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<p>Van a comprender los pormenores del inicio de la violencia bipartidista en Colombia, además reconocerá cuales son los problemas actuales relacionadas con la violencia política ocurrida en el siglo pasado.</p><p><img 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" alt="El Bogotazo y 72 años de una violencia que no termina"></p>
Motivación
<p>Analizar el siguiente vídeo para socializarlo en clase.</p><p><a href="https://youtu.be/-xcEAZFZ4tA">https://youtu.be/-xcEAZFZ4tA</a><br></p><p><img 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" alt="Desarrollo y Violencia bipartidista - YouTube"></p>
Explicación
<p>¿Por que se origino la violencia bipartidista en Colombia?</p><p>analizar la siguiente explicación y compararla con la situación política actual en Colombia.</p><p><a href="/web/uploads/561/c051566e98-el-bogotazo.pdf">c051566e98-el-bogotazo.pdf</a><br></p><p><img src="data:image/jpeg;base64,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" alt="principales causas de la violencia bipartidista de los años ..."></p><p><br></p><p><br></p>
Ejercicios
<p>El ejercicio a resolver lo encontraran en la pagina de la institución</p><p><img 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" alt="? El bipartidismo en Colombia - Tierra Colombiana"></p>
Evidencia
Evaluación
<p>La evaluación sera continua, se tendrá encuenta todo el desarrollo de la clase por la plataforma, mas la participación en las reuniones y en el foro final </p><p>gracias.</p><p><img 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" alt="Apaciguamiento de la violencia bipartidista - aprendiendosociales2018"></p>
Bibliografía
<p><a href="https://www.google.com/search?q=el+bogotazo&oq=el+bogotazo&aqs=chrome..69i57j0l7.2774j0j8&sourceid=chrome&ie=UTF-8">https://www.google.com/search?q=el+bogotazo&oq=el+bogotazo&aqs=chrome..69i57j0l7.2774j0j8&sourceid=chrome&ie=UTF-8</a><br></p><p><a