FON FINECO RENTA FIJA INT. FI 1.0.0 2025-01-01 2025-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-07-01 2024-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2025-01-01 2025-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-01-01 2024-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2025-04-01 2025-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2025-01-01 2025-03-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-10-01 2024-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-07-01 2024-09-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2023-01-01 2023-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2022-01-01 2022-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2020-01-01 2020-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2022-01-01 2024-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2020-01-01 2024-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2025-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2023-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure FON FINECO RENTA FIJA INT. FI 3591 02 02 2025 EUR BBB+ false c/ Ercilla Nº24, 2 planta / 48011 Bilbao EM gestora@fineco.com www.fineco.com 05 c/ Ercilla Nº24, 2 planta / 48011 Bilbao EM gestora@fineco.com 2006-10-24 08 02 2 en una escala de 1 a 7 La gestión toma como referencia la rentabilidad del índice Bloomberg Euro- Aggregate Treasury 1-3 Year Index (Total Return). Además de criterios financieros, se aplican criterios extra-financieros ESG,excluyentes (contrarios a defensa de derechos humanos/salud, protección medioambiente, reducción producción de armas) y valorativos (emisores que consideren aspectosaspectos medioambientales, sociales y de gobernanza corporativa). Invierte, directa o indirectamente a través de IIC (máximo 10% del patrimonio en IIC financieras de renta fija (activo apto), armonizadas o no, del grupo o no de la gestora), en renta fija pública/privada, incluidas titulizaciones y bonos subordinados, negociados en mercados organizados, depósitos e instrumentos delmercado monetario, cotizados o no, líquidos. Emisores/mercados OCDE y no OCDE,incluidos emergentes. Riesgo divisa máximo: 5% de la exposición total. Los activos tendrán al menos media calidad crediticia (mínimo BBB-/Baa3), salvo unmáximo del 30% de la exposición total que podrán ser activos de baja calidad (inferior a BBB-/Baa3). Para emisiones no calificadas se atenderá al rating del emisor. Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Se podrán utilizar derivados de riesgo de crédito (CDS) o índices de CDS, todos ellos líquidos, de compra o de venta de protección, como inversión o cobertura de crédito, sin apalancamiento del fondo. La exposición máxima a riesgo de mercado por instrumentos financieros derivados es el importe del patrimonio neto. 01 0.01 0.16 0.01 0.51 2.43 3.45 2.43 3.64 1 FON FINECO RF INT. 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uXKFV4OEj1/LUjZG6niVoWrioX/LxI7vFNCsN5tldOIeGRlpuK7U6ztRldYq4u65ItOSkMB3IZ19++18tJmIpwUptTKoS/uoePNNeSRk9tChWzqXESMcTueNNyARwKpQNUsJt2RNXnhPbXt5aYGBuI9b6Xvi3qFDB2U93Kkn8N1336UavTXEvWpVY0W+4w62cCGvDrdowTs8f/mFhYU5dJBStcJwx0qVeFN7585895QU9vLLfEsts2dLiafq9urV3j8jqstTZV95M6B3EZJ7ul67d8sNsrL4GZ09C/UAvsWpU/zWKFOGl1ha/vUvWYYfe8yKZ7P/jKrsNeKcbtN/WPblghs3Udw7k3gZrVOdPSkpacuWLc4WMjMzSdlTSO98RNyPH2eVK+tbMFatYosXezrsZNYs9vTT7Msv+dhEzXn5BMuWGTx4atfWtzh99x0kBfgKAwcaFNoHHuDVEQuy95Qq7u9622mCieIeS3VD9YoMFCtXr16dOHHib7/95saOr9TcqTatlTm/jLH74IN5Nxk1bQpJAb7Chx8aFNFu3Sx6NiToJOvlYwre9lI04r5kyZJdu3bRys6dO5UOVVL2rLyesb4i7pUqqaWnTRu/fcmtWJE1acKfZDNn6rtzlWfbxYv8/Vd0DNSvz1tsACgSevZ0GFEm+qtusReq6Hjlcy7ud79qinHviHuII0rzS0JCQlhYWHJy8s2bN91s6Yvi/thjsgCR9gUOzz3HH2lvvslbk44fVwPJK6PstUv58qxLF31vAQCm0q6dFHQqe4mJVvc3MCbF1o9qzrwrTGIy4qWXZKW1VCmLtuV5DUNZ13UOA1BoPP00L3WLF/N1qn+0bcsrItakw2zZ2t4iEeJeSG9KmolIOTmBfi89/rg6WLNvX54hp06xRx5xGIPfuDFznMcAgKf89BM7etT4p9RU3r0/cqT8SmVvyhT+Jk1Fzi8aBkvafcUs2AZxLxyUSF2kWYDZOpZd+etQGuUxGSoAoVJxK43dq1frZ1+vWaP+Sndf6dI8sXJlmdK5M/9apgz/tM2OtBZzN7Om49nC7zXCalP2t1LN+keIuyNbtkjBGjMGN2/edO+un0wbEYFcCQhGjbpVJxbOc7zj4+VPVDHXzu+bNIkn1qgh52nT57Fj1sqtmKVSyuuNlilrM2WoDfOAuDuiDA1cuBD3r0fExupvUeD3nDsnZ/aR8jpz7Voe44ZpA+FcT7coN11UlP6nixdlfFTxSDh50loZVmGwFPc6tkamKetUH2EQdzP55RfWqhUfVkVVAzFIpksX3L/5QOcDh2pzGELj3zRvrl7uevUcfsrOll6PnFtsSLvF+NoRI9TdRRu6WGJi+GZUeEqV0ov7ffc5+Mywgufqed/xMY7rMtnSH9SZSrcP5656a42QX4cuh7ibh64YCYdfEyfi/s0HWVk804KDecu7yMYXX0Su+DN33eXQbKJl926ZnpGh36tHDwOXSiTTijPU1q35Zh99ZDwuSyvuvs21XFbTLt+lBthja9hc+D40mVUeauBJBuLubUSPjfOyZw/u3/yxf78cSCPemp9/Hlnizwg5btNG3i/Llqk/bd4sE7du1e/1zjv6G61qVZ4eHS27SckslZ9Bg2SNXrwR1q9voPK+zZxvDMJuPDndQetL9GfnLpt7GAEm7lSjrFSJTZ7M19euVTsDn3hCdbRi2IwIPGT8eJ6Hjz6KnPBblMhHFy/KZ/nMmeqv99wjf93s5ColIcFBoytUUEdhpaToFbx7d15jGDtWfYQoDe7VqhXh2R+/wD2tu2fyOr2yl4xiJy9qwnFEsVU/mX6oASDuVF8g+S5blj30kCwiVEEgGjWSsdKVzh9RkW/eHPdvwRGTBu+8Eznht5w7p0YQCw2VU4omTeIO9Qi69K6iwbRq5RARTDsgbeFCvbg//LD8KSRETezQgUcGpodKUUCavvUo12VS5+Pn3W1Z3LbNnaPVOHmPTGa7f1PF3QxPMgEj7jk5qmTXqmXQ8CKUnZbhw3G3epOMDJ6rd92F4Ub+yb598sYRwTEGD5ZCr7zyKl5UadH1q4s7sW5d+evTTzu8Deh6v/r2VX/68kvegHPffUX5uvKPQ038vW/ZZzvYWdscx3P/0W9c0hbnOmIer+af/ZMdzea707rYt9XrhXTM/ijuixbJyuOWLax9e32cDVFxUKoPcFnuXQ4dUrP6l1/YkiW8IR74DYrfLtE20q2bw90k6ubK8txzBk8FpftUuBDQ3PYOD4YRI3zqvJsluItenbJb3TL7PzLROYB1aVuD++6TEPcCi/sHHxjEqKO3uehoXgsIC1MTLetMznfJzkawVn9GcR0qRra89JLDtRbiXrq0lPvGjfktVr8+r2CJid+k7PXqyYmmBg0fO1RTPuZgQOkINVxe/8pWu89lzcbLyEqk4wY3x2XTO1H9Xdyp2Dn78leYOlUmNmiAW9UUunTRuw4GfgNVt0VVvWtX/vW99/QheemTald33GEcEPiRR/J+7aMtfW+eRHGbiD+QyFq/wVtdSkSxUgNtyt5fjoFJz+KRrBW5rxlX9Mfsd+K+datDeRo3zqDhZfBg1q+ffwbf8AUoY/v2dRhmmpmJXPETpkzhF3TCBPVaa8e8i2XWLP6ibDjIOE/3vL178xEyvsQ79nGNxY1mk7Z83d5EE+1Ql6/lA315fifuSpM6lblffsHNWGTQM/XTT2WHxxNPID/8BLof6YJq78rTp/UKTtV5V9GD27Wz3Bn3XajOQnLm8L9ZGU0VXnSl0mPg4hVfuFb+Ie6rV/M3PqXDvUUL3IY+QWSkfIVKS0Nm+Ke4E/R+fP/96hxv0aii7R01dFRglXeVtTISXv+PXbyp3pDKTsuMDazHfO54wDeulR+I+8SJDmWoenXcg77CgAHyorz0EjLDb8WdSEqSF7pfPzXxqae4vyZluBo9AKzGs0ks2NaV2vV9d5uVsrfJrM30qWvlB+Iu+t+VkY7ffIN70FeYN082lH34ITLDHxAD2z/4wOCn7GyXwW0OH+YxN4po8pHnUB187BcsZZf8Ou1rtQ093u20o1P/y4KieGtM9mUfOh2/EHfRNU8V9u3bcff5HHRX62aoA4vSooVsbFE6VC3OO9+wxuNY1jm+3uMDOdylZBRb9iMX+hJRqrgf+nfe1q7942tvWX4g7qKpHZNlrPUiD6zFd9+p78dUf/cLhO/GuqP4uuKsUQxtVOYilR7Ahiy16J1nXXEfO5bLep063vUCeuoi7mOvIprdtVMNgBVR5qbS8vXXfnBC3xxiQdHqGMcS/R3GMgZFSQ9fV/62brXKuuKunWta0Jkye06zcoNYhUFs7Ar16tLF3nSAu4a4LZbVGslGfc4avyZ/oo1B/mjfXnXWBqzLE0+ot9vKlVY/m3WZqo6XGcA2/KJ+DdaMWK9o5VcUy4p7bq5DdN309AL80X3j3U0pdrUUj2RNxrOyg1j4bJ8YzerrCKciGMJkdYYMcekRzILM2+JwU7dItMn6AFZlKK/A+YGye03cz5w5s3Tp0uhoh2iv169fT0xMbN++PX3SupvEgoi71vF/6dJKMqktvUblXOX9IYrjHkWC951mVWL5C1fJaGPhpte00gNdyrq2g0Uu/Vn1OAMPQUAlJwc1d3+gb195u9Wo4QdnM+YLWVHTxdMgysXIrzWGQdy5v5ap69evDwkJ0SYuWrRow4YNtLJp0yZad5OYb3EnvdCETo/r/pXSRqa0q5Sw17IfSJQtaIaCTltOW88nHTw0iT/MiRV7+FS0SkPZwnSW8xf3whwcxR8Jy37gj426rxjrfukBPAZuif58ulrZGL7S6nXuSAiosR2+/BKZYVXef1/ecVSpsjLZl1n4LDZgEbvf5uXx4TfYi/PUu7ibbTB7x3ekMvT8AOJuRyfukZGRzuuGifkW99TUPv+zrErvP8v0+6dyTG4BmlaEu85+Hxcky55NYk9MZ8t3sJkbHZ4ozkuDePajJmhLyi726kp25yv8wVN7JMv8nf0UIAN8hL9veBCzLoozvuXLLX0eIz9zuEOpYkcVuFqjpCD8csb+DPiPP1w0E8W9Q4cOynp4eLibxPyK+6cL9hs3qkTZlv4GHSNyhFM070H1YitKwir+clA8yqBdXrtePNLBY5x2KTuQrdjttYJLbw/CwcXjU9m4L/nbw4wNPlDKRJ8qLXDWZlHi4/nl69bN6ufR/QOHu2/61/580UwU986dOzuvGyYqZGZmkrKnpKS4P77PZ2zTSeQ98eoMguMXWP0x7OlZ7NA53ibTKJ5FLeJzEGakmtVOcvyinJ/24feyfZ/+yJWaF3Mh9JRYbhDvw6k1gm3LcrB/7jL7cBtvCiw/iJ+L2uDxjzwjEvHirl8gaK8X5/PxAEXZMlOtGleHkyehk5bEzcRU60D3pq7Ct/UoxL1A4h4bG6usDxw40E1ivptlGDt28MK1q7n09jRsOe8+9UGmfs0qDnHQ7kpDWYMxfB4zFbIacbwdv7jrVp3BtnkTJOjOT4LoxezLn+xDdI0G87gRet4bYesYcJNpGb+yvh+yL/fyjcnUF7u9MfWuQQOIu4URDuB0sZMs17Zkd8/7+Ju85d2nXAVYTNyXLFmyaxd307Bz506l79QwsQDibgmOZssGmYTVLrfZ/zv71zQu4u6b7/MeoNmfdZ7r8NdZ2WzTQXfbF7e1Mz45w6GdSsSRcV6mp/JDLTgtW8Kxu4Xp2NEPxP2hybapKjGBctG8I+4hjojE69evJyQkhIWFJScn37x5002iv4o7kfNXPma4bTvKPRA9NUvf8Xv7CDZ3Mzv0BxuT4vBTyQF8dGa5QdwZqZt/2XGcDfuUe8wI6u+u6UZQNsblNvRKO3gZ23yIrf4p/xlRsyZXhxUrNC8IGaxNGzZ+PJTT17l2TQ6VmTbN0udR0lZ/mvQVxD3/NXdv4U/iXjAGLOLeLUrHcFHW32j/sCffZpWHsLc3FtD4ucu8Wd+5Sae4bUCnEiuSqvbPzGEtJhq/UuzJb/uKEHeqAAYF8WEzSni2UqUgnhZAXCxNZ5j1qllXZdGl+hPEHeIeEAxaYtCsv++0OvMrKY2/PeieBK3ye1maNZORHBTPzMoctOxsXAVriLs1mbyW1Rkp6yhUKwocIO6ATVidd/jHvh9xTzt8UJAyin+0p/av/M2uPdDaOO4aLS761YGvcO4cv0z07mU1Fn7Ppqx3KNtlAqmsQdwB59o/vMtU3ABtXbes5t5gn+9yuFtaT5I/zdvCq/MbnQZcfnuIb1Yt5h+HgCpipXZt/nnbbS6DPABfYPduKzagbTpg0Jz4QCLEHeIeeGT8Km+AByflsWXWOb2bHcW1Q9kY/RyxRRn2KWZ9/ys1PSKCD3tv3VoOsKMlORn577v8+CO/RhUrWqimQiJeSeOfPcjmDmTBtsDy9AdxBxIq96UG8IaX7cfy3jj7MuuYZDyo5rahDlt+pqnpnytbi8vEunXyt+PHZSs8vfJ36eIHvgb9k2++4deIHsYW4e5x+jI5cHEgXjeIOyg4z8+V4+UVn5pi1I2WJT+o99j8ketYXBwfWqcgQiSKJSoKWepz0AO4c2d+derVs8ohlx6gF/fAjMADcQfegfea5tpFfIua/uE29R57epZBAVTF/a67kI0+RG4u98KvXJ1nn7XKgdcbIysZsctZ2kELh1KCuAMfQoygb6+Jhr04Qw1aFuYqSrYIBPHgg8hA3xJ37aAm6wTFFkN7EUgH4g68yWjbHNp4zUTUAYt5SqNXbaMnx7jYbeFCLh9lyzq02ICiZc4cB3FPtMZAkx2/yR5UAHEH3uQDW/Sy19fw9WGfsKqxrKktlqGIaPiQq3E4p06pE1ah7z4CvUhpx6327GmJo45axEtahcG4fhB34FU+Tue31gCbRzjtpNZeNj/azSewT3e4KmX2GuL27chGn2DYMH457r6bh0ik5Wtr+D5vMFbGRAUQd+BN4j7lt1b9MTzOlHa4QvuZmpCEA40cTHbvzn3OkJpMnYpsLGJatuQugET8LEv5cB9t96wXvxJXEeIOvMqS7UYuyfqzGRsdUgYtNdq5aVOuJi+/jGwsSvbtc2hqt5Sb36qxsoChNxXiDrzMnpMOIl55KHt4Ep/7euVvOQpeLE3GGe08cCBXk3Ll0OxelBw75iDuFgmaei2XTVzNgm0j3F9JwVWEuAOvV/tOO4j725oIrrk32FNvs2YJrutWCQlSUEaM8MKhxMWxTp3wnMg38+Y5iPvMmZY46qc1URBOXcJVhLgDb5NzlfsHFt5m7n3NYIN1mfIOfHSy02+nTvHRMiQoVauqidnZbOzYfPSy/vgjO3uWrwQHc1PffouLkj9mz3YQ988+s8RRK1EHSmAQJMQdFBXlB8n70GDq4MSJcvgdqXzJknzARpky0hG8J+zYwTcuX55X2MVzQhv7qXCgU2jQgK1Z41uZvnIlS031aMuwMJ5vzZvzx6RFqDZMrbY//AbuMIg7KCIWb5c9rmv2Of125YpDHA+SaeWrJzE9Wtu9xj/5pNyx8JuM776b/2//oq5APvssU4LRZ2TwQ6JXGU945hm+8aBBVilOuTfUOrsXIrlD3CHu4Fa4x+a37+HJ7OyfTr+1aKGKuxgcKZatW/O2qzwJlJXo6MI+N6rz0v927Vr0TSuUewLhkJ2Wzz/Pe98aNSw0H5XZvJkKce84GzcWxB0UNQ3GyBvSIBR9mzb6UE1CqYcNy8MoVe21tX6xJCQU9rm1bMn/9/nnb8nIjh2sVy8uygWjcWOZb4Ro1xJLvXr83chNaBTFn8yGDVYpS2O+4AWp4hDcVRB34AOICavCoZieqlWlvogeUeGTQPSyunf4LgZo6/S98MvPI4/w/3300Vsy8sQT3Ah9Foz775enTzmmzQ3KyaAgvnLokLrxunWsVSs2fz5ff+ophyq/z7Pe3j9fZgDuKog78AFilqg9YO/pxrMoQ/EWLOCuxEhohOLQQpVQNxw5wrepX59VrqzK2bhxhXRK167JYZeKh/p9+wpoipT3f/6HW6CXmAIcxrvvsvbt1ZDWhnFrV2pmcFapIhN795bPUQ9b54uO7P+w+yfwEVl1RspSdP8E3FUQd+ADXPmbTVnHSg6Qngn2n2FPTmeH/m3/meRJG3gvN1dtfL/oOuzC1q18g7Zt+fqZM2z4cP41JMQ7R0zH0KgRrxEbcvw4f2MoV87W5NRAHmpGRkH+SMS0E/VregnwkLQ0/iQoXVr/4nL0qEHoWu1gU3oYKIkVKsgVsuar7DvNKgySTn2Vpeowtvs33FWFKO7nz5+PiYkJCwsbN27c1atXReLPP/8cFRVFiT179tyyZQvEPZB5xjFQX/0xbkc7CL1zM55vwwa+Qbt28mv//voh87co7m6eLlTXVtq46XHieQ+wM2JkixDixx5TtZtO59Qpl3uJmr7z8uyzsjVm+nSHFxpaOnXije/adptKldSz8FX6LDSI7Dj8U9xMhSvucXFx6enpN2/eXL58+XzRosdYly5dDh48SCv0GR4eDnEPZFbucbhFg