El proyecto del tercer carril de la autovía A-1 entre el Real Aeropuerto de Colmenar Viejo y San Agustín del Guadaliquienciar comienza a tomar forma

El desarrollo del proyecto del tercer carril de la autovía A-1 entre el Real Aeropuerto de Colmenar Viejo y San Agustín del Guadalix da un paso adelante. La ampliación de la capacidad de esta importante vía de comunicación es una noticia esperanzadora para los conductores que diariamente transitan por esta zona. La inclusión de un tercer carril en este tramo va a mejorar la fluidez del tráfico y reducir los tiempos de viaje, lo que tendrá un impacto positivo en la región. A continuación, se presentan los detalles del proyecto y cómo afectará a la comunidad.

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El Ministerio de Transportes otorga 3,3 millones de euros para ampliar la A-1 en Madrid

El Ministerio de Transportes y Movilidad Sostenible ha adjudicado un contrato por valor de 3,3 millones de euros (IVA incluido) para redactar el proyecto de trazado y construcción de la ampliación de la autovía A-1 entre el RACE y el norte de la localidad de San Agustín del Guadalix, en la Comunidad de Madrid.

Este proyecto tiene como objetivo mejorar la funcionalidad y seguridad vial de una autovía que constituye un itinerario fundamental dentro de la Red de Carreteras del Estado. Para lograr esto, se destinarán 95 millones de euros para la construcción de un tercer carril en la A-1, que se extenderá a lo largo de 10 kilómetros.

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NkQ1NEHEu8Y9DRqY8XCH3A9Pg3LypEo2PEyo+9rcFRDlBp1UrR9M6HdOUN+MzpBCNWk4xTH7xjMl6o+jXVf6R/paY7MD9UNKQhm9o1s4Yq23dNz1lx/xFUVToBP6AM4O+5Z8U/U0QK7Xa603ixiTHyIq3Y7tzIRlOfv9cGY0kSK92SjvPSglyb4/Yk27AOBQBDwAEzuABcd1mZeqwABI9gAAAMlYBhbav657kEF+pnX2+sbOC4Jwn5isISbrWsk2q2GMouy1vL/SJjC6pJTmjN9xBfY0AglK7HreMKeOtNSYteqAB4psNVgAImdhV+ZmdcIW+cl/Z41UkSEFxEjwBpp10t9IGr+0dsRqo/OGfZif3GpC+TEJkxFkQnpzhPKAbGQGZNop/NTKkNokvlwgvDHYhHf0BMA4CksUwYnkx1FQ1XoVgzgYAh+StJewU4FYnDwcq/VwPd/m/ntx4Psn6p4OPkFD+5QggukVhlewySJPuo1kHH/EgRUEJDFkP6deW0pVKxHk/DB9aX276Kdu5A3dq9M23yV8wNm4CDk6b4xGzd9Aeid+a/Ou3tz7XvQ+wfMWCgq7t82622VAx3S7udVlKtjDknO0QPVDm3mN9gHLV8q0Z71ltb9Aky0KZUTsWd5SYeGDPCdkp+LwN/6J7zRMKhDdPo/VEIDBE83kzQru5V9IfLxJ6iNjqlqwial8xy30lb4jDMLpMCwL5Q0wtwI3632uEgYKT51CfaVdayr68n8EG9b7KhDr1rK5b75pP74VreqlJkSPMYl3pmKKtfAhwufLjDz2AAG8ewABH9Ddj2IM8uG3WsIIH90/sZQYvnVh4nFnSacEdk1nMmugcqN9SX8ielcN0sReRHc9CaxmxkiafVH1QpOht1aXkmFftqng3U1mlMWmgREQOjgj+Bkdi4ET9hcCtZ2xiLzysfOkt+2BixiH64McnsdOvLFtB0NSy9jglLNrLms9wxIbbYTOChgz+VtftCAHEcVzxMI9Ebm8rj8fCPdQVi5BW/m6CGcrwKnVlwoslsuMlAEWoLiU2XzfvuQbvzS5WYYNocit/riZQY/E00HpRw0d8WXELxh0QkI3agK1GcX0I51fUrnnWUt6hCr72xmNzuTskL+cbs9ZHly0cIfLBF0M4zZLUUcgaJ7TjsmI1xdFikUa4DLlg0a6ha6kpmyJEHUGbrp2JJxZUxkEqRWHUU6YZsqVSZmD3pk2+Ak8y7IdH6RlK1KOIJBDN+AKgDtSmAAzm+KXNszu8i3biTJT9V+LvLaKFHkBShAqPBFWOGqRYqMyIACjbr91QrnQrXskmj36A3P0E/CGbOkVh2fGaVMbeMagbDclcdCQdqRb+y8R4xSvk/kT9bSHXfINBqpN5cVWVOHALDrBC0fb0rvHTOXU04g4ocizJ5uaCYZlBHb+CvlqEg5QrZ/ZQEMYchtxjNV4QOf93VFnpMXnOCnOp4BF2vlpVIzC+b9a/4sykiXYzM/Q1dte1bTjmoC9tZQX4elTzIIKxHU7G9xYMgB/L8vuMd3hR6RcUQo7YgoMGLW08LBvKXxTNzD0mdF/gIx6tjLKMFoRzqyi+goVe8vk+VKFYx3Pe7sQGjTA5R+QNEnh/PueTjeU76EY7W07n1c7Wd7X1fP/Gj12kmSvwKUlsndign5SSEyE3LMH+hN48ncEr7Dy6AAO9p+i2cXWAQeXy9I//5w/mOVGrd5DxuADLhUVyrV12+f6R4/n6iZC0wdPJ+vtheDj5rksftHj7HLceMVf/iW+53etX4n79E/HadX74M76Cnfc4kGh3iJXo3/TfT+/qmsqyms6daFBWyS6G1y+o118qhN8EsbB9IXN14UhzgaFacFalFm2BelkVYN0HVOuNHCevlkmeEiRDJ4oR9Vl8ku/QtLlrKAva2bNjhUsfNsDdIXiBXRHVe1IcbePpUnXMGDPh2zZeDGBf12gq4/fWAQfeIWE5iJYFx2Fo65xMTj3oMdRfIeMPS4muWyqG53nAwaqwgLjvcnNmKRz7XIkx8/LQ7/6YIZRnwrH3AWARQGJ7w50DxtwP+NY+rSroQrsiVTl0KE1+KZpPSjiyPqbsT/vy/IK3GBpLCpM62fVatsEPtRtWJxNld9hbeOI1BfZQgvgGSTBr4rp8arA0iYkZwbCdQEePVr/lS2mvudtqMKUvN9iDlcRESSleDvv1bseZ3+Zy0S7XdVzgnYZF0VXy/L1t+5JwYvku//yc/iJu5cFjObUr8zEJfNt7xS0X8qP+9614x+8yw07pXh1AvURk5hwU4hgkiMOe7W9P8jbeqgCaop0YeiCNy6TWjx73iLisNcH6T6Wxcnq7XfOEbpy6qRyTuj2daImjccQPw0gVkHqja1kSUGpt74ODdVTgh/X38VB7N/PH0owTWOU4bNfeIWuAexqucYo/nHQXPLTVBlsJNuwXIcwDt24Hzw8ly06FXhKTygx3nkDMoqZpOUF8ZjbIQsqiRXmHf3jIrgvEBvfl8XFl2tsFw1zwWlfPMdAn8aT+o+XjCsez3nbfwpgKYwdRo98Iw0iscBxYt8FUtr/7ntd1VOP2kEfZT4jJ89P6K1gExodOcGIJJdwZu2CPzAIdAlG9+h6c4Ok2+vR+iu9m0NNxHjN4zou5qbTE7Hmtu7XTTulEeRc/VogbxqUcKEEkz1GQJgeqUvOxmqWzlLCdbXUFOJbICwpN7PKfowDSQkAUWebqcvUvxIkBrHHZU09VfIJChdseaD6WppHhSEUyRWScyjlUjWDtZZ+QWoHG7YXk6wybuAckbjqS6uI0irwL7jQhC6R2XNNut/cfqA4Y5Jp003G/To9aJu3zwogShiiJQTzSisnEyjQRpRsFda2ERLrsXZ9unUwTy//BU1e1EswrNe+ftmoECWaEwGskVLF0B+9axu/jDijG7Btx1Tkvjbj35xfzfDyzZNmfzzVcYnYS+Q8um9mZSWQuYwGiDvfL2HRnj/RXh2zPr9mEiC/Gs24iemI9FuT+ZAqfGXHOTGTjnpYGUuBvS1DgGY9izL2m8OtZnhYCYdz9aCG8EiktmQFXxBDGR8Ocgym5Jz31pxDkdFhy4kwPxWkUbfaxE4Y03sfxHFcCX0jw3ApJ5vFgxGtnytrZZDL5/Q6SHCNnPmhbJANa0w4INa5cR28mXZkTj0w4LADvgpjX/44iXSQw0u285nOUPH63IbwfdQCOnlWw36lcKzwzQJJNYQIxREMsSOfGZgpXPZlefhiuAsAooRoZL79hmF4VrMFtk7oENDKfX6a/OiH0UzZfwLSDf7fYTs2XFfLlC2AdlaPtTZobJIF3k6EHAGeTkXc03pw/BskI5gh2UdsQI7SgMDfwtn5Lpxe1znczdEi4GwH+GI+xst95O3yr0XVb5SfEYzE2Q3ayD5kuQ04Zytv9NAX0DT26SMgrRzgY417jWd2p4p+4LXKWoamCVyG3RFHkEwTSxIDvbq4VnevvRTCPYEORGhzIHD2YEEJUkD6gTEjTa1nS1JOEuupTej+Lq2mTvilpuUrrZMmBrIYxPVa31zhLj38MOAITDXkXnOvFTsMyiaxc/qCkwPYRxpMXOag/FHXfaRhsENCfoSX83KTpooAw8FQCK06dcviqGQ385BG2drQb2rCr6d26s/P1+9ReACuFRfKnXDzntX9jAFE69ROtwZub97Dnarb51aEiRRdg+vRcQc7lNLljvzvCf6JyxIj0HlWIwcVhnsJSvQl6vhmvZiPFs9M3UWvisY0HQQMSbfYzvMWN62z9TeeEqN5Kqdo4ApPycF5cl3MkhvQI4+vCw8K7AS8awvgY6F5JUOvfRqIXDDwR3Qf9NSe6xfM/1sr6MP+Xoe2l3m+Zn1KsruGA2PlX9A1amRc1cCIhcc77q+cXxhXuUX7c6B/MwJeXYZ4bKmkTZzxje0tm8Xozs7NKAXeyILZyFE2QfUYJe9txc/aOn04qA2lMp2o6S1hx5G6Z60TbjbtDwoUeGVufUq+3UraDn81weA1UGK69NNE26XJldAWL9qGAOG07CvaabMo+r9vjfKOX0DhanDv5kkG/xzfgR7S14HKlFicirFIlwnu4C6QdT6576u7elof0UmncS8PT8t+Jo0zbDbUYZJO7hxFG6YsL5cVSx8/JqRz6kBCSv69+erpxRrvs58c1yaXE8vVAWdh8HuvcsMbd733uHZOCFotAxWkCguFJkxF1hqqWttN8IVoIzLptbyzZgTOLBjgfSVe9XiKNd4WT1uLFBkeXls2ywrdHD4zlt2xYPy8m/lSg4c3K0xruD62QYBzJyAhgLU5W3/B3jgDuD/4cyvbid4zQaeAghdBUASz9qWQoQkzfWoEuLYhyLMzeE+dzjggYPMPZQVG8tZs03CuZIkDW0WsyZXl3T9uuDvH8ENFRq6qO5Yta5jAFccn+sEh3DNgCFi40eL10S55ZDag0DzfkkXEZjvubmyo6WFpbuimtXjxcAKAWIqP4Q4Ljzdf9jxSp0U3faACOyS1sC3EH0H/jj0IOEmCttrdPCfUD5RDNrzpiEQHu7fYetXq6PsFWK0/L5SGk6qrFnYrPcz50/rSo03cop+/8yVjWsTfMY72E+CdGZfnbanzn8lCHFeEspttl++Q1O2yJz4q/nNA4/x8W1o3mpC/XgxfG5yyFL2BEofggHK7mqRhrZf5pqzbuYaX1Qom+jcob4NWSpacxNZjJr3OkS2dJA3CObzgH7FeGE0rY0aVz9QJJP+8SMwYEow5SdoqP8UHhyJFsq0oq4vOY2IOztextHZXxYuM+mNOr9qA1QisVwkDRCkpVl0MavzkrAZI8icMkPIo+UlzITryoNnrVbajOm+gX6xhUc+NmmLGt5sKsmT+ujQX8UjL4QJQoCVUHg/K2ik/oQ/63u1qRoDTIMPEPeT0PX14W4X94fyHPiWFzKYKwoLabeYtyorP8MCVrHuWVf+pwq0P6W9XSoqcb9+Asci2gK/UtxeioHk91djCds3J4rPJWpJsct1ZncB1Op75/of6H3nF84VrXm370HfYiUHw6DlcoMhPYWaofjV7BEQiBRtwzHY3da/RSOi9GkoQTg/BCkQdbYK5YLnCtWslnoNpBTfBH1XU0T8EShRl+FYMZrCfXuTIOCLo+mAPQbigPyTiP/cvQpATVRprCZd+6qXXbS2KTeKDqCWul/31b/UhR20+TgDwVpjfY5hPEW3EjNkrVODEyIU6iMvP5NBu0pe9LIaHiXRYPpFiJj04blgHBCHjwfG9GBBKJ5JYGxCcOmmYLRXctPq2z0fZY95CsGSC9yNATPgR1/vZNrAa3o2zN6OvG5WEvjFYZihgC/behQa2NV8me8ywpzm97puTY8CYhTDTUSkd2Bo+7brfglKZorhDsK0YzvSt0LHhIq5oTln3EdN3z4aFLkfhArdgWCKXLFjF+nackxS93jhL5VdtmsiKJTgWz6fiMERwzhFEy3A7Z4nltkHT8GlFpwn9XEUXaNYzbDUvARhMhIXwRV4+0IM0S/IjfKMEdsBSNi2gdEdFQCT5S8QcTmGRS9uMNde384UmA9q7zxytp/XrK/YA80FpR5jVH+ESFnUV2f0Bikc+vo3TIDxjo9xoasg39Tlju/tYxBIzqsilXl+SKSRXkQAjJNRqUo03SHqiZ8andtHg7K/UJ2Wrj4Y93SrrsRnhyn/fcZKhFNO0dVBsDsxuAp7Sa9MFp1q1GSH7zO9Oe+yZet9fEAp9BDWE/AK/YkcWfGFPa4/q5Ny3HwUExvi7iyjxtqL/N3Lkmm0QiCmvvQDhRyH1gUOKuPKBYMKcJyLWekB9V6BYVWVQTXBGjpGLo3YxYnvjP5hCzI13qkbdzTsaTP5+XmQloaq0fO8MZeFvz6uCA/f0R9NWDw96M8HmNs8/wDjOPdkstCzXimJrhMk+3PiZwYv0vnyQQ/8CGHzHsP8H2xY35q73m3w3VLe5zlgz/wIyv+KEUnsNIj04VgHt0YCWMj8GVo5jTK/JRE70VnLkKA+omMF+0CFNUW9L30a0I/HwU3a7kZlC9UEXGIG0wNKASJ07yRJCWMQ0cbn9R5FV3d256RmAfx/tB/km4Oj857EvafJP7sPKtcgqwwhXT8CimdHvBSeBGM1M3xsbxHzmQVBpe3TTRDXaaI0b6y2ixAFq0/ljatIDbPu5JjjZu6NUZY+Y4sIjMq3bJpZ555Q1RlqIkU5SFw0RZG4iVwokzwxqAa4oIP6AM4SxakK0BvznRrs8HvcKxH67uC8mJl6ApnXganlbJVNxk54Dy0YImVbyveeviyKKSRAJgqfSGahQLxy18UJylXAgkizj4HSVQZHgqRivPN5QZNfV3H4EzCLV8w03BvhLyFmtV2GWj4LuHL5XYgTbExKDteaLB/w21UOj3GMmGTKcOZe9rWrWrRu4jFybSd1HCZ6uTt70VpC9xsGO0MUvPWg5b7LqPNlVCFNYrG14VnWeQBwKrTOJvQ03X7jqVQ/2R8dD5BDw3l8bdkfofNeYxhEG1saWKz4uC+n9WNJws/fHMm7W2U/l32yqRYnu4DIBTEQy8Hn+C7cGzZAnfRaxgEXU/nXqbWhX6GeM2SRdG0RExADLHcSJgSjDmdVQQCk57zlQWFRLxqtyoNiNh0MYw/hvU4ywL9mUlXUcUiQmyqyFczwMecNlreaTQa4g9YXPLue7CAPnd71B1fmYi7Rt3OF1fOwJYnqQlTnEYBVNf3sZhcEPGUjOaBYAXYqGF07RHC1lIWFCWQx85mMnIKcQcUnu1SMtX9UGsWT6vd3pS6eqHLc6pAOwQ+rDuVK8jbgv4vwVR0X/tOKjp2nQAtoQ5m+uo829H9uikmdt2UT5P3NyV9Pjo+dJsCHgVzBan8e3sZ2Wk/lsutV+pfXDNojEQ2vcaL05KYsLmIQ7+p9I47OB3utyJIW1K4lMiTVdokVW2uOkpej8la836MEjYOio4GHlCakBsldUQG4W5CrAyR/D0DgZfz1otkYD5krOpZ8pQbim+FWsm3pw1vsv+JweWpyhEdE0SnE7JuA4bObps2hmhgyPEEtoG+wFH4lVZM7MBPhU6xiD58TrpzH5CrbxEumyk/4fLVdVYhvjFyDtet1ujP+euv+exJx1pZW8kinIZcqCMSvR5cfXISEzkgYnEtU/7JeBhtrsiixm7R4K/XYdGWJ8Jd4PbaP5Upiw/k6RiHa8aMG6+Tz+ObenjEcj9j+4pDtGtfFJgnhyuwCrFUNJGM22PFOUndbNaSNl9Sy+bvfNgwfgBdhHmGI7hvHOog9ddouf2lu7b1Mb5O6faCIoV4OpqxAyR483GKcQ5gkHkvFPGjCmQdGmFlQ5DYEqWJGByncDP9bQSf/2BZu7OyPDWqUQUen4BnCg69filgvaHQfBXakiEDVMLBDbHm0OAAxxLEff0l4TSxoOZl+z8yugvAdpYIuD3bgnkzUPUqGLT2bd44DV2YsTpwU3bxE7YEF8Eutp8hfIyOjK969rbexSTTqLv5Tp7o+SbnNDJ/g0JsODAkGqVhFpV7mgaQbg8+nUz2mwKntJ5suksX/nbm9kjKoD4zR7LE1kqvZO51rRXxr+3ZJiSrFd+8EV2vvLTOPKsqZSxftgJxgaglNl6U65c7NYAVQIbXbu0UtpI+IegDmzA84njW2AUR93oMXI0rcoYg49eIsQJWNwJ0SBIhnntUCzTk7D4RIyxNBz0+ptHP1f0cAy3PoqB3iRB1X+IA0iSvuHFtzN6KUJC7KGaz2L0E0bqKnu6yCq4a5xhyfoEFUgQ4TzgdYkejLllfvZLTboSNtH8JqElx701nVd7Ar5UGkhSYMtxFgOOqr7fPUhJdc7TR2cxyKcj8Xuloa1pmXp6KwKonp+5qhT2LBgSDfzxz3wJ4gUmxCevOGersZykf8l08pJTvSeRPiDXnsfrerHACrCHG+Ik5ef4aTqF9c1st/Dez2dPQj43n76W+SdTx2rJbLJUh2F6LfD1X+/mfwPhvWVvLTVvZZopnFA+3rumpEdrJ8XaKLhTvVnZIpFqUDhbTYIVRNI5vpzLKwJeFXUuHi8YISxVMrArujl6vQPZcLuw4LClYNY1eaOwNcI54rbevexe2CeaYiIfhUMpV5bK2tG2oHS0FmCtxtGbN4DsRhcx9WWHXWdalGiibV8gmnPMHEYX/DvdPARNsWVFH/lA3FFBjrdk86TGdQ+PppJlT78pQoBVztS5Cg2xAMt9xT0Hv8n4s81zHwBGQPJkYalWf5KF+gsgTT6OLEJqX/ZxUNlbahe7lQKvE0gfWYjqSniqGHiNCResVWvXCQNbtXSzguMCmUl8J4m62Qosuggb2AXu+/x1Ztpd7doIyQdVf4LAXwXH3/KQ6C9jX0zX0YQVpVKtytwwVXA39J5Mth9h6zPnKTQzGfYrUrO7VsdcXkqRXHEgazITM16NZ57Qf6ER15Ur+Fl7TlcPvzj/i2HLqAspDmlky0dG12b/waUZrXfrq/dD6i5N7/29aYv5r3ygrVHdbWb98e3eVMqFkDDwJ8xQaXoZvCxwXBqd2ZSRGzjL6cyieV1P78Bb//6Tjc82uvQanY5L5y+iGifeZ7AxLc1/IVdCKdfM1Ofb8vgz+6YkeVqGqKvnh+F2/WwTShvKJW6P2r0zEzYJWC7vZ/YaNaAOjPRGIyMPfS+kf2p/occ9/yNVgDLQ7iT4n92R9Q5lKKxiMlEmXUUXgJwx1+A9uhsCB5kBHrrmtgd8K8WHB062FLFsE1dVz3KnNfALHCwK3lkx3eIJKGjH8kU+bfdqmmU5YL3GveR4CU2KaiODA5XG/kV0SeycPf82UspwAFx3K3iUQpY/n9fZ3zthRtSA6HbH8620RQ4Oc6xDEEpURQEP6HWbiHIVTQ1Hwv8smZ/wp3DmFViq0W9kDUi57lZfyVLfoIf5EGtlNqQhUyO53ZOyBDKCphoGe37o2zDjF+im+7XQ3i+aOwfqbZB6A4yLUS+6ISqOIdSw0c9x3do3e6vIS3SVxdWo6ytH9pF6Zt3vke535SqVPZ/Ljx4eTJAlaoGAW3Iecm5M6gjs/jYi+ujImTEONYZK14YwTpLXLrVKol6Ydp0k/E788IVKIkgP+FiVUJXPzO3cC4hKBMVu1jtOBClcLOgopmI+VpvJHcKmNWYT8RKLkJU75LHO4EV03yQ9AxF6zCJdl7B5+sfk/dCiEYkE1C1HvD8fiyMq5iC6LVBaKpWSQKpFV4m9+A+9lmok+/LEpftIqM+rRC7TBv04fcJC1RlpiY05OycBp68qXzqhYwrGNJhqtC/WX3erppT/CuwYbD824Zz/x2IbRerRjuPYiKOxeUMZbJeKeAJ3U8fcevZolXJtuXb+9ybIMLFH63E1L2wBIwC80a3/SJ1GunDultIaivDMlCOCWncAXp+d9UozpFUeZ7IIfz+3b+uhzF9hOOlhDqm7IXCQxeTSEyGB2oS/u3NwTJuVE3+w5VlT4LSqdOsRgiavhNmamhLwTlDd7GeNFmDTx9BftP9ERIW1UEWCQZZo280+Tvfw1wczYt3JKMxyrtC1BzrBrm0Z3M7pqU3jR6kjW76jegMydUTwCfDXX4cr7oWc9xS8Aj8bSSTZtptN6fnE6VhDT4TIpZ31VkYhb4c5ivIlI07ra5qTWw3v0tUnzxFo3dvl5+xyslfHARy4u7MJHkQTHB395p118sRfKa/Pn6N5gNF3cZqfBKpnNkE7V1cL2bdhCTub2LqsiB2O7MeagG8QXblF3o5vKgCAFFuhWJ7WQzTOTVW+7bMfVYFVmAJgAYZ9ygPnyn5gYGI9gOivWS/PaJCUoKtdiWH+389tgy+1mlSpi9Iadk5oCcl18d/U9bPp6Eq4ZVTrTMRIaiHgzv5kd9fNTzaxdVJle9Ks+MlGl8w22KD5JTza/HgDDjauZ+RJf0wcWz7bWy/a7gq3BLZ8fchTivitVn12r+Mbrwps5lE5qn6iumtxtSc4AE7gzVKbOF6XSCt3Fc+zaaFRjTFdQrWrMUoGxPAuu1V/CUx0HF8r8z61FpgyhP5ykY85jZf1p8SiVQYVEOQDO0053TPfPbnt8lWgp/8QATJtOQi2KJGQdRGH478OKnFZ3UBDlBRdGnHdSwq0YCPmITU6D1We4ZdwEmcS1wfm7qbSRrMPCwHbpJepcgHck0AjDx7yDA822mUt5LDfJ2wHPZZI7rtmbLdNj3nxQNsfh6vxssWy0fBOwOWJOCT1DmLwfhPsxl6+OXglvCPYhgm9tVWaTMrgDiqC+KHkhrmE6GHKzXvIK2Jq5zoK2/39wdX1jYjcb+gHKw8wNlqmJfyPouJXCpIhjhonsBBygfkOEbJOO+kyF7kjEcgxWP7dYHo+iG43mpISF5uPTTXVRY/5ALkAOkxxhca6pa4yJCATlPMQBtfjRWAJlVXi65lWleMIIxIwjWSAw40UthQZbTZYd8J9oGDgnQbQrime1EHjWa4OuG+C3OJdQxd8pk1gyx6zWmSCvu5Kyl5B8j9QpwC2gCVgtMScUAaT5EpOKgUMKOU1H/KK4y3S/czcBq2fpav0qNyFidtX1IqzUMM1LTkA/4YV0+vekaOkTv8pfZN12bVQSNMOnXvNL4QIMCIlbVH1VRmgcWUo4udAo8gxHSkx0lSMeHZmhmSAMo9kxD7krVMwZreb+fd/h3SvkjGaqh0wcHnWmIzYgtZ/+AxnPAHjbbkOviIWovYFSdXbLX8EPX3JFBsqr9iFXQIBrXf3i98+xgww1azKF5gCfpnHOEPs2+shuZXYDsCYIh4dcndVTmPFKCxgPyRHc6zPcHez4PoE5tOyjP7kHxMUmjoE4ZnTg2sVcUcqRZmDf80IViWEiuV2nfqgq8kbOepLHN2ouggmoosDtBicL7ecPqch6+trbkn+OTGDnZ/CDlDruxoWrjm0NXFldRys7o5tvN5xZXp1iXIGSTDP6Cb+01Lhg654XaEhGwTdRecIXPF8jeWuYTtPQXCEFRPG61UjLr5aO6ey6fjclvNvV4HVf855UVQr+HLkcd9AB7WQMtqFkwKfvhp3bdKgETwF8wpsWpjYn0SOdqHc96tl3W1IbioWRucnliF+oIOfopfE9Xv+dPlaDdGkx/TnY/zercYi5Dixd9NFIaXyB/WdMUz2O+pe4Wwf1ZNr0fWnXwT3ZbB0VX2O7qqjZofW6COsy+/47GV/djpx3bkoDpVcMqKh/bPVcKMu44suGJB3ZcNTi0JdZQvnWoo3Q7naZ2LVZJscrQJLW4nSchnOdsG1yzRa3MFl8I2CdTI5b10c33On9rOahDdZFdQ1kupizJrbCIVZAbs/oPbGTvWRCaOx5qUWp8CgKNGf97+sxzNBuLh0YAIN8tlsEIwghzoQRjNq1KlN5X942Yr29jeGNIMPOzDXfboOXj/wCGRAIdGKBe60lTqMIKLx+miUpZpCMAU8d+GvKJQL6b0VhNiSB3mBo5o5EOzKUFsI345vM7xeGnMiE2bVvII1iUS+gFq65tYKQOUugol0lDNXoPnAPTswSjpJv4td4phm50Kd8gTyvtDhoX5lKjqlVWjWXXihc4vKY99WXAvxf7qcrdwuqTXot1keYXspc9+MeppJ+Yq2dgvLdT8MKAdIWkZp2wZN0cK+CatC6dLi3J47uzhe6612/DBOBN1pdn4onGdUuNKszjc3RTtWimhu2/U49n3wg0yKYnnbyZu2rK7sfxG8EQ64mNDhdiJJzzIcEVv4B0tdqQoS0m9SINs8l8pP+aArZLvrBCOyAxeWS1lkaLBbgqZYKiruTipXowzgaIkL4Xt+ICky2MlKF71GjsHiuIoGaUH8mnQxVA4DZPYE6t+wwj99xd77ktaYPnSV308c6y1x3IEPfF+Z8UbrZdDQVlC9rXg0NtyDO1ER11+Tx+wyn9Nmnwe0EkWrM2bDe828Md+cxKYEveUzzyU2Y48aRDTyKBiW5ihTyHPmOWzHSPGENivlxm1XShyulhvjVNB+uBR0FAQuXgkztVdZkt4ZOXOi+evbJjU+0OlK/3QqaWf1JyyItx9yM/5Nrzv5+9JJT6oUq2KyNio812YJB5lQPVPj4oAmfpFaUe2A+rUdENp+ii6hd7mGpaKKEybU8VMyvnBcJ6ssZGYCBfDIRX0doGIlsOZjOaQS7mgz5FCjFRi4gIyufIjKUkL+ZUJfQBi7amzXp8Y1pc7LmMsINzatllNQsDDG4sRIlMBZhQyYvQp8w/VvYqOZzs9Zyjx1CE4rhrT81JABOGWS8TzUmLEh2BWtnsEKKUWQ5BN8TxmA9KgZ1J55g5phpnH0TVTXDlwxCSkYxb+DUfzu6+HWqykGuUnrVZs435c21vqqsUZuno/PkAqe4mUf1pJ9e7lyStJ41zZ6pFHnrAvA+7RZfTXI6mGNcd9moNcrsdSJCJDvp0dvtcPLFpFrIzL5OYtf0KWbPV3zMJlFvhLvbKkCm53QtWunRL2JdRTG4juEzSqKPsb3WtZl01bczXl8yd2AhNmM8N/+SpeLl4e38NddvyK9YKWnDmdsXHhSuKb00Fcb4oFoPZuqX1lvsuzIqye92JKyHpgiV9vJCbQe54a6wzhR6KRxse7N3+ZOHax+qSXJrEOZtIzTmKQqYdOBs0VS16yvDzLJTT4wQhc2OpyxTZeWwcLObCWJhucFU8mvY0E5TFqckJgN8mf+CDKVAEZENpd867ioGEdQIOjzwup+03i8wmvJmX4iB7p5eukUylWGU6zr1f72E5fhu/UqNL9/oD5hZfoyju8UnEaA8EW98W8g/OVzMA9M4CxRtvS0YrsfKzatP8nlz6QXTISOAslHY50j73OZPE8g1s07THsLdqPZd4ogD9llPZfDfDhhJsdRXIm48NHyHzGfwrC84gKcDaJz6u/7S+3a7WDU5mq9YIA4TK2oeDOLr6YYL0xJCFDs3IwNRq6s5q90yjthl9Fo3tQ3RNbWGmNKRjc6AdplAFe4vdJgsZ1v3xNQnzTWA8XaA9YV0SFtEKQA6pJfz8Xc2S5GeoEMSXM/7Uul52WRX9U0vWbn1hMBlUnQJY0INehagufZSM0FwuXPFVGRBnRRUyP8EyIwX1VHjgoey2/8O5/0umxLHKJBCve3kz9ymqD4psibRiOF6EsY3HeOhB2yD6rG1TwinoShiB425RX9dUspmbaUWqNQOxAY4t7D28pqfp+0+BAkn8287wGR4Awfxl9UmQyYMxqyTmjmEauusTvqSswrdeplbpZd1NNSnKNnkq0eLcRmLFYrljk/J1DHnaZzEtQ4zHHsD18dz0S/LectTs5WDMHtMno0H6SAHgI0LfNGxmhVFM4N90KB6U8F1A2EhShxsAUqCY0Sov60J0JeCVTYcaPr2B34Db6kTlp5YOTt5ouXMxTxRZG/FOv00GzJa45u7aqp0A0BUFHHXLikT9xwtQ5hzr4lbNliDxlEVcM7Ou8+UbUeOKIU1LIZI4ZdbkpYKwvaeWrPwKBUZDXWVPayhLaL7R+N7zToNExqb9o658xYyRhmZXX2Of5GdtgVOh43LR6/XxBtSgWYvMNM+b7DZ8CB8dBVAVj3VQ5xFCs14OKxe2WcakF1Vos3hZqrmob78eNI0k5/17t383AwmO/AWrQD9w1gNLCmijaRyLIzcKMyO3o0GHgwTwKVlhh5SUdGdVIYmSwlrKNXy8EO+2KJ8VeP76fvSja42TJ25ETUbJWAzgMfSGPuzXdFlUIwG6teP/ZzgTU4MGpCWP1l6C28z0imhuUwVrtscAURiHhtjROXiuNZ6UIh0vu/6RD00S5ZIsHJHdCH7FID1Sk5OeysKizVn2GxqQW2oLWQm3gja6Wj+DlZjrz1xF6zjjXCsFaGW7TqK22w3L21Vjy5O7h0VQu4rB4WTcClT6AIa6HR6hehlA4VFp0vEBhynTWPHBK2u6uHeJhrSwyA8K74mWRUtbtR8FHyYdwS+njxp8m9nFrP4UFuSkAEJRgYFDMVkt9Sp++uvUvl37znOgrDqfXgyAxwNXFqN2OygyZrJRy7lSWdbrWvYWu+IFmbbCLuB0HAwF+KDo/7p0r1mxHJXMNkul5Mrm3dmGVP5Chncft/zXMTQhkYL2MuzzisYOLhDZwlCZHhNvQ0rIEGibHm/2rHU5spFzGb3D91AG0ATavFLr8eX5RGHrqwj2wfBgORkNl33vF99XgRFI8HRa1ZHbW6hXHZ5nb4NakqHOsAI+iL8ILP7wHGBS4at5Nk4++4JIAPIw+31ztjA3vKsbFVgMRjCin5xS2GE4/6xYLjMfMuzsxctl4cJg2RnKF2jFuf39ViNkkddOCZudznn6kW/5HVEVWA6ngVHQgEEqw0FgspqQe5CfN9pFWtyD9YWWOF2fWhRQlUJO4g+/TFz39PJlr2aJ+S/FV0HnJla1bC+O2RW/5Dg92KXNgj0hcMX+d0VVfTjCtFJw2+zzB8Fd7m6K3Aux7cpjDZpPr20TCxBmPsz4Kg/pQT3btcEf0J9k6Xt5GgV1VZ8NhNyIyYY2fOxWeUnsLH1nPC5/FQqZRA8Z0EjJNnPQhHMeh5v3haD7V9fPUsW6O9iwz55JGwAySYGt4fz9xl6t4Duegqk5Whnp1jLmUXcyJvwLyF66/5oY+6PlD2tu8IZTprABQ4zI7w7koN9vGRRBwvHWGfTbyK5hBkCFjmA9ye/sGnn7QuRQAxQemB/qatAefKLYDMCQsb+BWpTRp9mPc/JOWxjFwAq9HzH5DWZwXQwNF37Uk3XwUABVRNrL/e2t8IwWmZ1iK2E6mdmTnkGmAD+148zW+Uz/Id0MixO9qqn4MnsesAbRpMGCNH+B1WFww4DtkVhScZeYyLYK0cRap2I7PN1q8lR3hbaK31pxgg2Kv0n5Ka6mIPwAE7zkxbObKOIEw3fsVUp7aLoYwX7mla3/VerehBSTgNvRX5P/42TOB1P+2ek1uboCfB6epfn6ralV8XLfzLJT7vIXOb80ZXOjN744zQayvHiNXyr0hi1PVotDDbMGnouy5V4pxMAECYCEMPBYPR9VAcQAEkRgDvOW2qmu8iKSEVJGV8Vw9jK/lqDps8UP1fisXW51dxIeqYVFcyXw6lqvGG3s9bFnccltwqqB+ace9cJ6/yK6I2xFnY4Bve/l9aWa+/LnbJc34A9FxPQpnvb9W0aZoq/RNJqAQbb5osnJVdNKke++mfiXaICglnq62M7C+jX/s0GIYpgnLZVTnwmF3k52KOm5Ql7kIBldoYcAdqChaUmICgmqs4VvC699hZdKcPdy+KimCljZITCke0s8QAh6rjHHwkzysTKmEoDq6+AJzEF46aXW5iqr5g5h/LNVH7VmDLWl6R+UBLqW7fRQiAK2QGzOjxvi6983VWG0Ygxa/KmOOjC9iGZju6m662ZfwfGGGWhsa5qRayKKETrG2iphdYLcf15vvFmL0Hb6hDppG/MUrxgNlYpeQqz9bgGpPk5/Z/SCpD5MzEWSz6A4H+N5o0UWYj3WjkY+iapq+jwBc9eaGmj9rJdakd6T5reYR3K01L99WM4GwmaPZc3z6wU4K1yqKY1uIGt2eQPJ7f5xXR8MlvDkMCR9NCciyLMZSEsDbLoCUYPo8g2Wr6bqr4515KdAL/M/9cmLZHbEhAzc3HakBZC6h5w/thhsusBaZKYTkvHj111FlCmao9aRKL+6M0Yh0OD3PcYqrQ9AuV00CUhZZSoLrBgO7dsXoyj4/QjnLqhU9JCvtJW7s6sDACxVRFknXe1ZOZPHvmaHHd0nen9l/V+pA5WDYIW1vc6dAedFjOwuFqv/slMiGp6n/m0xaEy44WIitDTNZSxb0Q8x0BK1iTxKmjemBgw5YuqK+iLUDPHLLD7gq8mBP8X92iYpl8jcnOozPuKIwTmCo3m4yEhcISK7xdWe8czpGAwN+7Mg126o3kW0yCNtywiKl5CysyYYBGvcPcUpYPzSnUQcPuSeMqVjhQmRfl7vrt1lXcvHKOrt2jbkrfffqZRXrtS3CWBf+Z5Ailur1eIkVaUsZtN7HFbjToVDyMlQaNGQYq4CkqTv1CNJ39cEJ83j/OYsIvSvrjiG+YA3p0rWNQiJ5/7K/nGctWNBxXGRvQr6dXD2ObpA5SczHuSVo28utldVM/vwxf0kQ+XR/utBm3ES4b/WQ9OJ9vdKxRp5KJYc+aDeW7e01xO3NcO9jsz2fiHF0xMm/h579xpfGYEZsZ8/l5OyMSXsxtF3ozKwVremaDZfR5xykXyh45jJd2mlOFSGQc7OcRNXXuWCdf1xyUbEG4MxK8WKtk8RW4OPkzc5Ky43dXcjZkde8hJIO7LJsmTyXJDWjhmb7iBsE+Gty1PavtKgJwFZXvcTaZngaFy6f+N9S62ZV18Upp0Ol5iUIr6J2YgagVIguT9qihdnwXkI28e/cNx2eB5Y6DMpxGqcHeTP3akG1CHsHMNCteeCZZaqFE9U2iD2Efu9M/MlCuxdi4/WZ5FTZtMUBxuCT+wEDhq3xTzn8iB945xNcjONg+ywpp4LGbsY9L5R1NP+l3yNZPifzlUG0aa+n3R6XMiQyuWkPu7nGeeq5WUNiKuPvauSQoiffnvK3W5u3yrWp4JXUbs6lXXex+x3+qdT8iz8Ecvj/2B6RXJngCqtyiYKlsWy0ebBu19xGTH6jyJyT0uKEcjmcKdf0CjeZaEkSO1D4N91FWjcHi0k3kLoT82+KiylkVvAcsDCQu7ZmhHn5AemPWxIWvBoUX5ddn8KcwMK6ETaX7oqQd0GUIH/6aJDrd2Rj4ZrNOEjeS7uMH0K1QI+fxQzf2GnxXy+xifD5qMokE6V8Sxm0kd8wxWUrFxCIc1toe40pVefseVDtP0gZrxULcv2JbxTutVD8SILEHy5flVTGV1KGimbDd9mSe7C3YidFpdq81Ef1g2Tm5RN46b8cswQeJC57FIh/Nzq1Vc+GaRkkDUGEntMF8TL1fhUV0QbyQ84+8NlL2aZCJwEKeyPWLjgYxkrEkKMTDWwoNT2+MnfuWafNGYj+Qhvh3qaE6gmkESBIkwWUtYnikf8WwCf2aJMrO8iIUurXwLpqNRBNPOtrjagMmggxilvse2JkeMa6jQhz6RUXLVA8ON+J1T6K8Yv6Ss52AD8f3MwQIqQovk0O1ZTkIctRBaL5G5CeudGKaoN4sSgPdjlyrPamcCw489gq2T15cUfRbKiRY9RciTJZtWYw3Vx8F2cmZqUXUI3BPzVVLYg/4n7nGIrHBHhkRsAhnPlkEaV2Rk0ruIoPa8MAZzLNBpZBHopc8yYpyMQopBXViaJHSbPG3lmhEY8fyVNyWkAJzzjk0HhtF+diDjPeFwHJkyGm2ifRDVl81l3cvA1ND/SCoHmaHPayUFeP8+o+2gQhH4S94Wi7TgY4NbcrI/JT4L8Cc/1NlXCWGePF6qXrG0kW7EK9CoziP/UlBJbDrZTiIWfFU31jiICaWS8pKIFt3cJcnfVmdZzmTr17LZy++TN0LxkOsdFFLomnVzeCvkB7q+fnmCVof50LZftz3GMImE/ZWU48KkRA3rpCwZ9c603SJU6MH9698yItfPPdleu0+iMC/+iq9k89nJflIGGhixdhSs54YagtS9tNGOihPZgA0noIzRqx5FDcNqATw+pbrwl50ZEwXQmgfE55SDcdElZXNK18NfQ0SpAViLhbf5T3MrKUBi4tx9BGyW/E+Q5mR/7qaUKGvzCcAW4iBMIbM69Je3eXar2OQO9a/yZw6/rP5Ugn7oENLz5Z7BqkMlZQ/utt1PNeLR0Q4VMpALZPsg5N1QVAoLIW0gNiN1DWvny1YJ2PwNAnWXgSinn0ZZFpx26pVXEC3zqVbcjFDJRy5x/A3PgfPLklwBc3KkipgXKfP2zdY1jw63NMcUbYthhvmL2hR4UV8+an5zZLPcK8WHh4OI8IEdShLpEqxAIDiVB2Jth0vzOlQYCWe6hXGWerm6rvS355ezj0k3Agh4IfCx+Ji25NMjbIwkTS7u6+OSXjkELW61w6vWJnym0rX4TJbcjKB4aUZ0qNZMCb2DlmbAUmugIwAZDsdPJ4d4LtMiDKozfTKiRA3lRbN7aUo7tPy+pNRFvcdb1DOIWPvFrz6JYCSvlxAEyWiHCHzYoz/NJK2DJNwRMQo4uychiNid04ag7Osau8OxJcslYPeOzCBmXLSrYaERIyKHDlTixmEmzWEQKOgKKPvKiieO5n0Ld5Ms5rlrfmHG7TBbEEAM/nsb6KrNjybIvQynAZHzApLKc8oB8cmEMet6gK2R2xQzskDgKlZ5AeGvFkGp7EJUvZxmxaXuSKxjdIkCErfO32JQwLFnP/8fMwkw8L3O0WsB9Lsjbdi9+bX8FPrrgOdPx4DzzDl9IpRmVu9EGDbyQZghLwfEZcqyvZ+3WcAtH1qfK3lHPOxuS9fSUtOAUnmPVizo5fHjdobjbR3bBqe4mydKwZgoAqiGVfR10gEwj/rPWWdjL3qd9uToVCG93h5xcTVaObQeCmXAfxO+HEa8GijMoYC2QG1x3m0ypmWQ4GbZPwFuApt/EVC2qPMP4XQaOxQQhwlpbRRR1dfogpVjmjm7ajUzRwrYHIzeuAI+t9rssUOett9Ae583qwRiX13drPzTx+8WPzLWGv2pIhMGiaMMKS+g5A6bs9pqrnKyxo+6ND+Uj7ukSXwYiND5dStNpxQ5mYgmWwO/m96FNVYIr/RCWIDD1uqr15wbmrt7bggzAnjcg8SfdIiODNBXhCrcf6GbumCU8YK8ZE96FDGlujnjZY3cKPnf5P/F/ZxH5Q7G7/CckuVlwX/rrPOWcakVgojhoHGBzZ77ng8y8CBAWfZOdAwys5TK9JwOHP/vJW8urem8JMizb4rrHkDQDisBwyvX+3m2iGhO7SUXp1R8+q+29bseHqtnoy55HT1XgSIkbN0Wlnn9L6e/vFLpw+oN+vmWqAXjtNzwg26ZsBmkNNIsAJgP/568ryCSt4Php5X6U7fyVkZyzLJC6zr4p182qxwz8os2mqwTnbclhCg0NONpFt73ypYo2NkIyWTrEAdWDU9dW0Ofb0lQ0Ow+C4XS4t65FUEpIvv98TtpzPLCcC8+Y/U3opzDryQsF21lBwyenkHq8wPGh7cFqUmtrk1rHhgzUHRRMHe5rSk8ah6bY3hJXt1NQp+ardJOzD6jzthMejy0dUilHHfd2iv5nHKfisOSGmKKYLmzlzFxBBjsmEdnNicSiq1Kfb/2Cq8TmGR3sy2FcCfTOUR3e5dH9NJKmPg7jJQLw+DD57djqLuOR8MurPnl+8VXF+dvj8eDdZTIrX/S7qSsKuvWJmTHMGWFgomZEJ0y66vEdJsSd/6gZ9u8VBHod5kxLHIVhMNA0OkzWvMcfOm4jhDrtQdtwClZ1Dzn71orsb/nUf2TD/Df2raFlnGlU/BMxNB3APn5FMWOwUbZ3VyCvDIMd7tQSo16tgxYq/YWPgvG2+UWu+xQI9Ed2p7KDSIMQxGj2+NdwA/PWTqTygjhHf2Y458iENkGzcnS5/IZaSqoVqFNyHd9Xq32JXEhv2e1gOVOQwymKu8T98CgHPH+iy7SAaxjl7kYTvQ5ohwS89J/3FyIGIYvpn8l5oCaJLOPFDv6kmd0lFZUiJ5sXUzp4AYVH+F8Hpl91LEQ5xNXz5z1yPGZzoEFeoMo0dNp0ev++UIlFXvt1E/nNhw25+CTcG96a0GZX9wXEgyY50yGxMLgWm4slGx/5kG8pMKG6x8OJBNmiSugyptU+AIFVYIdUqFAYR4wDOWgwBpXCFbRg7CmoLmS3qchGLQD+5BiEPZ2xEeff5eqcMhzw7OHIAPSQT4wZXVCfq9qkK5R9Pxu17gWqLVvvharvW05tIhKhBN3WtFH7kUL0cSV8NrG2t+4w/o+30d/6Kd3AtybdP9CbtyFvmTIpLEyLO7yeeOts843mAZGVZf+13pdqC/31z1lIPiY1PENp22qull850OMZ+6xYxjz4fB2KRd8W7INJMxmQoA4E6WhlPXEwf7zRE9S2znPHGT/on86JbBkwohUk8nFAZfiLjzwnp0os4sXjWgfiGWVHBBb/9foU+Pq9s+/Xtp3R0M9Nnp3D3mZw5HIpdPX9eucDgKAq4PW3gtU+f1Ms3wLfnVKVZsX3CaOzK7tqeIMri438bN89ziQUFscLL34DnSj8NfguRu5P+N66bEQOtF6tEB1l/zN1Ez0d2xGPmqK3PaJao07jkIpAKg56aQ3yT4skaex9Pt27JN+D6Z25YnAv98WP5lCD3MJeJTfunwZEBdTPzlrPGG5UwmVZ4LnmlakkDlU9dP4IYuD7qb+d1W5M4tNlHdAN5hoa+8vBU0GDE2epL7w0B1Jejr00EPGUcSg2PLVFd6tUQZPN5+/s1oPKgeVnOJ4Z1WrN8aYD7rHdY/JEghXE7/fYJCNI7zN4NDrWplAgkzQSUmbt8/YUd+3ZX5z0ixiqtg+Lr3rt9wGmLOU0fbqsof0f5P36aWeqssX+oo6L/iDBUBJNOpVdM6H7UDRucEu1M81GtNLgnxQmvWU1A94xDxkW2J0rI8A3c8+59htkesssvXQvpxDb7tSXeKAZ2MXDEJBTUhcHyBbRYj3zsAHW9LmMbQIVseQoyfIl/65pHQMO7ULi0kW4oZTYqEuxolAhofNCWh7EsUujS8zd45tkpkYARkjPYIk/IgAS0jSlHqZtQVfZqnPVi7CyJYtEK2uRI/KE4ujNeocYQC5+GbVa8ZSneNRTcjG5MPPR9e6kOxL+2byZKuRa1B4Od8BLNM3Jwp5Uw11cTGr2zeeMFXwoLgYPQIP2jxIzAiEB9LmxSO5v1MYOqJzbSmgx9A7uuLu/5y2ginQsWr676zxuUgZAJyJT/7seZS7bgHhks/chCA60JqckCaMip7b84gKPnME375cS00JJAS9Bw8UzcOPcVWl9rtGwtkrocpzBdkhtiTVx4NnIP4TFSZGmwaMGxihzXK6tjuzm6qPyo4BApkuEc4exdjyzwefn8YdNrXumjXdJQftG7vk8KsX0S4/8qr1RDs+cnhfvEtW8kdTZyb0oJZhJf2CowoBWtz5H7UVbJ7S/gjLhHL6fNmQOfyQvmC6x5aGKd2hI63hmvjwH9smbK8Q3lffNkhdAdVWS+x+hV0qVgy+u87ItK7AjuIowmvD4XypdgNUi/iDs67Q6q5mODqCOZceQGpquoxPHVCJP8LWCppgaHTsof5N8BuAYnvoxKDXmYkjjBTMUEFt5qmHQvQfINEm9iOQsUAB4G/SYPRuTWipLv+aZjWLW2veHn+OoPCQ1qxXT7ilKEi5bQkfvYQszt4+gBf+AfigBvFemihhEyrSb4C2h5lDR/RSh8euBYwqydYO2ucqz8BnGZ9S8Lx4VN5dOtZrDGlpO7XZtA9LBNRlPK18DNZVzXtdgTv8zUaXxH9cR3hxvwugMKcmp0ILVpx6aThwcZbkGhcW1ymRTiwmSoqNM3aJvCQ15Usiopbs1UBcAQVL2a7YZDquCJmF5Mnxg9hXkWrLwlzo0qjA8Q0T1i3qb2bxJRobZguec3VfnCS63GY/lEJMP7zucU9CQwXLMWR8bmwwm2zElWpptnhHHKZRA8TugkSIE9zq78aBBk7lQtVRwWtOTcN9hL+pcBxx6MGBVd4r/2ei3aUTI+W51SX6vMJy7WNp9xqX44y6p2HoIXRFbd337SZ5MfByWhlpHDLwpASEqkSKs+psrQKeLy+YlCKN3TcOPdZdQxrd5ccywibjGymZX4pkruux+CMAJ6bAhizPntO3/97vjZIK/0SOGyk3pIBYpjhftsEOW2aw9HLRZ0tNOOWD5favsOB1l4Z3IZjYQl9kGzuqGo9opTiMshZxZwwfU32OE6boDsQfkdTJviLNOoYpR9mTH0L2ohhTjzv6YJTmzkOeLcBHM7Bw4YAcSLVrId0f+Uf1IrxAEPeFnU0pkcvhQ4o6sIC6AF+QolrgTmoXHWW4WdkXilkMyuOMt+W91nfAyeyvuVnoi9BurxpCI2fWWlI0ZhXLR6leSorW8ZuYmZQO+HZBq34Csin1Oa+PKfeqkn+BWM5fzZe4V6r4upGTgR0l/dEMq9LG4G3Cg8PJJ0T0jDKpfOuf5WQjJRI3Lu+jNlRZe+p+wfCJSwBWU6FUKPuh6e9/mrjiUUPRMHjgfQvob1JPWd9hY46oAk3F4TL1/wUvRLxxdE4Qg9gR8rO7FeXFiTn2yobwujtn67Wq/CD4nXR/t21oRm93gArSbEEAJcLq2hKhY1lGNq2ygYA7HT+rz/fFHbt+YTjbnqFs5wgyhKWhCiRUz89S71aYqZbNYujziL7AjP9Z+jy8FjvPbKl+gVIJFIQMRkuHPZ0Jg7V1PKm/5Lv7UmPEXshNd7/Hz8BQZiqXgnDzDxSLecHisi9J5JSAYiQ4bn/aM8rkJ7WiPcjLwmj2m0rFdm/eWNrQ0HtSnBjeVtlgn0T8rlg8lULoqSQ+58Wlo5+i28pl+rdXZKGAZfDdt6bVi5RHIvjqe7QhdXWrBcFH4cn09sSAa3T4A/PKOkvqgh95k2nY9Nm/bPDr1cVuhdAsyZ+vHCWJ0Og3wPciH3Tim4ljDe+WvVpfd8+iGCs3xZGcAdfK/1h6dhrpomImk79WZlNoQEZpLBdoCneuMfVS91noOldZ7j9+Ss+NwMwVfUrnyMm+muT7GkaBDysMfogDF3pY4w97FhU0RrfyKSYLg/Ve3Nc9l83eOSyW+MZk4mRbv2fCegBoP+Opu8y9uMnlyyy31M4lpTYd767X03RIO9XXpV6Wcy94Ya4rD5nRsLvfB5UIPn15WsbnDD3wtvd4T71uBIwnwTZLtaOg96w2sJuv8HjpGwERkrbuWimtkDWpMGQHrmJVwrQEbTpjCcVtTaMOPuW7Gg6EeyG04+eFZGq4knvXxVBLkqr2yvlVd23++/vmTZO4RP6EY5/HuwZbOq+1CW5AG647tCXL2CZaen9lUFmqf1+Zp7Sbsu/SF84d+AyRxEQDSJgcDHHY36Lh3EXkmP1vw+njDZevQL+ROPTX4ojugPjqOuz8gkZ9PUvEqagAPFIE07zFmkHuNUL4N/eHTbvj2nuVC75AaJ8bcidr7s7yybENdDvaddUGGjR9Al/zQAHSQFW/gpfQ44TTihdrDdjbbPUrhKF3TEXVEDn2gZxmNDt5tpfPinb22NUclxRzufHRBAqlI/unmKZYzqa8KkoRUNrn2BwuWXmGmoSuDPnbkvGBlexD/4CbDb9KGPsrQV1cywanw0v90//0uBKUkBvQ7ZL+zIe3JsP+E+xbL1aA08SWi8LcmFSzuBQxDBQPNssB8GElNvmrVvKPMlpnlbZGvfHYm64uEtPPZ33liwLtKAQp9LJ6kn9efu4ZnyfaooMEhZGoTYlaPHBb4RIdzyYpc7+Whp5+U8UMlNT8PwTkXwBCiKGNMG75DHVUJTrgUjE/lZU03nt30uY1Ct9OlPIOFHJz0jzDEgLzngRk62zqKz0EUti3XlzSMDJVu2UBFLljdeY+60ATdWW3ihDAxcw+WD8Zy9S3S+q9PEgqo7JqwpuH5oR3Tr5PgpctXqKGuPsf0nzzyBs74IYJkDPG6H/22N1sPB2kdB9yuMoGQeqiDvETGYUYfZQNl360GAjwShJL7u30cDuQy6R+Pxh1VLwhThb4dRVda46cPd+2i7LDM7xwgHSXqg9xkkQ3I5Dc8AR6eZggRCfOF54k1Ode0VxqYBHaqC5aJQ1Bkk06pB8Kj1ZVMaJ8Pciqi3zv61wHwmUxnELDVE8J0URWwbH959cHr+98o5S6OH0/XM98w9vwp+QXD2fUHq98AG0UEPr9OIzbbrx6CcpC6Fk5/BjZpk/PoG85gT0nEgLjXl2/MV3RVDXxQKCScZ1c7Rr+GqV3IhqStlbqVoW8hWpQ6YSLt+NuxWLEtOZwRj4UiaIfduuXfnUzQXGxbAcjE0d59Kf5RSm/9X0H8SnaL/CUQ7OGrJzm+O0TtX8EZuiiVoXpbaaLuAPZks06Ep0LodcAcLNsHVaMAkT0EkXvGYFywx2TcxnVXjoRxecDgDbiPQYePAdJcS3qabAoCjnDj8/Xed3vmZb+Mwb3lVsBFplw2JKr5M2X38gPM7uR8Ijm0O/nVEosN5JEjAeo2qpvQEkMG+eLdrRdG2sriyZNrzAUYOFAJe/4t34mwF5tG5lRVaX3jUpziG7LFQUaAhe0M733mjbmfJ0YDml+fItohm7swvNElYwsylct0mpQhgrGBKUxUzraKoDB2iC3xzB0Z/4L7wbPauE6k2UXTk9NwQOQkjnRfOQ2N3+UDxx1IH+5H0UIQhJuUIsON0YmWLAhDsIOP0Bnyq/ISULpG9WHPQx2FckptkTy7BWK1x3VRstKlyrWhKDG32DO/oDOqDNcKl3uSdVzy8scF0WoUGerLsaA2tOIcEZGodySB+66LiKnogRXJ32ybjoDo5vt9hxnEcrxHVXVfNk4x57ZpMYYhXOQRAPzleJ3hfuro0DnaMfvGD8CHNEewF+pZS4Sm7gI2L9ggDQroeI2AxKXOSMEVut1LkSbvD1ospL1ZTNsozgbHRk+WdHgLRSX5QkEezHpBkYg9wv6+eTkt3Rmx7zb79cB5RcWNuWEg6SCcVsWWGF3mN8YObua3W2YjP53Yl5qCBoJJEPoegdZvsr5imAntbelnBnZpVopMDK8DB3ctuiQmJN7DMTaVQpovHbLlU2P4t+IYjcaZ0jlY+8AdQtPeY6U/XMQF3radDnpgfEgq0HTuPgAjblWOeoS3ceM8Lx8yjrAr3Yuac/Wf8BTu5/VU/31F13zjp8MePS1ECa/S6kr12kdRdajmOJzvn1gqwtHE1BZEVsrn3sGDQ3t6rbyryGKqksbg1n6CESRU7KmUX0afYYA8PyL2hRDbl3EhBFsFkD80sc2YSU2NzkK9DRwEq9hDh3gKiR1hNaL1cXEa428HrIvtkwIsMtNFemI1VL/oPylnBE/2DYahqenj7fHE/6QzR3vVf7F+hMBg64HRQNt2mwr0Jg0i9zQE6M+9ynpj8OR0ARSNRbQ6VrlAt/PcWL6BVl6eaR8R0q7W6Dxtw4kObAvNYuIrdjFBEp3lpUqAQ4XcT7wtBKD/PUcWBG36fHSp6m8PxEw/bnz+1+3qefOcl1gt8K2mmzAZjItKnyyRUGCPzlluSthH5A4v2as23uNWMbxYNjrUsM4tTLi06m5VhjDXvIVqfrrl9LCuDv632guQTjfs1f0AZvRY958FEDfUA1VwM4Ck7m+/0U8UZXWkt10MW0BU5ENr0GknFpVHmT0vl9Nxk7/aR5vuCLvLwZjqhEg4UzwyI3FSswc6cYFlnmw87yLweGHwrVTSXcLyLNcenS2AEGC+LtRJvsoidSi/r/USxUbN3GXFzg9XAAVKJ7l2TaLLsN8aexC16SG+HQiwv1DdngBcen3eIxB7Z62UPUl9b9T6iYWPjBS+JzBwKPJl/H08+Jd70t5p+Z5wrAkaS7gK7Xsprwzspg8zAByuTgK6Ibzwirf8lpYNWS4vDbOLqly4WsiQwgzwmESn6fIVLYX9NBpn8UKKkDX6qCqxP/l+4Tm0vxW9awdohywtc19CTdauO+2NWCqcZv0YVTa4DOj/C3nExZMsl3IhIRRkePsN8beLp+A6oFArM4m+CHbvAlDqruzSgLWxkXCDoxlFPa00d0ft7NweQH2CpCVUjdOuv1bwynBkgOWwf3aFDUv8yubVyC758Fyh9JaLJiCTt7qMUE0TRoqaoXInYN20pGXSu+vWI+fVuXq7P0o7wKq6UzHb9tmyMB03u3bCF2h2Y8WKhuvUtUAZBfjHjuKAcl21f76an6vJEYhAAYfovvo4g6qnEm//O/xQrS4ES9F8R3FXmB8R9HcFi7zmIYqeJicBCI9+nACBYwAsRVBiXnxj/wDP4/mZk71yK0wxS7T/UOJ2T4Noz6ntLtL5n14waMx8b1lk1sUycu9vXT9y5EeVkm6i+1Tgl2xDoctYcJXQoi9LHgE6/Hdaoe0pi7guqg0AS7HDvmWBmR1O59hGyqQco8Z6M+wNyYPG6KXSl3R5/9qrVczLGqIL9r0I+pacIyI9xcGaMaRhIz/8CsEzYX5TY4So7NjnKOlMDbJJD1eV2Mt5RJH7ou4F5ukhAqvOsVXDWIa02ryIL1E8Hj7Mht+w6r09ObPKwaOUoC93GHEgNV6KdJ+6r5pESYiIf8iUXeCCPvNHKPsWS/zH80EWIUUe80m2JgUdkRqeJLy2PdfUeNC6cAb2zF+iZ87dFDnuJVRojA9LUR+v/KBoBd8/xCzcg2VsqpLbfQmYztVxNiE3TNJJgctVmfTETDA63kRqmhAS1+q8McsihbpBnjKQvReWW/X4uAAtLtCvX9Mj78CASyb0foBvikHW68WbnqjyR2k2Rt096t7lK+NjOJfbf4SbbUnh6TX7K2J4ia8pd8wVkZOREKUFRLUT2wI6CnzF0Q4qMilTARTOTOgAMsNTK+IhCDL2m2jwgw7f7pENexfwTDckIWR1y6HVv0iPdkH8SPgTxFHtPElPYfff867hN+XVEe2SA2EnjSS75so3EykewvunbMYFEv39qtqH8PMsISpJYmW6Iue3pj5gweYvbrbaAgUn1JK0m2cGoPdC11u0yDYyOWSu5jTCJxcFqM+b48p2db6IbffjFKfQ551dvDBY1BZu5j69wNrOhLf3hsAmYhp243k1lBIAhyQsmbp588RgTa5EKl44iD/THVMrD74w9IvLo98Mb0DjR7XISToUlfEeg9s2pnqzxLEk3F9MFkpgtdUwnFJ8NtiZhvVkPDN43WEMcNj7rmTqMVULRjilk/rvalXkwK93+pM+QUf9VjLwANGjd2xo58PwOFk27kKVUliiiiUZes7hZ5vjPp/0DAd0vdasuBzqD15WFYmhzu8Itw1YSxTm1pnJVdv368LVCImDQ/AMpGDePMI25Vq6fo+5RAF74xU/qByTAIGFNpl91XbkjvIH9f5NFwuINZi813KyrQipvUjOu06RWhPKb62DmsVyPXNQ9+MorQOj0kDwCy3bIMQABFvdvgRvjw1M7TsRe9L37duN/qfVSSVtXxWZi/lNGQv071xVijCnOia6e5GJUAeqieXEDBQrgpcoUZqReNdK45ek35jhI5F4EbUqeHqeYYk/Yk1awx/f+RfGTS6eJUw998RMuXYAl7Jlz+eFGU7aofPRrfR8vcRyoxxgM6M/XYN3LxX/1b7mkuwxp67Cj36gmMhQyVI2Pjg6EU/wexdRMhQn1N6yG0GON40UWCy/3jnDFH4qaZPgrIW0i5uAWYoNGwU+KQ5LDvV1qVXsBUMVUPZF368N2z/X46OsO2xcbGfG2K0KjD8D3AqmONuhxsWAo6vVrLuQLn9zJ7YVUXW1HquCQjHJK4S7CNmy3+zuVlP8axFmCkeX51S3gbVp8itSIdw6x6Xv88fDMHbMSsYMbaCYgQL6t4uGhsvEqQM1xTD02RatNsKjfojWQjbnbixVC/nd6WcJM87pvavWZ6CPRbmprArGzev/T9eYFUwj3tfApHxUyNNEsp1Yx91/sjNpHXsAJ1b7fuFKb84nVYy40MlrzFo7RKhVMc4PtmA8h1ZFGdErExMo3G2jY8ssL5Z2yk4Ac53AZNz7j3797s0aeoURV4/R2pYE89X0AlHi2JBsVynA2HLjYRGrP8l3d/+/OHUUJV74ayYGBhBPoEStx2Ai+IPBToDW4+8wdoN5Rhs8C+pHuiu7Va3KAbkUz4luYd5JfdySvQ02wPJfxkx1REH7vNzBIwjw5+mJRmm7uo2NeqtGX7JRZispo7OudLbAO48TeQb6/jcxGNEMC4HzhbjBdskXghnMgypXcPEfCqQCBb3VDzKR+o6wiZaiEMjPF9p9plen0jRjnf9NkRB6kzqmT1TLNpav97OumB5UaD4bx7H6ooDKNFMRgdRYU15azEAqYLzv+2BfNcZKPWbu65k0ptlSKVsLArgtOiFvEOoGKSjzIM/+PZ6JrUykMQjApa2MlQnQ0cBAxa9VeQbCvpox/lsXVnFMXoEg9k8eTr4q2idFxWFnXbFuyiwAk41ij0UCeanboDs+jFokuGACEWKa6V5Z17gmQNauDw4VBUq/UJU1e57uQRQPu5jBmXnEfbLzaUOCKTEyYWlAObXwEqUL6tKFG6ZPmnDq9dpeX3hXQOhzIpQ8+Oj7qbGAfaDgq1nzWRcN11G+NblR97ut5+iq+rjNx1ZIi9eYK3SSlDCXuIeINcNuyakMNkEW4VZr8sr+VSTzfs802DlKbzmupqzZ9Km6x3UKGlvXxT64hpVTfDQ/OFE8WDu1RZw9c/NpMCFT3kOtJ1ANFt5PjHYgpV8pvMaRKJcV7KsM37Et9EMkiOzj0RNc3a1EDXeROZA4DSrC1dl1MbYvJt1xIM/bDe1HYB6HjeTLV0IgAWr9xTx08GI8nasqmG0K/bGNKXszO4UDpkY3G/3E87SE6X6J3OPVBHRqqtG1D/wpX+I9GCpxK5gr3YmpMFv9RUH0Pt0HEHwwVSXuJKsPy5iIXav5UV1DToePUHbWxx6sc+IjIaL6X50tbJGQqqgDFjVQn6gD+X8H1dZwLcFwLRfrO9mpiURQF5gLnd0g3YDGAHSTxN7A/oC1QsdyRoCLEKU2pogAySB3BhA4sHKJhvKaQgG+1g0vJgy5Spbw3K7TZxIPgxFPtSeZyUmCnI23SAuHLSXJZqCUJjxuP/58XsOyHRgkD9QZ7xpt6ni2+0bzZUrO2mJYPuPkwrdbXXmVvPby7B+/c/5nXppDpC0CXUDAiKC3bPgD4HLOW6rtKo9s0zn6EsfJnGEaWeVVela0mBK3R67Id9E2ErfVIBzbXTwiJwoQRtwhUqGf76+rRTQm87bN5yc+EQcemf6zhZW/hp9xWzrNd3Oyegzbm6/nqV6Y7NkJWwMtoXalYD8Ws1ukWYvmPGz3kBRALQHfec3Uy4Do4/IT0iYWjFTqLTjiUViwMblsC9bBZvPNkFB8PMK8vbccUFaWDLhxO8H9oO7s5fi66dXYOrfcdsr3syiqoBoYhD7ndmLBoo2wVU4IyyCgDAk6v6XGgBCD+p2rS0VCwEgyOk3PnLIdczo9ds2ZK2Khpx7tcf48Gi1tsQQhqxrNigvhCzQm0oT6ob64YYTpDRqETjhBR5Htrn9hS2guqpfR4pd9lv1Gi8Ifoy2Xm7UfSMoq0bw8skYeHcTprERVa8Ee29OZl/+DDHhSPjv9wEK3uQvMFyJ2d8bquUULuYffTCWg8k+8vmcJ2hiI7OTurlSLI57WpdqxYwUSmMpvPJFdaATJ5q7aXsgQ4WwEftvGrCqw7PqyKjwJteF21B/ePVXzzvr571qRJbICBQW+G/GffwUawm0Tqjtw75CUptpjCdlHf3a2VlKRUclX/0yNn//AeNZGtwmaPuzxUAGhd06BHZGv19RSVYHZO4YvjtZUoRZVEbf/wUJOG8tTt61di0psNWUiTRSuduSTsg/nhuc/n/sv+8adeAr2YngWiQRbwE3Sk33eA1mxiK6IfvuAyEdNmaD4nDhK9tiWKJDtWfbLUEOrRgWhQWIR7ST3kdACfTWbCyecA7NbJG1Yq11OGCHrJ0JTv9/jBc3WuM/Hz0yl7xODms9oKXGU6FwwMtprjPQ7zwKsS4MBtjWaEChTub/R3As9i2ckKrBTqkJCdGfNs3dLKPYph25QYw8TPBP7GGCmezJC9M2pNAObKds7kz+wjsFwwJLnO/yTxGkramcAwqsE+kAlAV8qOx+yV2TW85fnrG5TmDvZlNlYu7/qXmeAZlshnevegEmNyy42iXQHtWUk6MOr+tLE9/HUPZl9K8w8CD+ml18a/czRQi9Rw9wI5G0nSZNF1WoT1pXhWMTamTY9n5c6q2eyvviCN/XLTjoQJSvtt6/5QnclWMc8JzhPpBHp6LQJcuzx9+00i9PJlXNFCqCUdr5YwG7IcZoPEA+byQcO/W5L4Q2jGF4NkYXcAclhUkFT99qG4r0zaXZmf/gDM/kNQIVEjShIas823lE+7rxgQd+otjBxcmN1iQGSRi8ROqJYgEvTmv1zHP9hIca+GWvUEWW0xNdMObyMzgWM2Hdpq52+vbZXCb6Q5QCstMUtvEtGOAbq3yVjem6oMtr3u9Uuzi0WWLFWhIQAQLwbIFCai0nvGxUERRpUUFo9tmV1ycXntiQTELUkmG49C8uiq8807qQ0M2LCNV0QBsff5ZAVdq013IeK2E8bJIDI8qkblYCRy4gKdsPbuV/abwV1WS44pYJwGCkBnYdy1SzRLpo4gME32OyTBq2To9t8LJBOCjhRbDBVQXP/w0RAh2pOnl4juRpl6fNpTpP8eiA72jRCA3l8LEX4xzRC83FDdGY+vh/yKSm4pVcMlFWnz5PpDdSa+WcuQDVtm16isE1TMnoTUv4I+BIdT7IxoA4o2SLgg04hlyKKI9Q4FkansIdDGmqci4jWo8Y3tlzqyv8+K/D65dx3RweILlmpoVh97eBq5atWxbr2xTh9vs0XFFdb/B6WrAuS2OXnyM81mfq+FEEAONnr3gF+xz4i8jAFAX/+j04IYBjXAs6sao0uqI9kOONneURmR2MPLHN96mNJjySDtJNkrzRYEwszkBGK5uGV6cC4fC05RZ53CVSsLVg2LqiAIlAXEUsDo9yP/lQ8XnVf9zYSRzVsnnelcwJpL6RRKLlgUhNe/00JcwKajU0AfFzEDsQlvJidZKW4Qciz5Ax30JvLuaxq+wbNoNIUOwsYhg2g9drYThiDPborez55Oo2Qs1DHhC+vbVEmoQrEIGaoHINL7RnxvVMovQGttI75ALGKAsSUhdsy81WrpX5Ot0AetW3yxLI5px0MNpOAg5qte/N5jJOBnOAxHN/oS6H6bpw30a6IAQznPxTk2IhVnklgIP08S7P5uoZ3bAg1bBNsnj4Q9j6peMcEgraIDnmgBIPHSERef87wDyn99gg5KTZDRD/3heT8gJOgTa5gB6Uq09m+9vMozzPzAdTmi+nEV6ynYEbkUUlTRROOfnQ8YjSW+mF4a6BOMqsE2RY8mK1dSQWRwcdI0MloBsIljaz1OGhh1DOJbLk/BxUrvhyl12EpF1eMoHuhJbZM70qfy2oIipiHS2sGezObovwvAA1YAAAA=="><noscript><img 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Mejora de la funcionalidad y seguridad vial

El proyecto contempla la ampliación de las calzadas troncales con un tercer carril de 3,5 metros de ancho a todo lo largo del tramo entre el RACE y San Agustín del Guadalix. Además, entre los enlaces del RACE y del enlace sur Valdelagua se diseñará un cuarto carril de la misma anchura, debido a la escasa longitud de trenzado existente.

El Ministerio espera que este proyecto contribuya a mejorar el nivel de servicio y fluidez de la circulación por esta autovía, disminuyendo los tiempos de congestión de tráfico. El objeto es desarrollar, con el grado de detalle exigible a un proyecto de trazado y a un proyecto de construcción, las actuaciones necesarias para mejorar las características existentes de la A-1, se ha precisado.

Contrato adjudicado

El contrato ha sido adjudicado a la UTE Grusamar URCI RACE Guadalix, que tendrá un plazo máximo de dos años (24 meses) para ejecutarlo. Es previsible que las obras de construcción del carril no comiencen antes de mediados de 2026.

Con esta inversión, el Ministerio de Transportes y Movilidad Sostenible busca mejorar la seguridad vial y reducir la congestión en una de las autovías más importantes de la Comunidad de Madrid.

Daniel Martín

Hola, soy Daniel, redactor de la página web El Noticiero. En nuestro periódico independiente de actualidad nacional e internacional nos esforzamos por brindarte las últimas novedades con la más rigurosa objetividad. Mi pasión por la escritura y el periodismo me impulsa a investigar a fondo cada noticia para ofrecerte información veraz y relevante. ¡Únete a nuestra comunidad y mantente siempre informado con nosotros en El Noticiero!

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