZcfHVn19YnHET32x96DwGc67zFz75nOe0791/a/bl/5bxav9v4bEc9f5B05eart6ZfNuTd84ToU28S8WwMwbQRgAfGfUqNnYLcteP1g1JtgW2j/0RNLN79mfm6+C+kXQC1dc65c7NniG2tHMl/89+LuX7rru/e1Mq/pHSuV731mhzanbd9TrYf3TsORk6fMB/5NdeFOhJaIf7cGYHoIwALqYkr1zcD/etn6P31ym9kNqOWOFc92dvV6r/uy3FipvH1Pf8hlZuadxki/ACros/NnrhzrL7/Xc7Fny/mutec2LR3blim/1+Nd51Lfr83o+/kyx/3z6OPztCuBQ6x6+U1tZnvild36SjU3NHouYvS9Y8WzW3p+y7PoUBfdGoBpIAALqJcpVcvAbjYbGj3X2dUb0hks3fya5Q3BkZOnlr/0RtDTpG5Zsnb5S2/0H/8w6BMGgJtR2rvDvfeyuYw8cqdzetBd+WLPFnMd9/DvFwH4sW9qVwKH276nX5v37n1mh9RltEOj59zHNWlL27rc3+57L2QePnLyVGdXb8jvMdXCpcKJVC/dGoCpIgALqKMp1U1oZja7fNXJFw7d3Rl4QLh51cbndu63qhuY9DNpaX9h+55+72cS8gkDgOK9G/PVE4fV84cu7nz+3Kal51586NKBLu/KV471m2lWW64cu35a8mfnz3ifVHRu09Lz+Y4zq+dq33L2yVZvlUn1Hj5+27L13glw/pqtNb6ANiT63t25bf/RE2q1KPPw0Oi5LbsPtq3LmZvSlildKjxWKi/e1GXVP5R1pI66NQBTQgAWUF9T6pGTp766fENQTzA+Pv7B8Oiql9/UGh13cY926t+WLEOj50I+hPCj4pN+wgAs98mOjtOZOSOP/VszypqBNviU5i+WT3Lt0c9nvhlHTp7SbvsXkjAr6/TYhSde2e17Gs78NVt3vfu+tn70eXisVM4XDi3d/JrvxrVC4ZcKu49i4rHD8VRf3RqA6AjAAhI5pU56vas6+Jm8Jye9fnDAvOmLu6jD4FwXDUCj7rf8xbHcni2f5NrPbVr68c+/M7rmW+fzHd6A6oyc+PJy3OsX5WrLpb5fu+tfc654z3/++OffObdp6USV32y7cqzfe/JzDZweu6A9cOiWJWvN/FlBU42+N2PXu+9P+1Jh7UHEZOAYSmS3BoAALCPZU2r/8Q9DLn9VT076YHhU/7Z6c3rsQviF0NwZG0gk79nI4dQNqK4c6zdXPt+11gyx3qW0d8f1lf9+rXs3ZnNNFXE/O3/mhgKfB+xrl85rgyIuX3XM2+A/t3O/vt5NGyuVO7t6ff/1aV61saoT8lQvFR46M2auTAaOm2R3a4DNCMAC6mtKjd7teU36zNu7O7flC4f0b/M498kn/9Dxf5375BP9C9UU5c32Hj5uNnPuom6FHfHqLwB1p7Qnd3rlH2p3hLp26Xxp744Lv9owcVHupqUjj+sX0Dq/u37g8dOzH5khVlvcAHzNuTK6er7nS3PObvjP5zYtvfCrDRd7tlw+/PbVE4evv44Y6+zq1WbL5S+9UalzgsZK5fXde30vQmletTH835rKin6psO9CBo6V+urWAERHABYQ5yn107MfXT78tjol72LPlrFtmTNP/sfTmTlnnvyP5/Md7sMeFef04Ce5drN1U4ta3xsXv/69H29/8D+Ya3rXV1ue6GYe+ctTD885mPmWuaa5fvTXE2H9OSOd/2HiNjBda73rj5XKm3/1Dz/O/LDjL//cd3ngr5/JFw5p/dw154o6BBRy2mGU1F0NUnWBOnXlWH+p8H+P/Lhl4q7Iq+d7/+6MrgmcqdRy4Vcb3JU/O39m5JE7zXXcZeIU6C8P3pb25EYf+6b7panejTlW8oVD2uHZtnW5m8x7IdH3jhXP1jL6aqJfKqwtZOD4iHO3BuBmEIAFTHtKnV5icU/Du3L0gJtsz734UGnvDu2suUsHuvzasuvXno1ty3jXP7dpqbHyDYu7vnpy0lsP/3tzHXP9sVJ5bvvzH/xIvZLAa95u5vUEr3/DhXZqffek7q0Pthnr37Bc/M027/Yv9f3aPBDkLuc2LVUHhdwDSp+dP6Me1OldznetVbtMe3Sn4pwe/GLnGsukPye+B7KqbXo/wzdJpCjq3adnP1KPzz334kNnOu9x/+aq85BHH/kj9++Oc3rQ/AuuLd5rdMfHx8vv9Yxty6in8qq/4FeOHvD9TdnZJ1u1TU31bsyxsv/oCS2strS/ML1TZi5fdbbsPuh7HcrEg3x3H6zU4eWbF/FSYXeZv2arvglImHa3BiDmCMACpj2laonFPbo4cRuV32y7cvSAtv6Vowe8fZu5aIHQd2XvtWdnNyzyrh/ynEm1THX9dzILnu7e+0eP/uKRH9x/8uGvh1zzppapbn/S9bUL7YYem+e9TOsfV3zD3KZ3OdN5j3f7kx4UOvfiQ+75jaOr55/L/shcx7uc71rr3f7Fnc+b67jL6JpvXT78tnf9K0cP3Jj5r6f9kUfu9D1CPrYtY275Ztb3/gx/evajqQZ+975B5qKv6iES9VHXSnt3+P028IZfyXkPAp/dsMhY84tHCp178SHtb6LlPhge1S5/vW3ZeveJRFHUUfTVHDl56ofZNxoXP2m+cu9bCLlxNGpp2t0agJgjAAuY3pQ6kZQ+P5w4svIPzU5LLd6z7AKOcN6wjK75lnd9v/RyvdsbyXztUv9O7/rl93pCMt7omm9pGSZ8/X9c8Y37ly79ynd/+vsP/PWXh3/V4n8QeKrbj7C+t9CcD3/0te8v/b63L3l+2X8yN+tdzuc7vNv/+OffMdfxLuc2LXXPbxx97JshzzhRixbgAxr068vHP/+Od32tRzdvq6P9QsS3p/cuU13/XPZHbtq/5lyZ9OfzZgP/sf5zLz70+Vc/D/krv37uF0vcpH2xZ4t2i6BrzhV1xM+7lN/rUQHbvMnQpDjyHFvXLp1XvzdUv4L5JNeuHXoNOnfD+/fFezbyNefK5cNvX+r79aS/joE6zUe7SvaWJWsjnq68fU+/b/S9bdn69d17Yxt9vY6cPDV7+QbzLajlG49tSvyDA+vF9Lo1APFHABYwvSm1tCc3smoi+oYcFB15fK73W/wC7Q2LdsruZ+fPlPbuOPfiQ1+cJr152eiPr0esil97dvmqky8curtzm/bPv3v4Vy0nH/76Iz+43+wSKrtoRT98+A/b/+I+bZ2Jm6n87fbTb2zUMpJaLh3o0gKVc3rwfL5DxS3zaPPZDYuu/PO73tvbjPy4JTzTem8MG2X/hh7hvyHtqz94A/PEL1yCf5swvfXP/ORP3bQ/kfwnW98b+K85V8I/nJDAb0Z9tWgBe9LP0zyLNeQtnM93XNj5C+3Is8pd08jSuHlXTxy+uPP5c5uW+u417YfN97c5o6uuTxFffFc9n40s6/JVZ/lLb2hzbGdXr4rHizd1mdfB5guHfG+sqKKvuX6cHTl5yjfGu8sTr+yur3eUSNPr1gDEHwFYwDSmVPNGoGZzdvrh5k9y7d7vck9JvX7Ua+fz7nEt7fxVU82uPVMX2f6LBzrVP/zvrfhjre57K/7Y7A8qu4QXXbr5Ne0RjhVh3t7m4v+7RTuzt7R3h9pl5r1e1Y1ntVOIvecSa7v48uG33QzsTYNfXNNoHEEND3jTWH/0sesf8ujq+Rfe+qW5mne52LPFu/0vD+cGLgGB3yfqq0U/oh5w0C9o/ZA3q5aRVX/kHu6eOILds+WGrz4+V+0pdTtf712CEVH0Y+yXDnSZO8i7nH3qz7zrO6cH1S2dJ3631fdr828fKuK5nfu1qfiBX/z9Nx7bpN0LKij63rJkbd1FX5eWgd1/Ad3ljhXPVvapxZiqaXRrAOoCAVjANKZULSl9cUTrywZapZ2JI5ARGsHY+u0/nfxXf/m02eKIL3/8+Gb9tVZIzX7FoBGpa6Z9dd+voMBvBsLPzp9RR/B8F/Oa5MuH3x59fJ4Z9d1FO6I7acDWLjEwj+pry8jKr7nvNMoR7EsHurzb//TsRxd+teGTXLv3JkmT/t4qeiZMAHV1t/q10cWeLefzHeq6g5FH7tR/exJ6vv3I43O1HwbUzOsHB4Luk9zS/sJ/e+fw/DVbzS/dsmTtE6/sPj12Qd9cXXEz8B0rnt33j//s+4C9e5/ZUe9vs35No1sDUBcIwAKmMaWKJJbam/SssNov3I+kUkR+hs2iZzr+nUra2vnqinkNsLpV77lNS81T3K+eOBySmUcyE+lXLeogcJRrwr3b9z0L110u/GqD71uw545fl/p3jnxxTrL/GTHeXxaU9u7Qvvrxz79zPt8x8ZsFTkqXNqWZPxnR13Xk5KmvLt/g/ivTe/i4eaz7liVrn9u5X/9OVN80ujUAdYEALIApNYRvJ1TVFOpbsQZ1kWBBh7vVNeFmVFOL9xrvz86fMVfQFu0g58XfbPv8rOzP7/i16os7frlXPUx66DgOnN+9f+VYv/socvXbh7NP/dmZznu0w+9Xjh4IubpbLdovCNRz4C4fftt81BDE/ePQ/wo6Duxdlr/0RmKib5DLV53Orl7zvc9fs5WbY9UY3RqQVARgAUyp4bREWoMU6puBa1AXSWUeeTYPd7unf1860KWOQ2orTHpTLu81/5+dP6NOsQ7KhCOP3KmVuHz4bff4troO2b3r9VQveY1+3rX7ICtt/Nql85O+X++T3j6/gDzw6m7zAnXE2ViprD0YyVx+sOX16T0uuE59MDxq3iGSm2PVGN0akFQEYAFMqZPyXhlVmxRa+9QNTMr53fvqomj3gcnuhcRnn/oz72XSX15jHJgJtbteu4E5aDm7YZF20HjiMc5fXqF9+fDb3qdD+Z53PXHN9pfPGTKPe4+u+ZY3MJff6zFfg7Z4Y/PF3/xXdYm1WkZWfu3j579X2rtj4uT2CDkcseJ7la+2zF+zVf82C2zf03/bsvXaR8HNsWqGbg1IKgKwAKbUKLQro2qg9qkbqKBP/nb1yErvg7v1AOk9KOqcHjQTprZ4T7EOf8zVyOdh273f9RcBe7K7anvvO6VOaQ5aRh65U78DWYRj7KgXvufgaJHP2jn59NgFbo4lhW4NSCoCsACm1NiqfeoGKsXMhGc6/t3F32xzbyKtrf9Jrt2Mmt7FG5ivHOs3V3CXL56k9eM73YPAUY7oajf69j7Ty3ucuS6uXsZNCsnANqdfFzfHEkG3BiQVAVgAUyqAOHBOD6ozmd27Xp978SEVQb135FJHgN2HSBvL9cPO7kHgz86f8T1iPPLInRPbf/Eh8zJgWM43A5N+Xdwcq/bo1oCkIgALYEoFUHeuOVfU/bq8T2PWzrVW97tW63969iP3/l4cyEUU3IthUtwcq5bo1oCkIgALYEoFkAzmeddci4ubwb0YouDmWLVBtwYkFQFYAFMqAAC+uBdDFNwcqwbo1oCkIgCPO47T2tra0dHhjhSLxXnz5qVSqaampr6+PnNwYGAgZHBSTKkAAOAmcXOsqorerVWwb/RdIfoggChsD8C5XK6xsbGlpcUNwCoP5/N5NbnMnDlzZGREDeZyE9e2ZbPZ5ubmUqnkO6gX8BN9SgUAAAjCzbGqJ2K3Vi6XZ82apXJvoVAIaRF9B72b8l0h+qB3UwBCWB2AHcfZvn374OBgNpt1A7AbetWkdvvtt4+MjGiDaqbzHdRr+Ik4pQIAAEyKm2NVQ8RurVgsLliwQOXPm+wbfVeIPujdFIAQVgdglzcAe/X09Khfqrm/0vMeIvYd1DfhJ+KUCgAAEBE3x6qsaXRrbi71bRF9B73f7rtC9EHvpgCEIABPMANwsVhsaGhwL6soFAptbW3qS97Zxxz0bsQrn88/DQAAUDVrfrbu3/7wSfNQ8NcfenLNz9apdX6ydt03f/jkT9Z+8b+IKKTHU1QrqPpJ3xbRd9C7Bd8Vog9e3xCAUATgCWYAVorFYmNjY19fn+9v2nwH9U34mcbvFAEAAKIIuTnWWKnc0v7CV77705b2F2p5dvRYqbx4U1ctK968KXVrqg90Q6lvi+g76N2I7wrRB72bAhCCADzBG4B9f6nme62F7+AN2w0wpSkVAABgSoJujnXLkrXun2uWgaVS902K3q05jrNw4cLFixe7I74tou+gdzu+K0Qf9G4KQAgC8ATtJljqqO/4+PjQ0JCaU1QSrtQt+KJPqQAAANMTdHOsWmZgN/3WrGKlROzWzPTrHkGJ2Dfm83nVdvquEH3Q+wIAhCAAT9BOgT548OCcOXNSqVQ6nVaTS9Dz1nwHJxVxSgUAALhJ2/f0/+u/fNpMv2r5l0ufuudn29vW5dzl3md2rO/eG7Rs39O//+iJoOX02AVvaS391lcGjtitFQqF1I3cR2maLaI5qJ07ba4wpUEAURCABUScUgEAAG7SWKn8R4/+woy+gktdZOCadWtBd6IBUCUEYAE1m1IBAIDl5q/ZakZQ8SX+Gbg23Vq5XH7xxRf1UQDVRAAWUJspFQAA4MjJU3eseNaMoOLL13/8C/21xgndGpBUBGABTKkAAKBmQjLwrAf/5m/3vee9jnfXu++bl/66y/KX3vBeMKwtty1bb5YIWe7f+OoHw6P6y40HujUgqQjAAphSAQBALflm4DtWPHvk5Cl91Qrxrei7LH/pDe3uWXFAtwYkFQFYAFMqAACoMS2RVjX9Kr4Z+Pe//zMzA9+yZG1nV2+srgqmWwOSigAsgCkVAADUnptIa5B+Fd/Uvevd931vzXXbsvXP7dx/+aqjb0UC3RqQVARgAUypAABAxJGTp766fENt0q8SlLrzhUPm8WG1Wr5w6IZNSKBbA5KKACyAKRUAANgjKHVfvups2X3Q99ZZLe0v7Hr3fW39WqJbA5KKACyAKRUAAEAZK5U7u3pvWbLWjMFt63L7j57Qv6Em6NaApCIAC2BKBQAA8Do9dmHVy2+aGVjqaUl0a0BSEYAFMKUCAACYPhgevX/jq2YGrv3TkujWgKQiAAtgSgUAAAjSf/zDtnU5MwPX8mlJdGtAUhGABTClAgAAhJN9WhLdGpBUBGABTKkAAABRSD0tiW4NSCoCsACmVAAAgIhEnpZEtwYkFQFYAFMqAADAlNT4aUl0a0BSEYAFMKUCAABMw5SeljRWKi/e1DW9m2bRrQFJRQAWwJQKAAAwbVGeljRWKre0v6BOk55GBqZbA5KKACyAKRUAAOAmhTwt6YlXdt/56CZ3ZBoZmG4NSCoCsACmVAAAgIoIelqStkw1A9OtAUlFABbAlAoAAFBBQU9LmnYGplsDkooALIApFQAAoLIuX3X+y/9TaFz8pBl9p5GB6daApCIAC2BKBQAAqLgo50LPX7NV/zY/dGtAUhGABTClAgAAVNyRk6fCT4S+Y8WzR06e0r/ND90akFQEYAFMqQAAANUQkoGjp1+6NSDBCMACmFIBAACqxDcDTyn90q0BCUYAFsCUCgAAUD1aBp5q+qVbAxKMACyAKRUAAKCq3Aw8jfRLtwYkGAFYAFMqAABAtR05eeqryzdMI/3SrQEJRgAedxyntbW1o6PDHSkWi/PmzUulUk1NTX19febgwMBAyOCkmFIBAADijG4NSCrbA3Aul2tsbGxpaXEDcLlcnjVrlsq9hUKhubm5VCqpkJzL5cbHx7PZbMigXsAPUyoAAECc0a0BSWV1AHYcZ/v27YODg9ls1g3AxWJxwYIFKsqWy+Xbb799ZGSkWCzOnDlzZGTEm5B9B/UafphSAQAA4oxuDUgqqwOwyxuAvdyI6x4Kdk+ZzufzvoP6JvwwpQIAAMQZ3RqQVATgCb4B2HttcKFQaGtr846rAGwO3rAJj3w+/zQAAADqhN7MAUgEAvAEMwCrQOvmW9+Dvb6D3o0EYUoFAACIM7o1IKkIwBO0AOw4zsKFCxcvXuyO+F7u6zvofksIplQAAIA4o1sDkooAPMEbgM306x7g5S7QAAAANqBbA5KKADzBG4ALhULqRurEZt9H/voOToopFQAAIM7o1oCkIgALYEoFAACIM7o1IKkIwAKYUgEAAOKMbg1IKgKwAKZUAACAOKNbA5KKACyAKRUAACDO6NaApCIAC2BKBQAAiDO6NSCpCMACmFIBAADijG4NSCoCsACmVAAAgDijWwOSigAsgCkVAAAgzujWgKQiAAtgSgUAAIgzujUgqQjAAphSAQAA4oxuDUgqArAAplQAAIA4o1sDkooALIApFQAAIM7o1oCkIgALYEoFAACIM7o1IKkIwAKYUgEAAOKMbg1IKgKwAKZUAACAOKNbA5KKACyAKRUAACDO6NaApCIAC2BKBQAAiDO6NSCpCMACmFIBAADijG4NSCoCsACmVAAAgDijWwOSigAsgCkVAAAgzujWgKQiAAtgSgUAAIgzujUgqQjAAphSAQAA4oxuDUgqArAAplQAAIA4o1sDkooALIApFQAAIM7o1oCkIgALYEoFAACIM7o1IKkIwAKYUgEAAOKMbg1IKgKwAKZUAACAOKNbA5KKACyAKRUAACDO6NaApCIAC2BKBQAAiDO6NSCpCMACmFIBAADijG4NSCoC8LjjOK2trR0dHeGDxWJx3rx5qVSqqalpYGAgZHBSTKkAAABxRrcGJJXtATiXyzU2Nra0tHizrjmo8nAulxsfH89ms83NzaVSyXfw+qaDMaUCAADEGd0akFRWB2DHcbZv3z44OJjNZr1Z1xwsFoszZ84cGRkZHx8vl8uzZs3q6+vzHbyhQACmVAAAgDijWwOSyuoA7PJmXd/BQqHgHuBVB37z+bzvoLYRX0ypAAAAcUa3BiQVAXhClADc1tam/uwNwObg9e+/UT6ffxoAAAB1Qm/mACQCAXhClABsHuz1HdQ24ospFQAAIM7o1oCkIgBPmDQA+17u6zuobcQXUyoAAECc0a0BSUUAnjBpAPa94bPvoLYRX0ypAAAAcUa3BiQVAXjCpAE46JG/voOTYkoFAACIM7o1IKkIwAKYUgEAAOKMbg1IKgKwAKZUAACAOKNbA5KKACyAKRUAACDO6NaApCIAC2BKBQAAiDO6NSCpCMACmFIBAADijG4NSCoCsACmVAAAgDijW6ulYrHY0NDQ1tbmjqinjZpPaamITCbjfXyp93+1L0XhOM7mzZsbGhpSn2tqauru7na/Gr5B842rDS5fvlxtLZ1OL1682PtS1bgrnU739fV5v91cbe7cudGfVmMDArAAplQAAIA4o1urpWw2m0qlZsyYMTIyokbMAJzL5e67776gJDklFQzA6nWm0+nu7u5jn9u4cWMqlXJfefgGg954U1PToUOHjh071tvb603IamvqS64btmisdvTo0dbWVm8JEIAFMKUCAADEGd3apMZK5cW/6BorlfUvTJGKfNu2bbv11lvz+bx30BuAs9lsSJKckgoG4Gw2ax6DzWazbuAM2aDvGy+Xy97/HR8fLxQKbomQrXlpqxWLxcbGRvNAsbUIwAKYUgEAAOKMbi3cWKnc0v7CV77705b2F24yAxcKBRUXM5mMe6jTG4DVn90TetU6juO0t7erkXQ6ncvl1DdmMpnVq1dv3LhRnZPse9C4UgFYvTDtBObx8fGhoaFHH31UnXUcskHfN64CcNC53yFb8yIAhyMAC2BKBQAAiDOrurXTYxeWv/TGV77706ksnQF/nmRZuvm1IydPeau78c8NhFGOAKuMp0JmT0+P9xhpOp1evXp1qVRSV9iaYbJSAVht33u01hSyQd837p4XPXv27HXr1g0ODmrfop0CHbRl7ynQ8+bNM1O6zQjAAqyaUgEAAOqOVd3a/RtfNZNq6GImXnMkcJm/Zqtb2nvGr/fgZ3gAVvedcu815d1IJpPxfpf34Kp3UDwAB71xZWhoyL0PlveuWuZNsMx3Z642e/Zs9wg5CMAyrJpSAQAA6o5V3dr8NVvNmBq8BGXdoHF9uWPFs25pdYHrgQMH1PFMNy6GB2Clt7d35cqVDzzwwJw5c1KpVH0F4KA3rq02NDSkbrJ1M9cADw0NhZxWbSECsACrplQAAIC6Y1W3tv/oieZVG82kGryYWdcc8V9uW7Z++55+t7R5SFOFvfAA7N4qWd17+cyZM9U7AqxSrnpt5vOKfK8BLhaLLS0t4ZE16I0PDw+/9dZb3vW9x4eDtqYxVzN/fWAzArAAq6ZUAACAukO3FuLIyVN3rHjWzbR3rHhWu6w3IvOOx27uDQ/A2l2dqn0KdMgFt9O7C3TIG/fe89m7MgG4ggjAAphSAQAA4oxuLZybgaedfs2bPyluVFPZ1c1samV11yuVCdV1re7lstULwCFUcJ30OcDabatC3vgnn3zifQ6w9hRfc2uTPgf42LFjPT09vjcDsxYBWABTKgAAQJzRrU3qyMlTX31ow7TTb8j5w+rorjr32I2j7sOQ1LeoUKfuEbVv377W1laRAOzekcs9Tdp7zyq1Qe1U53vuuSf8jTuOs3z5cneDc+fOVbHfd2vm8WdztXQ6vW7duim9qWQjAAtgSgUAAIgzujUgqQjAAphSAQAA4oxuDUgqArAAplQAAIA4o1sDkooALIApFQAAIM7o1oCkIgALYEoFAACIM7o1IKkIwAKYUgEAAOKMbg1IKgKwAKZUAACAOKNbA5KKACyAKRUAACDO6NaApCIAC2BKBQAAiDO6NSCpCMACmFIBAADijG4NSCoCsACmVAAAgDijWwOSigAsgCkVAAAgzujWgKQiAAtgSgUAAIgzujUgqQjA447jtLa2dnR0uCPFYnHevHmpVKqpqWlgYGCqg5NiSgUAAIgzujUgqWwPwLlcrrGxsaWlxQ3AKg/ncrnx8fFsNtvc3FwqlaIP6gX8MKUCAADEGd0akFRWB2DHcbZv3z44OJjNZt0AXCwWZ86cOTIyMj4+Xi6XZ82a1dfXF31Qr+GHKRUAACDO6NaApLI6ALu8AbhQKLjHctUx3nw+H31Q37QfplQAAIA4o1sDkooAPEELwG1tberP3qwbcfCLLYZiSgUAAIgzujUgqQjAE2pwBDifzz8NAACAOqE3cwASgQA8gWuAAQAA4KJbA5KKADzBG4B97+0cfVDftB+mVAAAgDijWwOSigA8wRuAg57uG31wUkypAAAAcUa3BiQVAVgAUyoAAECc0a0BSUUAFsCUCgAAEGd0a0BSEYAFMKUCAADEGd0akFQEYAFMqQAAAHFGtwYkFQFYAFMqAABAnNGtAUlFABbAlAoAABBndGtAUhGABTClAgAAxBndGpBUBGABTKkAAABxRrcGJBUBWABTKgAAQJzRrQFJRQAWwJQKAAAQZ3RrQFIRgAUwpQIAAMQZ3RqQVARgAUypAAAAcUa3BiQVAVgAUyoAAECc0a0BSUUAFsCUCgAAEGd0a0BSEYAFMKUCAADEGd0akFQEYAFMqQAAAHFGtwYkFQFYAFMqAABAnNGtAUlFABbAlAoAABBndGtAUhGABTClAgAAxBndGpBUBGABTKkAAABxRrcGJBUBWABTKgAAQJzRrQFJRQAWwJQKAAAQZ3RrQFIRgAUwpQIAAMQZ3RqQVARgAUypAAAAcUa3BiQVAVgAUyoAAECc0a0BSUUAFsCUCgAAEGd0a0BSEYAFMKUCAADEGd0akFQEYAFMqQAAAHFGtwYkFQFYAFMqAABAnNGtAUlFABbAlAoAABBndGtAUhGAfRSLxYaGhlQq1dTUNDAw4A7OmzcvyuCkmFIBAADibErdmuM4ra2tHR0d7kgmk0l9qbm5uVQqRekbfVeIPgggCgKwrlwuz5o1q6+vb3x8vKenR81Zal7L5XLj4+PZbDZkUN+cnylNqQAAAKix6N1aLpdrbGxsaWlxA7DjOAsXLlTNpGvSvtF3heiD3k0BCEEA1hUKhba2NvVnd/4qFoszZ84cGRnxJmTfQX1zfqJPqQAAAKi9iN2a4zjbt28fHBzMZrPeALxo0SLVIrom7Rt9V4g+6N0UgBAEYJ03AKszWPL5fKFQcH+7pn7rFjR4w7YCRJxSAQAAIGKq3Zo3AKtQOmfOnFQqlU6nVX84ad/ou0L0Qe+mAIQgAOvUL9XU1RS9vb0NDQ1qovEeFnZnH3Pwhm155PP5pwEAAFCHQno8RTsCvG/fPve6X3W0dtK+0XeF6IPXNwQgFAHYRy6XUzfBWrx48Q9+8IOg37T5Durb8jPV3ykCAACglqbarXkDsFf0vtF3heiD3k0BCEEADhN+rYXvoL4JP1OdUgEAAFBLU+3WvAHY9wjtpH2j7wrRB72bAhCCAKzz/lIt/G57voP65vxMdUoFAABALU21WzOvAVah1A2rQX1jPp9Xa/quEH1Qf0EAAhCAfbinQN93333uhOL7vDXfwUlNdUoFAABALU21W9NOgfa2iO7hWbNvVFHWPVxsrjClQQBREIAFTHVKBQAAQC3VrFsLungYQJUQgAXUbEoFAADANNSmWyuXyy+++KI+CqCaCMACajOlAgAAYHro1oCkIgALYEoFAACIM7o1IKkIwAKYUgEAAOKMbg1IKgKwAKZUAACAOKNbA5KKACyAKRUAACDO6NaApCIAC2BKBQAAiDO6NSCpCMACmFIBAADijG4NSCoCsACmVAAAgDijWwOSigAsgCkVAAAgzujWgKQiAAtgSgUAAIgzujUgqQjAAphSAQAA4oxuDUgqArAAplQAAIA4o1urjUwm09zcXCqV9C/UUDabbWtr00c9HMdpbW3t6OgwB1MGbbU4GxoauvXWW+voBVcKAVgAUyoAAECc0a3VxlQDcC6Xu++++6KvH8X0AvD4+Pjw8PCxY8eOHj3a2tq6evXqY5+r7Gurnp6enoaGhvpK7JVCABbAlAoAABBndGu1MdUAnM1mp7R+FNMOwEr4V+Mpm82m0+lt27bV3SuvCAKwAKZUAACAOKNbm9Q158r5v3v8mnNF/8JUBAVgx3Ha29vVScVNTU19fX3aKcduZM1kMqtXr25vb58xY8bIyIj3G9PpdC6X07asbXzx4sUbN250t2bWnTTiml/13YhSLBbnzZunvuQ9lJ3L5dTxWO01a+8ufGVXlA/B95VbggAsgCkVAAAgzqzq1j47f+Z8vuP0w82+yye5dud37/us/6PPV1D/jbK+31eDArB3vKenJ51OqxhpHgHOZDLpdHr16tWDg4PuNw4MDGjf6JXJZGbMmOGu09DQ4I3TZt3woGh+1Xcj2prqz6puNpt1X09vb29DQ0M+n3c35X134Su7onwIvq/cEgRgAVZNqQAAAHXHqm5tbFvGzL3e5eyGRRVc3/tV3wBcLpdnzZrlZjZvTvMNwG6Ecxxn8+bN3d3d7nZuvfVWLR+ag5lMRgXRoLrhQVH7atBG3NLumr29vevWrTtz5oz2erzv0fvufF+8+YFE+RCU8PeVYARgAVZNqQAAAHXHqm7t7IZFZoj1LqNrvqWv/6Pm05nPv5rxOQjss37AV30DcLFYVKf4erkHS0MCsNLb27ty5coHHnhgzpw5qVRKy37FYrGxsdF7RNS9BjiobnhQ1L4atBH11UKhoL563333qYxqvp5CoeCe8Ky9u/CVvcI/BCX8fSUYAViAVVMqAABA3bGqW7tyrP9M5z1m7lXLyONzLx3o8q5/+f2DpzNfM9cMWt+7fe2rQQFYi3mu8ACsEl1TU1N3d/exY8fMg6u+G/cGYN+64UHRDMC+G/Hat2/f8uXL1anX5vo3GYCjfAjeNYPeV4IRgAVYNaUCAADUHbq1EBf35EYebbmeeB9tubjH/zZLk/INwOZZu+3t7SqnhQdgLR+a2/EddAOw+SVVNzwomqdA+25EPXf30UcfdV+8yq4nT540X8/NnAId5UNQwt9XghGABTClAgAAxBndWogzT7ZqR33PPNmqrxSNCsCHDh1SD9F1n6MbdKsnFRrVuLsFLXyqmx4PDQ0tX77c9+xf9yZYjuNs3LjRexOsoLrqOmEtqCtmjAzaiHYNsJtdg9Y3A3DIxl0RPwTfV24JArAAplQAAIA4o1urjUwmE3S5rO/DflRm0x6D5I1w6q7O6vlD+/bta21tNbOf4zgqFpqPQQqqq67sNQ9WB8VI341oj0Fqampyk3zQ+mYADlnZFeVDCHrlNiAAC2BKBQAAiDO6NSCpCMACmFIBAADijG4NSCoCsACmVAAAgDijWwOSigAsgCkVAAAgzujWgKQiAAtgSgUAAIgzujUgqQjAAphSAQAA4oxuDUgqArAP9wbl3ruTRx+cFFMqAABAnNGtAUlFANapJ2K5z9pWz/tSg+pBW+5Dq30H9c35YUoFAACIM7q1WHEc55133tFHgWkhAOvK5fLtt98+MjLi/XOxWJw5c6Y7OGvWrL6+Pt9BfXN+mFIBAADijG6tlorFYkNDQ1tbmzaezWZnz56dTqcfeOCBjo4O7avA9BCAddoRYPVX0T0U7F3Bd1DfnB+mVAAAgDijW6ulbDabSqVmzJihDiwpjuP88pe/VJ32sWPHbvgG4CYQgH2o30J5r+x1k7AWgM3BGzbkkc/nnwYAAECd0Js5VIfqordt23brrbeG9NJApRCAdd6TmXt7e+fOnTsyMuJ7sNd3UN+cH6ZUAACAOKNbq5lCoaCO/WYyGe9Z0JlMZvXq1Rs3blTHpe677z7v3XZyuZwaT6fT6o48QEQEYJ3vcV3fy319B/XN+WFKBQAAiDO6tZpxc6+bhN3xdDq9evXqUqmkTs90LwPOZrMzZsxQ52n29vY2NDREPAoFEIB9qFir/kYVi8XGxsa+vj7fGz77Duqb88OUCgAAEGd0a7VRLpfdM5/Vn92Um8lkvDe+cnOy91uUKfXhAAHYR09Pj3lOhe8jf30HJ8WUCgAAEGd0a7VRKBTS6fSBAweOfS6TybhRNigAuweovBvRbqAFhCAAC2BKBQAAiDO6tdrIZDKpG6XTaRVuCcCoEgKwAKZUAACAOKNbqwHzZGZ1gaHKvUEB2PwuToHGlBCABTClAgAAxBndWg34Hrl102xQAOYmWLhJBGABTKkAAABxRrdWbepgr/e5R4p7hnNIAOYxSLgZBGABTKkAAABxRrcGJBUBWABTKgAAQJzRrQFJRQAWwJQKAAAQZ3RrQFIRgAUwpQIAAMQZ3RqQVARgAUypAAAAcUa3BiQVAVgAUyoAAECc0a0BSUUAFsCUCgAAEGd0a0BSEYAFMKUCAADEGd0akFQEYAFMqQAAAHFGtwYkFQFYAFMqAABAnNGtAUlFABbAlAoAABBndGtAUhGABTClAgAAxBndGpBUBGABTKkAAABxRrcGJBUBWABTKgAAQJzRrQFJRQAWwJQKAAAQZ3RrQFIRgAUwpQIAAMQZ3RqQVARgAUypAAAAcUa3BiQVAVgAUyoAAECc0a0BSUUAFsCUCgAAEGd0a0BSEYAFMKUCAADEGd0akFQEYAFMqQAAAHFGtwYkFQFYAFMqAABAnNGtAUlFABbAlAoAABBndGtAUhGABTClAgAAxBndGpBUBGABTKkAAABxRrcGJBUBWFcoFFI3yufz4+PjxWJx3rx5qVSqqalpYGBArew7OCmmVAAAgDijWwOSigAcplwu33777SMjI47jtLa25nK58fHxbDbb3NxcKpV8B/VN+GFKBQAAiDO6NSCpCMBhstlsW1ubOtI7c+bMkZERlYpnzZrV19fnO6hvwg9TKgAAQJzRrQFJRQAO5DjOwoULVaYtFAruAV514Defz/sO6lvxw5QKAAAQZ3RrQFIRgAN5822hUFCHgrUAbA7esIkATKkAAABxRrcGJBUB2J8WaH0P9voO6hv6Uj6ffxoAAAB1Qm/mACQCAdhfsVhcsGCBe1Mr38t9fQf1DflhSgUAAIgzujUgqQjA/jKZTEdHh/u/vjd89h28YSsBmFIBAADijG4NSCoCsA/voV3voPnIX9/BSTGlAgAAxBndGpBUBGABTKkAAABxRrcGJBUBWABTKgAAQJzRrQFJRQAWwJQKAAAQZ3RrQFIRgAUwpQIAAMQZ3RqQVARgAUypAAAAcUa3BiQVAVgAUyoAAECc0a0BSUUAFsCUCgAAEGd0a0BSEYAFMKUCAADEGd0akFQEYAFMqQAAAHFGtwYkFQFYAFMqAABAnNGtAUlFABbAlAoAABBndGtAUhGABTClAgAAxBndGpBUBGABTKkAAABxRrcGJBUBWABTKgAAQJzRrQFJRQAWwJQKAAAQZ3RrQFIRgAUwpQIAAMQZ3RqQVARgAUypAAAAcUa3BiQVAVgAUyoAAECc0a0BSUUAFsCUCgAAEGd0a0BSEYAFMKUCAADEGd0akFQEYAFMqQAAAHFGtwYkFQFYAFMqAABAnNGtAUlFABbAlAoAABBndGtAUhGABTClAgAAxBndGpBUBGABTKkAAABxRrcGJBUBWABTKgAAQJzRrQFJRQAWwJQKAAAQZ3RrQFIRgAUwpQIAAMQZ3RqQVARgAUypAAAAcUa3BiQVAVgAUyoAAECc0a0BSUUA9lEul+fNm5dKpdLpdC6XU4PFYlENNjU1DQwMhAxOiikVAAAgzujWgKQiAOscx2ltbe3o6BgfHx8aGpo1a1ZfX58aVGE4m802NzeXSiXfQX1zfphSAQAA4oxuDUgqArCuWCzOnDlzZGQkaLBcLqtU7Dvo/a4gTKkAAABxRrcGJBUBWFcoFO6555729nZ1CvSGDRvUoHuAVx34zefzvoP65vwwpQIAAMQZ3RqQVARgXaFQSKfT3d3d3lOgC4VCW1ubWsEbgM3BG7YVgCkVAAAgzujWgKQiAOu8sXZ8fDyTyQQd7PUdvGFbHvl8/mkAAADUCb2