6J4jezbw2zHcVYjjkXMc9y6Vas8JiVRvZU2qFXLQeu91cIgRtDTcuCAS0WmhZ4BtyjuGzeq4l6tGjfI7F53evQw3oXuI+eeZO1Cdpi9M0M8I8VCcv/kk/IRSJ+ifca322SUwF4lo9j0VL5SdzTupEIX99DQULFC+h4RESHW+/Xrt3PnTlrZv3//2LFjIe4Bzv9Mk0MdFIl/K5W9u5mvlI3hQ5hVRDvy5s15VO3r1JFfqYotmhq8wqxZUhDnzDH4dc0a+StV4RVx92TcYVYW27OHt+ooiGlcyiJaSES4u+eeMzaidEErUv7oo+zhh9WUsmX5ZuPG8XT6R9Gwrl1EnV0sytPRxxj9BX/2V7IVlVaTZNnYdpS3v4PCFveoqKgNGzZcvnw5OTm5Pd2ZNv7444+wsLCRI0d27979r7/+0u2SmZlJyp6SkgJxDxB62IbNhExXxf2dNLYoQ663nKjZVKjVjBnGhh5/nH7NKXVb61evRi9SSq5NrZYuvdWjJIVVWtLFDCkd0dHyp7p12X33yfWRI/Mwq23v3r9fJtas6SC7A2yjQEqWlF/feostWqS3Q3Ks3eXdd2W6Up0nm1q6dnUYH6mrzrtoLNVxNofPNL5vvNM5/cPuGMW7N299PtGG/XykbLh99HqFwWohifwIt06RivuJEyf69OnTqVOn9evXKy0wCxYsWL16NdXl9+zZM8PFjYqae0Bx5W92/IJ634bN5A6BxXp57Sj4e+5xNympY0f6NaNuCN9rkKO4N258q4fYt6+DFNarp99AG5FO6Zak+rL7sZvaIKVKma9f3+G/evfmidqaNS05Odx/zg573JPatY0r3YqCG4660er7a6/JJ0G/fp7kx4o9fKSK0lOifcHK+FWmpx0oeH6TwX4fybc6EcaLUkpEqYXkwFncN0Uq7gqHDx8eNWqUWO/QoYPSVkNVeIg7kIVMCeURrXqOfOxN1mcBe3IGO32J8Yqwm3HrEybQr9Wj/hI7zhe1zyZNpHjdojMA8dfK4jyGfeZM40EprnxSDhnCG7jFeB5RaxYN9GLqv3YZONCh5i6WY8fkM6BPH/7r7bfL9NmOczQXLuRPmmrV2KdGHY6iHV/pQRWzCugZ6QFigrGyzN6k/vRAokwklXdP6n627Af+XP/+V1ZqAHce8M1B+2vYm/qoAKTs2q/Zl3HH+IC4X7p0KTY2VrSzExEREWKQzFdffdXTRVRGiHsAoh3fVsK+UtneFs8r41QSjMT9ya477n7xxMU+g49XaqTc/C3F5Pnly6V+PfjgLR2ccDSvLGK0peNtZNyTefKksUExsrNcOb24K2PklSfEXXc5tN4oM7OEhVKl+F7CDi1n81OhFX546PVCtPx89x0PhnX0qCe7VrS1kJQcIAW31UR+ye58xdZENEJegs2HnO7rLFY9jt0dz1tsHn7DYNBLl3fZ0Wz29kaDn7RLyWjcLkUt7iEhIaGhob169UrTDJv9+eef+/Xr1759++jo6CNHjkDcgcK+0zwCn6im6e7nUtH22rGmIZsqfe3eYkH9/ssbATqP21etlbI9ScyGXxhvnvawhcQ9b7zh4OimVStPxZ2q2IaIJhHhxUVUmUVH8csv8/VZs/gEqEmTpPQ7i7tyJELc77yTrycl5e+k2rUr2CTY3BtS00msRZdJ2YEGwRQrOoWo7jHfHgNvRR7yrV2avKau1x3F2k5l077GveIzzTL5BeIesCgttrSIqDrKkjtsuKzSitGBjM1IVX9d83T8jhptxHhKJbHCgNyLZapLHVy37lbuEjkOR5hynso0aJBef0V9/L77jNTR3tQuhh6KHlQRza5DB76+fj1fz8mR57tpk2xPd3auQF/nzJGjZbRDbjxBuPa1D2PLx+35q+o3QtsTTgtVzLVfu77vsGM/+xD18vau0eKuNb3l6+zD79meUyz0bRmpMWYJ7g+IO7AsOVdZmYHytidqxqkScGbwa2p3oo1Rn95QtGBu0+H3vnBEBPbTasTXPd+Sgngrsy6FuCcmss6dDWq7Fy/KTtQWLaRPGOEpwY2TFmWaqKLasbHc8ZmQe2WAvDhy8ZyoVk36tXd+PxAV+fx6GaNnTEZGfiNVHfq3Q1/39A0OuS2ex3O+kV9vH+HQ11pzuOPG0WzCKu7T8Y5XDIS+s2bE6beHHQfFAog7sCL1RtvufFvFMOscfwcXUY9Tdto7/Wx6lPQNK9H/pqIF/dsuqtHzgmiQiftU1YhpqYxPxbzFqB1C3KlyLTwc6Fwa9OwpRXbGDPbJJ3yldGm5YuiGnh4SWmkWXaN9+7LRo2WKMlFL6/G4cmXuEGbsWANxF7O3XLXve5WP02XG3v2qbKLRNpuI5bWVrOFYh5R/TeUeJnSbvThPfWC0mcL6L+Ldqkqny5YjuBUg7sC/EK6gSmk6zYS4D1xid9tiU7EHJzkoRe0efxTvx7W+jq1N/sHXZTof8y4crIsxhWaIu/BRXLGidNqlTKRybi3Zv99hRLlYRPPIyy/LKbXalwzFLyYtTZvyFKUXQdtMJKrzt9Kp4DH9P5ZtMrPsI2Su/M1FuaS9Nax4f7b9V5bzl8PVocRyg2T1XIyhJPk2iMPFWPJWPm8ZQNyBH0L3fPI2lqWp7z71tj0Ug0bc43uvNWyr3WP3vzLcVn9PWMX4xE7FlUp+oXo3VZ+FIpO4Z2YatLnHxfHECXa3hAsXSoe6YjYT7aKgzHVSWs/r1pWD6MuVYzEx8ielgSUjQ508JYaWpaSoFvr3V3cpVhg36e7f2KjPea72Stb/tO80qzWS1R3Je1kFSjBF7VJxMPct0fV9/gkg7hD3QEc0BTw31y7uJLJBQQMeXyj04s5+lxTteGyKpmSv4SkTSNxjYx3GluQLxaUMLRMn8ucKrdBhaOnThyeSpusQjrpmzjQWd6VvdudOfaK2e2DuXJkYGakmimBV48axKVMKTdzpcavk8+ueBYhtN132oCjdp8M/QXGGuEPcgZ1Zm2xuXYeytEejpYuVYsUi2y6WAZEHnVXkI0mjiu9skkOn2ddfqwrYrZtDnIo8OXhQ3ffll6W4167tsI2YQ/TOO/p9lUp3fLxDHV+71KjB07VjYGrWdGhgWbdOpmtDO9EGonb/2mtqn6rJPDJZlem4/Gj04KXcJW+90XyYDYC4Q9yByjcH7f1skTflFPlixbqEruFjNnr/v7XJO5+0D8hbrPGg/uL79uhrVJyc9dRDRCO74uxXVORLlnTYRsw8cu6wbdRI7kjqL9BOhhIN5bQNk45xjOdbKS55mzUzODzlpaR0abOvguIMgJZxK1EqIe4Qd3DLKBGQadlf5QHh1LBmj/P0dUocr6sv/cE+IPIbda+1++zDsUkftVXjfDXOaMWdOHtWdbKoq54rnl60TTpiQKSiy7bHkpy4JAbJKJNdxUhHQ69kw4axF1809iO/cCE39fTT7mKYeIMJqxyGKqLPE+IOcQfeIX6llJXUOzoJpW7w4kn6+nmy7K4UYzC0Tk6u/C29fnOaNlX9ZGmmQeWNMjpFqa1rG7i1nr8MJ6Mqz4ZJk/jXiAj5ddo0/jUnRx1mHh3NR9f07s1d8voe2rFJwdHwsgtxh7gD7/HEW1xZttaS3tLv7nqMvh47+qf4VXihmbXJseDaR2TzsTcrV6pCvHq1p/+quAxT4hOJ5hTl8eDejYwi7n37Ooh7fl0FFDUjP+M5qQ+fAiDuEHdw64iZ7iTuKXf1KB4ppy8dvyB/FVOf1vzksIvSkvDU26J956J0w/L++57+q/AHUKECdy+jbT8RIV5XrVLF/dw5g91FzG5aunfnX0XkP3pOOM9s8m0iP9J3aQCIO8QdeIcX3uX68vldPZVBkLS4jwiRuEpu9kCiPUn4udWOPHGPmKAUF6d5YhRX+0i7dlXF3bCpZ98++euQIfyriGhq/sgWr1PP5iHg43QUQ4g7xB14m7vjub688vDshV3eUSapuyf3hvQj1mCMPUk4h6HFk6bt77+XEem0rSjCFUyZMnxd6SAVQUqdycmRo93pkXD2rJwMZTVxpyeo4s0RQNwh7sDLPGYL4PDqkqtTvrrhuV/vh+w9gftO276PGyflePjwvHd2joFHHDigBmPq3j3v4TfKxKUZM+RKixaWy3yRh6cuohhC3CHuwOsldY2cGylWaCkXk/deaQfs7iEVfRZeAUQjuLtqf646Ll7b5KKdpCra0MuVy8OO8Bkp+mbJWj4dMRY5wudXmYEogxB3iDswgSnrpDsBMXKDljtGebRjh9l84/U/279PnaqGr3PDmTPGI1tEupik6iI4lB7RNJ+Q4DKcqW+zLtM4+AaAuEPcgReYnipDLN1vi7AaMd/THZtPUMdoD1hsbydxDnKtY+FC2bbu3FMqRD852VNxF7FShe8BnUdJ3+aZOeze19g9Nqe+9cagDELcIe7ABDq9o3oH89x3FdF2qiZm2zjGncB4Mk917VrV0a4WpbmmUyceTlo0prsnPFz6FbCUuItZYMrS7i2UQYg7xB2YUSp+lRG0xej1jb94uqPSjEPLs3M06uwe4Y6xVy+Dn8SAmebNefRqWonOq2NXREZt3Jh/PvCAVTJcCbokltjlKIMQd4g7MIc7x6ha84XHQeXW/KTuFfmRLalsWa6zZ8643Ee0yzt79xW8/75DCKRP8vKRuHixbAgSEm8RHn1DjjfVBU4CEHeIO/AyIiSTqLwf+sPTvXL+Uqeq9vzAliRcCDi7+rp2TY56VCLedetmYFHrycCT4KVffqlGOjU06EtQdglBF+9JLV9nLRJ537XnGQ4g7hB3kD+UCMtn/szfjhlZbPyXfMdWojSJFpI1a/jcogoV1O2Ek95582Rd29lBo8KQIXl4ldEya5a6sXNMDx8jabNDa8z736HcQdwh7sBkGr0qq+25N/K977zvpFo9/Ia90Vx4iQkKUjeqUoWnkBa/9ZYMdeQKEStVLHmOWz90SN24UCKd3gr3jXcQ94lrUO4g7k6cP38+JiYmLCxs3LhxV69eVdJTU1N79+4dGhoa4mLkAMQduBH3p2cWZF+le5BPxhEuAZRY1QoiplJ8fN5jHJOT8xffrlMngygfPolwntzgVVZpCKsSy7LOodxB3J2Ii4tLT0+/efPm8uXL58+Xw5LT0tLi4+MvX76MmjvILxVsMZcfmlTA3Yvb2+tzv7N54q1aVe/zS9ToPRF32kVxEO8hVMEvQITuwkVMJqAlKxvFDeLuGqqbixXS94iICLE+dOjQ06dPo1kGFIAGNr++7aYVcPfM01K5Ptl6Te3hpOXoUblFzZr8a7t2csLRlCnuzIko1dpWHetTMsoevgpA3N0QFRW1YcMGqqQnJye3b99eJIaFha1atapbt269evU6cOCA/vbLzCRlT0lJgbgDZ556m0vP428W3ML9ttmqS7czh+EuqanyZ9HmTotot5k1y52tunUdgnj4Nmt+Yt8edvnriQu8G0OZtdTpHZQ1iLtbTpw40adPn06dOq1fvz48PFypzqel8biX9Em/ouYOPOf4BRazmO3+reAWmtp6C3svYKxiRVXcE+3u3oOD1bhLec5Oys5mr7xC9RHfz7eMX6VqT/9a/xNpuhj42OJ19uQMOQISQNw95fDhw6NGSSdP3bt3v3nzplKLh7iDwqTHfK5fLy+wt8CIZcAA+bMSR1sMhP/wQ+2+py7xXtlbJ3wWqzKU7TheSKdcNoaVHCDFvcYwo9s70mFBmwzE3VMuXboUGxu7c+dO8XX+/PnLl/OJzFu2bBnuwqc2xB2YxNBldg/ADbtcCa5Q78XTrZ7bxyZMsNVvM1S5F1X4rVuVHa/9w6u0BRuFqeO2ofIYGr1q/HZCclw9jleoR35WwL/o/zEL6s8SVhloN52F9rnSeJx+g2FwMwBxz5OQkJDQ0NBevXqJdhjB1atXx48fT+kxMTHnz5+HuIPCZNZGKWHPRe5b0rgfn17f74bsFD14kAt69epqs4y9LZ4Et2OS3NFNy7WHVLGLe7VhbOBi1ivZ4dd9otfXPkd0+zGe+EAi//ral57+xV22MaMVh7Bz/9FrNz/lKHb2T4dqe3G7j4Fhn6CMQNzNBOIOzGPEpzahXJjTv9MqoWi5JUryqHtbt4Y9/U2pfrkpd/WQ9feMDKUirCjjpNW39O+nLsnIf7TU17jKUSJ97znpIMT3J/DEIJv41hzBruXm/RffZ7Gqw+Sgz6Bo1VSpAer6hFWsWYL6tct7cqXDLBQQiDvEHViTmbbK+5BlLHmrVLSjlZtwJwRlytSNOEtfxz84VTv+fco6Bx2kpen4gv972UEOrdvKeoY9pOvyHxz+q5StT7e0XZe/OZhHu9B3hw2q6sHRbN63rNs8Xpd3/lVEKwybyb07HEcgPYg7xB1YFFENrztKhnaiJfWOTkLN74z4nb7eOzQnp0zVuH/N23Gc7TlloIb1Rxf8352tCeHeekRuUD1O6r7ia0EZni98NJaMYjlX9WYvXuHdCQ+9YWCf96PGyc2o4l8uxuGn8oPYYXgEg7hD3IEfMPVrqZJKLNZNdcOFuJfv8/9ESvTC/3LhG+yggy1elyutbqFIGlSco1T39G2n2Rt/1vKvWv/12mX7r3qzOlkvG8OyzssdaX1RhsPG5W36LrywPZOEEgFxh7gDf4GUnZYm9oEicY9KL2C3vZQjq7rDDVR4zmb26grjmERUca43ms+xYraIo+GzXA6a1I5aUSrj9Dn2C/7r7SNk4v7f+Vdti3mwZr3/R3qzXd9Xf60+nE9HImaksr4fGTTjUP19zU8yQNVzc1EcIO4Qd+AvaBu7ed2299WkpiP3VWtVrJ9Ba7hQ4RK2qT1bj/D1kOl6g29vlFuSkjaxRRzt+2Ee4h5sb0avO4p/0oPh2j8yZZp9qtG+0+zO0TJRjLERT4KH3+DOGh9I5BsQ2f9hj0xWLXd736NMyDrHgyspHbkA4g5xB5an+jA16Id0Fdn37w0P9lNkvfRAddTg3lPs9a/Yd7Y28R3HeWIbJ5czynCa1fvkyHGyQ5rribg/+bY8km1HZUqaxivHbvvgmZYT+fjFyWvlUYnEBrag1UoMk1ID2PPvwucXgLiDQKX2CIO2DiH0jW3dmEH2NpPbHafZnbyoSqqW2ZtUO2XsD4ZUpyivOX+pm1UczCoP4a0xyr7KE0K3o0h8wva68PlOx2EwttmkFewjcFb/hGsLIO4ggFH0t8IgfcO6bsamboaRcApffpBD4pW/ZdOKbnnhPf3/9v5QNq0kb3XwkKPtMm0Urx/MfuICV22ROCNV/y/012IAe8gMXFgAcQeBzdpMqYyiG7P9TLV7s+9CNST0UzP0Onvqfw1cazVNcDEA0cmRy8sL5PAYHZU1w8/d+7zMvszH6ihHq11EHywAEHcQ0AhBnLlRfr1rrEx5cR7rs1Cubz1qsKNwwtXH3l96+iJvuhGSPWczq+U4zOaiY0y9wUtdeuYqYx9+/rQHc0SFb0uq42v/69o/uKoA4g4Cngq2MezTN8ivH33P20YqDZG9kclb2YfpxjsWj1Qr75/uULU16RuDZhN6VGjp+YFxzZ0Y+RkfTPnGWo80+vgFlpTGO2yVlwz46QUQdwA4rV7nypi6P987Npsg9fT1r2RNXCxiYDvJbu0RfAqr0nJy5k9135eSvexTN+4TaTB8Ni4pgLgDcAsoo9GpCv/oFLleZ6S+xj06Rdbx0w6qif0/UofMe4WLV7iHenqBAADiDsCtEr3YYa6ToVt2QvHS1V0Gh2f9PnLZLAMAxB2Aoufe19QGmVdXGm/TYLS6jRiWMyaFr8cuQ/4BiDvEHfgk41epwr3ORRTVHb9Jv+q09PyAeyYQHh/nfIP8AxB3iDvwVSI/4u4VH5rkLoBGRpYUd6rpK1Gqe8xH5gGIO8QdWBmqrSsj6D/ZKRvcReQ8ACDuEHdgYdZnytHooW8bOx0DAOIOgCV5epZsmTF0FwwAxB0AS7I4g8t6ZZtj3nbTkB8A4g5xB36B1iFwvdHIDwBxh7gDv+DU/6reCO57DfkBrC/u58+fj4mJCQsLGzdu3NWrDgHb9+7dGxISAnEHgaPvInzSV/uQGcD64h4XF5eenn7z5s3ly5fPn68O7qWUUaNGQdxBoJF9GXkA/ELcQ0NDFTWPiIhQ0lesWLF+/XqIOwAAWFLco6KiNmzYcPny5eTk5Pbt24tE+hobG0srhuKemZlJyp6SkgJxBwAAHxX3EydO9OnTp1OnTlRPDw8PF4lJSUnp6emuxB01dwAA8HVxVzh8+PCoUaPEeogjEHcAALCkuF+6dCk2Nnbnzp26dNTcAQDAkuJO8h0aGtqrV6+0tDTDXyHuAABg1Zp7Afj555+V9TFjxrwOAAAgn4wcOdLnxB0AAEAhAHEHAACIOwAAAIi7e8S0Jg9JSUnZZiawD/uwD/tWsa/tvLR8zV07zAb2YR/2YR/2/UTcPXlSwT7swz7sw77FxB0AAADEHQAAIO6+zYQJE2rVqlW+fPmKFSs2aNBAcWVjFfvOBAUFWcX+oUOHKFtKly79wQcfwL4zs2fPJmsNGzakP6puo06dOtevX/d944Vg37rF3tlgmzZtihUrRvljIfu+Lu5t27Zds2aNNmXLli3CsbAl7Fu9lNNjb/PmzXTDjxgxYsWKFbCvo3LlyllZWSSOdGfu3r2bUg4cONC8eXPfN14I9slskAbxNTg42Cr2lXJChYdyhlbOnj1LimEV+74u7nTBTBUvs+3XrFkzyAir2NfmT0RExB9//GFe/lvRvmKKXg5yc3Np5caNG97SF1ONF4L9vXv30sN1yZIlJtVpzLavGNQ+8MqWLWsV+74u7u3atfvss8+0Kenp6Up4EN+3P3HixNTUVPMeHmbb15lq0aLFsWPHYN/Zvtamt+ybarwQ7Avee++9KlWq0AuxSS+s5tlXDGpbS8zIf5PsW6PNneqn9ECjt8iGDRtOnjzZQvYvXLjQqlUrXaIXK0dm23c2FR4eDvvus9pb9k01Xgj2FeiF4KWXXjLDsqn2lfdgrWXvvjmZah+jZQAAwA+BuAMAAMS90MFQPNgPWPvIHNj3Z3HHUDzYD1j7yBzY92dxx1A82A9Y+8gc2PdnccdQPNgPWPvIHNj3Z3HHUDzYD1j7yBzY92dxBwAAAHEHAABgEXG3uldI2Id9ZA7sF759eIWEfdj3UfvIHNj3Z3G3uldI2Id9ZA7sF419Hxd3q3uFhH3YR+bAfpHYh1dI2Id937WPzIF9fxZ3AAAAEHcAAADwCgn7sO+r9pE5sO/P4g7Hb7AfsPaRObDvz+IOx2+wH7D2kTmw78/iDsdvsB+w9pE5sO/P4g7Hb7AfsPaRObDvz+IOAADAD8X92rVrsA/7gWkfmQP7/izu5cuXb9iw4ebNm2/cuAH7sB9Q9pE5sO/P4k6cOnWqY8eOwcHBzZo1O3ToEOzDfuDYR+bAvj+Lu8KRI0datGgRFBQUEhJy4sQJ2If9wLGPzIF9fxZ3he3btzdu3LhixYqwD/uBZh+ZA/v+LO4CdKfAfsDaR+bAvj+LOwAAAKuKe7FixVq3bn3p0qXC/FMvThIz2/K8efMoix555BFaf/7554ODg6tUqXLs2DGr5I9i6scff6xcuTJ9bdCggXeP1tQwlbNnz6Zjbtiw4aFDh6rbqFOnzvXr1y1R+M12XKU11aZNGzodyhzvnkJUVBQVeLJMZ1GvXr3NmzdbMX9MKvwWcD/w559/hoeHd+7cmVYsJ+5U7II0iK9enIRGZeLIkSM7d+4kfaFPSlm2bBlpmeXEne6i1NRUWtm4caMXJcDsMJWU/1lZWaQCdGV3795NKQcOHGjevLklCr/ZjqsUU2SfsoVWzp49S1fEW/ZbtWpFlZsbN26MHz/+vffeI+Mkjp988onl8sekwm8Z3zJ//PEH3TONGzemp9xff/3lLfs1a9YMMsJb9vfu3UtFZMmSJSbV3BXfQ02aNFFGy3rxX8zOH6p2iatJKmnSw7VwHk5Uv8vNzaUVugreenibXfjNdlylmNI+7cqWLev146c8p/ynlStXrlCJskr+mF74rSLugt9//52e/Nq8uEUmTpwonpmmNp5QtYIuJNUZvW65evXqVHOnBz4V7gULFlAKVTG8WL7Nzh+qedEFvXDhAq2sWrWK9HHu3LlerNyZHaZSyQptnpjkOMzrhb/QHGNpa6PedZlLJV+UeboRTG1WMiN/zC781nMc5l0oZ+nlrhD+lCoXL730ktctb9u2jWRdlOzRo0fTevny5el1wUL5s2bNmnr16tGR021Dj6UhQ4Z4N4tMDVNpmBXmOQ4z++byruMq5T1Pa9O7J3XHHXeQfbq+2dnZXrdvdv6YXfgxWgYAAPwQiDsAAEDciwJTh7K5ep200PHDvh9fX2QO7PutuJs9lM3s8m328cO+H19fZA7s+7O4mz2UzeyhfmYfP+z78fVF5sC+P4u72UPZzB7qZ/bxw74fX19