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Ministro de Educación encabeza graduación de Isfodosu en Santiago

Con estos graduandos y los que ya recibieron sus títulos en Santo Domingo y San Juan de la Maguana, el Instituto está aportando 1,795 nuevos docentes al sistema educativo dominicano.

Publicado: 20/10/2015

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<p><strong>Ministro de Educaci&oacute;n encabeza graduaci&oacute;n de Isfodosu en Santiago</strong></p>

<p><em>Con estos graduandos y los que ya recibieron sus t&iacute;tulos en Santo Domingo y San Juan de la Maguana, el Instituto est&aacute; aportando 1,795 nuevos docentes al sistema educativo dominicano.</em></p>

<p><strong>Santiago. </strong>El Ministro de Educaci&oacute;n, Lic. Carlos AmaranteBaret encabez&oacute; junto al Rector del Instituto Superior de Formaci&oacute;n Docente Salom&eacute; Ure&ntilde;a,&nbsp; el acto de graduaci&oacute;n de los recintos Luis Napole&oacute;n N&uacute;&ntilde;ez Molina y Emilio Prud&acute;Homme en Santiago, donde se titularon 642 nuevos profesionales de la educaci&oacute;n.</p>

<p>Junto a ellos, encabezaron tambi&eacute;n esta ceremonia los vicerrectores ejecutivos de los referidos recintos, el maestro Franco Ventura Coronado&nbsp; y la Dra. Sor Ana Julia Suriel, as&iacute; como el licenciado Manuel Cabrera, miembro de la Junta Directiva del Instituto, quien tuvo a su cargo el discurso de apertura de la investidura.</p>

