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            <iic-com:RatioGastosEstimado contextRef="FHF_S12024_V02916252_da">false</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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leh3Nww8/XLz22mvlJwAA+qOzVtZxAYyz++I+BYNPP/20Xlp34sSJxc2bN5efXjc/P7+4e/fu8tMSTdcJ0mrHeZ2AMKTrVdXSoPkNaqXaAgAAYDXEsc6Knibeu3dv39fyabp169aVn5ZLjdN1gpcvXy4uXLjQvUbx2LFj5VgAAACkrGgwqEBN1//Fpqenw6lkuw5Qp403b94cTifXjTNcJwgAADCcVoNB+xcvNpw5c2bZtX+6nlD/akZBnN0lrOlmZmZCL5/UjRP7VzV2Y4l6HzWNpj1x4kRIAwAAQFqrwaACOZ2uteHGjRvlmCX6vHXr1vBewZyf1vfy1Y3Tv6rxN4z4eVb9GxsAAAAsWbV/LaMevYMHD3LnFQAAwCpatWBQvXb03AEAAKyuVQsGAQAAsPoIBgEAADJGMAgAAJAxgkEAAICMEQwCAABkjGAQAAAgYwSDAAAAGSMYBAAAyBjBIAAAQMYIBgEAADJGMAgAAJAxgkEAAICMEQwCAABkjGAQAAAgYwSDAAAAGSMYBAAAyBjBIAAAQMYIBgEAADJGMAgAAJAxgkEAAICMEQwCAABkjGAQAAAgYwSDAAAAGSMYBAAAyBjBIAAAQMYIBgEAADJGMAgAAJAxgkEAAICMEQwCAABkjGAQAAAgYwSDAAAAGSMYBAAAyBjBIAAAQMYIBgEAADJGMAgAAJAxgkEAAICMEQwCAABkjGAQAAAgYwSDAAAAGSMYBIAx9sTXr9QOADAqgkEAAICMEQwCAABkjGAQAAAgYwSDAAAAGSMYBAAAyBjBIAAAQMYIBgEAADJGMAgAAJAxgkEAAICMEQwCAABkjGAQAAAgYwSDAAAAGSMYBAAAyBjBIAAAQMYIBgEAADJGMAgAAJAxgkEAAICMEQwCAABkjGAQAAAgYwSDAAAAGSMYBAAAyBjBIAAAQMYIBgEAADJGMAgAAJAxgkEAAICMEQwCAABkjGAQAJCVJ75+pecA5IRgEAAAIGMEgwAAABkjGAQAdKVOmfoBwOQhGAQAAMgYwSAAAEDGCAYBAKsqdTraDwDaRTAIAACQMYJBAOhTqtfKDwCwFhEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwCAsfWlhW8Xr3zs8aXho48tDfbZ0jqvAIZHMAgAGGNTxds/9ZnigQcfLB546KHi0RdeLh792UvL0gCMhmAQADDGFov/95P58O5//vT/htf//t//6740AMMjGAQAjLU3vfvdxduenAnvb59fCgJ9GoDREAwCAMbaw+/6H8XGfUuBn/UI+rRicXHpFcBQCAYBAGNsqhv06fSw6NRwnAZgeASDAICxplPDPhAUn1ZMTS29AhgKwSAAYIxxAwnQNoJBAMBY4wYSoF0EgwCAscYNJEC7CAYBAGOMG0iAthEMAgDGGjeQAO0iGAQAjDFuIAHaRjAIrIAnvn6ldsBkeOWjjy0NH3v89SFKw+C4gQRoF8EgADTo7Z/+r+LRn70UhgcefLB44KGHumkYDjeQAO0iGASApkzV3+xA0DIMbiAB2kYwCAAN6nmzAwbGDSRAuwgGkZ3UNXt+AIa2WH+zA0HLMLiBZC2YYtteFU21O8EgADSImx2aR5s2L/VD2A8pt27dCsHH4cOHy5S0PXv2FNevXy8/ra4tW7aEZbahbrmsfnodxrD1jpdR5TRhkOUhGASABvW82WGN694ZXXXndAt3THMDyXi4cOFCcejQoeL06dNlytpw7dq1ziayGF63b99ept5v06ZNYTq9rjRbRg3SVEDYL4JBAGhK51d9fGODTmNOVNDSqaPdJf3oCy/fd+d087iBZFycOXOmOHLkSLF79+7i/PnzZepyCmIuXboUgi7rZavr9VLayZMnu+PVk2U9ZXqVfspQb6Veq5ZLtm3bFl6t5y+VT+9F6Vouo/dKq1qWuN5G9fHT9+PixYuhLN+rV1eObz+rR9XyVCEYBIAG9bzZYa0rA9pU3dq6fq9nm/ZxsMNoLDBRr9mBAweKs2fPhs8xBTIKFq2ny3rbbLhx48ayIEdu374dxp04cSIEL8ePHw+fFQwquOmnjI0bN4Zx+/btK1PuZ4GS7/mryrdjx47iypXXT5crEN6/f3/lssT1FgWOaiubVuPiQLaKyrp792543085lj4zs/QjKbU8dQgGAaApnZ1u3c0OkxK0pOrWDQT7OPAMhhtIxsG5c+eKgwcPhvcKnNTrZD1svVjvm4abN2+Wqa87depUeN26dWsIYCww27lzZ3Hnzp3wvlcZR48eLd/dz3rHFCjFeavy+TpaPa1nsdeymIWFhTDeptVyKHgcVK9yrA5avs2bN98XKPeDYBAAGjTxNzt0DkaSqpulNY0bSFafrhM8duxYNyARXUPYi3rjLl++HHqnNCjYG9SoZVjvmAbfK9iLro9UHTVYIDzosmi8Tauh32BQgej69evLT8OX0y+CQQBo0KTfQGJSdbO0pnEDyepST5N6nHwwMj8/H06dVrFTnOKv/VOQM4wmyhiUTgurjhr27t1bptYvi6/39PR0t3dxEDoFrODPeiJ7lWPXNmo9qQfR8olfnjoEgwDWpNS/w/DDatz1ql4zC1D8NW6TFrSk6mZp1nPYHG4gWW3+FLHRaVQFHqlTkrq+Tadk1YOo6dSLpfcKKAft1ZMmyhiGBVUK/qxHsW5ZfL1FeRQ0azqladAp5hQ7la1B+XTNn6krR2m65lJpKkO9oCZenjpTnQh/cW5urpidnS2T8kZbTD4FCnWe/9rO8l1zVmOek65Xm35p4dvdu1vtujKdYrSepf/8+98DPy+45zx/8Uzx9k99pjuPeL7/+de/wh24g1jpbaffdk21qdIUZDfZrl9a6LTpp6vbVAZdl/3UsXMEXfpgAXx0QB20jsA4iWMdegYBTDQLHtSDFAcUjesEDvE8/HzjgGKtqm3Txns/V+MGkvLf50T/QsfSJqWHFzAEgwAm1mrcdDDxNzuUAW2qbpbWtJVv06Vgr2q+kxLUA4ZgEMDEsuvKrBdpJW466HmzQ4N0OrPymsi2rosspepmaU3r2aYrvC6BSUMwCGBCLfXe2A0GOp1oB3ZLa9zUyt9AUvUkkEGvTRxEbZs23mu2OjeQpOaxbF0CE4RgEMCEWlx2EBed6msvaFni55Gcb8NS87C0VpQB7UrOt2ebthCAStV8uWYQk4ZgEMBEs4O4Dup2qq+toEVBQjwPP9+2gpZU3UIQ01LQUtumjc9zdZ5AUtWmlgZMEoJBABNrZW86WLLSNzuk5mFprSgD2pWc70q3qQJQqZpvW73KwGohGAQwsez6LuvNWc2bDtq61iw1j27vVYtBS+18G9azTVd4XeZI/3jZ/sG0fy/x5375Z/zaUz2krjw9hcP/02XPl2dP5RCVZ+lVeeNpfP4cEAwCmFCvn0IVneqzA7ulNa5zEInn4efbxilUSdWtrdOnUtumnTZoFjeQTCI9ck2BnT3e7vjx430FYHpOsJ4ZrGclewoe/TODr1xZ/o/F/fOJT506VaYuZ9PoySp6DnNOCAYBTChuIGlF52ApKznfnm3aQgAqVfO1NsBw7Jm+/pFreszb0aNHy0/V9JzgI0eOhMfAnT9/vky9/xm8vuxB3bt3LzzmLScEgwAmmh3EdVC3U31tBS0KEuJ5+Pm2FbSk6haCmJaClto2bXye3EAyaRYWFoZ6vrCdOtazevXc3bNnz4bPomDSTvWmehj9s38VjKbYNHqNn8U86QgGAUyslb3pYMlK3+yQmoeltaIMaFdyvivdpgpApWq+1gao5q/fS12jN4xz5851gzQFf+pd9IGdegPtFHEc9PnTxAomU/w06oH0PY+TrvVgUJG8bRAaqi4KrZuubpz9EtD1B0YbgNKwNuih8XUDMCy7vst6c1bzpoO2rjVLzaPbe9XifrB2vg3r2aYrvC7Rm67Ls8AqvkZv/fr1IZAblK4T1LV8FguIriGMKSjUdYWpcf3atWtXcefOnfLT5Gs9GFR3q0Xb8/Pz4XNK3XRV4xS1a4UpXexXgNJ0ASiAnC0dLMLp0g6d6rMDu6U1rnOAiufh59vZWS29NmapvFTd2jp9KrVt2ngAyg0kk2bbtm3hNLHvMVQnT90NJBqv6/h0vLdB8YB68ER5fU+ebibZsGFD+Wlwo+Zfa1oNBrXytMK14kXduuJ79qRuun7LMNq4dFdSVTcwgFxwA0kryoB2Jefbs01bCEClar7NB/X5Ue+dAi7r5dM1gP4GEnX62DgFef4UsVE8oI4fxQPKOzMz082jTiGLF8SX588ken6aOP+kazUYjO/ukdQdOnXT1Y3TirKNScGfLkq1dAAQO4jroG6n+toKWhQkxPPw8+3srJZeG7NUXqpuIYhpKWipbdPG58kNJOPgxo0b3U4Z/17iz/1SPuvl03vj0zXomK5Tzam7jTXe5u3z+FPTcXmpO43jaar+/cykmupUenFubq6YnZ0tk5qjaF53+/iG1zV+SvMbTt10Cgb7KUOniBXJKzi0YPHEiRM9b1XXLwqdggYAYBRve9vbiv3795efgPEVx30rHgyqF0/duv40bt106u3rpwwFiAoEdcGozvPrl4SmU4Q/iLbaos6w83zlY48Xj/7spfA+9AJ06M43u6bllY8+Vjz6wsvhvVc3v143bHxp4dvF2z/9X/ddS2Pz9cvkjVLHzkpc+uB7VVxak/MTq0OqTZX2n3/9a+B2raP1VNemMui67Gc9PvDQQ/fVTZT2px//n4Hbtec8f/FM8cCDD4b3qfn+59//bnxdDmOl5yc5zJM6AuMj3lZbPU08PT0d7hiy6/sU9KnXLr6er266fsrI/TpBO5jqVEZ8gB3U81/bWTso+FKgoIBJAYoCIx3ELa1pCg4UBIVB721waW1I1c3SlgWlTeiUF6+3JtZlL6l5+LTGlQF81XwBAKuj1WBQwZnd/ateOl3cqd47o4s4dQdQ3XS9yrC7j+w6wb1793YvItVp4kkXH0zbvai6DM4SAZkf1rrKurm0pq34BfJleSt9gXyqbgSCALC6Wv/XMgrSdKrWBt97pws2t27dGt7XTVc3TtcE+gs9Nc6m63W94LhQoDss672ynqs//eiH3bQqo8xvWCs9zzVVx862OuwF8qPUMzUPn5YyUruWAWjVfNUOKWw77aBdm7cadQSa0Oo1g3WsR2/cAjau+cBKC6fXFQj53j8LjFzaID2S/V6/p6cp2D/WVW+dgjSl/e03v2m8B1T1fPunPtOdRzxf/YhRzysAoF0res1gHQWBa6XnDmhT9xS0Xm1wp6RtaFQZbK70Exb8POL5Nn4qHADQl1ULBgGsLp2iTd3IYWmNKwPQqvkCAFYHwSCQI24gAQCUCAaBTCkYs1O0FpD5tMYNeQMJAKBdBINAxnQjh/4BtIQewQ6ltXX9np9HPF8AwOogGARyxA0kANYgPXpWTxzrRf9rGP0jGAQypVO03EAC5En/l9b+P233vRtiCsDsSWD90EMlBpl+JShATA3jtpz90tPXtPwKkEdFMAjkqLMDkdSNHOG0bRvX73Xm2f0H6RrKx/tZGoAV1Pk+6n+N6hnl9m+s9H9Aw/PDJ/T6XXsghZ5qtnv37u7nbdu2lVOsHQrOd+zYUX4aHcEgkKmqGzm6p20b5v9nYhja/l+KAKqVAV/yu1/+WOyHetV8L5uoV/DSpUvhiSyWJnpvvVnPPvtsN48G5aly/vz57nTPPPNMmbokNf9h1ZWl4MvSrScxnt7SRZ+trlr+umk99fL56araRU9ws8fwNoFgEMhU6JXzjzPsDJbW2QuVUwGYVKmbxyytHwpcDhw40O1hu3btWgheLl68GHre9Fnp3saNG0PaF7/4xW4+DQpuUgGS5jEzM1PcvHnzvrKq5j+MurIUzO3atas7Tj2Jml7Bri2XptdnpRur6/T0dM9pjX+kroaqdmkawSCQoaqeOZ8GYIJ1fvClbh4b5JrhhYWFEOBYL5YCHAUvdfyTx6znTIPKSdE8FFgqSJIjR46EVxlm/lXqylIwd/r06bC8RtMfOnSou1wKELWc9+7dC5/F6trPtF4/7dI0gkEAADLlrxnuBoKL/V8z6K+9s56sfqi37fLly918KmcYw84/paos663TNXoK0LTsbWmqXQZFMAgAQIZSN49ZWj/UY6ZrA1OnO+Xu3bvluzT7FzHKr3JS4nn4awZ7zX8Q/ZSla/ROnDhR3Llzp9tbaNPrVK7yp25GGWRa6addmkYwCABAhpZdM/zRx4o//eiHtdcM69Spnb5UD5Z6zHRn7ubNm7vpdipV19/pWj+lpSiwUs+bxit/VQ+Y5qEAzObh76Ctm/+g6so6efJkN+3YsWPh9G88vdqm6pTuINP22y52Q4toOgsghzW12DE3N1fMzs6WSXmjLTAJnvj6lfJd2vNf21m+AwDkJo516BkEAADIGMEgAABAxggGAQAAMkYwCAAAkDGCQQAAgIwRDAIAAGSMYBAAAIxE/3dQ//dO/5tP/1RZ/5sPawfBIAAA6ElPxLCAL3b16tXwj5Q1jf6p8tatW8sxWAsIBgEAQE8XLlwoDh06FB6tFjt16lR40sbFixfDM3WrHrWG8UQwCAAAejpz5kxx5MiR8Ig0nRb21GPoH9umU8VG7y09HofxQDAIAABqWQCn3j89d/js2bPhc0y9gnoO7/Hjx8NnO22sU8gad+3atfBZ6RgfBIMAAKDWuXPnioMHD4b3+/btKy5dunRfQHf06NHwOj09Xdy4cSO8X1hYCKeWFUSKTh+rZ/HevXvhM8YDwSAAAKil6wSPHTvWPdUruoYQk4FgEAAAVNIp4s2bN4fTvDboVLCuIexFvYQKJK0XUWWpV5EbTMYLwSAAAKjkTxEbnSrWdYC9bgbR6WEFjgom1aNo1w9ivBAMAgCASvq3MXY9oKceQuvh03ujANCuGRQFjr5X0a4fxPggGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQm0PNf21k7AABgCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABkjGAQAAMgYwSAAAEDGCAYBAAAyRjAIAACQMYJBAACAjBEMAgAAZIxgEAAAIGMEgwAAABlrPRjcsmVLMTU11R3Onz9fjllO6X66W7dulWPqx1na4cOHy5SiuH79epgvAAAA6q1Iz+C1a9eKxcXFMOzbt69MfZ2Cu5mZmeLmzZthmhMnThS7du3qOe7kyZPhs9IvX74c0mT79u3FjRs3yk8AAACoMhaniRcWFopDhw4VmzZtCp/37t0bgj8FgnXjUvbs2ROCTwAAAPQ2tdgxNzdXzM7OlknN0ulaBW9GvXgx9fDdvn27OHXqVJmydPpX+S5cuFA5TgGi3ot6CM3Ro0fLd73plLIPHh9++OHitddeKz8BANAfnZXatm1b+QkYX3Hc12gwqOv2Tp8+Hd6rN88HcKLx6tG7ePFimbJklGDQKKg7fvx48dRTT4UvpMzPzydPSwMAAOQqjvsaPU2sgE09fxriQFD279/f17V8dgrYB3umapwCQAWZ586dCz19ChYVGAIAAKDail4zqEDNbv7wtm7dGnoULdBTb+Du3bvD+7pxhusEAQAAhtNqMKhTtzqla4MCOt9jqOsJ9W9jdI2FrvnbvHlzmO7YsWPdU8l140Snnnfu3Nm9TkO9j+ol1PQ6bQwAAIBqrd9AUkfBXXztHwAAANrT6jWDg1CPnm7wIBAEAABYPasWDOp0MXf6AgAArK5VCwYBAACw+ggGAQAAMkYwCAAAkDGCQQAAgIwRDAIAAGSMYBAAACBjBIND0v9J1D/N1lNWPEu3QZ+boLL02L2Ynuri56fBHt03rPjJMbGTJ08uG59arkH5dkuVp6fV+HnqyTVNUDkqT3XyLN0Gzb8JVs/UOlK9/TzjZRqGb7e4zdrYduJ2i7X1/RCVl1pPfn4a4u/sMOw7klpHbWw7vt1SbdbG96OuvHgfoaEpVtdJ3LcC44pgcAjaMWqnoEfeedo5Xb58uVhcXOwO+jzKTst2uvoH3TFbBo2z+em90kbZaekxflbeoUOHli2/Dn56JKCN1yCjBIS2rFbejRs3lh0IdKDTM61tvJ5aMzMzM/IBT/NVOaqjp3KVrvnYPDX/UQ/qyr9jx47y03LWfjY/DWrnUQJC1cPWpZ7drTqZtrads2fPdstTu/rlb+P7YdR+8XoUfXf0OEubn9pBj6uMA41BqE5q19T82th24u+HntXe9vdDdVRbqTy9PvXUU+WYpX2S2tDGa1Abq61HpWW2bdOblH0rMLY6G/ni008/rRf0qWy2xc6OYbGzQwzvRemdHXH5aYnG2/Sj6OyIFnfv3l1+WtLZAS92Dkjlp9dpOo1rQjzfuM6iOqfqPixflualecZUv7g9BqX8Kl9t6NtL6ap3TMsV130YcVtZ+8W0DKm6D8vPdyW2nbgd43pLE98PzUN1ibeVeNs1mjZV90HF2420ve2In0dcZ9PE98PE7Ziqt2g5UnUfhG0LKsu3V1vbjqS2k5X4fgCrKY776BkckH6JdnYe5afX6VdmZwd23+P1tm3bFl7b+DV55cqVZE/Tzp07i9u3b5efRqOeHpUnqkNnh9ytk1GdVfd79+6VKYNTu+pXuobOTr7bjq+++mro9Yht3bo19CAOSz0QmkdcF7l06VIxPT1dfnpd50BQ3L17t/zUnIWFhVB2TMug9m6C6uu3z7a2Hc3H1qPKsqcMtfn9UC+YnmgUu3r1anfb9VTvtnp32t52tNx+Hm19P8TWo3oFL168WKYWoUdO5ce0HHfu3Ck/DS63fSswTggGB6CdknY8uTxGz04zHT16NLy2SQfzzo+TMBw4cGCk06P9qAogJpXqq4N42/TdsPWog+Yolw/0oyqAmFRW3zgwaoOtR/0gVFDYVgAtue1bgXFDMDgA/QrXr3L7xaxeG107o6Bp3bp14XO8w6z6VdsElanej1jVr9pBaLkVQPgeAauDxnmqc6rHcFgHDx7s/vresGFDMoip6hHphy2/rUddg6Xr83SgFa0v9dbFqnp9RrV+/fpQdqyqx3BQuqYsDiDa3HbM/v37u71TbX0/tG1oO9V61HdR89B72bhxY6hPrKrHsAltbjvaPtVOPmBq4/sR0/da9bKef21PKj9W1WPYj5z2rcBY6vzy45rBIXV2RMuua9H1JBo8NXET15h0Dub3lW3XzPhl0LzK1To0laG6peg6mnicPo9yDZbqpsGonr7N4jZM1XsU8TVQqTZMrdthqezOwa38tCRuQ43XdL5dBmVlpNqpjW1H8/N1UHm+zVJtqPn5th+F6uK3zVQ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AAFUm7qkftTQ3N1fMzs6W75qj+/TUcnfhwoUyZZECt4WFheLEiRNlyuK9fWrpO3/+fOU0Hwzqvr8jR44Uhw8fDgGnnD17Ntnl7Gk+32L48MMPFy+99FL5DgCAerrm0PCAtcZivZEEgAq29u/ff9/9eXEAqCBx06ZN4d6+ummegkKlKcjct29fsW7dunCvYK/3Ag6r7AAAAKuFxTsjuQfwzJkz7Qc4vK1btxYnT55s39enVr/du3eH8bpphvv+AAAAejeUAFAtfmqZs0FBnO/K1b9q0b94UdO5nuZVy54+p/v6rJu4bpqoxc/f96fWPzXH6/PqEgYAAEDaSLqAYwro4nv5VhpdwAAAYNyNtAvYU8udHtJYTcEfAABATkYeAKoruNMTugAAABiekQeAAAAAWFkEgAAAAJkhAAQAAMgMASAAAEBmCAABAAAyQwAIAACQGQJAAACAzBAAAgAAZIYAEAAAIDMEgAAAAJkhAAQAAMgMASAAAEBmCAABAAAyQwAIAACQGQJAAACAzBAAAgAAZIYAEAAAIDMEgAAAAJkhAAQAAMgMASAAAEBmCAABAAAyQwAIAACQGQJAAACAzBAAAgAAZIYAEAAAIDMEgAAAAJkhAAQAAMgMASAAAEBmCAABAAAyQwAIAACQGQJAAACAzBAAAgAAZIYAEAAAIDMEgAAAAJkhAAQAAMgMASAAAEBmCAABAAAyQwAIAACQGQJAAACAzBAAAgAAZIYAEAAAIDMEgAAAAJkhAAQAAMgMASAArCJPfuly7QAATSAABAAAyAwBIAAAQGYIAAEAADJDAAgAAJAZAkAAAIDMEAACAABkhgAQAAAgMwSAAAAAmSEABAAAyAwBIAAAQGYIAAEAADJDAAgAAJAZAkAAAIDMEAACAABkhgAQAAAgMwSAAAAAmSEABAAAyAwBIAAAQGYIAAEAADJDAAgAAJAZAkAAAIDMEAACAABkhgAQAAAgMwSAAAAAmSEABAAAyAwBIAAAQGYIAAEAADJDAAgAAJAZAkAAwFh78kuXawcgRwSAAAAAmSEABAAAyAwBIABkLNUl6gcA44kAEAAAIDMEgAAAAJkhAAQAjFSqq9kPAIaPABAAACAzBIAAUCHVOuUHAFirCAABAAAyQwAIAACQGQJAAACAzBAAAgAAZIYAEAAAIDMEgAAAAJkhAAQAAMgMASAAAEBmCAABAAAyQwAIAACQGQJAAMCq8akbXyteeNc7Fod3P7E0uDQAgyMABACsKg889FDx+HM/Kx7/yfPFox/8cPHAgw+20wA0gwAQALCq/M8f/5/w+n/f87+K//eDs2Hc0op79xZfAQyEABAAsOosnFsM/F7xxjcWr/3AVBi3NACDIwAEAKwiE+Gvtfw9/Ib/UWyYXAwALQ3A4AgAAQCrirp+Rd2+FvxZWjGxGCACGAwBIABgFVm8x8/u+VO3rw8IATSDABAAsKrwEAgwfASAAIBVh4dAgOEiAAQArCI8BAKMAgEgAGBV4SEQYPgIAAEAqwgPgQCjQAAIAFhVeAgEGD4CQADo0wvvekfxwrufWBw07t+XA/rDQyDAcBEAAkPy5Jcu1w4YAxMTxeM/eb544MEHiwceeqh49EMfCe8tjdaqfvAQCDAKBIAAMAAeWGgedQoMHwEgAPSrbOGz+9N4YKEJ1CkwCgSAADAAC0oUpPDAQjOo07Vlz549xbVr18p3GJVB650AEAD6VXZH8sBC86jT4Urdl2xDlc2bN4ehzrFjx8KwGhw8eLB1iE60h07rpbKdO3eufNebfssdr6OGJnSzPgSAyELqJOcHYBA8sNAkHgJZjdTSZMHfWmrtO3r0aHHv3r0wHDp0qHbd5+fni8nJyfLd6Ph11HhTQWAnBIAAMAB/f9o4PrBw37+2Sfy7m6aNe52uRWfOnCn2799fHDhwIIynqMVJQZYGBTEWNFa1bqkLU/PYNI37FrFbt26Fz3XKw+bRa53du3cXd+7cCeOp+axLVa2AGjc++E2tS6rcxn+2Lvg0MzMzYT3j1ruqfK5fv95Ot3LUrY9HAAgA/SrvR7P708bygYXWBUT/1ubRD364/e9uHn/uZ+00q4Pm8BDIanTy5Mliy5Ytxd69e8N4ioIXtWBZi9a2bdtCq5q1bk1PT98X2Jw6dSpMu3r1aghYxFrCjh8/Ht53ykOBoqadOHGiTLmfPnPx4sVi/fr1ZUr1fCqnPmsU8CrwldS6pMotChZv3rzZ/vz27dtDeic7d+4sFhYWynf1+Vy+fLmdru2iYK9qfWIEgAAwAAtKFKSM6wMLqbL5tKblUKdriVrE1Cq1cePGMGi823vl9DlroUoFjqdPnw6vFqRYMLZ169Z2C2CnPA4fPlyO3c9awTZt2lScPXt2WTBUNV9cxkuXLoXAVzqti9G6K2jTcu3zlt6LTvn4MiggVYtgtwgAAaBf5ck4hwcWUmVTmtVB03Ko07VCQZpaxCwA0bgFbnUUpExNTbVbr9Qi1atB87BWMA293N+n7m6VUS1qaoFTUNjPutiybVA+nahVb8OGDeW7Rf3k0wkBIAAMyFqpxvKBhdbFRlJlU1rzFgPKsa7TNUYBnwU9GjSuNGuFivnuS7FgRd29/Woij14oWFQZjxw5EoJBr2pdfLn1GbXaddtSatSlrOWqG1c65aP1M2qRVMupibdDjAAQAAbg708b1wcWUmXzaU3LoU7XCgUe1v1rNK608+fPlylL7B5BtRTevXs3dEtay6E9SNELLWvQPPql5SoYs5bDunXx5baHLtR1rBbDTutu3dQa7J5Iry4f3S9o6WqRtC7u1PrEJloLai9pbm6umJ2dLd/lJeey56DTv3p59vM7y7HmrMQyc6enU1tnvMU3dmqz9yU9vNCtTtvwUze+Fh6KsPvT1EVprVRK0xOyvSxPRr3fdCzjr46HMsRlE6X9+XvfDQ+F9KJumeNQp8BqZvEOLYAAxkcr2AtPqkZPq1paOyhskAUqaqGKA6RhLG8lpMrm05qWQ50CK40AEMDYGdkDC2V+fhk8BNKMUdbpSvyvQ2ClEQACWDPUlVc3WOvQ6B5YWOSXES93zRt5nS4GlCOt01YQq5bidmvxQw8Vj37oI+00Wh0xjggAAYwVdRXGDw74tKallmFpTbeO6f64ulYqe9+0ca5Tr3a5wJghAAQwPlyXrL+YS+g+bLolp8zPLyNebrMmKn+Rw9IaN+o6XaFfAkmVzdKGGXQCK4UAEMBY0UXbugrtYu7TmpZaRjtQGUJwVFe29nIbNt512hIF8qOoU2ClEQACGDsje2DBtY7JKB5YqCqbpQ3LyOq0NMo6lZWoU2AlEQACGB9lS87oHlhY5JcRL7dpVWWztMZbyEZep4sB5SjrVEHsSOsUWAUIAAGMFXXZ2YVbXXni05qWWoalNd86thSo1C63YeNdp0tGWadrycGDB8NPlMXjEr/vln5hxH7BQoP9rFyn/PQrGKlf1PD57dmzp0xdzM8vp+rXOKrWZ5wRAAIYH60Tt6gbz1/MJXTtDal1zC8jXm7TqsrWDlTKOmjMqOuUh0DGngI8/bSZ/21hBWqd6CfNLICLf95M+dnvFevn0fx0/USaLWt+fr5MXdLv+qx1BIAAxoou2taNZxdzn9a01DLagUrrYtIsHgJpvk5byjxHWac50+/dXr16tXy3+Bu7Fy5cKN9VO3PmTLF///7iwIEDYdzErXUzMzPt38TtRr/rs9YRAAIYOyN7YMG1jskoHlioKtuwH1gYWZ2WRlmnshJ1miMFa2ph6yVAMydPniy2bNlS7N27N4wbBWxq5du0adOy7l9z6NCh1m662LWrrl5vkPVZ6wgAAYyPsiVndA8sLPLLiJfbtKqyWVrjLWQjr9PFgHKUdaogdqR1Oub8/XRV99z1Snnu3r07BHsaNO6DObX6WfdvHOj5LuDJyckyFQSAAMaKuuzswq2uPPFpTUstw9IUWDSLh0Car9Mlo6zTcaYgywKu+J47BW8S38PXyenTp4uLFy+2A0uNKy2mQPDs2bPJaSn9rs84IAAEMD7K4EDdeP5iLqFrr3VBalSZn19GvNymVZWtHag0HSCNuk55CGTsqUVO9/J5qa5bTwGfPeShQeNKUxeugjf/0MaVK1fagV03+lmfcTC0ANA3AWuoeqS67nN10yzNb3TtBE01NwNYm3TRtm48u5j7tKalltEOVIYQHNWVrb3cho13nbaUeY6yTnOmVrpdu3Ytu76fOHGinLr8nj1d4xULWPevsW7g8+fPh/v3FB/YPJcuXarMT0Os0/qMq6EEgNoQ/pFsRdeq3Fjd5+qm6ZFtvVe6NrTZvn178hFvrD5Pfuly7QAMYmQPLJT5+WUM+4GFqrIN+4GFkdVpaZR1KitRp2uFgiEFSfG4xO+7pfl0DbfBgrs4Xe/VpZx6KldptmyN2zw+Dojz05BStT7jbCgB4I0bN4rp6el2BeqJHQVyvgVP6j7XbR5GzbX+MW4AGSpP7qN7YGGRX0a83KZVlc3SrA4aM/I6XQwoR1mnCmJHWqfAKjDRinTbe/bc3FwxOztbvuufWugWFhZCRG3UpKoAzkfVdZ9Ts25dHhoXtQSaXr6FqLuYgBEA0K/Xvva1xb59+8p3wNpgsd6aDQCNArkjR44Uhw8fDl3AoieAen3Uu6myd6tueZ26QD/1q+PFox/8cPubqt2joq4Lpf33f/5n8fhzPwtpXtUyOy7vxtfa+dkyxJb7wrufKB7/yfNh3Ou3TpXfAw8+GMbjsonShrHMJuu0kxfe9Y7G67Sb7fjAQw81Wqd1y/zUjdZ++qHR1ekgRr1Myti8HOoUaILttyN5Cti6bX3gllL3uappCvrU96//Cq4WPQWICgbXsmc/v7N2UHdEfFFddkN22TrardQy/KD8FBwoaPnz974bLtz//V//1U4bhngZ8XIb13CddlTml7rZXGnD6nJKlc3Sml/miOsUANC1oQSAW7duDf+l24I2tebpaZ1Y3ee6ySPn+/6qbsgexk3LahUKw3M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      <iic-com:InversionesFinancieras contextRef="FHF_S12024_V02916252_da">Altamar Private Debt III, IICIICIL (en adelante, el &#x201C;Fondo&#x201D; o &#x201C;Altamar Private Debt&#x201D;) fue inscrito en el Registro Oficial de la CNMV el 02 de febrero de 2021.&#xD;&#xA;Con fecha 25 de marzo de 2021 el Fondo realizó su primer cierre de inversores  con un importe total de €19,6 millones incluyendo el compromiso del equipo gestor. El desembolso inicial fue del 20%. Durante el tercer trimestre de 2022 el Fondo realizó un único cierre de inversores, por lo que con fecha 31 de marzo de 2023 cuenta con un Patrimonio Total Comprometido de €136,82 millones. &#xD;&#xA;&#xD;&#xA;Con fecha 31 de marzo de 2024, el Fondo contaba con un total de €107,8 millones (un 78,8% del Patrimonio Total Comprometido) en compromisos de inversión en una cartera formada por 14 compromisos de inversión: 9 en fondos de Direct Lending, 3 en fondos de Estrategias Oportunistas y 2 inversiones en fondos de situaciones especiales.