kDuz7s7gzk4eyFcJQP1OPH/b9+/oic2Dfn8UdAACAv4k7XHfCfsDaR+bAvj+LO8Ikwn7A2kfmwL4/iztDmETYD2D7yBzY92dxV0CYRNgPWPvIHNj3Z3FXQJhE2A9Y+8gc2PdncRegOwX2A9Y+Mgf2/VncAQAA+JW4e9dfvqkxSM0Og2l2mEqzw0iafX2ZyWE2TS0/ZsfYNDUArB/cvIUQAzagHYeZXT7MjkFqdhhMs8NUmh1G0uzra3aYTVPLj9kxNk0NAOsfN6+pN1egOw4rNN9GJsUgNTsMZqGFqWTmhJEstOtrdphNM8qP2TE2TQ0A6083byHcXGZcX18Xd7N9G5kdg7TQwmCaFKbS7DCSZl9fs8Nsmlp+zI6xaWoAWH+6eU26uQLdcZjZvo3MjkFqdhhMs8NUmh1GshB8V5kaZtPs8mNqjE1TA8D6wc1bCDFg4TgMAAAAxB0AACDuvn+ICCPpBj8Yqojri4sbmMdv9lBUxFA1t3yYffxWH6qI64uLG7DHb/ZQVMRQ9Z8wkpYeqojri4sbaMdv9lBUxFC1dhhJqw9VxPXFxcXNa9JQVMRQtXYYST8Yqojri4uLm9eM48doGQAA8EMg7gAAAHEHAAAAcQcAAABxBwAAAHEHAAAQIOJeDAAACgrE3afFHU9sAADUA+IOAAAQd1weAADEHeKOywMAgHpA3HF5AABQD4i7aZcnxEb37t3379+vJG7evLmXDVrRbUkoKWfPnqWvv/32m6HZn3/+WfmalZWl7BiiQfn6zDPPpKWlaTfQpehWDL8apo8aNerIkSO0cuLEiZEjRyobZGRkOG+cmppKZ609Te2vzn938OBBxaabHA4NDY2Li9NmiJsD0527c/4r+eZ8YIa7G15NLQcOHIiNjdVdXOe9Bg8erL3WdPVjYmI8vKCeFwbddQlxxIu3j6vTcV+cPLynCry788Ye7p7fg4S4B4S4i/utW7duIuXbb78dPnz4ZRskQMq97Vx6Pv74Y7ofkpOTDc1Onz5d+ZqUlOReoPft29elSxf3KQUT98OHD48ePVocA6mYssHAgQN1G69du5ZOPCcnx5Up57+j/PHwpjpz5gzpnTbF1YHpzt0TydDlj3Z3V1dTgcTU+awN91q9erX2WtPV/+qrrzy8oJ4XBufrUgDl8gRXp+N1cffKHWpIeHg4au4Q9zyKzs6dO8eOHStSSK9FjVKIvlKdcS5kPXv2PH36ND0Vbt686Wx25syZ58+fp3USjlmzZrkXaLIQFhbmPqVg4s5s0eL37t2rDRtGG8THx5MAaTeOiopSTtxDcff8Tt6zZ8/EiRN1iYYHpjv3Aoi7dndXV1OBxNT5rA33+r//+z/ttaar/9dff3l4QT0vDM7XxSRxd3M6RIcOHahs6/6d8iTChpI59BM9EnQXy9WVove8559/fsaMGc6n77xiuLH2wHRvM2KFyrDI50uXLkVHRxseM8TdMuK+5ifWYEw+Ftre+WWfrj3V0URK+/btlRJPK4rDfl2RJVVKTEyklYSEBHo2OCsRydmiRYtofcmSJbSx85u41uyqVavGjx/vPqXA4k7Fmuo42nYn2oAS4+LitBtrT9ywMaTA4k7b0J2mqx27OjDdubtqFnMj7trdXV1NBcOzdrUXXetdu3aJq6/4+/bkgnpeGJyvi7tMXrOGNWiQj8Uxkpzh6Qjodhg8eLDu3+ltZpcNcYTipxUrVugy0FUppWc53Sm6VilXK84buzkwZZ0yeeXKleI1VGS48zFD3C0j7jM3smKR+Vje+tpAm44dOzZp0qQ8xV17H06ZMkVo+g8//CBUXmeW9u3Tp89///vfyMhIWncj0ATVoRTtM0y5FXF3tSOV+8OHD+cp7l6puW/atIn+zpP2Wd2557fmrts9X+JumBXavZRrPXXqVNJrzy+o54XB+bq4y+SZM+k2yMfy1lvavQ1P58CBA6SedMrOBylq6HT8SnuIJ0VC+Up7iVz1RNydN3ZzYNr2VdF/Q6+DdFMbHjPE3UrNMicv5mPJvWFcEJVXSypAVETcN8vQC6woZAJap5dcZ7P0Mj5u3Lg5c+bk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728049.00 0.10 DE000HCB0B69 Bonos|HAMBURG COMMERCIAL B|3,500|2028-03-17 EUR 3407611.00 0.46 3369627.00 0.47 XS1629387462 Bonos|HEIDELBERGCEMENT AG|1,500|2027-06-14 EUR 2060381.00 0.28 2023074.00 0.28 XS2018637327 Bonos|HEIDELBERGCEMENT AG|1,125|2027-12-01 EUR 4398408.00 0.60 4404463.00 0.62 XS2608828641 Bonos|HLDNG D´INFRA METIER|4,500|2027-04-06 EUR 919804.00 0.12 916133.00 0.13 XS2243299463 Bonos|H LUNBECK A/S|0,875|2027-10-14 EUR 1505976.00 0.20 1503510.00 0.21 XS2657613720 Bonos|AMERICAN HONDA FINAN|3,750|2027-10-25 EUR 2308652.00 0.31 2303924.00 0.32 DE000A2YN2U2 Bonos|HOCHTIEF AG|0,500|2027-09-03 EUR 944585.00 0.13 941370.00 0.13 FR0013510823 Bonos|HOLDING D'INFRAESTRU|2,500|2027-05-04 EUR 1194683.00 0.16 1176809.00 0.17 XS2286441964 Bonos|HOLCIM FINANCE LUX S|0,125|2027-07-19 EUR 1125764.00 0.15 1120022.00 0.16 XS1379184473 Bonos|HSBC|2,500|2027-03-15 EUR 4746569.00 0.64 4659552.00 0.65 XS2903447519 Bonos|HYUNDAI CAPITAL AMER|2,875|2028-06-26 EUR 300897.00 0.04 0.00 0.00 FR0013281755 Bonos|ICADE|1,500|2027-09-13 EUR 3920555.00 0.53 3901438.00 0.55 XS2673969650 Bonos|INT DISTRIBUTIONS|5,250|2028-09-14 EUR 747282.00 0.10 740246.00 0.10 XS1908370171 Bonos|INTERCONTINENTAL HOT|2,125|2027-05-15 EUR 1191281.00 0.16 1170080.00 0.16 FR001400EJI5 Bonos|ILIAD SA|5,375|2027-06-14 EUR 832964.00 0.11 525606.00 0.07 XS2677668357 Bonos|IMCD NV|4,875|2028-09-18 EUR 1164967.00 0.16 1157562.00 0.16 FR0013330099 Bonos|INDIGO GROUP|1,625|2028-04-19 EUR 771933.00 0.10 749867.00 0.11 XS2767979052 Bonos|INFINEON TECHNOLOGIE|3,375|2027-02-26 EUR 507431.00 0.07 505960.00 0.07 XS2068065163 Bonos|INFORMA PLC|1,250|2028-04-22 EUR 764647.00 0.10 743813.00 0.10 XS1933820372 Bonos|ING GROEP N.V.|2,125|2026-01-10 EUR 0.00 0.00 1177398.00 0.17 XS2673808486 Bonos|BANCA INTESA|4,375|2027-08-29 EUR 2081910.00 0.28 2078716.00 0.29 XS2305742434 Bonos|IQVIA INC|0,875|2026-03-15 EUR 0.00 0.00 782564.00 0.11 XS2036798150 Bonos|IQVIA INC|1,125|2028-01-15 EUR 487042.00 0.07 0.00 0.00 XS2529233814 Bonos|BANCA INTESA|4,750|2027-09-06 EUR 1895553.00 0.26 1889370.00 0.27 XS1673102734 Bonos|ISSDC|1,500|2028-08-31 EUR 773073.00 0.10 767173.00 0.11 DE000A2SBDE0 Bonos|JAB HOLDINGS BV|1,000|2027-12-20 EUR 7088837.00 0.96 8057751.00 1.13 FR001400F0H3 Bonos|JCDECAUX SE|5,000|2029-01-11 EUR 747378.00 0.10 747653.00 0.10 XS2407010656 Bonos|JDE PEET´S NV|0,625|2028-02-09 EUR 1219910.00 0.17 725895.00 0.10 XS1960248919 Bonos|MORGAN JP & CO|1,090|2027-03-11 EUR 1971835.00 0.27 1931936.00 0.27 BE0002900810 Bonos|KBC BANCASSURANCE HO|4,375|2027-11-23 EUR 1138954.00 0.15 1132643.00 0.16 FR001400KHZ0 Bonos|KERING|3,625|2027-09-05 EUR 3285310.00 0.45 2858366.00 0.40 XS1196817586 Bonos|KINDER MORGAN ENER P|2,250|2027-03-16 EUR 3667191.00 0.50 3590190.00 0.50 XS2305244241 Bonos|LEASEPLAN CORPORATIO|0,250|2026-02-23 EUR 0.00 0.00 751871.00 0.11 XS2720896047 Bonos|LEASYS SPA|4,625|2027-02-16 EUR 2680691.00 0.36 2698742.00 0.38 XS1602130947 Bonos|LEVI STRAUSS & CO|1,687|2027-03-15 EUR 1099512.00 0.15 0.00 0.00 XS2128499105 Bonos|SIGNIFY NV|2,375|2027-05-11 EUR 1489440.00 0.20 1439664.00 0.20 