ZA5AIBGBdsVhcsGCBezsrFYB9L/f1HdQ354cpFQAAIM7o1oCkIgDrvPd2LhaLjY2N3AUaAADAKnRrQFIRgH0MDQ25zwF2z2r2feSv7+CkmFIBAADijG4NSCoCsACmVAAAgDijWwOSigAsgCkVAAAgzujWgKQiAAtgSgUAAIgzujUgqQjAAphSAQAA4oxuDUgqArAAplQAAIA4o1sDkooALIApFQAAIM7o1oCkIgALYEoFAACIM7o1IKkIwAKYUgEAAOKMbg1IKgKwAKZUAACAOKNbA5KKACyAKRUAACDO6NaApCIAC2BKBQAAiDO6NSCpCMACmFIBAADijG4NSCoCsACmVAAAgDijWwOSigAsgCkVAAAgzujWgKQiAAtgSgUAAIgzujUgqQjAAphSAQAA4oxuDUgqArAAplQAAIA4o1sDkooALIApFQAAIM7o1oCkIgALYEoFAACIM7o1IKkIwAKYUgEAAOKMbg1IKgKwAKZUAACAOKNbA5KKACyAKRUAACDO6NaApCIAC2BKBQAAiDO6NSCpCMACmFIBAADijG4NSCoCsACmVAAAgDijWwOSigAsgCkVAAAgzujWgKQiAAtgSgUAAIgzujUgqQjAAphSAQAA4oxuDUgqArAAplQAAIA4o1sDkooALIApFQAAIM7o1oCkIgD7yGQyqS81NzeXSqXx8fFisThv3rxUKtXU1DQwMKDW9B2cFFMqAABAnE2pW3Mcp7W1taOjwx3xbRF9B718V4g+CCAKArDOcZyFCxf29fVpg62trblcbnx8PJvNqlTsO+j9riBTmlIBAABQY9G7tVwu19jY2NLS4gZg3xbRd9C7Hd8Vog96NwUgBAFY5zjOokWLRkZGvIPFYnHmzJlqsFwuz5o1q6+vz3fQ+11Bok+pAAAAqL2I3ZrjONu3bx8cHMxms24A9m0RfQe9m/JdIfqgd1MAQhCAdWoemTNnTiqVSqfT+Xx+fHy8UCi4v11Tv3XL5/O+g/rm/EScUgEAACBiqt2aNwD7toi+g94t+K4QfdC7KQAhCMA6x3H27dvnXverfsFWKBTa2trcFdzZxxy8YVse+Xz+6S+tX7/e/XMtidS1p6hUXXuKStW1p6hUXXuKStW1p6hUXXuKStWNQ9GQHk/RArDZIvoOXv/+qXyX7+D1DQEIRQAOE/6bNt9BfRN+pvo7xUoRqWtPUam69hSVqmtPUam69hSVqmtPUam69hSVqlsXRTkCDNQLArDO95dqvtda+A7qm/Mz1Sm1UkTq2lNUqq49RaXq2lNUqq49RaXq2lNUqq49RaXq1kVRrgEG6gUBWOedR9z5RSXhSt2Cb6pTaqWI1LWnqFRde4pK1bWnqFRde4pK1bWnqFRde4pK1a2Lot4A7Nsi+g6qq+RU2+m7QvRB/QUBCEAA9uF9tJr7GzXf5635Dk5qy5Yt+lBNiNS1p6hUXXuKStW1p6hUXXuKStW1p6hUXXuKStWti6LeABzUIpqDKsq65x6aK0xpEEAUBGAAAABAhpacAVQbARgAAAAQUC6XX3zxRX0UQDURgAEAAAAAViAAAwAAAACsQACuG47jHD16dNeuXYcOHarlvf5E6tpTFJZwHOedd96p/c+VSF1LijqOs2/fvlpWtKqoVF3HcR599FEbikrVrX1R9YN06NAh/QsAbEUArgNDQ0PqRn+zZ89uaWmZM2dObW76J1LXnqJIqmKx2NDQkEql0un0hg0b1GC5XL799tvVMxurRKSuPUW9dZubm48cOdLQ0NDS0pJKpdSTSKrEnqIidVU02uXx61//urGxsaur66233qpSSBMpKlVXpGi5XL7nnnvUbFAoFBoaGmbPnj1nzpx0Os3DcgEQgOuA91FvXj09PVV97JtIXXuKqrorV65c6ufBBx+sUl2RolJ1pYouXLhQ/TipX6wsXry4BvFMpK49Rd26qnvu6elpbGx0Hxe/YMGCqv442VBUqm65XL711lvT6bQ7OTzwwAONjY2LFi2q3iwhUlSqrlRRNRt4f6iq/bMEoI4QgOMuqKsLGq+UoO0HjVdE0MaDxisiaONB45WigndTU5PbFriq1xaIFJWqK1JU+7FxHCeTybS1tVX7x0mkrj1FVd1vf/vb6sfGcZxFixapWt4/V5w9RQXrOo7T3t5+3333qVN+qv2DpIgUlapb+6JuCe8PVQ1+lgDUCwJw3Aken6x9XXuKKuVy+a677qrxGVkiRaXq1r6oOuCQz+e9I+3t7YsWLapqzydS156iIRNFVY8p2VNUsK7S29vb2NiYy+VqEM9cIkWl6tayqFtCS7y1+VkCEH8E4DpQLBbVFaotX1JXqFa7rRepa09RJZvNuhcx1oxIUam6tS+qrmOcMWOG23Wpo5TekWoQqWtPUXeicKuoKJ5Op71pvOLsKSpYV1G/SZk9e/bMmTOr+oPkJVJUqm7Niqpffba0tKhLyjs6Omr8swQg5gjAdWN4eFjdSeKtt94aHBzUv1w1InXtKQpLOI5TvTu+hBCpa0nR2t932qqiUnV7e3urd4lEEJGiUnVFior8LAGILQJwvZKazUXq2lNUqq5IUam69hSVqmtPUam69hSVqmtPUam69hQFEEME4Dog/syPWta1p6hUXZGiUnXtKSpV156iUnXtKSpV156iUnXtKQqgXhCA4072mR81rmtPUam6IkWl6tpTVKquPUWl6tpTVKquPUWl6tpTFEAdIQDHnTZf1/KZH7Wva09RqboiRaXq2lNUqq49RaXq2lNUqq49RaXq2lMUQB0hAMed+kWmyDM/al/XnqJSdUWKStW1p6hUXXuKStW1p6hUXXuKStW1pyiAOkIArgPqUhaRZ37Uvq49RaXqihSVqmtPUam69hSVqmtPUam69hSVqmtPUQD1ggBcr2r/zA9FpK49RaXqihSVqmtPUam69hSVqmtPUam69hSVqmtPUQAxRACuG47jHD16dNeuXYcOHarl9C1S156iUnVFikrVtaeoVF17ikrVtaeoVF17ikrVtacogPgjANcBdQ/DVCo1e/bslpaWOXPmpFKppqamgYEBfdWKEqlrT1GpuiJFperaU1Sqrj1FperaU1Sqrj1FperaUxRAvSAAx53jOK2trepu/l49PT3Nzc3V+42mSF17ikrVFSkqVdeeolJ17SkqVdeeolJ17SkqVdeeogDqCAE47oLu2h80XilB2w8ar4igjQeNV0TQxoPGKyVo+0HjFRG08aDxSgnaftB4RQRtPGi8IoI2HjReKUHbDxqviKCNB41XRNDGg8YrJWj7QeMVEbTxoPGKCNp40HilBG0/aLwigjYeNF4RQRsPGq+UoO0HjVdE0MaDxisiaONB4wBsQwCOO6lfZIrUtaeoVF2RolJ17SkqVdeeolJ17SkqVdeeolJ17SkKoI4QgOtAsVhUl7K0fEldytLX16evWlEide0pKlVXpKhUXXuKStW1p6hUXXuKStW1p6hUXXuKAqgXBOC6MTw8vG/fvl27dr311luDg4P6l6tGpK49RaXqihSVqmtPUam69hSVqmtPUam69hSVqmtPUQDxRwCuV47jvPPOO7U/k0ekrj1FpeqKFJWqa09Rqbr2FJWqa09Rqbr2FJWqa09RADFEAK4DxWKxoaEhlUql0+kNGzaowRrcy0Gkrj1FpeqKFJWqa09Rqbr2FJWqa09Rqbr2FJWqa09RAPWCABx3juMsXLhQ3ctBPddu8eLFNZjHReraU1SqrkhRqbr2FJWqa09Rqbr2FJWqa09Rqbr2FAVQRwjAcafN147jZDKZtra2as/jInXtKSpVV6SoVF17ikrVtaeoVF17ikrVtaeoVF17igKoIwTguFO/yMzn896R9vb2RYsWVXUeF6lrT1GpuiJFperaU1Sqrj1FperaU1Sqrj1FperaUxRAHSEA1wF1KcuMGTPcWVv9OtM7Ug0ide0pKlVXpKhUXXuKStW1p6hUXXuKStW1p6hUXXuKAqgXBOB65TjOW2+9VfubGYrUtaeoVF2RolJ17SkqVdeeolJ17SkqVdeeolJ17SkKIIYIwAAAAAAAKxCA60Amk0mn0+vWravxry1F6tpTVKquSFGpuvYUlaprT1GpuvYUlaprT1GpuvYUBVAvCMD1wXGczZs3NzQ0NDU1dXd312xCF6lrT1GpuiJFperaU1Sqrj1FperaU1Sqrj1FperaUxRAXSAA15mhoaHly5c3NDTMnTu3u7tb/3LViNS1p6hUXZGiUnXtKSpV156iUnXtKSpV156iUnXtKQogzgjA9ero0aPf/va3a38zQ5G69hSVqitSVKquPUWl6tpTVKquPUWl6tpTVKquPUUBxBABuP44jrNv374an8wzPDy8a9eumt0+UZWrZUWT4zjvvPNOLavXfs/WeLfauWdrv1trv2ct3K0ie9bC3Vr7PZv43RqTPZv43QogzgjAdUA9zi6VSjU3Nx85cqShoaGlpSWVSuVyOX3ViioUCuqJedlsNpVKtXwunU57Hy5fcUNDQ/PmzUun0+o9zp49O5VKNTU1VfVXtu4nnE6nN2zYoAbL5fLtt99em7q13LMiu9WqPSuyW6X2rD27VWrP2rNbpfasPbtVas/as1sB1AsCcNw5jrNw4cK+vr7x8fGenp7Gxkb152KxuGDBgur9OtNxnEWLFo2MjJTL5VmzZqmi1a6r3qz771OhUFi8ePH4+Hg2m21ra9PXrhBvUdUcqKLV/udZZM+K7Far9qzIbpXas/bsVqk9a89uldqz9uxWqT1rz24FUEcIwHFXLpe//e1vq/na/VdT+3M1uHW1f6WqWtf7Zr3/QFb1X0rzDWYymba2tqoWldqzIrvVqj0rslul9qw9u1Vqz9qzW6X2rD27VWrPmu8xqbsVQB0hAMed4zitra3mSTvV/kWmqqvOVmpvb3fPy8rlcs3NzVWq6/2trXqPM2fOrPY/z6qo98Qzx3Ha29sXLVpUvaJSe1Zkt1q1Z0V2q9SetWe3Su1Ze3ar1J61Z7dK7Vl7diuAOkIArgPFYnHevHnqeiH3n5MaXCxULpfVxUJz5sxRlwyp5+lV6V8spVAoNDQ0zJ49W12u09HRUS6Xb7311o6ODn3VylEXC7mfsPqQM5mMd6QaRPasyG61as+K7FapPWvPbpXas/bsVqk9a89uldqz9uxWAPWCAFx/RO6dqO4YOTg4qH+5CtyKqpzjOLWpq3Ecp8Z3yKzlnq39brV2z9Zyt4rsWTt3a433rLW7tfZ7Ntm7NT57NsG7FUD8EYDrhuM4R48e3bVr16FDh2o5iYvUFSkqReTNihQVrFt7Uu9UpK5IUSkib9aeolJE3qxIUcG6tWfPOwUwJQTgOqBunKieWNDS0jJnzhz13IKBgQF91YoSqStSVIrImxUpKli39qTeqUhdkaJSRN6sPUWliLxZkaKCdWvPnncKYBoIwHEXdC+Hnp6eat8to/Z1pYquXLlyqZ8HH3ywSkUF32zti0rVFdmzIu9Uqq5U0drvVsE3a0lRqT0r8mZFikrVtWe3AqgjBOC4C7o9Y9B4pQRtP2i8IoI2HjReEepfyqamJv0f52r+8xzypoLGKyJo40HjlRK0/aDxihDZs0HvKGi8UoK2HzReEUEbDxqvCJHdGvKmgsYrImjjQeMVEbTxoPFKEdmzQW8qaLwigjYeNF4pQdsPGq8Ie3YrgDpCAI47qV9kitQVKar+Ubzrrrvch0PUhsibFSkqWLf2e1bqnYrUFSkqslul3qw9RZXa71mRNytSVLCuJbsVQB0hANcBdTf/VCrV8iV1KUu1/zkRqStSdHx8PJvNqqcy1pLImxUpKli39ntW6p2K1BUpKrJbpd6sPUWV2u9ZkTcrUlSwriW7FUC9IADXjeHhYfXogrfeequWDy0QqStSVIrImxUpKli39qTeqUhdkaJSRN6sPUWliLxZkaKCdWvPnncKYEoIwAAAAAAAKxCA60Amk0mn0+vWravxhSside0pKlVXpKhUXXuKStW1p6hUXXuKStW1p6hUXXuKAqgXBOD64DjO5s2bGxoampqauru7azahi9S1p6hUXZGiUnXtKSpV156iUnXtKSpV156iUnXtKQqgLhCA68zQ0NDy5csbGhrmzp3b3d2tf7lqROraU1SqrkhRqbr2FJWqa09Rqbr2FJWqa09Rqbr2FAUQZwTgenX06NFvf/vbtX+cnUhde4pK1RUpKlXXnqJSde0pKlXXnqJSde0pKlXXnqIAYogAjEk4jnP06NFdu3YdOnSoZmcQiRS1itQnLFXXHiKfsEhRq4h8wiJFrSL1CUvVBYCYIAAj0NDQkHqM3uzZs1taWubMmaMeozcwMKCvWjkiRa0i9QlL1bWHyCcsUtQqIp+wSFGrSH3CUnUBIFYIwHHnOM7KlSuX+nnwwQer97tbx3FaW1tzuZw23tPT09zcXKW6UkWlPuHa1xX5hKXqSn3CtS8q+AmLFJX6hGtfV+oTrn1RwU9YpKjUJ1z7ulKfcO2LAqgjBOC4U/9iNTU16bN4lefxcrl8++23m5fKBI1XRNDGg8YrQuoTFqkb9EkGjVdK0PaDxitC5BMWKRrySQaNV0TQxoPGK0LqExapG/RJBo1XRNDGg8YrReQTFika9EkGjVdK0PaDxitC5BMWKQqgjhCA60C5XL7rrrv6+vr0L1ST1K+Ka19U6hMWqSv1CUvVrf0nLFVU5BMWKSr1CYvUFfmERYoqtf+ERYpKfcJSdWv/CUsVBVAvCMD1IZvNbtiwQR+tsmKxqC4WavmSuli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          <iic-com:PeriodicidadCalculoVL>
            <iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12025_V86544897_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
          </iic-com:PeriodicidadCalculoVL>
          <iic-fil:MedidasRiesgoFIL/>
          <iic-fil:GastosClaseFIL>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_daa" decimals="2" unitRef="pure">1.68</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy" decimals="2" unitRef="pure">2.41</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy2" decimals="2" unitRef="pure">3.01</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy3" decimals="2" unitRef="pure">2.71</iic-com:RatioTotalGastos>
            <iic-com:RatioTotalGastos contextRef="FIL_S12025_V86544897_dpy5" decimals="2" unitRef="pure">2.88</iic-com:RatioTotalGastos>
            <iic-com:RatioGastosEstimado contextRef="FIL_S12025_V86544897_da">false</iic-com:RatioGastosEstimado>
            <iic-com:AplicacionRatioGastos contextRef="FIL_S12025_V86544897_ia">false</iic-com:AplicacionRatioGastos>
          </iic-fil:GastosClaseFIL>
          <iic-com:EvolucionValorLiquidativo>
            <iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V86544897_da">202506_ALTAN_III_C_-_VL_5_AÑOS_1S25.png</iic-com:NombreFicheroAdjunto>
            <iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V86544897_da">png</iic-com:TipoMimeFicheroAdjunto>
            <iic-com:ContenidoFicheroAdjunto 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      <iic-com:InversionesFinancieras contextRef="FIL_S12025_V86544897_da">Altan III Global, FIL (en adelante, el &#x201C;Fondo&#x201D; o el &#x201C;FIL&#x201D; o &#x201C;Altan III&#x201D;) fue aprobado por la Dirección General de Entidades de la CNMV el 27 de abril 2012 e inscrito en el Registro Oficial de la CNMV el 19 de octubre 2012.&#xD;&#xA;El 4 de diciembre de 2017 finalizó el Periodo de Inversión del Fondo. Tal y como se define en el Folleto de éste, a partir de esta fecha no se realizarán nuevos compromisos en vehículos subyacentes y sólo se realizarán inversiones y desembolsos derivados de compromisos suscritos con anterioridad a dicha fecha.&#xD;&#xA;Por tanto, a 31 marzo 2025 Altan III contaba con un total de 163,70€ millones en compromisos de inversión (117% del Patrimonio Total Comprometido) en una cartera formada por 25 compromisos: tres fondos pan-asiáticos, tres paneuropeos, un fondo enfocado en Reino Unido, un fondo enfocado en Alemania, Francia y Austria, cuatro globales, un fondo enfocado a países nórdicos, un fondo enfocado en EE.UU., un secundario en un fondo global y otro en una coinversión paneuropea así como nueve coinversiones, una en Latinoamérica, dos en Polonia, una en Alemania, dos en España, una en México, una en Turquía y otra en Francia.&#xD;&#xA;Por su parte, desde el inicio de su actividad hasta marzo 2025, Altan III ha desembolsado en inversiones y gastos en fondos subyacentes un total de 169,05€ millones (103,27% del Compromiso de Inversión). De dicho importe 0,41€ millones corresponden a desembolsos realizados en el primer trimestre del año. &#xD;&#xA;En cuanto a las distribuciones, desde el inicio de su actividad hasta marzo 2025, el Fondo ha recibido por parte de los fondos subyacentes en cartera un total de 160,17€ millones en distribuciones. De dicho importe, 0,62€ millones corresponden a distribuciones realizadas durante el primer trimestre del año.&#xD;&#xA;Cumpliendo con la Circular 3/2008, las inversiones están valoradas al Valor de Mercado o Valor Razonable. Dicho valor resulta de corregir el Coste de Adquisición con las variaciones en el Valor Razonable existentes en cada fecha de valoración, ya sean positivas o negativas (Plusvalías/Minusvalías).&#xD;&#xA;La cartera de inversiones de Altan III a 31 marzo 2025 (valor de mercado) asciende a 52.075.518,10€. El importe total distribuido a los partícipes del Fondo asciende a 62,34 millones de euros, lo que representa un 66,18% sobre el capital desembolsado por partícipes.&#xD;&#xA;Durante el primer trimestre de 2025 se han generado resultados negativos por importe de 2.239.763,04€. Así, el Patrimonio Neto de Altan III asciende a 52.668.560,03€.&#xD;&#xA;Desde la constitución de Altan III, en la que se suscribieron y desembolsaron al 100% participaciones por un importe de €300.000, hasta el 31 marzo 2025, el importe desembolsado por los partícipes de Altan III (Clases A, B y C) asciende a 94,20€ millones, lo que representa el 67,48% del Patrimonio Total Comprometido (139,60€ millones).&#xD;&#xA;Los inversores cuentan con mayor detalle sobre la cartera de inversiones del Altan III en el Informe Trimestral de Valoración y en el Informe Trimestral de Actividad disponibles en la página web.</iic-com:InversionesFinancieras>