&#xD;&#xA;&#xD;&#xA;Por su parte, desde el inicio de su actividad hasta marzo de 2024, el Fondo ha desembolsado en inversiones en fondos subyacentes un total de 66,5€ millones (61,70% del Compromiso de Inversión en Fondos Subyacentes). De dicho importe 7,1€ millones corresponden a desembolsos realizados en el primer trimestre trimestre del año. &#xD;&#xA;&#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/Provisiones).&#xD;&#xA;La cartera de inversiones del Fondo a 31 de marzo de 2024 (valor de mercado) asciende a €69.456.267,71.&#xD;&#xA;&#xD;&#xA;Desde la constitución del Fondo, el importe desembolsado por los partícipes (Clases A, B y C) asciende a 68,56€ millones, lo que representa el 50% del Patrimonio Total Comprometido (136,82€ millones).&#xD;&#xA;El importe total distribuido a los partícipes del Fondo asciende a 4,6 millones de euros, lo que representa un 6,78% sobre el capital desembolsado por partícipes.&#xD;&#xA;&#xD;&#xA;Los inversores cuentan con mayor detalle sobre la cartera de inversiones del Altamar Private Debt 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:AnexoOperacionesVinculadas contextRef="FHF_S12024_V02916252_da">Las entidades del grupo Altamar han recibido a 31 de marzo de 2024 un importe equivalente al 0,41% del patrimonio neto de Altamar Private Debt III, en concepto de comisión de gestión, administración y estructuración del fondo.</iic-com:AnexoOperacionesVinculadas>
      <iic-com:ExplicacionInformePeriodico contextRef="FHF_S12024_V02916252_da">Altamar Private Debt III, IICIICIL (en adelante el &#x201C;Fondo&#x201D; o &#x201C;Altamar Private Debt III&#x201D;) se constituyó como una IIC de IIC de Inversión Libre para invertir en fondos y vehículos especializados en inversiones de deuda con el objetivo de lograr rentabilidades significativas a medio y largo plazo, mediante la inversión del Patrimonio Total Comprometido del Fondo en Fondos Subyacentes dedicados fundamentalmente a la inversión con carácter temporal en activos financieros consistentes en deuda de empresas.																																													&#xD;&#xA;* Información sobre la rentabilidad, costes y medidas de riesgo:																							&#xD;&#xA;La rentabilidad del Fondo viene determinada por la rentabilidad obtenida por los Fondos Subyacentes. Con carácter general, el Fondo persigue obtener rentabilidades significativas a medio y largo plazo, si bien no existe un objetivo de rentabilidad garantizado.							&#xD;&#xA;Durante el primer trimestre se ha generado un resultado positvo total entre las dos clases de €1.601.898. Así, el Patrimonio Neto del Fondo asciende a €98.726.403,99 lo que supone un incremento de 41,4% 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 con respecto al trimestre anterior es de 2,39% en positivo para la Clase A, 2,28% en positivo para la Clase B y 2,24% en positivo para la Clase C que compara con la rentabilidad de la Letra del Tesoro a 1 año durante el primer trimestre de 2024 de 0,61% positiva. Por su parte, el Ratio Total de Gastos anualizado es de 0,94%. Dicho ratio recoge comisiones de gestión, administración, estructuración y depositaría, gastos de auditoría, tasas de CNMV, servicios profesionales y de asesoría legal, gastos financieros y servicios bancarios calculados sobre el Patrimonio Neto del fondo a 31 de marzo de 2024. 						