XS2463961321 Bonos|LINDE AG|1,000|2027-03-31 EUR 1461842.00 0.20 1442010.00 0.20 XS2148623106 Bonos|LLOYDS TSB BANK PLC|3,500|2026-04-01 EUR 0.00 0.00 1098130.00 0.15 XS2628821873 Bonos|LLOYDS TSB BANK PLC|4,125|2027-05-30 EUR 1034689.00 0.14 1033516.00 0.15 XS1681050610 Bonos|LLOYDS TSB BANK PLC|1,500|2027-09-12 EUR 486194.00 0.07 481445.00 0.07 XS2027364327 Bonos|LOGICOR FINANCING|1,625|2027-07-15 EUR 1140559.00 0.15 1139956.00 0.16 BE6321076711 Bonos|LONZA FINANCE|1,625|2027-04-21 EUR 492432.00 0.07 481778.00 0.07 XS2904651093 Bonos|LONDON STOCK EXCHANG|2,750|2027-09-20 EUR 1205557.00 0.16 1199281.00 0.17 XS1918000107 Bonos|LONDON STOCK EXCHANG|1,750|2027-12-06 EUR 292857.00 0.04 291808.00 0.04 XS2408458730 Bonos|DEUTSCHE LUFTHANSA-R|2,875|2027-05-16 EUR 3310418.00 0.45 2977226.00 0.42 FR001400TSJ2 Bonos|LVMH MOET HENNESSY L|2,750|2027-11-07 EUR 101076.00 0.01 100447.00 0.01 FR001400ZED2 Bonos|LVMH MOET HENNESSY L|2,625|2029-03-07 EUR 299831.00 0.04 0.00 0.00 XS2726262863 Bonos|MADONALD'S CORP|3,625|2027-11-28 EUR 1957864.00 0.27 1948521.00 0.27 DE000A382962 Bonos|MERCEDES-BENZ GROUP|3,250|2027-09-15 EUR 1526375.00 0.21 1515953.00 0.21 XS2758931880 Bonos|MITSUBISHI HC CAP UK|3,733|2027-02-02 EUR 1021460.00 0.14 1013110.00 0.14 XS2349788377 Bonos|MITSUBISHI UFJ FINAN|0,337|2027-06-08 EUR 1176155.00 0.16 1141889.00 0.16 XS2465984107 Bonos|MIZUHO FINANCIAL GRO|1,631|2027-04-08 EUR 2949911.00 0.40 2821178.00 0.40 XS2528323780 Bonos|MIZUHO FINANCIAL GRO|3,490|2027-09-05 EUR 1122874.00 0.15 1118992.00 0.16 XS2672967234 Bonos|MOLNLYCKE HOLDING|4,250|2028-09-08 EUR 727083.00 0.10 725633.00 0.10 XS1197270819 Bonos|MONDELEZ|1,625|2027-03-08 EUR 785861.00 0.11 771648.00 0.11 XS2676882900 Bonos|PATERNINA|6,750|2027-09-05 EUR 745225.00 0.10 744050.00 0.10 XS1117298163 Bonos|MOODY'S CORPORATION|1,750|2027-03-09 EUR 787892.00 0.11 780101.00 0.11 XS2338643740 Bonos|MORGAN STANLEY|0,406|2027-10-29 EUR 1631441.00 0.22 1619999.00 0.23 XS1645722262 Bonos|MUNDYS SPA|1,875|2027-07-13 EUR 771246.00 0.10 768383.00 0.11 XS2931916972 Bonos|NATWEST BANK|2,750|2027-11-04 EUR 3617666.00 0.49 2994244.00 0.42 XS2680745119 Bonos|NATIONAL GRID PLC|4,151|2027-09-12 EUR 1138644.00 0.15 1136867.00 0.16 XS1689535000 Bonos|NORDEA ASSET MANAGEM|1,125|2027-09-27 EUR 3357128.00 0.46 3341123.00 0.47 XS2203802462 Bonos|NE PROPERTY BV|3,375|2027-07-14 EUR 797863.00 0.11 797371.00 0.11 XS2462321212 Bonos|NESTLE FINANCE INTL|0,875|2027-03-29 EUR 1957249.00 0.27 1930903.00 0.27 XS1821883102 Bonos|NETFLIX INC|1,812|2027-05-15 EUR 1839849.00 0.25 1839551.00 0.26 XS2107435617 Bonos|NEW YORK LIFE GLOBAL|0,250|2027-01-23 EUR 764573.00 0.10 744099.00 0.10 XS2332589972 Bonos|NEXI SPA|0,812|2026-04-30 EUR 0.00 0.00 779939.00 0.11 XS2443893255 Bonos|NORDEA ASSET MANAGEM|1,125|2027-02-16 EUR 777572.00 0.11 756672.00 0.11 XS2229089490 Bonos|NISSAN MOTOR CO|2,652|2026-03-17 EUR 0.00 0.00 783779.00 0.11 XS2449911143 Bonos|NATWEST BANK|1,375|2027-03-02 EUR 3615038.00 0.49 3467787.00 0.49 XS2473346299 Bonos|NATIONWIDE BLDG SOCI|2,000|2027-04-28 EUR 4755345.00 0.65 4636829.00 0.65 DK0030393665 Bonos|NYKREDIT REALKREDIT|3,875|2027-07-05 EUR 719487.00 0.10 714903.00 0.10 XS2102924383 Bonos|OP CORPORATE BANK PL|0,600|2027-01-18 EUR 4801200.00 0.65 4704530.00 0.66 XS2332250708 Bonos|ORGANON & CO|1,437|2028-04-30 EUR 778673.00 0.11 777402.00 0.11 XS2611221032 Bonos|PERMANENT TSB GROUP|6,625|2028-04-25 EUR 750411.00 0.10 761720.00 0.11 XS2475954579 Bonos|PHILIPS ELECTRONICS|1,875|2027-05-05 EUR 790246.00 0.11 771669.00 0.11 XS2049582625 Bonos|PROLOGIS EURO FINANC|0,250|2027-09-10 EUR 934923.00 0.13 929428.00 0.13 XS1734066811 Bonos|PVH CORP|1,562|2027-12-15 EUR 1107325.00 0.15 798944.00 0.11 XS2436807866 Bonos|P3 GROUP SARL|0,875|2026-01-26 EUR 0.00 0.00 474696.00 0.07 FR001400P3D4 Bonos|RCI BANQUE SA|3,750|2027-10-04 EUR 714519.00 0.10 708307.00 0.10 FR001400H2O3 Bonos|RCI 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5766914.00 0.81 XS1961852750 Bonos|SAPPI PAPIER HOLDING|1,562|2026-04-15 EUR 0.00 0.00 496185.00 0.07 XS2676395077 Bonos|SARTORIUS FINANCE BV|4,375|2029-09-14 EUR 735833.00 0.10 734650.00 0.10 DE000A4DFLP8 Bonos|SCHAEFFLER AG|4,250|2028-04-01 EUR 100797.00 0.01 0.00 0.00 DE000A3H2TA0 Bonos|SCHAEFFLER AG|3,375|2028-10-12 EUR 392369.00 0.05 392598.00 0.06 XS2442768227 Bonos|SKANDINAVISKA ENSKIL|0,750|2027-08-09 EUR 1435182.00 0.19 377996.00 0.05 XS2607381436 Bonos|SECURITAS TREASURY|4,250|2027-04-04 EUR 3698936.00 0.50 925305.00 0.13 XS2511906310 Bonos|SELP FINANCE SARL|3,750|2027-08-10 EUR 2038721.00 0.28 0.00 0.00 XS2150054372 Bonos|COMPAGNIE FIN ET IND|2,375|2027-10-04 EUR 794855.00 0.11 794187.00 0.11 XS2601458602 Bonos|SIEMENS|4,000|2026-04-05 EUR 0.00 0.00 806777.00 0.11 XS2769892519 Bonos|SIEMENS|3,000|2028-11-22 EUR 1119295.00 0.15 1115251.00 0.16 XS1986416268 Bonos|SIKA CAPITAL BV|0,875|2027-04-29 EUR 970955.00 0.13 953540.00 0.13 XS2356076625 Bonos|SIRUS REAL 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745079.00 0.10 751450.00 0.11 XS2399851901 Bonos|ZF EUROPE FINANCE BV|2,250|2028-05-03 EUR 453815.00 0.06 0.00 0.00 XS2079105891 Bonos|ZIMMER HOLDINGS INC|1,164|2027-11-15 EUR 1049686.00 0.14 1048512.00 0.15 IT0005500068 Obligaciones|ESTADO