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      <iic-com:ExplicacionHechosRelevantes contextRef="FIL_S12025_V86544897_da">El pasado 4 de junio de 2023 finalizaba la duraciÃ³n de Altan III Global, FIL (el â€œFondoâ€) de conformidad con el folleto del Fondo donde se establece que su duraciÃ³n es diez (10) aÃ±os desde el Primer Cierre. De acuerdo con lo descrito en el Hecho Relevante publicado en la C.N.M.V. el 12 de mayo de2023, el pasado dÃ­a 26 de abril de 2025 finalizarÃ­a la primera prÃ³rroga de la duraciÃ³n del fondo. En la reuniÃ³n celebrada el pasado 20 de marzo de 2025, y de acuerdo con lo previsto en el folleto del Fondo, se acordÃ³ por unanimidad una nueva prÃ³rroga de la duraciÃ³n del Fondo por dos (2) aÃ±os mÃ¡s, es decir, hasta el 26 de abril de 2027.</iic-com:ExplicacionHechosRelevantes>
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      <iic-com:ExplicacionInformePeriodico contextRef="FIL_S12025_V86544897_da">ALTAN III GLOBAL, FIL (en adelante el &#x201C;Fondo&#x201D; o el &#x201C;FIL&#x201D; o &#x201C;Altan III&#x201D;), formado por 3 clases de participaciones (A, B y C), se constituyó como un Fondo de Inversión Libre para invertir fundamentalmente en instituciones y vehículos especializados en el sector inmobiliario, con el objetivo de lograr rentabilidades significativas a medio y largo plazo mediante la inversión del Patrimonio Total Comprometido del Fondo, en una cartera diversificada de instituciones, vehículos, carteras separadas o gestionadas (managed accounts) y cualesquiera otros especializados en el sector inmobiliario (en adelante, las &#x201C;Entidades Participadas&#x201D;). &#xD;&#xA;o Información sobre la rentabilidad, costes y medidas de riesgo:&#xD;&#xA;La rentabilidad del Fondo viene determinada por la rentabilidad obtenida por las Entidades Participadas. Con carácter general, el Fondo persigue obtener rentabilidades significativas a medio y largo plazo, si bien no existe un objetivo de rentabilidad garantizado y, por tanto, el Fondo no ha establecido un índice de referencia.&#xD;&#xA;Durante el primer trimestre se ha generado un resultado negativo total entre las tres clases de 2.239.763,04€. Así, el Patrimonio Neto de Altan III asciende a 52.668.560,03€ lo que supone una disminución de 4,08% respecto al trimestre anterior. El Valor Liquidativo de cada clase y su variación respecto a periodos anteriores, se puede ver en la sección 2.1. &#xD;&#xA;La rentabilidad de la Letra del Tesoro a 1 año durante el primer trimestre de 2025 es de 0,69%. Por su parte, el Ratio Total de Gastos del trimestre es 0,56%. Dicho ratio recoge los gastos de las comisiones de gestión, administración y depositaría, gastos de auditoría, tasas de CNMV, servicios profesionales y de asesoría legal, gastos financieros y servicios bancarios y, en su caso, Impuesto de Sociedades, calculados sobre el Patrimonio Neto del fondo a 31 marzo 2025. Dicho importe no incluye los gastos de la comisión de gestión sobre resultados (&#x201C;carry&#x201D;) ni los gastos de financiación. &#xD;&#xA;Tal y como se detalla en el Folleto del Fondo, la Sociedad Gestora tiene derecho a percibir una comisión de éxito correspondiente al 5% de los rendimientos netos acumulados por el Fondo una vez se les haya devuelto a los partícipes del Fondo una cantidad igual a sus desembolsos más un retorno preferente correspondiente a una TIR del 8% compuesta anualmente. Se considera prudente contabilizar una provisión por un importe igual a la cifra que el Fondo debería pagar a la Sociedad Gestora en el caso de que el Fondo se liquidase a fecha del presente informe y se repartiera el Patrimonio Neto. A 31 marzo 2025 no procede realizar provisión por Comisión de Éxito.&#xD;&#xA;El Fondo, a 31 marzo 2025, está formado por un total de 345 partícipes.	&#xD;&#xA;Volatilidad: debido a que el Fondo calcula su valor liquidativo con una periodicidad trimestral, no se dispone del mínimo de valores Liquidativos exigidos por la normativa de CNMV para que la información sobre la volatilidad se considere significativa (13 valores liquidativos), por lo que, atendiendo a la misma, no se debe completar dicha información.&#xD;&#xA;o Visión de la Sociedad Gestora sobre la situación de los mercados y su influencia en las decisiones de inversión adoptadas:&#xD;&#xA;&#xD;&#xA;o El mercado inmobiliario global ha mostrado signos de estabilización en 2024 tras varios años marcados por disrupciones económicas, sanitarias y geopolíticas. La inflación ha comenzado a moderarse en muchas economías avanzadas y los bancos centrales, especialmente en EE. UU. y Europa, han iniciado un cambio gradual hacia políticas monetarias expansivas, contribuyendo a restablecer parcialmente la confianza en los mercados de capitales. Como resultado, los volúmenes globales de inversión alcanzaron los $703bn en 2024, un 14 % más que en 2023, confirmando a este último como el punto más bajo del ciclo reciente. No obstante, los niveles de actividad aún permanecen por debajo de los promedios históricos, en un entorno de inversión marcado por una mayor selectividad y gestión del riesgo&#xD;&#xA;&#xD;&#xA;o La inversión transfronteriza ha comenzado a reactivarse, evidenciando un incremento del 70 % interanual en el último trimestre de 2024 y del 20 % en el acumulado del año, impulsado por la reaparición del capital institucional y global en operaciones de mayor escala. Sin embargo, se espera que 2025 esté condicionado por una elevada incertidumbre geopolítica, tensiones comerciales y cambios en el panorama político a nivel global, lo que podría afectar a los flujos internacionales de inversión. Pese a estos desafíos, el escenario económico para 2025 se mantiene relativamente favorable, con niveles de desempleo bajos y crecimiento real de los salarios en la mayoría de economías.