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<p>Argumenta razones para defender la búsqueda de la paz como un deber ético, moral y constitucional en el que se requiere el compromiso de todos los ciudadanos.<br></p><p><img src="data:image/jpeg;base64,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" alt="Lecciones aprendidas del proceso de paz en Colombia | A Colombia la hacemos todos"></p>
Motivación
<p>Analizar video, para la participación en un conversatorio.</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/FojwIc-4_zU" frameborder="0" allowfullscreen=""></iframe><br></p>
Explicación
<p>Analizar información disponible para participar en un conversatorio.</p><p><a href="/web/uploads/561/cc6d0b5afc-procesos-de-paz-en-colombia.pdf">cc6d0b5afc-procesos-de-paz-en-colombia.pdf</a><br></p><p><img 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" alt="? Historia de las FARC y Proceso de PAZ en COLOMBIA - YouTube"></p>
Ejercicios
<p>La tarea de resolver la encuentra en la pagina de la institución.</p><p><img 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" alt="El papel de los mediadores para el proceso de paz en Colombia"></p>
Evidencia
Evaluación
<p>La evaluación es integral, se tienen encuenta todos los momentos de la clase.</p><p><img 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u9QMfcZVulSVcNmUmQsEL7RvPTeinDONC4mZDmH3WRoYTzVgap/b5VUK1osqOTntkkhGUSCOZUyT5VSnu6FbK6gm9jEe4wVhO/Mz+lSuz9rvMVbjUJLn22+cVS0cgyNDVt7I8cSxOdCcxEsPvCNhHTnS80XDHJxVtql9miGdyh5a4t2/lLsath30qtce40bk27R8AMO459QD0/Oo/Fe0CvbKWiYI8TQQfQV1wbszdu2FuW3QAk+FiZ9yBFcTR6N/uyL6QclsW4E2nA01M+1DuI4JXLDrrPOYAB+VEcbhblu53ToQ86DeemWN5q3dnuxeeLmJ0/3YOsHbOeQ02FdKUliXUXCdtuSMxweHxCaCcvJtfDGvttV6wFsYvD3NZuOCcpjwOABC/wALR8TWmrw60ts20toFgjLAAMiNfrWNcMuHD3grbKYMExrpI6x59Krzd/NDILcmkRbXDGbQgqP4hr5iN/yqXf4Pa0gsNOYkefOivbS4yWxiLQBkhbnkT91vMHb3FUp+N3QoOYmeq6VpjJyRFixJeot3C1SwxuOveQIASQVHM8tfP1o1a4/hbgC5lj8SMwLKOfhif9apnCuL96NYkb/Wi3Ge0a2lt5EVbseJlVQxjQGRqZqpJe3IMsSSTT4Lhge0dhFULbupbAhfsyFAG2pqxcN45auwqOrae/wOtY3iO22JUKRibmonSfnNc2+1ty3F0rauiRmzIqv/ADKAZqlu+fwC8ceeTUeJcQS0LrQzC2fEFEkA6zB5aihXBu0qYtylq2wbYZyFBOumkxtULhnafD3vtkkOYV0O55eIHfTmKmXsFbwhONUBbYBYnkTrlHqTHrRRlJ8PqXjhjd7vZ19kTi3aa7YvCw2GAfSZuAwDz8Ip9e0QLome0vi+0zEwo30M7nzqhcLx7Yi5ev3TmbmfXkI20EVKwz28ly21lO7MNJZg8rsFfr5VJSldBwxxcbosfaR7jXApdGQDMkCGE7yeYiK67PY3ubknY6EetD8dibPcW3tK6hG8WZyzRGsk8qUiDNZpSe7cO2pR2k3iIvJfJ7+4bJ8SQx1n8On7p38o61GDW7pY3jnyEZVYlhJ55ecCPjUjC462Ue1d2gshG6sBy9apKC8L1xmVwpAGYaLrqNec67U2UZZINpioKMJJNdTQ8LhLt1StlckiA3hCry2/SkcWcOe7u4xmcEFgiowU9TCwDVKTjGJsIVs3CqtvzjrvtNCFR7h1EknWRuT0GkUnDiUVyw8kXupIuHaHhTYm4tzD/a21sg3HkKJSQc0mQxAX1qucVwlywttG3uLnEGYEwAPgaK9mGc4hlt2y9tbheARDWwVV9J8Q2JGtXTiv7RjT3FkYe1aWGZ7mUkHkLa7j1gb1pSaaRklBc/7RmnDOJtaBRkzqx+6dNTvHlpWo8NuGEFvRcoyxoACJAihPFOwuICd4nd3mGsIQDp+6IA9qZ7OY97lrxhlNtyhB3GWDBnaJj2p8OXyA0kuGFWv52e4f3mUDoFOX5kE+/lUhGIgA7/rQ/D+F2tzsxYTzVpI+BJHtUq7XmvEJSeVpm7jakjjEsWV1O8RPP3rOcY7AImckLrHJSek9a0W7ckzzjX251m6Ibjk7ktp+lO0C/c/oZjnScR9LWYSFPntvXqsWCs5AVyjQ/oKSujuF8Gd4S6rZvCMxEbwI8qfFhBHhE/EUNwagsAdoNE0WPStslyZsUrXKD3ZO93dx0nwuNv4h/Q0v+IT+G15k+8Dn8a92b4YMwuFgzFjlUbg+etL2v7Ostk4hrrXHV/EDoqKxgBR5EjXnVY4NycuyAzTSVdyh0X4LbzZh71O4HwBL1lrrNlCuVYnYRB0PmDUvCcMVGlLkqRuVIOunnzosvEQdOvVZauyvZB8Xba4rjKr5SuzNABMHbnT3FeG3LTIoW7aWQhzExrsRBiTrsd6L9juD4iybZ7zKh1IVpFwEbQPYz5VomLw6uhR9VbziOeh5GedAsXpT7h5Mzcmn0Mu7LcO7u7cuMA2RvAzfeGbr56irvbxMGSd0/Ij6mhnEODC1BsXvBmJdGKmREgqd5mPaoWJd/CE1I3I9utcXWYsyydLGR2tKmWi1fkkT/cmspx3A8RcZ3t280O0HMvi8TaDXcRtV4wV5x97pr68qBYjhl3M8RlZy33oOp5H8J1NFpIT53J/0HCcYvqDeCgXs2FvyFIykHRlIOYb9DrUfjnZG7Z1TLdtDYjdf8yx8xRvjmBLqly3by3E0ITUlRoNhLEaa9JqHgeOXLejEyDz3HrWpT2Pax97luX9FGe3lu5lIEASBoBM/SnbFwYnvS2ylco0861jjHCcPfJL2UltZUZW1H7ywfjVCxfZd8NcuG1L2nMZN3UDnP4tZ5cxXQeNqFoxxzqUkmuLAl/Do4XNEH7uXp8adv4FFssggeZ39ZqU9uNxHttUXil4LbGYeHMMw6idayRyXJJGucUotsA8NxPduD0PLnvW8dl8YtzC