ITALIANO|1,325|2027-12-01 EUR 8608611.00 1.17 8534678.00 1.20 461049299.00 62.56 457288948.00 64.20 XS1789699607 Bonos|AP MOLLER-MAERSK|1,750|2026-03-16 EUR 792529.00 0.11 0.00 0.00 XS1820037270 Bonos|BBVA INTER LTD|1,375|2025-05-14 EUR 0.00 0.00 7879402.00 1.11 BE0002251206 Bonos|BELFIUS BANK SA|3,125|2026-05-11 EUR 4603460.00 0.62 0.00 0.00 XS2623129256 Bonos|DAIMLER AG|3,875|2026-06-19 EUR 1217746.00 0.17 0.00 0.00 XS2332689418 Bonos|DANFOSS FIN I BV|0,125|2026-04-28 EUR 780513.00 0.11 0.00 0.00 XS1891174341 Bonos|DIGIAL EURO FINCO|2,500|2026-01-16 EUR 795224.00 0.11 0.00 0.00 XS2463505581 Bonos|E.ON INTERNATIONAL F|0,875|2025-01-08 EUR 0.00 0.00 997069.00 0.14 XS2310747915 Bonos|EATON CAPITAL UNLIMI|0,128|2026-03-08 EUR 487439.00 0.07 0.00 0.00 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 BUNDESOBLIGATION 16/04/27 Venta Futuro|BUNDESOBLIGATION 16/04/27|1000| 10700000 02 OBLIGACIONES DBR 0 1/4 15/02/2027 0,250% Compra Futuro|OBLIGACIONES DBR 0 1/4 15/02/2027 0, 43700000 02 54400000 BONOS REWE INT 03/07/2028 2,75% Compra Plazo|BONOS REWE INT 03/07/2028 2,75%|10000 99841 02 99841 54499841 false false false false false false false false false false No se ha producido ningun hecho relevante adicional. false false false false false false true false g.) Fineco SV SA, entidad del grupo de la gestora, es, además, comercializa dor del fondo y como tal, su retribución se encuentra incluida dentro de la comisión de gestión del fondo. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados El semestre estuvo marcado por una elevada tensión geopolítica, especialmen te en junio, con el ataque de Israel a Irán y la posterior intervención mil itar de EE. UU. sobre instalaciones nucleares iraníes. Pese al riesgo de es calada, se logró un alto al fuego casi inmediato (12 días), promovido por T rump. Aun así, los mercados reaccionaron con sorprendente calma y rápidamen te descartaron escenarios catastróficos. El petróleo fue el principal reflejo de la volatilidad: subió de $70 a $80 por barril durante el conflicto, pero luego cayó bruscamente un 8% en un so lo día, seguido de otro 4%, volviendo a niveles previos. La presión fue con tenida por factores como la sobreoferta, reservas estratégicas y la indepen dencia energética de EE. UU. En los mercados financieros, el semestre fue mixto: EE. UU., emergentes y Japón tuvieron rendimientos positivos. Europa lideró en términos relativos, con el Ibex 35 y el Dax destacando. El dólar se depreció un 13% frente al euro, amplificando diferencias de r entabilidad. En renta variable, los bancos europeos fueron los grandes ganadores del s emestre (+25% de rentabilidad). Las small caps americanas siguen rezagadas Por estilos de inversión el valor y crecimiento han tenido una rentabilid ad similar. En concreto, la renta fija, en el semestre mostró: Pocas variaciones en las curvas de tipos y en diferenciales de crédito, q ue permanecen en niveles bajos. Las bajadas de tipos en tramos cortos favorecieron la pendiente de las cu rvas. Se espera que la duración gane protagonismo en la segunda mitad del año s i la FED inicia el ciclo de recortes. En el frente comercial, hubo avances en la relación EE. UU.China, con la f lexibilización de restricciones tecnológicas a cambio de exportaciones de t ierras raras y acuerdos en temas arancelarios. También se firmó un acuerdo comercial entre EE. UU. y Reino Unido, aunque aún siguen pendientes las neg ociaciones sobre el acero. El semestre finaliza con el foco de vuelta en los factores estructurales co mo la inflación, política fiscal estadounidense, posibles recortes de la FE D, resultados empresariales y la guerra comercial. b) Decisiones generales de inversión adoptadas La cartera de la IIC permanece invertida mayoritariamente en liquidez y ren ta fija euro de corto plazo, así como renta fija cotizada exterior, princip almente bonos corporativos globales y futuros sobre deuda alemana. A fin de periodo, la IIC mantiene en su cartera de activos de renta fija una vida m edia de 2 años y una TIR media bruta (esto es sin descontar los gastos y co misiones imputables al FI) a precios de mercado de 2,4%. c) Índice de referencia En este entorno de mercados, la principal referencia de inversión para la c artera actual de la IIC Índice Bloomberg Euro-Aggregate Treasury 1-3 Year I ndex (Total Return), ha terminado el periodo con una rentabilidad del 1,56% . d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC El patrimonio de la IIC en la Clase A ha descendido y el número de partícip es es menor, mientras que en la Clase I, el patrimonio ha ascendido y el nú mero de partícipes es mayor. En este contexto de mercados, la rentabilidade s la IIC en el periodo alcanzó, para la Clase A el 1,94% bruto y el 1,60% d espués de los gastos totales soportados reflejados en el TER del periodo de l 0,34%; y para la Clase I el 1,93% bruto y el 1,67% después de los gastos totales soportados reflejados en el TER del periodo del 0,26% . Dichas rent abilidades brutas fueron mayores que la de su benchmark que fue de 1,56%. e) Rendimiento del fondo en comparación con el resto de los fondos de la ge stora La IIC ha tenido una rentabilidad menor a la media de las IICs de su misma