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c6nIlpsjyu2u5rK5SeGRo5kbcrg8g1+h/7PPiefxP8AD+yuLglpNgBJr5NufglYal4jNvpmvWrWjScKWG5RnpX2n8KvB9v4N8J2ljbsHVUAyO9eRntalOhFL4rno5VTqRqt9DryM03pTyKQivgj6tkTiq8i1aPSoXFBJTkWqzLzVyQVXYc0mB5r+0t+0npP7PXheKV4l1LxHqAZdP03dgHA5lkPURqcdOSeB3I/M/4k/tA+Pfi3ds3iPxJeXNrI25dPgkMNqnOQBEuF49Tk+9S/tMfE64+Kfxu8UatJcGa0gu3sbFc5VbaJiqbfTOC593NeZn5WjPoRXm1Krm9NjrjGx0VjcSldjOW+vJqd4ROrBh1GKqWqldr7TnaOK0kGMUFIybQy20rI3IBIr9hv+CbvxvtvjP8ABe78A+IpVvdX8OxrbbJjlriwbiJs9SUIKZHQCPua/Iq5s/MnVonCueWVuhHqPevb/wBkr4uP8B/jf4a8RmZk00zi01MA8PayELJkd9vDgeqCs5w5ouJV7O6P0h+LnwyuPAGpnaGuNKuifs85GTx/A3+0P1H4geJX+p3Wg3YdFZFwMM33Tivu34xa34PtfA13F4r1uz0mxuoiYLiWQb94GVeJeS5HBwoPHsa+UdY8IeGtO+C1x8R/FuuR6t4c01o5TFo7h43XzVjzJtOTgtynB45Havnvqsp1FGOz/A+lpYzloe0qLbT1MXwd4z1vxtdiyt9MmEa/fuWXEK/Vun4dT6Vd/aL0TU4/AujLpcTy6RYahFNqkMR+ZrYA7mPqATk/n2qbV/2qfhP4XsLSR/FVl5M0avDFaozYQjI4Awv0OCPSqdr+2H8ItXspiviZJhtIa3+ySyM47jaqnNfTYXDU8Mmua7Z89i8XUxVrqyR4jrfx10OO8vL46oiXSKi6ZZwAxxjrjJ/hVQvQdSRyOa9U+FP7Wug6tpy2njW/tdB1NceXdyttt7lexB/hb1B4PUeg+c/jN43/AGcrzSryPTfBeuLrDq5s7mDzbWISEHHDScLk9An0xXzq2iMNVt9H0y5vPEVzcLCYIILdy2ZEVtnl8kMN2MAnp1rVVVD3Xqzi5G9VsfslperWWuafDfaddwX9lOu6K4tpBJG49Qw4NWq/L/8AZ7+OepfBDxY1rPqE7WO9ku/Dtw5iBbGM/Op2uODxgnGCe1fo54I8faZ480qK8sVntpHQO1peR+XMgPQ46Ee4JFdUJqSuQ1Z2OkrzD4heNNN8N+Ioba/SWEypuW5j5A+ten1j+IPCWl+JotmoWkdxxgMw5H41hiaTrU+WNr+ZEua3ubnDQ6paa5aBkmivoWHEiEFh9RXmGu/BKxfxjYeIdIC29xFLvmiXhZBg8+xra8dfDceA7hb7RNUay3HiGVvlPtVbw/8AERjOtprEf2S5/hlH3H968qji8ZlFRVEmk9O6a9f89TiqOnX/AHdZWZ8k/EuMxeO9aVgVYXDZBrprLUZNF+CcrWrGKW8vTHI68Ej0/SvWfjz8IYvFFjJ4i0aMf2lEu6eOP/lsvqPevHLpWX4KwgggjUCCD+NfteAzGhmmGp1aT6q67M+Ur4eeFqyjLtozgbe7ntZVmhlaORTkOrYINfdv7K/j+68Y+DjFeOZLi2Plsx74718OeH/Duo+J9QSy0y1ku7h/4UHT3J7V9n/s4+Drn4U6NcprE0bXFw2/yofm2+xrm4gr4anhnGrJKXTudGVxqe2Uor3ep9DHpTKyrHxPaX9wsKb1dugZcVrHrX5xCpCorwd0fZDG6VC4qdqhcVbJK0gquw5qy9V2PNID8M5EEoJ3fOTnd70JPKhCyRmQZzuQZP5Vvpqfh63JWG0uLojgFtkQ/UPVuPXwFxBplqi9i5dj/wChBf0rxkr7M7rkEM0xtmdI3j/fR8gYZlKsTjPvtq/ZzXt1qV3bRoZ5DGHihWNTvAYL8gHJPzZxjoPaqlxqmvzWVy9pPb2yRPGF8m3jic7sj74AIxt7mpPAnh7xJ4x+KfhfSIdWlg1vUbxLO2vrmRnERZtoO4HOBu6D196Tk09gSOtXwn4g0rS1vtW8ONp1uWxHc6put1bPYbnXPQ+tVvtMLR7kvdPjPXZFBNK34cbf/HqqarbXNvdPHc3cl5KcP5juzbgRkHnpwf1rLilFtIY2IVfvKSccdx/n1ro1EfSWn6Z8WfjL4DXxnazR61pXh5oNHe9kEFvdoQFEUSKWkZxtYfMcDGSScHDL7wD490/4N+NfFWqXd9ZeGtPuIEn0671Z5Fvrh5kjAMcJRQVB3bmB4VcZzkYv7OXxdg8FXep6HqV4yaDqpjuGiTnfcRLIqD2DLNICf909q+nvFEem+NP2H/jFc20lu8sV9BLDFHKDsEP2dyBjqQN2T3xS93ns1qz1Y0alTAyrc+kWla/fyPz5svG/kayLZ9LsokJ5SSJZc98B2BYZ9d1fef7Meg/Az4m+Ho9Os/D5t9Yt0zcaJquoTXCn1eNWfZIuc/w5HcDIz+cGsX9rfwRzQlhcoQM4xkVveDPE115kcsVxLb6hbMHSeFyjgjowI5BHtVU5qMrPU8mUbo/YS9+BHw9v9PWyfwfpMFuowFtLZbdh/wACj2n9aw9H/Zr8K+FJ5ZfC93rHhVpTlxpV5tDfXerZ/GvO/wBin9oDUPiloWo+G/EVy15r2jKskd3IcyXNseMt6shwC3cMucnJPrjfF22TVtRsv7I1GZLKXyZJ4YS6ZxnjH1r0oR9orxRyyfLo2cl42/Zyn8bwSQ6pr9lrqNH5YbXdCguJwucgCeMxyLz3Ug14t4g/ZF+Ktre6dPo3i61ktNKZnsbRb6dGiJ6lGK5U8d3OPWvsLw/4gtvEll9qtVlRAdpWaMowP0NagGamVOLeq1KUn0OP+FM/i2fwRY/8JvaQ2niFC0cywyK+9QcK52EqGI5IBx9Og6+lxTfWrWgjx79ofw5P4q8Pf2dbsY5JBw+OleK+E/CHiKzaPStbePUtObhJzkSxfj3FfYdxZwXX+tjV/rWdN4Z0+ZiTAoPqBXrwxdJ4V4StBSizya2DlOr7WMrHz7pWqXfg29Wyv5PtWmStshuTyB7GuO+NHw7D6DbW2hxB11LUBII06IzdT9O9fTWofDfTNQtJ7aRN0MgOVI6H1Fecpp134Ru5tHuY/tLDmykYZ3en4ivmMPWnkGK9th7ypS6dn0/Eqph3Vp+zq/JmH4A8F6R8L9BSDfGlywBuLl8bnb0FdNF4006PhBcso/ijtmYfnipbv4Y6pJYtMrh9RkGfNcbhH7KKv/CjwbrPhy8vU1m7fUFl+ZGlRQF9hgVTwFfHKWMxdVc71trc0jN0nGjThZGl4L8R2Gt6t5Vvc75UXcY5IyrD86789arJpdpBc+fHbxxzYxvVcHFWT1rahR9jDlvc7le2o1ulQvUp6Gon6VuxFdzxVZs5qw561XY4NID8LIpY3YfMFJ9smty31SKO3VBDK20Eb9uM/nXIMSjblOD61pWdqdQUG4lcDPArwoTd7HoNHTxa8H0DVpEj5jeA4yORlhn9RXTfADxFKfjR4P1Frfe1heifG7G7aN3p/s1h+HtMt7XT9Tj8ner26l93zZxImDXYfCpY/wDhYellI9gitr2bG3H3LWVv6Vtyt2uybnn2u67qmpeILmK1WRY0YQqFX+6AvJ/Corvw9f3GJJp1dl5PJJx3rokcC7uR/wBNWP61Kx4B/Oq5b7sLmFpXhiKG5hnnnaVFYMY0GNw7jJr9A/gP8GfDt74J+IHhDTLvVNXt9X0GXUNCmiTdkSRsn75QCfkYxISPTPcV8HwSCOaSDH3cED2PT+o/CvtX/gn544ubP4neFoZJSbdnn0sqT03xlgv0YiM894fU1vT5UrW16f15nVRUpqaXa/3f5flc+FbHRrC5jRA0iSLw8ZyDkdetQzaZN4eukvbUmSAHDKeoHofau/8AiFo6ab458VaaybfsWr3cAxwVKzOvH5VzeLxQYwYrmMjGJMqSKycUctz6b/4J83Vxd/HWaa0ybaTRZvtB9E3pj/x/ZX2D4S8V3ui+IPFkS6DeX9r/AGix+0W4DD7ozxnNfCn7CXiqXwR8e9Ks2TZb6yJdPcE5wGXemD6740/DNfpL4D0S60i619rmPYLm+aaP3Ugf4V6eGklTdzkqpuSsT33i+HTfC39r/Y5oy2FS2ddrs5OAuPrVHTvGGrW17aQ67pa2MV2dsUscm8Bj0VvQ1f8AiFp8l3occsKGQ2s8dwUXqwVsmsHxX4p07xHaaZYabOt1ezXUTCNOWjAIJJ9OldEUmtjNto39Z8eaVoeptYXMjLdYUiNFLM2TgYAqzd+LtIsJHjub2KCRQrFJGwQD0rF0/T4J/iXqdzLGrzR2kSKzDOOTVSw0Sy1L4h+IJ7m3Sd1t4oxvGQBg0rRC7OuTVrKZI2S6iYSjKYcfMParBPFeRaZ4M01/B2uXbI5uIJ5zBJvOYdrHAX0Fb2sXFxeeGdDaXWhpEMiK08wIEjjHRc0OCvowUnbVHfMcVVudLtr25hmmiV5YfmRiOQa4HwR4rC6prtidUbVrOwjWZbhx8wBBJUnv0qTTvGXiSe2i1mXToDo0x+SKNiZghPDEfrik6b2YcyZ6AJE3lNw39cd6UHmsCO+tJvFapscXRtfM3k/Ltz6etc/qXjvSNQ1+3t11CaKC1lKyvGh8tn6bS+MUlFvYbkkd+x5pM1WuNRtrbyzLOkYcZUs2M0tteQ3kXmQSpMn95DkVBRIx+U1HIflrM8T+IrbwtotxqV5u+zwDLbBk/gKxtN+JOjaxPHAskltNIBsS4jKE/TNCi2rpEtpO1zo3PFVWPNTO3FVmbmoA/CSMgS4IyM9627a2ZgrMcIDwBWAr4mHvxWzbXDxkdSvqK8GDPQZ3GjTK1rfhQAq2+SfbeldJ8KlB8fxOTkDR9YfP0sJsVxHh25LQaqoYFvsTHkdw6V2XwenUeLLy4kYbIdA1hmZRwAbNx+PWuu90Sctbt5l5cHkgu386vL82e3NZdrJmSVx0JLfrV6CTqCMEAfrVIRR1JzaXMdz0Vfkk/wB09/w6/nXuf7LnjRPDHj6NZW2gvDfRHv5sEgkAB913/kPSvHLyFbiFlI6jHNQ+GNUn0TUYJI5DHPaSDDnuh45/DIP0NTJPZHbg60aFeFSWy39Ho/wPSv2h7VbP9ob4pQKAFHibUGXHTDXDsP0avOonxyw6V2/xrupr340eLbi4XZPdTRXjrnPzSwxyHn/gdcC0hUnPf3q9tzias9D239jfws/in9onwuyhjFYSyX0hA+6I0Ygn6ttH41+q8QzmvzQ/4J/6zdaf8bpLe3tRcfbNLuIpGYcxqCsgbPYEoF/4EK+5rX456Sni+TwxcWl1FrCvt8pU3BuM5BHau+hByi+VHNUkk9T0/YrDB5GOhrOg0Wws7uSeG0himbrIiAE/jUlzrFvZWQuLmQW6H/np1+mO5rEj8a2k0jsEkWMAkMwwTjqcVTnGOjYrGwNPt4r97pIwJ5QFd+5A6VTstGgtdTv75CfOugofPTgcVnN4+0ZJ4o7i7FrJJkp5oIVv+BdK1bLVLS9DNbXUNwMdYpA38qakpbMVjGi8Km28P6jpkU25royNvYdCxJrmfEnhi/tZfD93bWcerDTYzFJasQN2RjcM8ZFeio3U1CTk1optO5LimeZaJpmrXXiPxB9u0ldOgv7NUg8oggYByGx35qfSPHSaHoVno0llNJrMIFuLXyzhsHG7PTGOa9GY4NN8qMyCQxqXA+9jmqc090Lla2Zxsnmy+NLvC7ZDpmMDsSTWd4Zj00/C66iuBGpijlFwGxkSZOSffNegJbxB3n8tfOI278c49K5vUfhtomq3MtxNDIvmsGkijkKpIf8AaUcGhSWzE4vdHHT6aniWDwHFfh3QqzspJG7CcA10XhfTodB8Y6tYWS+TZGGOUQg/KrHIOPTpW9d+H7ee/wBNuVzH9iBEaL0wRikg0Q22v3Wp+ZkTxLHs9MU3O6t/W4lGzuYfxWbPg657/vYv/QxS+OdItr/wjdOY1WaGDzYpQMMjKMgg1J8RNNvNY8K3cFjF51zuR1jJxuwwOP0rjvEfiHxP4i0eTQ7Lw7PZXF0nkPdzuvlxIeGbg8nHQUoJtK3cJaN3L83xEktNC8PJb2UmparqcAeO3jIHAUFmJPQD+tLD8TrCENFqkbadexttkgkPI9/cVS1S1h8F+IvDt3NxYW9m1i0uOEPy4J+uK8g+L2ut4j8ZSz6HZTapaxRJC9xbrlPMGSRnvgEVcacZu1tO5nKbij8wHHNX7e6zFtzz3qi3U0RNtYelfIp2Z7J3Hhy3H2HUNrgSPaMGz/vLiur+HH7iXxIydI/Dt6DjtvCp/wCzVyWizRmDVFQ72Fkzcezoa6/4N2qXqeNPPkEUf9gnc5GQm67tk/rXYnsiDnYYRE20nrx06VbR9qNju2efyqKBxK5PcVOzqxHAznPTFbJdiSZSGXBNZuop9lnhuB93Ox/of/r4/WrincOOKZfQi4tJUfkFTTewI1PEHiI+J/FM1+2d39n2UDFurNDaxQk/iYyfxrEky2az/D9w8hunk+8gEZJ9Rwa9Q+HfwQ8Q/ESH+0AI9G8PRnM+sagdkIGeQmeXPsOM9SKjmTV2D0N39kbXr3w3+0D4OubZ9pvLn7FMmcKYZAVIPrjIb6gV9q6jpDaX8a77xfPd20Vqo8u2iJy0jYxn6c/U14J4Fl8F/C7VrG38N2ov7tpkS78Q6kmZCpID+Un/ACzXGeeuOuete/8AximSHU9AghACO/AXpjIrsw1SbvGLsmcNaUWr72PV4bT7ftub2VrqdhkFuAueygdKqasIdEs5L/yyLWJctGu1VHv0qGfxXZaZEIEzeXUMStJDEwxEMfekckLGP94jPYGuevPir4f8Q+baWWpWc5iPzKzDBI/uhvvD35H86lOMXZjk11NC40221zQ0u5Qxgf8A1XlqEbcf0zj1H4Vy9/4DvrW2inifPz/NESyvjqCMDH866fTNWXWvCEMtrcW0sdzeSAyeZv5XGSMHk9j9etUte+0W0VjFa6i1mskwNxI0mC6AZ24H8hTgoybuJuyuhbK717TLQixv5HYZwJ23p9Mc4q3a/ETxHYAf2jpEFwP70Em0n86qSa0NNieK2QI7nc02eSOw9qhTxbqEXyi9fZ/cLkj8ulQptbMHJJnSQ/FzSz/x+Wt3Yt6vHlfzrY0nx3ouropj1CBHOf3ckgUj865W2v5L+3knudNtLqNR0NuELfTZtzXMzaPoniuL7RaW7WLYYlR8z8dfl5Ix9a2VSVr2DmR7dFMksJaN1dT0KnIp+cR18/Dwnf23/IP1G8JH8SBoh+rGtfQT4osrorNrl1JAp2n5/NwfTDLz+dNVV1GpJnsbN8wpJXworg9S8SavFp0v2W4jnkyUSZrfDBh6rkA856da8+uvE3iSJR5mu3cV4Dz5loqxD3xnOPxraMoy3dgbtsj3iNv3bmqzNya8c8MfHG50vxJF4X8ZW8djf3IDWd7Ef3F0vqp7H2NeszXG23Z0G84yAO9XKDjuEZKWxDewQ3kbRTxrLGequMg1Rt9Ps7CLyre2ihjBztRQBXEaj8dvC+leJJNBv7l7TVkAJtmjJYj1GBV6H4qeF7pS66xbLg4Ku4Ug+4NDhNLYXNHufjJOMSnHoKhoor5Z7npm94RY51Xk/wDHhL3+lelfBr/kEfED/sXk/wDThaUUV0U+hLOZ08n5Oe39Kvv/ABfSiiuxbGbEj+9+FLMf3D/SiigaNP4KWdvqHxJ0m2uoI7m3l1OFZIZkDo4O3IIPBFfXP7Rk0lv4htrCJ2isYbZfLtUOIk6j5VHA49KKK5X0Mq3ws8URiGbk8V754kvbg/DHwlcG4lNwtkdsu87hhyBg9eAAPwoortwnxP0PP6Gn8cJX07wX4PtbV2trW4tFnmghOxJJCAS7KOCx9TzXiGpMY9KJUlSXwSDjIwaKK4avxkz+M9b3NF+zz4LZCUY6reElTg/w1Q8L6xf32oaXFc3tzcRLcEBJZWZQMDsTRRXZQ2Rcv8j3PxOixJblFCEqmSoxngVV0lVfU7ZGAZS4BUjINFFOOyFL4jv5vkt328YU4x2rzzwUA3iGMkZLXkQYnuDIAQfrRRWk/gNJfFE7G1JTT7t1JVxM4DDg43HimId5j3c5GeaKKY+gTja4xx34+tb6wxvaR7o1bIzyKKKI/EzRbHzf+2ZEkHhzw1cRosc6aoNsqjDLxng9RzX0L4YdpPDOms7FmMC5JOSeKKK9WX8GHzMIfxJfI+bzEkv7aFwHRXH9l5wwzXK/HvSrIfEKfFnbjMKE/ul55b2oorsh8Uf8KOeez9T/2fkTak3a+h+iXxi+MFtc2OsaXoMk1ldX2nGGHX/NFulkXygmBJDHaMOCvJ4xyRXwN4j+KPxp8E+K9J0e1+IHiC9vNUKxWwS789myfkBxuHKuGGM8NWV4F+NPjPw3e20OoWum6zowlltI5LlEedzlWbJZSGO5g3zZwcjiuf8AFXjb4l66+n60+s2llc6e0jRSxuqs6bjIxG3K7V2ghQoAAG3gVp/aTcruXy/rz/Iu9FKy/U+hba9/aPvbF/s/jHW5dRtYYbm+027tLYTRbjuTZuGJMKrHqCCu0gEgFvwS/aL+LzfHzS9C8VeJLu60a5vgmpJPptsPNRY2x8yRZBwAflPI55HNfOY+JfxOkjuribW7qeO/Rru6E8u0TRhtu4FMfKcgdBkD8K6O4+K/jvTdWiu9cjtdSvI5IdoeZo2VYyQn+r6bgcZC5IHXuJeaOMrJp/1/X37mi+rySV7fefpPqPxv0qx0VVj0u8vLB7qeEXUEQlQSSSumPlJIKHduBweR7V2PiD4s+EfDyahfzaxp5jOnQyQyPIuxnG7aCc9yMfga/Neb4/X9rZ6XFJ4ZuBr9rcPFd2ovXeylLJzmEkLukjZgQuNuwMd+cVV8B/FhLW5La/oGna/o/ktCtvPmRLKQMPvRsWIGVAyB8u5jgmn/AGi07KSal+H3fgSvYNa6W/E90+N3/BRyL4ceOtB8OeC/Clvrslk6PqNxqLtGhZ+fJj2+gIy5yM8AHGa+dte/4KWfGS38Z3upWtzpFlZTgxrpJsEeGKPgKC3DlgFU53D6DpXW+I/hh4Pfwn44+JksEtwNQH/Emt7ksPsCqpXnOCzZRwpIxtUdzXwtrd4tzqMksfzAtyR3r2E5qMXJ7pGa5WtEfpR8Pv25Y/j/APs9/FTwt40sYrLxVDod5NatpzMsN+GjKIiIxJDiR04ycg5GMHHw/wCCtGXwRrul6x4gIu1t7iO5k0SKXabja4bZI4ztBxjjJ56ivsnwl+ypovws+C7/ANsMLzxPrMcVxJLHlXs02D92nP8AC5OT3AFfJfijwRqeg608M8UlwGJMcqgtuH+PIr6LC4KnJXq6vt0/4JrQ5JSt1PvP4cr4Y+Nnww1xdKuUgOq2k9pPYbEjNiWiYY2LwFUHII4P1zj8yPF3w+1LwzryWFxtkkfoyE4POMc1738BV8Uad47ij0O/TTJJ4XivGkbKm3OA4ZBknqMe+OR1r7AtvC9tqPi631K2+zxWySDy4SoQ47546k5J9SaMZgfaSTTt8iKnLQbjvf8AA/Nn4g+HLfwx4X8MR7JI9SmtZJbxWcMCfOcIRjpleMe1UfhxZWWv62tjfxGVZYJFiw2CHALD9Aa9u/bC0DVviB+0DqlhoWnS3kqmC2VUwF3CJcjcSB655r1D4G/sz2vgDQFu72Gy1TxlKwczytuisExykYIwzdcv+A9T4scLUlJxe3cHUSakj4/1vwdPpuqyQ/ZpRGVBDbSR+dd94N8CWlxoiPOMSbjnP4V9c3fiCDwtPPbAx6hMGzmGbcin0J28/hXM3fjrU5ps/a1jwAu1EXA/Mc13xySrW1UrLzR6WHp1JrmUPvPgKGQlcAdec/gRX1j+xz4E0H4hx32m6vo63tz9pjb7QWKlbYq29QQQRnB6dyK+cNF8F6rrEWLDS7y7LrlFhhZycDnoOnJ/L2r7h/Zf8OT+BPAaeILzSbzT5ZLpbYNMrR7gFYkYZQfUd+o5+XjysPSk6q0OGUuWD1PHfiZ+z5qXw3+Men+GF82bSNRk821u413EW4OZT9UUHP0B71758evDdnZfs72cOnYjh8P3cFwgU52xzO6FM+5ZD9RX0Brun6RqHgw+JHH/ABMNKtZ5YrsjzTCHjxJhTnI4Hy+1eI6HN/wn3wr8b+HdRBuhJo7TbifnMsX7xef94fpX0NWbrU1SqapHNCpyzU+x8ueDvEuveE7PU/E1lbTy2OmOIbyYRboWR2CBHB4O4sAB+PGMj7w+DXji98b3c1xfWUmjy6rbmT+z5HI8hmXhQD36GsX9m/wXpeseAYtK1OwhutMt54riGAMSkrROHV2GOokTJGSCQeB313t4NA+LFjaRSLbGR3JZFOAC7HB56YABPAxVVp+0smtkaVq3tXsdT4E1uPxH/bGhOny2OWCuATBOrcqp6cZHTp0rx3x98MtF1Hxn4gnRWsnu7lnke3+UzZIY844IZlPTnPOe3omi3D+AfH3iY3DM9tNdvciQQly0TgSMBtHOGLJwP4fWqWqzLqN7cXMaGMOWfbtIOTgADI9BXw3Ek1GlTinre/4HFVex4f4b8FLoviW5uZbn7edYkbLTAEumcjdnjjAHT16VHoXwUjnWe6u52dbbcIfmJkhxn5CepXgYH+NenRafFFqKSR/NtmUjPVS2cg9h1XvXRHSVthJNEEia8ctKpyQx659q+C9pK976mF2meIeE/hXaaQ9peXVzJcRzyblhkGUifCnco4xwP5YrL8W/CttIsb55Ltpp45pZ4rsoQw8zaGYAdwvGB1/A17JJ4VFxYLaNcTSzfaBKhtwQqFgy85zwAScfSp9V8MnUdOe2ldpLfys72AbJHB+o9qtVpxfNcOZpnz34c8DatJpdoY7iCW5jvZJ7Z2XCAPlTweoKhcHtuPpTfGHw3u4tIGgfYlayt7ZESVepmJK5HPfLZ9QcV9AeHtDWaW7MZ8yNJUUIUCgME6YHsV9aoavo+oa3qZijgWTyJN7sZD5eck4x7DH4+1JVmpXRN3c8H8PeFrvWdX1DS75IktXsotP3sThIkA4X0LbT78nHaob7wPf+J9d0iJVH2i2jis1Kfe2qS29j7rjHfpXsVglnaXHl+WsMckpRxJj5WXJ4OD9R078810PhjSlvtQfVjCzyRRFUKJtBAYfKBntg49j71XtpRfMi3JnlmofDe413V305YrmPUrTUn1SSVGCpKVhUAL6AkHqOAw98RfGfwHrE1q+o2enC0trUW7z/AGZMyzeexBYgcsVIA+g9q+hLLSJm8QtqMKhRG4DROT88ZUDIGOoB/HFaxjs7aJre9AnGo3EdvCgKnKxYIc/Rj/47XvZBUl/aFGUdo/5GlKbjNSXQ+CPH3j3WfE3hPS/DlxrA0rw3ZRLF/Z9mo8y4ZMjfIfXlupwCcha9T/ZA8MeAfHU1zYSaTYx6rpssbbJIVlM0JIG8lgSSGBBxxyvrXE/tReENA0bw14fn0mA2+uxG4m1byI8QzCaZ5UYHvtDBeOxAz8tcv+xnNdL+0H4bFtcPApW5abYcb0W3kbafbKj9D2r9aqKk5txhZs9SbhVptxVj9A/HkC+KNXuIYNRieSxtcmBT0yvzqf7ynB5HQ1+Yvj7xbqp8Uaxa3F3J+4u5otqnAADkV+mng6wttb1eaaea4e9hEZCMxAwVB3Ageuc4PbmvzS/aQtIrD42+LI7dAls14zRAf3en8wazdWVJe6YYZ2kzoP2avGcXhb4kDVdRdo9LFrLFNMQSFJAZR7klelet/ET9rqdY5rfwzCunxnKi7mUNM3uq9F/WvmP4e6XqvibWTpGkWr3t7LFLIkKHB+SNnYj8FP16VkPcG5yxJ3A8qe1aQrx5bvVnX7OEpcz3OouPiXrMniWHWReTSX8U4nE0rFizA559c19XeKvHV/4r8K6TrekTCPSLy1QGzt1LStOS3mBiOy4Ax3PNfEyjBzjJNfZng3w4PA/gvwzpE4zqF7bCWWNjjy/N3M7H02rkfjSjWlzczIqyVNxn1RxMGvy3kZ89vs8akqWPBOOuBUUnim3t22IoZR3bkmuX8QRXdre3McBknt4WLqSpBKZ4P0xj86wzq+37+0N6GvWWI5lc+ooYqFWmpRPpv9jrWra/8E2tlxItnNNAXVfmIDFl5x6MK96+Mwj0/wCGDsLqUI13bALMuM/vV4B45xn8M18qfsG6mP7U8S6bJqb6eI5Y5okP3HLBgeSQM/IvGea+0/Gmjf8ACU/DzWNMuSs7mEzw+Ym0mRPnRh83ZlHSvnuh8VU0mzh/AN9eT+BvEVhayN9rFjMsDSIJEV9jbcjqQTjtXlPwS8UWEvh+bWlzD52nyKzEDawxtZSexDDv6V6H8MtRnttYWKKHc80Y82Jl+XaR3O7Bx6471jfHzw8LTT10rRrO1023v3tbZILZBGgGTkKo4AG0dK28jK/Q4D40fEPUvht8Bb3V/D2qHQr/AFfVIreKXT5GinR+XkHBG35Y/vDqCM5zmuK/ZO+JureNfEukw6hf3+papYTzSXF7dyNI7iRlZP3hJJIIf73HTnFSftU/Cbxp4w0/wRp+h2ltcaXBZvdMJb6C3ZpG2orESuucrGCMZxuI7VJ8I/h74g+FUehQW1rBp+p34itH1G2iW6BuZC0gMrBmQhCyx4G3cFbr1ry69VwquTTsdNKn7TSO5658Vv2rNMPxA+Hmj+DNb0rWbbVb3+zNbiSLfLHvliVNrEAqQwfOOuB616tNbgyBzF5jseAAcfia/O79mL4ZX+qftE6ZZ6nCQ+jvLqU69cmJsIw9vMKH6c1+j/kSYHykfga/P8+q+0xEe6RxVbJmC+ji3vopcRmLeMdQ24mtaQmTC7FI7kn+XFTS2nnKA6kgENz6il2bRjj8WH+NfLmBEqbcbY0Hrg//AFqw765K6qtkMIJMuHA4Pcj6gg1vOcId7fL7Vl3NuTK85id1UYVI13N6dPxP50NgUyrw31wFGyKFQ7uTuJJTb+HQevQ9KsaRdwyZtlISYRZxgcN9OKdYaUyXN9JcQeWzMGSRXAyNuADgDOBj72ec9gKuW1koQvti8xud+wA/p1qWMr6boxtpnEJV4d5c71HB9Af89KNJ0W5015ImmjMZJ/echiM5A/Dp9K2YAI0CrwAKsqQ3XmmBAJPItdiFUKHCvLwAB+WeO9cD4q06fWfF2iQ6WJblIJQ0q2wzsHmZkY5OM4LZ+vfpXodyyeUyuFIYFQrH73HSo7IWXgfQ9Q1SSAuzL5YWBMsxbsMn+Zr6HI5zhjo8i3v/AJ/oaU37x8g/HWziu9b0vR442mkmtLS2SDZtP3BlcevXI/CvMvg5pdz8Iv2hra1vITEEiuo45C6/IrQSfNknDYGRgcnsCcA2P24NSuoPHehXyK0FtqVil9Db3LLI0eGZDlDkAFlYgdM5xXh3hPxjqVn4mtdcd0c2k8cixrGqR5BBxtUAAcc4Hev1dV1KsqdjupJ2a7n6R+EfiK00Fz9itbnyjpflmYABJGjhwTndxg+gPXnpXwd+0TB/xWsV6rbkuYOp67gx3D8CcfhX1B+z18T9K8Y67rWgxt58VsXuLU4OPLmVUZc+oLMMHuRivnz9pDQZNPnV5V2yW928RB685yfplRWlS0qbaIpe7OxsfsZW/wBg8Q+MvExj3nR9DlMZI6SOwx/46jj8a81+L2nRaN8QNZe2ULY3Vw9xb7BgBHO4Afgwr3r9kzRltPg1421GUbRqVwLIMe6rDJ/V/wBK8a8f2I1HT8NzNFwjdxjoP6VzJNQujdT5ahl/Bjws3xA+KPhrQgpZLu8QS/8AXNTuf/x1TX2V8WbyGx+Iuo3uxTbWFiLeGI9GJQD8vnrxP9gXwz9u+I+teIpkJi0bT2CMR0llO0f+Oh/zrsPjdqMsvjXURuOxdhGO+UX/AAq6bcldkV5czsc7fvPfeHdU1i5bEl2otoyBjKhskj6bVFeOX9vL9pOVIOOleoa1rTy6DpdlEgRYV8o7jxzlifqSTXMz6fG0mWBdj1NdPM1sFCvKhe3Ub+yz8btC+Dvi7V7zxCJpdMvLPYUtohK5lV1KYGR2L85719FSf8FGvB6S/ZLfwprrWBG0ytdxowHtFlh/48K/PRDVmI8ivC+tVNkE4qTuz6O8dftk+I4vEEn/AAgV4+h6Y0YUvcW0Uk7H0O8MFwMD5T1zz0rT+BUmu/Faa/1nVr7W9Y1eG8BF6NXdW+ZMbfLYMhA/A9s4q9+x/wDB2Lxl4d8QXWuxWUujXs0cdvDc20U5dlDByCylo+qjKlTwfavc/DPwR0z4PardW2l7xZXbG6WN2LeW2ApVScnaAuRkk8nmtoKpVkpSZndR2L3gDSNe02PUX8S6g+r313etMJLq3WIomxFVBGCyqAE6KcV6n4Z0fTFaO7bS4xcwYZrhUCHIORkDGQCAec8gGsu9kB0fSpC3luz/ADSAZ+6p4/lWvoE6va3bIzys64O3nsf8a71Fcpg3qfMXwb1Cx8EftEeNr7Vrv7DLZ6Lpungm1km3O1tA0hwg4O6Inn+9X0R/wuzw7jnWh+OlXQ/pXLfE7wHoC2V34ssLIWuuX/2dr24Rm/fqF2LlScAj1AHvmvL1iwPmXI96+MxuVQr1nUnJ3Zr7ONTW59AW/wAYvD1xgLrURP8AtWcyD/x4VeHxL0iVcLqmmMD3acof1Q184/u4/wCEZPHWlDoME4A9BXmvJKfSb/AX1ddz6D/4THRGcu19pcpzni+Qn9QKnj8a6KMBJrMf7t5D/wDF187vNECO3vTWePHGT9azeRx6Tf3C+r+Z9Jx+I9PuRlZ4Dn+7cwt+gaoRqVkqqFnLMPunYG/Dg8183GNZCd3K+gHajy1XoAF+lZvIu1T8P+CJ4fzPp6G4DgHEnPfySB/OpWnwp2SIHxwGU18tr5anPQ+qnFTi4kQHZcOPoxqP7Cl/z8/D/gi+rvufTsYluJMyxb0HQBSR/Kq/iuYtptvZhzCZCZCSM4OQBx+dfN63lyvS8m59XNemDXSF0zTX+ZbeCEO4J3Zxls/iTXuZPlcsLiHVcr6AqThq2fLXxX+DFvr/AI+vrnX9Y1K6mhjWBLe3Vd2ASRmRshRzwqoRz1HIrl/+FaeHtCsXjh0m7uj/AM9Lm9Jb/wAcRR+lfUfj2GJfE890EBLLgseuAcf0rxnVYGhlubfoEc7fp2r7dUVT96O7NIzZ1/7CvgWWKz8b6t9iRrK6nlsoyZMPH5BRtuTjg+eDn1iFZ37Rnwt/tfRNeubO88yS1t5dTkjkwdgjOXXI784zXm2ueP8AxT8AtPWfwxfvp8eqzme4aQ+ck5ZFLL5bEooGFGVUMdvLYwB3X7L/AI98R/GWP4jDXIrWXSYdElSaVI2DNNJnaOWI5VJM4HYVhSrQS9i9xtNPnLvg6I+Ef2StFkX5Zr66ec9iQzMB+hFeCeJZw8Uik/eFeySeL4PEv7MvhKO32q9jL9injX+F41A/VdrfjXimqzxR3MXmqJgHBdOwXPIJFa/ZG/iZ9XfstaDbeC/gJeawNqXmu3bSuO4VBsA/MMf+BVxfxJsJr9pdVwWV5fJk4+6wAx+YxXX6PrsWk/Cz4dQjbb28iu8iJ907hIF4/wB4isDTvEUN94f8RvfQM1s22WYKcMrM3yOAf881ClyIVuZnkmt3KxNawg5ZiWxn8P603KgAD0rCEs1/4mubzIa3A8oKewH/AOutmS22tgqT3yDmtIvm1Iascp+1doun+H/jh4gstLsLbTbONl2W9pCsUa5HOFUACvJ4uv40UV89L4mdXQ+9/wBiA5+Et3nnGqS49v3cde+/EliNR0rBIzBLn8xRRXsUvhic0txs4DWOggjIMj5B7/JWv4eYrcnBI5A4oorr+yYvc5v4pE/8IXfc/wDLf/2qK8OYkLnPNFFeRivjOqlsQOx3LyfzpJHbywdxzg96KK4zVkYZiqnJzjrmpbp284fMeUHf2oooGQCRwPvHoO9SyyPvcb2wG9aKKQFVZXy3zt19akt3YsQWJ/GiigCwrsCuGI59a9HCh/GBVgGU30ClT0IMgyPpRRXfg92Y1OhU+JX/AB/TH/pmK8c1w5uGzz8ooor3ZfCjnjueSfHR2fw9YBiSFuhgE9PkPSva/wBgdQPhf8QGAG5rpVY46gW0uAfzP50UV4tP/eTol8B418NXb/hVuvruO0apCQM8AmJ8/wAh+VcprRI3c0UV2v4TSXxs9+vpXPwx8AkuxIjQA5/6atVXxI7RaHaBGKB4ZUbacblDAgH1HtRRUT3Rkup5dohzNd/9dz/IVoF2BOGP50UVpHYzkf/Z44FfPHgzxFf6f4yvdftZbn+x0SSys7e3dHZtpx54JwrfOuVUkDHf1tzaZa3UDQT26SQuMFH5BHuDVmzsIrSGOG3iEMKDComAoHsB0rmnD2ju+1johPkSS6O53Pwi/aH+IPg3w3qNpFqDQvfTyySNeWsSyAn5d6BPuZAGACcfz8V1r4V2uv69PqFxfSwJMZGMdpDHE2XOWy4XJGex6Z4rvza7NrZBHp6U+FAB0PPYitNWtWZ6IztL0q206xt7G2XEMEYjQH0HqfWpjCwOQenpV6WzWRwQce1HkkDaxAAPXFTYLlbGcCRC3v1pDaxFiNoUnuaumDZ1OPekaI5B4x9KLIZnfZo1JywUj261G8IYbucDjNaLRKp45JOMkU17VijZCnPIA60gMx4Y1UkADPYiqcyvkhVwcfhWmbQlfkGD6UNAIjnPJ6gUCMRrOYZDLgevWiOzfG7PNbLSg4GD9DUTHcMDHPT3oAzjbBByMHpzUYgPHf2NaBiVjztDYoNuB9xhu69aVwsUTblzlSVb8qjDSRnnnHtVzYyHcTwfbNRFWf7vQdhSuFhEuNzEFc/7XepN5j5VyR3B6fiKqzStv4GMdzUbTMcbevAJAouFiw5Psvpgd6gFy+BzimSSkKUYA5796gM0S4DkBgPTrTuKx9KftmXMo8OeEIBK4gkVA8W47WARcZHQ18m/tLa5qR+M/jqE6hdGGPUYrZIzM21IlWULGBnhQCcL0GTRRXrT2f8AXc5o9DWto08uL5R09K6ayRTYpkDlfSiivO6HR1LO0eR0HHSo+ig989aKKQyyoBiGRnnvU8JOE/D+VFFNCJkGSc881Nn5iO2cfhRRT6gSD7hPfNKD8zDt6UUUhoQElGBOQPWlHYdsGiisyghA8wjtio2+6frRRSAjxm2Gef8A9VUJf9Qx70UUICEDJbPOKjUksQTkA96KKQFa4/1sn1FEQHlDiiikA65G1xjjPXFVbXlfx/rRRSW4D3H7lT3yeaqzfd/CiijqBVl/1bHvuqlccsv+7RRTA//Z" style="float:right" />Al dirigirse a los presentes, Cabreradestac&oacute; que laRep&uacute;blica Dominicana est&aacute; viviendo una de las &eacute;pocas m&aacute;s importantes de su historia como naci&oacute;n y que al presidente Danilo Medina le ha tocado el gran privilegio hist&oacute;rico, posiblemente irrepetible,&nbsp; de cumplir con el mandato legal de asignar el 4% del PIB a la educaci&oacute;n. &ldquo;Si bien &eacute;sta fue una lucha de la sociedad, consciente de la importancia de la educaci&oacute;n para nuestra naci&oacute;n, no es menos v&aacute;lido que nuestro actual presidente tiene el m&eacute;rito de estar implementando, un programa seg&uacute;n su visi&oacute;n, que tendr&aacute; un impacto de gran dimensi&oacute;n en la vida futura de&nbsp; los dominicanos, contribuyendo en la actualidad a crear oportunidades de trabajo, y mejor vida para una gran cantidad de dominicanos&rdquo;, manifest&oacute;.</p>

<p>&ldquo;Ustedes, la generaci&oacute;n que hoy est&aacute; convirti&eacute;ndose en futuros maestros, son posiblemente y a mi entender, el m&aacute;s importante profesional en t&eacute;rminos de los requerimientos que tiene nuestro pa&iacute;s para los pr&oacute;ximos 20 a&ntilde;os y eso as&iacute;,&nbsp; porque recaer&aacute; sobre los hombros de ustedes la formaci&oacute;n de las generaciones futuras, de los hombres&nbsp; y mujeres del futuro, desde el mismo momento que comienzan su escolaridad&rdquo;, puntualiz&oacute; Cabrera.</p>

<p><img alt="Haga clic en Opciones" 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" style="float:left; height:259px; width:390px" />El discurso central del acto estuvo a cargo del Ministro de Educaci&oacute;n, el Lic. Carlos AmaranteBaret, quien destac&oacute; que estos nuevos profesionales de la educaci&oacute;n llegan justo a tiempo para aportar a la mejora educativa que tanto necesita nuestro pa&iacute;s, la cual ayudar&aacute; a competir con otras regiones de Am&eacute;rica Latina.</p>

<p>&lsquo;&rsquo;Estamos actualizando nuestro curr&iacute;culo, para cambiar las pol&iacute;ticas de formaci&oacute;n docente porque queremos formar al maestro del siglo XXI&rdquo;, manifest&oacute; el Ministro al explicar sobre el proceso de actualizaci&oacute;n curricular que atraviesa el pa&iacute;s, en busca de obtener al docente que merece.</p>