2xdAZWDBgRoQSAJn0NfPxcZ2K6Akx6cq0rsHxctbFs7CAJ9R9a3RirtnNlJ1RA47wH9hd2ttms3HYREd3qMnqNSJ9KGYezaMztGmn6zpWkcXsretXUAlxbLAddyB/wj41m+HwCO2ZXCrIkEkFZ5GeU7UvPFRZr0lzi+LoO8M4DdxaGzaP2eUlz1iIVT15+1EuO4AWFQIGyZBlzGWGXQhjzII+dXbsRgVtWGA1nKTpH4QduW4+FD+2eGzW4I2bf+/L8qB49+P5AeVrLT6dDPMIDcuKo5mKs3E+Gg28g6CPUbU32c4VkJuEeS/qf0o5jBCM3NVJ+Ap2mxbYW+4rUZW5JLsZhjsK6+FgR+R9DVv7A9lO+JuXWKosgCRmJI0I00FQkxdxyAyJDKDBVjB30I30INXfgeLuW7a5URgZLZSJUDQaGCR6GlbIKV3wNlnk41XPuAsXw63gMdYQApba09u3cMEM1wknPsAQSB029oONvIve2nBZodCNAqkbFfLMqkDlrVp7YYb9twTqADdQG5bykFiU5COokfChNzg3fpbvXSbTvaHeJAz54g6cp3pepy44RUmyYJc8lAwD443MtjOHAnwHKAOpM6D1q4rxg27IfGrku5jnOXKbhEQ0DRiQBqKY4vZXC2maz4QYVg2puSdCx6jptUHhWPt4gi3iR3gNxWBgmWBAAXkqxM/vTQaTVLJ6orgPNj3JtEt8Zi8cUaxY7u0n3XcQ1wHfUnbyANdcYvXcJbVmZWYsAV5cyY5x51dRiLVtDcuOEQfE9ABWX9q+K/tN0uNEXRAd4HXzNaNVDDOPMVZNEpb0pft7ku92kRrbeErcKwOY10Jn0qHwfDt3ltEiWkmeg/Lca0P4TgHxFxbSbtuf3QNSTWkcF7OJafvMxZsuUTEAabAelJ0+CKhSXF8mjXqGGVwfVdADirWVztrB09BXqNdoMJlveqg/GvU3y0YfNZlHY7AJdxYt3ASMrHQkagTy960i12Zwq72gfUsfzNZt2LuxjrR6lh8VatiQVorgzt0+CPhsBat6W7arG0DrvTty0rAhgCDuCJB9etOxXiKrsUBuJWsqhUVFRmAaFB1YhRC7c9z02qpW8Bc7y6Cs20JkbTzEQBrsau3GF+xc/ujN/IQ36Vwz59LSFp/EQVQecn73oJ9qVONjMc9ovYvi1xUYOGgBQpPiI8IOsxAMj50XxHE3vShJTIdckeMEaHUHz9waB4fDMtxkV4Hd2zqsknxKTqYH3Ryqfh7WW6pa4WDow1CiMkMNgORfepHhUXN7nbOrZYOVzswyycxmJPhjTyb5U8g1pbFrwd5sXObXofuj+UCvKKIEaxmKW0jO7KoAJltvKmez/Ef2ixbuZlZigz5fwtHiEcteVSbtlXgMoaDIkTB6joaXBYRLShLagAADzIUQJO50G5qEHstO3LK3FHeIr9M41Ho24rkGltuV1Go5jka874y3DJGUXXBowu4scdipkofaDXByPGuvQ6GpSCRmtmeqHcenlXgFfQrrSdP4tqMXEvUiSxRZRu2XDDbuC+C7ByFYEQLekLlI3GhkHr50CPDbmJi2iEzsYIA8yTyFanieHq6G22qnkdR1p7CpkdIVSgBDADVhGgHSDrW3H4nhnNOSa+w05KFdStv/AIa4O4q5c+cAK2XRW89RoaI4bsJZsJNoOtwSwhgS0bKSRqPKrZaxdvkcumzDLqPlTjXhlzyNPMRXbhmxyVxkmY6aKng3S3cUmDsD5DbWhvH+zItG5fsWzcRgXZRlaCNYykeMayOlFO0eGCOLq/dubxsG5/Hf407wrjCqgW48RoNJp0qmueQFa6Oh/skW/Zw7k5nYucwgwdFkcjlApji8XJkmM2w5gbfGmsXxMoqomxUa9QeflUGxiZgE1IxSVEt8MkW/hyHlXsTa7y26AgFlKg+oIpovFcG7HOk5NRjxx9ToLY2+CDheB3pRSE0JllMD7hUaQI5ddqsaYS2hVpAywAV3Maa9elCXxbHSdOleF4xXn9V4kumNfyzXCD7hl8XsF5CJ5n4VGa3uzn6mmcISdSdB1prFYrMdNuVcrJllPmTthpc0gfj7QuCCJHSpPAeG2+7ZMi+E5lECQV1BB6/SuHqVw4w+8aH61q8PzvHkSfRl5FcSt9srxNu2Otw/JapVxWYhQCddutXziqLdCgahXYfAkHX1B1r3BMEq3VIUCJ19q9E4OUi45VCFDFns+9rCd4nhxSHvV/8ArP2Z8ipIPmfKrR2d4xZxdlcQGIC+J1EkoQDmUgan/Sn3Oh9KoODuPwviIGZhhsTrpGUsevSCY5bjpW7bsjSMDlve5hntN2qwzXpVywygSBpueomkoD2v4NdOLuMiOUaGUiSCCOvrNepHqNahCupWuwXC7t7FLcQLlteN5YA5QDOUbk68q1tKyns03cYhGJhWAWfMsoitOxF/IIG5GnlRZcqxw3y6GRQbltRKBrxqHg8QoBzGDO551NVgdQZoMGeGVJp/wXPG4OmQmui4rpkcKQVJgSMw5rOYaEHUc6dfFIgGZxqJ66Dc6bDzptbipculiFWEck7ahl/6KZwrEXAzDKLiuQDoQAylZB2JDEx504Aed0FwEBmc2/wiRkka9N/fWu7rWyod5IBKxrMv9mRHU5o96gJiEt3CZGRM6jLrAYW7igR/9gB5VJey3dXSRDvLwORAGUeZGVdetDtQW5j4FhvB3QDRs6gmOoJmfjTyIFACiByA0Aodj8Za7tbneICpVx4hPLMN+akj3qbiLyopZiAo3J2qnSRXUbuYwLIUSRv0EfnUywxKgkjXXTaq5/4ja1Ju2xJn76+vWpWA4zbZ1trdtsWMAZgTprpG+grl4NVkeVqSddqXBpliio8dQ8KS3cjX4+YpVqPmrJ43C1F/ZMD6ktwUIdDpyPSptm6tzeFf5NQu1iwkhtVNLAIzIZHMcxXAxzlHh9DRKNhV3K6EQaYF4gzFN4fiGmW4My/8QqYLVsrmRgw6E6inuHmcp/5F8x6nreJU6GouIsprAHtp+VRb2JEnwxXrLZzlU6xz0qRc6pEOr3iXIWYrvBMj51GTBWyeVTBw66fw+8ipScNK/hzHzOnwFNg9R/2f9lPaQVwIeBAOURPIDpTTYNUMs8a7LqfoKKPh7jabDoNBTB4VzdwB5f1p8cuaKrc3/JXDA2IuyfACB5mSajFWPOpeIKISAQY5iotzEzsBSpzcncnbCV9kICRoaSw5Zgo5mmmuE6bmpoUWE11uMP5aFRXcjb6IlPc/2abDc0yE5+f5VGwjNsPvMaJtZkhQdAKXJWFdDVqwW15UuCEuOnOiWUBYHSg6XSshSPWNaiXJLGL1pbZKD7qmB6VzYvqrBqXEsW8R3NQimv8AcV6zT5XPHGSEPug4mJzajpVY7a2hfwpQf+5bOdDzEfeA9p+VTkvFdV25jp/SoHEfECyn6g858jXQT3Iz1TOOB9oO+w9tmPiVcp9QT+cz70tZvcvtZZ0G2Yn416gpl7kT7GLMjKskkaATIkHTz0mtI4xxG3bym5cVTBMHeDEaDU1ReAYZSBcZhJ+IrQ73BrGJRDdtq5AENqGiP3hrHlQZNOskNsnwy/M2y3IpmP7Wrtatz/E+g9lGp94qz9j7uJa25xCQGIa2fDEEaiAZHI69TUDHdhUzTYcKNZV5Yj/Kd/jVh4XeyW7Vu4G7zu1DaEhTBgMdgTlPwqsWDFi4hGvl8sZke6Ck5X8ex09lDiAxUE91pPLKx28/HvS420Ge0SoYByDIkCVbX4gVJxF9bcZp1MAKCxPoAJpFxCEKQ05jA8yJJHkdDoelNM4Pu2ouyq6BrZ0GmodG+AYTUh7ZT7mq80/7Dy9NvSn8TeyAaFiTCqIlieQnTqfQGo7Y5dPC2bNlKwMymC2usbDSDryqixnCYUdwEKAHIVIgTsRT6289sLcUGUAdTqDI1BprDcQDn7rBSDkY/jykhhG6kdDy9DXdrFZgrZSA4ldRrpImDoSKoso/aLsaLcXLAcpsyDxFehHMiiXY3s9ayW8Qc/ercYjWBA8MEc+fxqzJirhbKLcGJ8TgaTGmUH+zSIrqWt2girbAhSCSxMsdZ8Prrqam6V/A3dFw21zfUKLUIPqfWn8PdDKGGxE1BZ/EfU1xfGI3GP8AIWHqxbx5U1ZvlGkGu7h0qFcauBGN8M1qRYWZHAJ8JPMfrULEh015ciKgjF+Er5U0OJsg18S8waqGGSfARMHEDswBqSuOtZIKMD1Bquvj0ZjHhHSnGxYI2rT5cl2BcUGbfGSNEZiPOKfXiV0/jI+FVkNrINSkumN6qcWujJUQ23ELg/2jfGoV/FM25J9STUNWJ50oE0FPuynJLohWaaVbZOnOlBApP2kjbTzoqAbbJ8JYGZiC/IdKF3MQXbMdz8qj33LHU09hFAMnYfOj28WVVBfC/ZqJ+83yHKiWE2NB1ct4upp5+J2rYbNcRT5sB8poI4pSfpVgtk7G4mBkG/PyoctDX7QYadbyT5Sfypj/AMzYYGBcJ9Fb6Vpjoc8ukH/QPmRXcL3F09KhO3OuuHdoMK7jNcgRrKsPLpXLsATBDCdwZBHI12dBiy44uOSLXtaFSnFv0s4NwdDPlUHF4hYP3lPXKY9xUu6FI+m9BOKOYMAgcp/M10oWmDIqHFFtm6xkfA/SvUQXhqv4s5/v3r1HuAInC+MLbi29uQNAymG169d61zgt3NYtMOdsb77Vht1IVXB8RO3SNq2PsXfNzBWWJkhSD7MwqW2qBosK1Hwg1uHrcP8AwhV/6afWmMNo1xf4sw9GA/6g1Qh4r9p6W9PdtfyFDsd9ncBGzMr+hRlRz7o4/lqd+0DOW2UEoW5T4W35Ccy+oqLi071nyGQtp1BGxZ40B6jKP5qEg9ih9pan95vjkaPlNQuMjKVuDfY+eQG4vwyMPRzUi7iVuBTbYF1IcL6DxKf3SVLDXma5dxcuKMrBUlmLKV1ZSoUSNdGYmNoHWqCExCZFa4DoGFwDpH349Vn4mo2HW4QsIO7tswAzQzFSyrpEAAdTqamYa2e6CMNcmUz5DLUbDXHtghrbkmCAoB1KqGBM6HMDvprULH0uhrlpxsyuP+UwfMFSKVr5S64CO0oh8IH8Y1JIA2qMgde7+zZiHZ2y5YGfOSBLCYLAe1TbMm5nykAoAZiQQTGx6GqJZ7hlwlWlSsXH0MSJObkSOdZzxTiV23irqrccAXW0nQanka0nDIR3kiJuEjzEKP0rK+0wjGXh/vCfiAadp4Qm2pJP7AyWlwF8L2quppcUXB1Hhb6Gia9ocO/48nkwI+e1UdGkU2wq9T4Jpsvqiqfx/gCGpnHhmgLj7ZOlxD6MK7uANzrM7iUi3WXYkehIrmz8CUXxL8Ghat+xomIww00qMSRtNUtcZc5XLn87fWnE4leG1xvfX86H/h8iXDTDWrXsXfBuTRENpVAs9oL6/iU+qj9Ip/8A81Xulv8AlP8A3VlyeEZm+wf6mLLyjUpu9KoDdqMQdsg9F+pplu0OJ/8Akj0VfpQrwXM+rX9keoiaGXofxLi1qzAdtTyGpqkPx7En/at7ZR+lQHuM7FmYsTuSZJrRh8Ee71vj4AlqVXpRb7vahB922zHzIA+U1Cu9p7zfdyp6CT86r5elUk118Xhmnh2v7M0s0n3CzcVvPo91yOkwPgIFcqBlJ0maHnQ706hroY8MIcRSX0JcnLqSVFd1HBp8DSaen2AaCGBsSpMTJj4a0awuIIQADaq+mKZECr5k+9P8Jxkkq3qKDVRU8L+CYbWQsD3dJ/Og2PvFjA1qXduZhAqDjHyqcvx51w0dFgDEYy6rFUbQem/Okrh0M7GvUYNnSWM9vKDBmRWm9gVK4NEbcO//ADE/rWc8L+771pPY8/8Apz/nP5Com7KklVlkU0j2w2/yJB+I1rhacFELFS2qqFUAAbAbUuUV0KZuuRtUZDphTLUC4lxy6n3Qm3MH61GtcYusoJYT5AULYaRY65Jr3BzmjNrrz9KGcKtm7exOZ3hLsKoYhQJfkPQUEpUrCUbdBOa8HqP2lTLhMQVJVlSQymGBERrWS3OM4jKn29zWZ8ba6+tSL3FNUzZprKe2Iy42755T8VFChxbEQf8A1F3/APR/rTF64zvLMzHqxJPxNasMadgZOUOW31p5hUKpq7V1cDtUZZquRp1qPcSpZpl6mSCokWM2m5GnstR7u9OWGNLhV0XLpY/AiI1602LNOCuxTHjTB3MjslMsKlPXBpcsaDUmRstertqQ0txoKz1doYpBS9KJcFM9NPKaZNdirTIkOq1EkjuxQtRRGyng96Gc9tBwx7+EdYRAzQdudcXy+HYukHTSdQQaLWsOoXQUzxbCL3TNrKvpr1mar9TGScOeR70GSPrtcAdu1F7kqD2P1qHieNXX3YD0FD23rmuYDbHTfc65j8a9TVeqFH//2Q==" alt="El proceso de paz en Colombia en la visión de especialistas - Prensa Institucional UNCUYO"></p>
Bibliografía
<p><a href="https://books.google.com.co/books?hl=es&lr=&id=qS2RDwAAQBAJ&oi=fnd&pg=PA97&dq=procesos+de+paz+en+colombia&ots=PGairBPodq&sig=DFG3Z522ijN">https://books.google.com.co/books?hl=es&lr=&id=qS2...</a></p><p><a href="http://ibdigital.uib.es/greenstone/sites/localsite/collect/cd2/index/assoc/ecp0022-1.dir/ecp0022.pdf">http://ibdigital.uib.es/greenstone/sites/localsite...</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><a href="http://repositorio.cuc.edu.co/handle/11323/2321">http://repositorio.cuc.edu.co/handle/11323/2321</a><span class="redactor-invisible-space"><br></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"></span></span></p><p><img 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" alt="Desafíos y complejidades de la paz en Colombia"></p>
Foro
<p>Estar atentos a la convocatoria para el foro, donde pondrás a prueba todos rus conocimientos sobre el proceso de paz en Colombia.</p><p><img 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" alt="El proceso de paz se encuentra hoy en un momento crítico”: ONU"></p>
calificable?
Activo
Actualizar