&#xD;&#xA;&#xD;&#xA;El Fondo, a 31 de marzo de 2024, está formado por 1.026 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;						&#xD;&#xA;* Visión de la Sociedad Gestora sobre la situación de los mercados y su influencia en las decisiones de inversión adoptadas:								&#xD;&#xA;Altamar Private Debt III tiene dos segmentos diferenciados en su estrategia de inversión. Por un lado invierte en el mercado de préstamos directos en Europa y Estados Unidos, y por otro invierte en estrategias oportunistas, beneficiándose de oportunidades derivadas de crisis financieras y económicas, mercados volátiles, riesgo idiosincrático, bajo rendimiento de órganos de gobierno corporativo, empresas con necesidades temporales de liquidez, etc.&#xD;&#xA; &#xD;&#xA;Ambos mercados han mostrado un fuerte crecimiento durante los últimos años debido a la combinación de una serie de factores como (i) el creciente interés por parte del mercado institucional, (ii) el incesante proceso de desintermediación bancaria (iii) la situación generada por el Covid-19 o (iv) la incertidumbre generada en torno a las presiones inflacionistas, las subidas de tipos de interés, los problemas en las cadenas de suministros o la crisis energética. A futuro, se espera que la demanda de este tipo de financiación continúe en ascenso, favorecida por las crecientes necesidades financieras de empresas que tendrán que operar en entornos volátiles y desfavorables y por el cada vez mayor capital disponible (dry powder) acumulado de fondos de private equity que constituyen el mayor demandante de financiación directa del mercado. &#xD;&#xA;El mercado de préstamos directos otorga financiación por un solo prestamista no bancario o en formato club deal (2 a 4 prestamistas) a una empresa para financiar, generalmente, un evento corporativo o de liquidez. Las emisiones no suelen superar los 200 millones y por tanto se trata de un mercado sin liquidez en el que los inversores originan préstamos para mantenerlos en balance hasta su vencimiento. En cuanto a la rentabilidad de este mercado, el Cliffwater Direct Lending Index ofreció una rentabilidad en Euros del 12,5% en los últimos 12 meses y un retorno del 3,02% en el primer trimestre del año 2024. Comparando estos rendimientos con el mercado de préstamos sindicados europeo y americano, a marzo de este año, el S&amp;P ELLI LTM registró un retorno de 12,1% mientras que el S&amp;P LSTA LTM reportó un rendimiento de 12,5%. Aunque el Cliffwater Direct Lending Index presentó un rendimiento similar en términos porcentuales, es importante resaltar su notable estabilidad frente a la volatilidad de otros mercados en periodos de incertidumbre financiera. En retrospectiva, el Cliffwater Index a diciembre de 2022 exhibió un rendimiento del 6,3%, mientras que el S&amp;P ELLI y el S&amp;P LSTA registraron variaciones negativas del -3,2% LTM y -0,8%, LTM respectivamente. Este incremento durante 2024 se debe principalmente al aumento del cupón contractual de los préstamos por las subidas de los tipos de referencia de los bancos centrales.