href="https://www.eltiempo.com/politica/partidos-politicos/que-paso-el-9-de-abril-de-1948-dia-del-bogotazo-482798">https://www.eltiempo.com/politica/partidos-politicos/que-paso-el-9-de-abril-de-1948-dia-del-bogotazo-482798</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"></span></p><p><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExMWFRUXGRcbGBgYGBcaGhoYGBcYGBoYFxYYHSggGBolHRcVIjEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFw8QFS0ZFRkrLSstKysrKy0tLS0tKystLSsrLS0rLS03Ny03KzctKystKysrNy0tKzctKy0rKysrK//AABEIALEBHAMBIgACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAAFAgMEBgcAAQj/xABAEAABAwIEBAQDBgQFBAIDAAABAAIRAyEEBRIxBkFRYRMicYEykaEHFEKxwdEjM3LwQ1JiguEVFiTxNKIXU1T/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAQID/8QAGREBAQEBAQEAAAAAAAAAAAAAABEBIUEx/9oADAMBAAIRAxEAPwDU8bmOkgDnH58kSG3dVKgXV6ok6eYHZW8CLc1zUgtlJIThKQVA2W2UTEYtggTJJgIZn2KIfpLiGxy/dNYPDvOmBYHn6qg+WJOgp0hddAwaa8FBJwFXU2Rtqd9CpOlVDBw46JJw6iY7MzSbWeGF/hx5RuRF91PpVZaCOYn5hPgYfQSTSCW+vDwzq0n5EJjMammmSOn0QBM2xLSS2bC/qnOG6oexw/1W9FUa2LNZ0sB3gd+St3DOVvogmo4S78PT1VBjwQuFASEpoSlAjwQltohRsNjA59RgH8stB9S3UpWIxTKbS95DWgXJQLNFc2kExlWNFemKgEBxMA7wDYqTXqhjS42ABJPbmg98LmvdEL1rtQBHMT89k394aHtYSNTpgdQN/wA1A94QXCmnHXSwgQ1i98OUoNThaEUnw9rJRYlsXrSg8Dey9LAEoBLhA05icauIXqDgEgs7pbSuhBRsPQrCs8kABjd5sCdvoi2RZjqL2l8vmfblCpGO4rqEktZpLrG5II9Cvclz11J8+GHF3O891YNKJK8Vbo8Vz/h8uq9dxUP/ANf1CkB9+HaTqLQT3SMW8tEiBHy2QYcV04Hkd9F6/iFhB8p94SAjhcXrG1zaOndScSToMbqt5bmjGvOqRPpCJOzmnBMn5KjslxTQzSSJ1EfWdkWc5UR2Jir4l4mYi6PVeJKIaSHiQJg+myQetHh16uogtc3VHPpspeAxDdJvOgwfQAEfQhZ5m3EHjPc8wwgQP6eh+asWS5tQZ4emo2HNgyfxNkyfUavkEgK4bMaVWoypTdqaWPEjrqAIPQ9krOcE6s3Q2ppaRBgST7qscU1qNAeJQqNBLgXsYRex8zRtq/NFOF80Y7DtcagJdJMkTueqB3Lsko4Zv+Z0/Ef0T9DH6yC2Y0kk8pkhCc8zanX/AINN4nVBuo2OzYYZrKQgugSRttdBbadUHUByt7pdWrpaXOsACfkqrkHEVFxfPkLnCehJtZGsTpxNF7GVBDgWkjkDv7xKAbwhQqfxcRUIHjnU1o5NEgH1IhQuKcxZ4vhkF5aRppjm483JrMsc+jWY5saGjwqYFyYA1Oj6K0YLLqQca2nzvgknf26IFcOMqtogVQGukmByB2HruonFOZAacOPjrah7AbpeMz0U6zaRFiTdSKeGo1ajMVEu0kU56TJcAgn4cltNs8miY225FVTL83Y/MIAL6hkEj4abALDtMIdi80xOMqDD0f4QBdrdyDTYR09O6sNDKaWCwlU4caqgaXF+5cd79kFoYE5CrvDGbuqgNe7U/wDEYgRyhWNQB+Is1+7sYQCS5waLSNxJKM0jaeoSMTSDmlpAI/XkgeS505501G6STpa0TNubugsVcBjC1SalUEj8MDoI/dSa1TSJ9FX8Vihhq1WtVdDHmm1gG/l3MdJKM4rEA0S8DUIkRziFBMCRgq4e3UOp+hhMtxbXgtpuBdBj1jn7pjKnmmwU6kBzf/tzkICRdeEivXDIk7kAepSPEGueWmZ5XKgvy99SpqfUGhpJY1o+rjzQFEpR8JW1iYIgkH2UhB84uxU36KTh8xIv35oK8907SondaVaMNmRg91334kzylBqEx+ikUaV0QXbjIsZ/ZTqVcO/ZBqZMEWupGGZyk+3RAULOkdkSweMcGxYiDuhPh2tPr/7XuHa6filEO4jFRFpKjYnN2/5GlT61AEeyrGZUTqMfPkgF5jiGucTpAnkFHZjA3UC3V8JHaDJ+aXXoWURtE6iOya1iXj8WypDmsDN5iExhMSymAS0vF9QnrzHdLr4AtpaiRZ0Rz2mfRC3Sgn08SNRc3aSR1Ck06+u0wRMTzBQQSDKlUxKoNFmkOLhYiw7ryhjWtYRqeHctJIHuhNYkC8kqPB7qaClbETUkOdAFpJkcz9UXp50wD/5FcH+oqqkne6ae8oCuNzOoajniq83sSTMJ7/ubEHTGIfLZiYtIhAnE90loPRXQUOZVADFV0uEOvvddh86rMa5rargHgNcJmR0vsh0JJnooLBlud4ik7+HVLQBvbnFtkbbxpjQP/kf/AFYf0VKNQx0XNqm+6QX2jxvjjbxmk/0t/ZM5bxRiaDjUFRr3EnUHAGb8iqWzEOG1l66sT1SC551xtWxGgVG04aSYAN55FEqP2mV9OgUKYGnSIJtaBCzl2IMDt2T2ExrhyHylINO4Qz00dTntYXPvJdHsLde6LnOvHqzoh0aRB53vq6bLM8NjXHTIgD6KyYbGQA7tsERfcxzR2gMNMtJgAyDYeilYLNWtbGlyqOXZoN3DvvJ9pRR2JG4BPSxURZsrxIPlg80RVUwGYua4EMJ+QmVZadR5Else/wDwg+Znm4/VTMLUaRso2mSJ2RDD0SJgXV1pKZTAE6SlCqB+G6V45JvyUR+8XSIfpYi+xRCi4bm3ohYpGbfJSzrAhoBPeYj2V0G/Fbyn911Os0cyhGKxVcN+BnsT+yHMzJ0yR7SoLXQrBxI2HZRMwc0c4v7+qHYfNC3/AAySdoIUDEY8uJlrh8kCscW7gzdCqtcB8zyCeru7O+SGYgea6q5iRiKwMGZlRA++6bJSZUUvWnGPi826KM4LlUTxVB5pT6sCxCHtKU8oqU5421JLn9x8lGuvHFSh7UOoS21QLKIB1Sgrokl197LnW5pqi6EmVBJZBj9U5RffcKLTOylsYIvuiHoG/wCn5LyJ290/TrtsCCYS21RNS3Q+iURqTL8vRSKRAO7R7JnVDm3HsnKhkkgiw5hKCuAqMJuR6yjdHw5gaY63KBhjBTDjyE2/VGeHazXHfUICgP4OrStcDoEVGJaLW7KpOzCmK4YLHVtHI9CimZY3wmh2oTJ726KosuVVG6gZG4VpVEyGs1zg7azT/wClewoPmplMiJU242v7JGIaS+IjkpzaYG94+a0pzU7tP6Lw0wRc+bovHVxr/wBp/NNVq3mnYfWVEOOocmgkqfQpANJ7Ia3EWt8+6S3GzbsgmYyrLTF7KvBo1XuZR0EFu4uEJNAB26oJ0KQLdlFqUGhOMxLogTCgVnXkoH6lAGIHtPZCsTSl7QOdo7oo3N3URLWtNo8wmEGrY0moH23kgW+SiiGZ5D4LZdUbJi0c42lAXKzZjUbWptcAd4VdxOHLDBVMNSvdSS5h3SYRUhlPYgpDgpOFw5OmAbo/l2ROfZzYJ59uymivYfDl223NOsy5zpgTAVqOTDDEF0mk7cx8PfuEdwmBwzhZ8ehCMs7wWVF5IkAxYHn2U6tw7Xp09ZZ5efWFpeB4Yokh4HOZ7o5XwrQwgtkGyUrAmUyTAF+iRUpkGDYq34vAg1qjKdMktd8x2+anu4JNT4jDo+IfSQi1TMtoanDV8IPzVjHDNSoS9gAafhBN/wC7L3KeE67KnnZ5NRBN/mtOy7BNawM/CAI+qiaxzEYR1N2lw2mVGb8TuVlYuLskrU6ziGucwkw7lfkq2aT2uhwgwtKZYCCJHuU/iKbtQAk25JNHVPw/VSpO5aLd0ErC3omekKXwvTcH3JAjZRMLqOzBG8SptLWxzSAwH1UCsyoOGJ1tBIEElFs9BfTGnfchDalV7Tc05Mk3KlsxFVzJPh6Zif8AlEGODa48rXTOkW9CtTpmQPQLHsrxEVmwWTB+Hltutay+qHU2Gd2hT0fP1SidQJcSekpys124e70nmupVCWNnePdSatZsSQPX/haAarScC2XG6f0H/NKXiKepwuCINkXweCDgQxuwEm8XRVdqkxYuKXToDmT7o3mGWaB36qKMJLSCD8kQxRsAOyZdAM/+0+/DDSIcRbkhNfEOmEMFG1BcC3uoWLqC6ThZJPso+Ku4gI08qOBEKK9qJ5Vk9WuSGg2Ek/oO6azPL6lMhrmkE7SFNB3gvDisH03i24vzUjifh9xaXsaTH7KHw1QdScHO8psYm5ExB7rTcLT1C5Bnl7JWdYaZPkI/vsp+DyGpUbrAIE8wb+ivvEvCgxLtVOGlody3PLZe8F4iq5ooYikfKSGugjbk7p6qFRcoyZsRp2iD09FZsDlI578j0U5ngU3TrYJtdw/f1TuErN1lvLdrpse09UKR/wBMaWljhIM79CqkOH