&#xD;&#xA;&#xD;&#xA;o La liquidez continúa siendo elevada, con un volumen global de dry powder estimado en $600bn, lo que se espera contribuya al impulso del mercado durante el 2025. Los mercados de deuda mostraron mejoras en el último trimestre de 2024, con compresión de spreads y mayores previsiones de asignación de capital por parte de los prestamistas en 2025. Aunque el capital core sigue limitado en mercados maduros, empiezan a observarse señales de recuperación, apoyadas por una disminución en las solicitudes de reembolsos de fondos. Dado este contexto de incertidumbre, la diversificación continúa siendo una estrategia clave para los inversores, centrándose en sectores con tendencias estructurales a largo plazo. En este entorno, los inversores están priorizando mercados y activos líquidos y de calidad, que ofrezcan protección del capital y generación de ingresos con un enfoque en sostenibilidad.&#xD;&#xA;&#xD;&#xA;o La actividad de arrendamiento en el sector de oficinas siguió creciendo en el último trimestre de 2024, con un aumento del 10% respecto al trimestre anterior, lo que impulsó un crecimiento anual del 9%, alcanzando así el volumen de absorción más alto desde 2019. EE. UU. lideró este crecimiento, dado que sus avances en políticas de presencialidad y crecimiento del empleo impulsaron un incremento del 18% frente a 2023. Asia Pacífico también registró un aumento del 5%, mientras que en Europa la actividad se mantuvo estable, afectada por procesos de negociación más largos. En términos de ocupación, la tasa global de desocupación incremento 10pbs hasta 16.8% a finales de 2024. Sin embargo, para 2025 se anticipa una caída en la nueva oferta, especialmente en EE. UU. y Europa, lo que podría marcar el inicio de una disminución en las tasas de desocupación y mayor competencia por espacios de calidad.&#xD;&#xA;&#xD;&#xA;o En el sector industrial, la actividad de arrendamiento se mantuvo estable en el cuarto trimestre de 2024, mientras que el acumulado del año fue negativo, dado que muchos inquilinos optimizaron la utilización de espacios existentes y retrasaron decisiones ante los altos costes y la incertidumbre. Aun así, la demanda estructural se mantiene sólida, respaldada por el crecimiento del comercio electrónico, la necesidad de instalaciones de última milla y estrategias de nearshoring. A nivel regional, Norteamérica cerró el año con una caída de la absorción del 27% en comparación con 2023, Europa un 5%, y Asia Pacífico un 13% tras un 2023 excepcional.&#xD;&#xA;&#xD;&#xA;o El sector hotelero demostró resiliencia en 2024, con una demanda global acumulada de 4.800mn de noches hasta noviembre, 102mn más que en 2023, y un crecimiento del RevPAR del 3,7%. Los destinos de ocio, que lideraron la recuperación pospandemia, han comenzado a estabilizarse, mientras que la demanda en mercados urbanos se ha acelerado con fuerza. En 2025, se espera un crecimiento del RevPAR entre el 3% y el 5%, impulsado por el retorno del turismo corporativo, de grupo e internacional. EMEA destacó con un rendimiento un 25% superior a 2019, Asia Pacífico creció un 1,6% interanual pese a los retos en China, y América alcanzó máximos históricos, aunque con un crecimiento moderado del 1,9%.&#xD;&#xA;&#xD;&#xA;o La inversión en el sector residencial cerró 2024 con un sólido desempeño, impulsada por una fuerte actividad en el último trimestre. En EE. UU., las transacciones alcanzaron los $127bn (+11% anual), mientras que en EMEA se registraron €15bn en el cuarto trimestre (+36%), con un total anual de €44bn (+14%). Asia Pacífico finalizó el año con un aumento del 5%, alcanzando los $7bn. Además, el dry powder acumulado continúa enfocándose en activos residenciales, anticipando un repunte en la actividad inversora.&#xD;&#xA;&#xD;&#xA;o El sector retail mantuvo una demanda sólida por espacios prime durante el cuarto trimestre, a pesar del débil ánimo del consumidor y un crecimiento global del gasto limitado. Para 2025, se espera una mejora en las ventas minoristas, impulsada por el aumento de los salarios reales, el buen estado de los balances familiares y el crecimiento del turismo. Aunque se ha producido un repunte de la morosidad en EE. UU. y Europa, la oferta sigue siendo limitada y los espacios se absorben rápidamente. En Asia Pacífico, la actividad continúa fuerte en mercados turísticos. La escasez de nueva construcción y la baja vacancia podrían presionar las rentas al alza en los próximos meses.