&#xD;&#xA;El mercado de crédito oportunista incluye diferentes estrategias de inversión: (i) &#x201C;Special Situations&#x201D; que consiste en la inversión en préstamos que pueden estar infravalorados debido a dislocaciones de mercado, situaciones complejas o en empresas con necesidad urgente de liquidez, (ii) Deuda &#x201C;Distressed&#x201D; que consiste en la inversión en compañías que requieren de una restructuración o inyección de capital para ser viables junto con mejoras operativas o de gestión y, por último, (iii) estrategias de nicho que se caracterizan por ofrecer financiación a sectores o tipos de compañías con características diferenciadas por su fase de crecimiento o sector en que operan. &#xD;&#xA;Según datos de Preqin, durante el primer trimestre del año 2024, los fondos de deuda privada levantaron un capital total de USD 25 miles de millones, volumen inferior al del mismo trimestre del año anterior (USD 41 miles de millones) lo que parece resultar, entre otros, de la incertidumbre generada por la política monetaria, la creciente inflación o las previsiones de ralentización económica o incluso recesión. Además, el capital levantado en el mercado de crédito oportunista durante este mismo periodo, ha alcanzado USD 7 miles de millones, apreciándose una fuerte caída con aquel levantado durante el primer trimestre del año anterior (USD 32 miles de millones). "																				&#xD;&#xA;* Compromisos de Inversión:																							&#xD;&#xA;De acuerdo a la situación de mercado descrita, durante el cuarto trimestre de 2017 el Fondo ha realizado dos nuevos compromisos de inversión y ha aumentado la suscricpión en los Fondos ya existentes siendo el importe total invertido en Fondos de Senior Loans europeos de €129,38 millones, también ha realizado un nuevo compromiso de inversión de €20 millones en un Fondo de Direct Lending europeo.																							&#xD;&#xA;* Resumen de las perspectivas del mercado y de la actuación previsible del Fondo en cuanto a su Política de Inversión:																			&#xD;&#xA;A fecha 31 de marzo de 2024 el fondo contaba con 14 compromisos de inversión																												&#xD;&#xA;* Información sobre activos en circunstancias excepcionales: El Fondo no cuenta con activos que se encuentren en circunstancias excepcionales.																							&#xD;&#xA;* Información sobre la política de los derechos de voto y ejercicio de los mismos: 														&#xD;&#xA;I. Resumen de la política sobre el ejercicio de los derechos de voto; No aplica en este trimestre												&#xD;&#xA;II. Información sobre el sentido del voto/ no ejercicio del mismo;  No aplica en este trimestre.												&#xD;&#xA;III. Información sobre el sentido del voto.  No aplica en este trimestre																							&#xD;&#xA;					&#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 (31/03/2024) para la publicación del Valor Liquidativo y, en este sentido, en junio de 2024 se publica la valoración oficial correspondiente a 31 de marzo de 2024. 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 VL del fondo definitivo publicado, es decir, el correspondiente a 31 de marzo de 2024.</iic-com:ExplicacionInformePeriodico>
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