<p>AmaranteBaret destac&oacute; las tres caracter&iacute;sticas b&aacute;sicas que debe tener el profesor en estos tiempos, las cuales son: en primer lugar, <strong>maestros inspiradores</strong>, que&nbsp; abran la mente de sus estudiantes, motiv&aacute;ndoles al ingenio y creatividad para ense&ntilde;ar.En segundo lugar, el<strong> Liderazgo</strong>, ya que los buenos maestros se convierten en l&iacute;deres para sus alumnos y referentes que son recordados por siempre. Por &uacute;ltimo, mencion&oacute; el<strong> Compromiso,</strong> elemento b&aacute;sico el ejercicio docente responsable.</p>

<p>Al finalizar, el Ministro de Educaci&oacute;n motiv&oacute; a los graduandos a ser maestros inspiradores, comprometidos con su profesi&oacute;n y que a trav&eacute;s de su liderazgo puedan incidir en la vida de sus estudiantes, r<strong>esaltando que ya son egresados de la mejor universidad de formaci&oacute;n docente en la Rep&uacute;blica Dominicana.</strong></p>

<p>Del total de graduandos, 197 son de licenciatura en Educaci&oacute;n Inicial, 177 de Educaci&oacute;n B&aacute;sica primer y segundo ciclo en sus dos concentraciones de Matem&aacute;tica y Ciencias de la Naturaleza, as&iacute; como Lengua Espa&ntilde;ola y Ciencias Sociales, 101 de Educaci&oacute;n F&iacute;sica y 167 de habilitaci&oacute;n docente y maestr&iacute;as en matem&aacute;tica educativa y Gesti&oacute;n de Centros Educativos.</p>

<p>En representaci&oacute;n de los estudiantes, pronunci&oacute; un discurso de agradecimiento <a name="_GoBack"></a>Maholy Elizabeth D&iacute;az Ram&iacute;rez, quien culmin&oacute; sus estudios de licenciatura en Educaci&oacute;n Inicial con los m&aacute;s altos honores.</p>

<p>Este acto de graduaci&oacute;n se llev&oacute; a cabo en el campus del Recinto Luis Napole&oacute;n N&uacute;&ntilde;ez Molina, ubicado en Licey al Medio, Santiago.</p>

<p><strong>Lauros &nbsp;y premios Acad&eacute;micos.</strong></p>

<p>Del total de los 642graduandos, 18 obtuvieron lauros acad&eacute;micos: 11Summa Cum Laude y 7 Magna Cum Laude.</p>

<p>Durante el acto se realiz&oacute; un reconocimiento especial para los graduandos con mayor &iacute;ndice acad&eacute;mico, donde recibieron tabletas y computadoras como obsequios.</p>

<p><strong>Cifras relevantes</strong></p>

<p>Con estos 642 egresados, sumados a 794 nuevos maestros que ya recibieron sus t&iacute;tulos en Santo Domingo y 359en San Juan de la Maguana, <strong>el Instituto Superior de Formaci&oacute;n Docente Salom&eacute; Ure&ntilde;a, aporta al pa&iacute;s 1,795docentes, cifra que reafirma el compromiso de ser el referente de formaci&oacute;n de maestros a nivel nacional.</strong></p>

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