categoría RENTA FIJA EURO gestionadas por la misma gestora. Los principales activos que han contribuido a la rentabilidad del periodo han sido la posi ción en deuda española a 2027 y los fondos ISHARES EURO CORP 1-5YR y ISHRS D27 EUR CORP UCITS ETF. INFORMACIÓN SOBRE LAS INVERSIONES a) Inversiones concretas realizadas durante el periodo Durante el periodo, se ha reducido la liquidez y alargado la duración de la cartera gracias a la compra de deuda de emisores como: Hyundai, Kering, Le vis, Visa y Alphabet entre otros. Adicionalmente se ha rolado las coberturas de divisa y se han mantenido las posiciones en futuros de deuda, para ajustar la duración de la cartera. b) Operativa de préstamo de valores N/A c) Operativa en derivados y adquisición temporal de activos En concreto, se ha procedido al rollover y al ajuste de la duración a travé s de los futuros de deuda. Se ha rolado de marzo a junio y de junio a septi embre. No existen inversiones en derivados u otros activos con objetivo de cobertu ra. El grado de apalancamiento medio ha sido nulo en el periodo. La liquidez obligatoria se ha invertido en cuenta corriente. Durante el per iodo, la cuenta corriente de la entidad depositaria ha estado remunerada a un tipo promedio del 2,44%. La remuneración media de las cuentas corrientes , incluida la del depositario y otras entidades bancarias, ha sido de un 2, 43%. d) Otra información sobre inversiones No hay inversión en IICs en más de un del 10% del patrimonio. No existen inversiones señaladas en el artículo 48.1.j del RIIC. No existen en cartera inversiones en litigio. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD N/A RIESGO ASUMIDO POR EL FONDO El riesgo asumido por la IIC es de un 1,33%, medido a través de la volatili dad es mayor que el de su índice de referencia que ha soportado un 1,20%. Un 2,9% del patrimonio del fondo está invertido en emisiones de renta fija de baja calidad crediticia. EJERCICIO DERECHOS POLÍTICOS - INFORMACIÓN Y ADVERTENCIAS CNMV ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 30% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, POR LO QUE TIENE UN RIESGO DE CRÉDITO MUY ELEVA DO. LA INVERSIÓN EN RENTA FIJA DE BAJA CALIDAD CREDITICIA PUEDE INFLUIR NEG ATIVAMENTE EN LA LIQUIDEZ DEL FONDO. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS N/A COSTES DERIVADOS DEL SERVICIO DE ANALISIS El fondo soporta gastos derivados del servicio de análisis financiero de la s inversiones. La gestora recibe informes de entidades internacionales rele vantes para la gestión del fondo seleccionados en base a la calidad del aná lisis, su relevancia, la disponibilidad del analista, la agilidad para emit ir informes pertinentes ante eventos potenciales o que han sucedido en los mercados y que pueden afectar al fondo, la solidez de la argumentación y el acceso a los modelos de valoración usados por los analistas. Bajo estos cr iterios, la gestora ha seleccionado 4 proveedores de servicios de análisis que se identifican como generadores de valor añadido para el fondo, y, por ende, susceptibles de recibir comisiones por ese servicio, Gavekal, MRB Par tners, JP Morgan y Kepler Cheuvreux. Durante el periodo, el fondo ha soport ados gastos de análisis por importe de 1159,89 euros. COMPORTAMIENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS) N/A PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO El primer semestre ha estado marcado por una fuerte volatilidad inicial, pr ovocada por las tensiones comerciales, la incertidumbre geopolítica y la po lítica monetaria. A comienzos de abril, los mercados vivieron una correcció n significativa tras el Liberation Day americano, con caídas en índices c omo el S&P 500, el Nasdaq y el Ibex 35. Sin embargo, desde mediados de abri l, hemos visto una sólida recuperación, impulsada por la fortaleza del sect or tecnológico, especialmente las grandes compañías de inteligencia artific ial y semiconductores como Nvidia y Microsoft. A nivel macroeconómico, la inflación ha mostrado señales claras de moderaci ón, lo que ha permitido bajar tipos al Banco Central Europeo. En EE.UU., l a Reserva Federal ha mantenido los tipos estables, pero el mercado ya antic ipa uno o dos recortes en la segunda mitad del año. El dólar se ha debilita do, favoreciendo a las monedas emergentes y al euro. De cara al segundo semestre de 2025, el mercado mantiene una visión constru ctiva pero cautelosa. Se espera que el crecimiento de beneficios empresaria les se mantenga sólido, especialmente en el sector tecnológico, aunque podr ía producirse una rotación hacia sectores más cíclicos e industriales. La e xpectativa de recortes de tipos por parte de la Fed debería apoyar al merca do, aunque la posibilidad de nuevas tensiones comerciales o rebrotes inflac ionarios mantiene el riesgo de volatilidad. No aplicable No se han realizado operaciones de financiación de valores en el periodo. 1448833390 5435 1.75 0 0 0.00 196358423 2175 3.00 0 0 0.00 0 0 0.00 1026134237 3829 3.03 18956903 235 11.23 550085317 5358 6.25 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1285722710 11746 3.68 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1147369262 3269 1.18 0 0 0.00 0 0 0.00 5673460242 32047 2.82