&#xD;&#xA;&#xD;&#xA;o Compromisos de Inversión:&#xD;&#xA;El 4 de diciembre de 2017 finalizó el Periodo de Inversión del Fondo. Tal y como se define en el Folleto, a partir de esta fecha no se realizarán nuevos compromisos en vehículos subyacentes y sólo se realizarán inversiones y desembolsos derivados de compromisos suscritos con anterioridad a dicha fecha. &#xD;&#xA;o Resumen de las perspectivas del mercado y de la actuación previsible del Fondo en cuanto a su Política de Inversión:&#xD;&#xA;&#xD;&#xA;o El panorama económico es en general positivo, con una disminución de la inflación que permite a los bancos centrales continuar reduciendo los tipos de interés. Los tipos más bajos facilitan la actividad económica, lo que, en un contexto de mercados laborales sólidos, implica previsiones de crecimiento del PIB similares o al alza para muchas economías en 2025. Sin embargo, aunque el escenario base ha mejorado, los riesgos siguen aumentando debido a factores como la geopolítica, las amenazas a las cadenas de suministro y la posibilidad de un resurgimiento de la inflación. El tercer trimestre resultó significativo para la estabilización de los mercados de capitales, ya que la inflación se moderó aún más y los bancos centrales relajaron la política monetaria en muchos de los principales mercados. Las perspectivas de inversión continúan mejorando en comparación con finales de 2023, y están surgiendo más señales de un nuevo ciclo de liquidez en los mercados de capitales. El &#x201C;dry powder&#x201D; a nivel global sigue siendo elevado, con un reciente registro de 373.000 millones de dólares, y se espera que respalde un crecimiento de la actividad durante el 2025, si bien habrá disparidad entre estrategias, mercados y sectores. La liquidez de los mercados de deuda sigue al alza, como consecuencia de la reducción de los tipos de referencia, que está mejorando el coste de la deuda en la mayoría de los mercados a nivel global. En todos los sectores, la actividad prestamista creció durante el trimestre, y los mercados experimentaron una compresión de los diferenciales, aunque con disparidad entre geografías. Liquidez más sólida en sectores favorecidos como los activos residenciales y logísticos, aunque se está ampliando para préstamos de mayor tamaño y más allá de activos &#x201C;prime&#x201D;. Las renegociaciones y refinanciaciones de préstamos siguen siendo un punto clave, con un aumento de la presión financiera, aunque esta se concentra principalmente en oficinas clase B en Estados Unidos y en China. En cuanto a diversificación, la liquidez se mantiene equilibrada y diversificada entre varios tipos de prestamistas, con prestamistas alternativos, como los fondos de crédito privado, ganando cuota de mercado. La mejora de las perspectivas de inversión se reflejó en las transacciones cerradas durante el tercer trimestre. A nivel global, los volúmenes de inversión aumentaron un 26% interanual, alcanzando los 182.000 millones de dólares. Esto elevó los volúmenes acumulados en el año a 471.000 millones de dólares, lo que representa un incremento del 6%. Las dinámicas sectoriales siguen siendo divergentes, favoreciendo sectores orientados al crecimiento, como el residencial, la logística y tipos de propiedades alternativas. Los hoteles y el retail también están experimentando mejoras, con ambos sectores registrando aumentos en la actividad inversora durante la primera mitad del año. &#xD;&#xA;&#xD;&#xA;* Información sobre activos en circunstancias excepcionales: El Fondo no cuenta con activos que se encuentren en circunstancias excepcionales.&#xD;&#xA;&#xD;&#xA;* Información sobre la política de los derechos de voto y ejercicio de los mismos &#xD;&#xA;&#xD;&#xA;I. Resumen de la política sobre el ejercicio de los derechos de voto: La política de la Sociedad Gestora del Fondo consiste en adquirir derechos económicos en los fondos subyacentes, en ocasiones con derecho de asistencia al &#x201C;Advisory Committee&#x201D;. Solo en casos excepcionales, el Fondo cuenta con derecho de voto en los vehículos subyacentes, que a continuación se detalla. &#xD;&#xA;&#xD;&#xA;En primer lugar, Altan III cuenta con derecho de voto en una coinversión en Alemania: las partes integrantes de la coinversión convocan el &#x201C;Board Meeting&#x201D;, encargado de tomar decisiones sobre aspectos relativos a la inversión. En primer lugar, se convoca la reunión, que se celebra bien presencialmente o por vía telefónica. A continuación, se acuerdan los puntos a discutir y se votan. La aprobación debe producirse por unanimidad para tener efecto. Una vez celebrada la reunión, se circula un acta que recoge los asuntos acordados y que han de firmar todos los miembros de la coinversión.&#xD;&#xA;&#xD;&#xA;II. Información sobre el sentido del voto/ no ejercicio del mismo: &#xD;&#xA;&#xD;&#xA;En relación a la coinversión en Alemania, durante el tercer trimestre no se han convocado ningún consejo.&#xD;&#xA;&#xD;&#xA;o Valor liquidativo y comisión de gestión&#xD;&#xA;Es importante resaltar que según la Circular 3/2008 de CNMV, que entró en vigor el 31 de diciembre de 2008, la Sociedad Gestora dispone de 3 meses a contar desde la fecha de referencia (30 /06/2025) para la publicación del Valor Liquidativo y, en este sentido, en marzo de 2025 se publicará la valoración oficial correspondiente a 30 junio 2025. El presente Informe, en cumplimiento con la Circular 4/2008 de CNMV debe publicarse durante el mes de enero y por este motivo, la valoración de este Informe hace referencia al último Valor Liquidativo Definitivo publicado, es decir, el correspondiente a 31 marzo 2025. &#xD;&#xA;A efectos de la información reflejada en la sección 2.1.b) Datos Generales, sobre las comisiones aplicadas en el periodo, recordamos que la base de cálculo de la comisión de gestión del Fondo, tal y como se establece en el Folleto, es el Patrimonio Total Comprometido.</iic-com:ExplicacionInformePeriodico>
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