20KhDjFJ58jj+F3+Vx6HkVoVSqxoLiQA3c9lSuLs9weIoPw7Kwa9xEWO4vHaSiC+Cx/heV5GkbGUWwmLp1WnSVkWU4epTc2piaxFMGNIOsujlA2CtFDj3CURpp06jh6AT8yqq54fLgHFxAvzhTRhh0VOw/Ghc4RSDKenVqe6YG3whXTA4sPa107tlZ0e+DYiFCcxpJ5Qbz2TeKz9jCCQQC7TP4fWTyVB454vqMqOp0nadpsDII3BVRolemx3xQWmLKrcTcIeJL6JaIvCy12fYgiDVeRyuiWTcTV6Yu9zw1robOwO5J5osM5tw9iKJl1NxE7iYTFWmQ0Eg9CiWA46xFOpM66Z3puuPa0hF8bmWCx7AXf+NWsJ3pk/6iNgVVV/L7h1iF7hgC6COfW/yU/C5Q6m97H7i7XA+Vw/zA8wh2Ew5dX7Tv7oURx+HDRJDZI5noPzUyjL6OkBsxIbIF+0p/iDL2MDRJBM7yfw/RR8twFKrR8pLqgaS61hyAB5myIYyjGB9aWs8ODpixgxBv6oxihXLvLUMdjb80H4cwxa5zXAg628r7X/NWTMshe58tkCBzQVOjhS8S2N/RGG5aHN0EX9FaMJw200gIg/VF6GUgDrZSopmD4eph7fKL72VrweVNYPK2J7Ik3LhqaY2U8UNkqqxjshD5tfr3QXEZO4DzDqtCqUzyhR8YGtAcRMmAOs8glRmIyOWfDdBaHC9R9Vw0kjrfmrZxo99OqG0qwAkWAHkkbO9eqj5Hm9ZpIeS+nfzAQ4d+6q4G1eDalJoc/eOV0vhbhEVnONQENF5iJWh4fEiq0BpFRpEaufuEnP6/3TBucxsuAgEWN+/uoUPxDcJl1IuJDR03cTygLO8141FV8igw6T5XPuY5WQHPMwrVHzVLtXR0z9UMIVVYKnFDiZ8OkXdS3nPK6jN4mxQcXCs652tHoEIXhQGK2f4thgYh0EA2cDuiWYYn/wAcOGMmp+Jmo6iVUiF0JCCeGqB/8yrpgyLE/UItmfELi1raVRzQ2w5kgXknrKrLQlFpnmgJnN6rh/Er1DO4k3+qI4LE5foIqNquceYAt3BlVhE+HsVTpV2Oqt1Mm46DrCLDOJaxr/IXlnIPsT8jCYe8TaysvHGX02VG1KJJpuAItYejtvZVhphEzqyvwNCjp8erq1MadNO5EwYceVpRnMPtGPgmjh6WgadIe4y6BaY6wqOxr6rgAC5xAAA3ttsvKuFe0BzmOAOxIIHzUXi5VuPHuwYouYHVIgPMbdSOqqGNxJeZcdUAAHsvcLhX1rNEkQAPW0Iji+E8VSoGu+nppiJk3vaYVQDvHulNqEbHlHsUQyv7uNJrlxE3a1skjfc2E7JzNMThalVngUXUmagHAukkSPkYlFByUqStOzHh3LmYR9RtGqCB5XvJkmYkBxgiVTMJgB94pM0Nc2oQBFwZtI94UQ9w295DgXEgWAJt6K15Tk9SbxG/OL7ITwnkb/vNanEGkRI9ytSy/JyGgyZsOn0QVHGZdUeQXuBj/Sdtt0jK8tLacRvqtHQ8zyV4q5JMySmcNww2DqcSlZU3LMqLq9duqDLCCIHLqrHhMDYh1Ykyd3ckVw2SU2VHukCQ3eLRKeOGpD8dMe7f3VVRm/adh+dOp8h+6TU+1aiPhoVD6lo/dC3cN0gbae0hO1MkosBlrZEFSYcWvKuNadZni+FUY0bkgEdbXVlo5tRc1jzUa0OAIDiGm/YlY7xLmjQwUaQgWmEJ/wC4qzGM0uPltBg290hG7vzjDTBr0h/vb+6HYvO6PifG1waIbDh8XU39pWMjieofiax3qxpj6KxcNY2hUqUhXYxoqahqDW/FIA/NIkWvDZaKlQte0uL/ADOcbj27KS/h7w2y3zg/hKGZznDsHWNJo8ukEHmQeSGU+NniuPELtECwOx7iFRaMJjKLLBnhOBuBzPdGsXi6FSi7xAHM0ku52HZCcHRbVeXmNI6gST1Q/izHtoUDT1TrDgCB+fsgFcScPYXEvpvoMc7WKjfEBOkGmwwNuoVExGVsDw1rSdeHbUF9nBup35Fap9neYh+FfT+IsLoPWRy+qodWhpq4YsHmcyrTM3uHVGGQT0Kip/E/CWHo4BuIYwAuFM6pMyd7TEFVPAZax9Gu8i7GAjffVEzttyWt4vLjismpsbd3hsPuwf8ACHfccNTyzygNdVpAGNy/Tz91Ssde0kEx6wnsM/SZiQRF0qgImeYhNbRaUae0g2biwnZe1X8v7+aSw32nsnGMII8s+oRHNpy1tuZunxlDywvAkD6qVlmHEy62nkVe3YAsotLG+UiSI3lQrO2V64peHqd4Ymx2UU0zYQtL/wCkU/u73EHUHeVvX17KpYykAdIEATf9FUqVwPhabK4qVX6Q24sTfkrpnOmvhKlI1GOLrsJaJ32G0KjZLVAeIEuJjsPVW/DgeJpjW/TJjZs7COSCispVsERVlkzABvcc47J7NOOMXXpOoPLPDduA2PrKuGd8PisydiN7KvO4NbPxj5FRapbnWTjcSbWbYW8o5deqv+H+zQuI84g9FPH2ZUwPNU+iJVDx3FOLqs8OpWLmGAWw2I9goVLHVGFpa6Cz4TAsd7LSWfZ7QLgNZN72/VE632b4e145IVl+G4kxTHuqNrOD3/E4RJ9bKaONcw//AKan0/ZaI37OsKBeT3S2cAYVp5+6cKzatxXj3fFiavs6PyTLs5xR/wAeqf8Ae791rzeAMHMkfUqXS4Iwg/AEuFYe7EVnb1Kh9XO/dIc1/V3zK3Q8HYQmNAEdAnhwhhT/AIbfkrcKyb/q5+InZQMZnBcYDr3JPdAdfcpLX3RYfqVySSXSUmm8D4gSOxTUrxzkqpBfTJsHD3B/RSW5gGtY0SdLi4E9THT0Q0riUo0LjbHmvhMNiRY7O9/+Qqtha8tdeTLf1Qn7w7Tp1HT0kx8lIwsCm4z5paAOxmf0RI2fIsK9zdTgRYR025Jj7RMvP3QPaRLXj12IhWbK2RSpgj8LfyCF/aKYwL3AfCWn6x+qmayoX2eYHEVX1KTKrqQ0EyBbVIAR3I+HmAPq13PL6NZzY5EkgzHeUx9m2elx8HUynoaTJEufJ/5SKXEBGMqYZx8j6odrcPxCI8o5SBzRdXXg6fu7qdoY6o30h5t9VEycf+FdolrnNAgHZxbBkdYVey7igUcVVou06DVcS90xe9gNlKw+aVatGtSoFoDXue57iAAC7UIbuVUVI8NUjSDjWY2sHva6mT/leREqEcl/jOY0AhtSJaZF4O/zVkyrDk1arKrBUJcXFwBAveWjkmsNl9Wni6lFgIdZwi8Nd37IoXluQhuJOrTDSHHVEadRH9hEOKKVBlXDFjQR5y6LA9B7KZiMOWYtgq6mh0Qd5g3FlI4+oeNSplrT5XxqIDYEEaY5+qgqVX+JcNAdckjmPRa/kOFD8NRJG7GlVbg3huGudUAcC0gRe9+YV6yEaaLGHdoj2U0RKOTsFSoY6HttdZFxeR4rg2IJJt3P7LX+LK1VmGquoFgeGEnVtpAvEc4mF8+DMn1HS+6uJg1w+3zgADUTafzV2yvAQ50GHOiXT0Wf5TXLSXgxy9Fe8jry2TMiLxyVXVrpZfN5BTzMrHRqgfeI2qANtyPTqpWGxMxFQbnYHZRBHDZdEJ44SZkBIpnmHyk+KRuVAqlg+yneFt2TVGraE6ywuVB54PYL00V6XcyYXjKoMEGZ2VHCmJ2TmleAnmkl6DhT7JQZ2SGVO6XqQfKAXpXArwlabekrwldK4lEc5cV45cgmZfA1T0snMJQaRSFtTqoEz+Gyg6iFJyqnTfVa2q4tZNy0SfZFfRuBdLR0gRCG8atBwdVp5j53SuGK9MUmMpEljW2JO6ez7EE03NpvpaiD8Z5+yyxrH8Fgg3z6iCNo3nldS6maGaLvDaTScTLrl0mYcvPu9Wi/Q8Bx6NId72TdbGUyIcWh3SPotKn5njqdWtTrOwzfL/MaCQH3ndFsDnVJ+IbVp0hTGnRUaObRsfWIVZGJaWgEg+hTuHfTYZDvMesINCbjGGsKlNoAAA9R1KdxuZRVbXpsGqC13+pm4lUfC5wGES8b+ysGGrajG9rqIkcR51TLaNcNmpRe13Yg7iVMxfEGFxeGc0HS9wmHC4I77Ku8WUAWgMECLkKq5RR/iEl0BFa1kGI1MApwA2AWg7d0WwdUMcWO+K3uCqLkNd1OXNkN7Tc91YxVc7S+b2+gUg77RK+jBVXg/h02/wBVl8/6z0W0/aJi6jsFUbFiW7eqxylTP9+q0Yk4TGhjYiXfkjmCxriB54PSDy/NVirTcHRzUug+qPNplFWxmZECTUaQeRlFcvzZriwAyTOqDAb0PclUP7y8/gP1U/C47RY0zeLoRrWExzWiS4Gf9WynsxlN19RJP97rLambDQBB7/NWXLsyota0uJaSLSpEX2k+FK1C11UaGa0zcPT+BzDVUDdV94lQe8XcQHDuZTY0Oe+bExA2sVS8NxTiKbrusHaNPSb7Kd9qlMipRqDm14+V1TqocdLyDBgk9SDcqziNuwGM8RjXBwILQbdYT5BMw66x3BcQ4mm7wmVCGiQBA6qyUMbj9OsGQeZG4UiruS6OqYOOI3lUluf4nUAdM7Xn3SMXxDiA6NDT3ukRSXcHVgQbRPMjbvC7/s95dAqNHrstSOQYVovTDuhcSVOw+BotPlpsH+0SrVrJ/wDsd0SKzT2bJPtClYf7O3OEl7r/AOgj81r1NjWiwHyAXoPVCsk//HDwDLj11WjvbdEeHOEcG4aXVGuqdCSD8itFc/cQLIdi6THDzBh7kAndCs64h4Ld4obRa2BuZ/O9kxh+Fm0fNUdt259N1oPhtEmeuw+qAva1xcXBxeJi9uxARKg1sI8MDWPc1oFiCfyQKvSxDZIcHGeZue5Vtw7vKJ9yT/cpFemHWhoPYXVFFdUxDS5zajgXG8HeEKxdOoXEukuO57q94qkxg1PfA2uAL9lHx+Aa1oqVCBTcRDiUWqSGvA2KSapBmZ2359oVixmDa5hdSmoz/M2SB69ENOCdHwH33RaHHEmeknbp6eiuXDedVGgzBEASekqqHLXn8PzRfB4JwZBtNhuhqy5xxGPDHlDpJHog+EzOmGklt17h8MxzNDnw4Ha10k5A4nymQf7uUQSy6s3SNFWsyTycY+StGVGoInFOI5Ahp/MKDwzklRsAsHrIt6I7nuVQ0ENhwvYdFA5neCqOwtXW8PGkmNIn5hZNiKHT+7rWXMr1cI5tMta8t/ECRHMLJfvTvE0uaJEgwriIuLp6SCRM3SqeLEAEFP452po6tQ7Tfkq0K067d5Ut+bgtDNQj6oHQoFzgJtI+SuHDXDtKo/8AiXA2EQCoG8K1xAqGCz0CnNxbHGS1siAJCt+YZJRNFrA2ABFkAy7g0GoDJ0XURPyyhqjyAAx1Vxy3KKbLht+vNRcrydrHfET0CN7Kaij/AGqYaaVIgbOI+YVQqms6gymaZAbpmRAEc5Wq58WeEfEbI3gb/wC3uqNjcnr4kRHhNBsDMkcpVFMImqSDeUQwePxNXUzxC3TAjb3Wg8KcFU6LdVYB7zcAiwT/ABFkTS9jqbQ3U4BxAFu6q1RuJcM5miHbiTB5gCShlDMKwEC4HMi6vjOGmjEPNcTTayQZsZ5qn45rQ9wb8INvREaQ3b5LsPzXLlBGp/A7+r9lNqfCFy5UQT+L0KDZhsFy5QLZ8PsFHHxLlyohVef980/09Fy5BVOMfgHqgeb/AMil6lcuQP8AD/8AIqf1BFa23uuXIpk/oncLvR9SuXIPW/zH+pRnBfEP6QvFyC8ZP+H2RzHbLlyIi4P4D6H9Vg+Y/wA539S5cni4RW5qHV3XLkU5gviHstW4S+IrlyC14r4VHwO3uuXKagtQ+JP1eS5cogfiv5o9Cupb+69XK4CZ2Q/N/wDD/qXLlQxxJ/Jq/wBA/NZrU3XLkTX/2Q==" alt="La Violencia - Wikipedia, la enciclopedia libre"></p>
Foro
<p>Próximamente se les invitara al foro para socializar y debatir sobre el tema de la violencia bipartidista</p><p><img 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B0IQBjdiGOKUOJ8MZk0r2ZZR6zRiQjIUAJn1WGf/ALV0cHyQrX+aViyc5cOiWFVuEYPpWMRfObZCLnTnSMkDemXNUn6OOEwniKoIy4Ve2kfG3aD1C/gNzkKPE9KuyqmakUmIhupabciiiitLMUUUUGm7/c3+5b8hqD9HX8EWP4PD+YKm739yf7lvyGoX0efwTY/g0H5i0HjmBscQ4b/SkuU+m2kb/wBKZKW+ZP39wz8In/Q7imQUBRRRQFFFFBVfP3BVjvdca6VuIpO0xnDOhGokdNRRvf3TShwO1aJZIZ1OIwyowHrR5OQPI5IBq8OYeEJcwlGJVlIkjcY1JIm6uM7bH6RmqP4UJZ2JBGpT2TjAxqVuq56g5zj+2quWup/Lv9Bm8zHqfWvCxfQ+uLadc7rOQff2UX0560/Uheh1FWylXftBcSiQHGoEYCA/8ASn2t9PlhyOqnea0/cUUVHccu7iKLVbWwuXyBoMqw93BydTAjy29tZq6RpK9IsNvL2Ky30Vu8JNyElVZEdQGXUYmZdWk7g5IBHQ1gc1cVzg8Bkz7Ly2I+npXm44xxGUAScvawDka7uzbB88E7UCNxC9e9+TB7BZVWze+nVOyiR3cPDDPIGPQRqzgDJGseVTHBONjXwRbqZI9Fo9wxeTAbKLFCSzYyzAscb9D76ZjxniJOTwHcroJN5a5K/Yk+XsrVJxfiAQJ+x7KKAFX5XZ6QBsAF8BigguZ+IPBd3VvbNl+JxwG2KklRI2qKeUEbALEqv7dqivSHKi4sIRN2dhbdqohSRvrnTmEyMowgRQXOo7lh1ppl5nv0Kk8uy5QEIVngbSDsQukHAwB0qOg5ouQZlXly5zcMWmzLs5KhDklcAaQBgYFBO8x3UNzAqNLMk5s5bpBFJLEpUKuSxQgHDFdj7aV7lytlwq2tYpiboC5nWCTRK6RxqXPaM4wWZ1yS3gakbmG4uLaOCXlstFGoWMPfQh1UALgPnWMgYO+/jXHzfeyLEk13wJ40hXs0aPiUcTBX0jsgImDODhe6M9KB95SsBDbgdhJAzEs0ctwbhwc4BMhdhuMHAO1TdVVy7zlcxQaLXl26WPJIBkI3PU99c1KW3OPGX6cvMPuryJPzkFBYNFcvDpZWiVpoxFIRlkV+0Cny14Gr6KjuaeYorKEs7r2hDdlGT3pGHQKOp6jNTETM6hEzov8yss18AGOI17M4z6xOp1+A7P4tilXid1LAhwpZnkEccYwWeRt1QEeG5JPhUZwfiFxFdhbqReznLyLJjOJHJZgVAJJOB0+GfB15J4Mtxci/ZtUcYdLYD1cMSGl9rEb+QDY8K6G4x1/Cv80mbk3g72toqSkGViZJSOmtzkgHxA2UewVO0CiufaZmdysRGuBRRRUJFFFFBpvP3N/uW/Iag/R3/BNj+DQ/mCpy9/c3+5b8hqE9Hg/amx/BoPzBQa+ZT9fcM/CJ/0O4plpb5hGeIcN9klyfj8mkH5CaZKAooooCiiig0Xs+iNn0ltILaVxk43wMkDPxqieGcPuWaR7eSOKOSSRlfUsjDLOQule6GAZhv4rV3cfUm0nAOD2UuD030Hxr5g4TxCRpAokdF0kaUONwMDcbjAJNaMvrDqeH8VtP6LR5Rgjsb+2RJcdsZ45QzEtIdGtZGyeodQoJ/lMeNW4K+bLSyRi7EMT3Rq1MXZsE6iSc5BwR5ZFXryNxg3VjFI5+dAMcoOxEqHS+R4ZIz7iKnFbfCPEMM11f8ARP0UUVucxijNIHpT52eyRYLYj5VLuNs6E3GrHixIwBVQy81cSd2Bubljv3Q7jcEY9XGN+uPOtdskROlzD0d8le70fT1FUnwc34hWWG7WPVhge9KzE7nUzbDrjAB6ddqYeE89z27aL8K6HvrLGCCseca2TyGzHoQDnGKuT0863Wduf5nOp4WXRWEYEAg5B3B9lZqu2Cq99Il+l7E1nZq094ksbIY9QS3kRge0lk9QYGrunOfKnq9SQoRE6o56My6wPbpyM/TXLwDg6WkIiRmc6md3fBeSRyWd2xtkk9BsNhQSKZwM9fGs0Ut8880pYWxYDXO/cgiHrPIdht9iM5J/zqYjfEBV5/59lSdrOxIEi7Szd0lDjJWNW7uoDGWOw1AbnpAcE4Yb2OV7iV5LpSnZTTDPZghXjUJsNIIbO3eznw29cD4CFQds2XbvSt3cGRsuzY6sQS3XY7muPiV1LZXbSQuqvIpjYuA4cAhgRvs2M4OMbkVfpjrEaj1V7WmZ59Es84llS0uIxC8zhWJUGMgZBljbwLYAGf42M+227S3SNFjRQqqAqgeAAwBVN8rQz8T4krSEhLcKJiMBCBkrEMDqzMCfYvtq6QK0dTPMQzxx7s0UUVWbRRRRQFFFFBycWbFvKfKOQ/8AaajeRBjhViP91tv7pKkONfvab71J+Ya4eSDnhlkR/Nbb+6Sg5OYmxxHhntkuh8fk0h/8GmalnmUfX/Cz/X3H6HcUzUBRRRQFFFFB4lQMpB6EEH3Havly7sjZ308LbdnIVyfEE9w48dsH25r6mNUj6cOA9ndRXg9WXET4wMOgyhz7Rn6K1Za7hf6DL237Z90Py3szsCGWPSFOdI3Y428e93t/BfbTFyhzALOftHOm3m0JLn+KR3Yp8AYH2LE7kaT/ABaSeHuqFX1koAS4GMkAKNIz5u2M+QBptWGOSJxIO6U32HTYgHI7uVK+W+keNV6zMTw6+bHXJSYt7rsFZpY9HfEmmsVWRtUkLNA5znPZnCNnx1JobPtpnq5E7h5u9Zraaz7KG51Jk47cNqPzaJGD4qDH3mHtGWx5lq121rjoPVGEXrnrgk+OSfoB+G/nSMDj9zjf5lXIAzuFXb7rAyPKvV0dKDGWOoYwRsRnbboPD2jaqd/ml6XpZjyq6+jbyRIczQlsrE2sfcuMnGOveB/6q7uNRqSJGXKpuwwclWyrpjxzGXAH9EeNQPJcmm9mTOzxCQAdMo2MHr0Dflpw4lGqjvKHUaSwY90kspwwAznxx91vXY6W+8UPM9fTt6i/53+5q9HN4JeGWx7TtNKdkX+yMRMefjpBplqtfRTbvb6Ie0LRSQyShT6qus3f0DwUiVR/w1ZVV8katLCs7gUVgnFIPMXpNgSNltEknkOVikEbfJy+dO0p2fBIzjPl1qK0m08JmdJ3mbmiO2PZoVadsYVmwkYOdLykeqpIwB1Y7CkOxgLTG4kLS3R/2kpwsQP8WNP9nuSN+uwJ3pf4baTs2qTWXZhI8soAbUc98qxAI8Ae8o2Hd6VO3/EViHdJDA6Sdy2dILAjHQheh6HpttV2mKK8Q0TeZa+P8U7IDoTkYwcDGCWBB6e6lW3tJ+IXEUEO7EdTnSqqe8zb7KNa9N+97aze3hcMWwAdS4GNK4cFmX2E+3IAx77L9EHA+zge7Ix2+Oyz1EC+qT90ct7iPKtmS3l02xrHdJq5U5disLdYYh/Sdz1d8AFz9AwPAAVM0UVzZmZncrQoooqAUUUUBRRRQc3E1zBKPNHH0qaieQWzwqxJ/mtv/ZEoqX4h+5SfcP8AmmojkAftVY/gtv8A3S0HPzKf2w4X9/uP0OemelrmU/X/AAv7/P8AodxTLQFFFFBg1miigKSvTBw3t+Ez4XLR6ZR59xhqx/wlqda1XEKujIwBVgVIPQgjBBqJ5hlS3baJfJlldFdsA51A4yQRgjP9pqx+EXQniKBVYsw1BtlOWLhBjwwwz7h5VX3GeFNaXc1vId42Zc56jGpDv4FSKYOVeIGJz4rrVMHpuNyMdDgHz9tVJjUvR47d1eDXw/j0nDbyQqDJCwjV06MVRO7MuNi+nrndgB4rVt8L4nDcRLLDIrowypB6j3eFVHxe2BGtWDF2Yg7bxpudj11SdPDAbzpd4ZZGO6kKTtA5IIeNiqhiRqOnxG65H9E1nXJ28Kmbo65firxPufOe+W5Ulnu4kMgk7N2ZSNcXZjSykEjVGy+W43zkdE64uyQxKkKeg7wGDgjO2wx3viK6OL89cUCmFpol7MkGRY+9KBsdSsMDbqAN6hIOJhkjMi4KMVkbGFUse6pX+KACMNuPV6b1hfUzuFjpe+le3J/sOnh152V3DMVxhxE+4AKSHST0zgHSfcrZ6inzjjjs2zsBmQ7jqAxU48fLqOhqs+JxlwdBzpGrUMkBlzg7bFc5b3D6GTjHGVcaRjVIsWthnJJUNoYbaiScBRjx+PQ8PncTH0cvxmmr1tHvH8f9WJ6PeHyCJZ5VC6okjjAJJ0AtIztkd0s7nYZ2Vd/ASPF+cLW3m7BmeSXYmOKNpGUHoW0+r8ao274lPPM6TSyiSNkRUR5AiquEbs0Vh0A1AeZ9tEPC5InNxDiRSw7QmQs/nlZD3tDDz3PTPlZ/8+7bmXL79RqFg8+89280EcFvMSJu07YrqWREjKgxMPWjLswByB3Q/sqC4WweFSxRRrfYKAseAAqgfxVAAO23jXIthFMEuSql5AdWgshxk6WIG+oAe3JBHXrE3nE9KhIiMgesWAJz3QAFGkY2PuIrbSkVjUMLW3KS4hx5mTSV3XUdiD0GxIHgRr36EdaWbvigBxnJbAYnvbbZwc+BGw9lR93dagRqxkbHyQZwvt6gY9/Wp30dchy8RuGMpMdvE2JCNizHJMa+3oSfD41lN4rCIrt55O5dl4reKMN2CtmVwCEVM5KKRtrbYY958K+lIIgihVACqAoA6AAYAFaOGcNit4lihjWONRgKoAHv9p9tddUMuWbysVr2iiiitTIUUUUBRRRQFFFFBzcR/cZPuH/NNRXIX8FWP4Lbf3SVI8bfTbTnyikP0ITXNykgXh9oB0FvAB8I1oI7mX+EOF/f7n9Dnpnpb5m/fvDD/vEw+mzuaZBQFFFFAUUUUBRRRQU36dOWSWjvo1yBiOfHln5tv7SpPuquODz6MlgMB9+pG6t/kR8a+pL21SWNo5FDI6lWU9CDsRXzbzlwNrC6eFwWX1lc4HaKVIVveNWlvaM+NaMtfd1+hzRaO2fWP4T3DOMBo2lI3CrFGB11OZVjJXxG5b2acVI/IY0j/cw2pMqSN9Yzk7b+sWXH3HtpK4DdBHEmMaXTAID7apWYgHbZfD206mQyKrK51mSfu7EhA2oasYBbOtv7K0uhKHvrIza5DjUANQBJOpSQ7FfENkHOeu9Lts3ye7HaKCGISRPDSx2Ix4Ag/Aiml/m7hhjBZTlSRhTFhyR55IYb1B8xwiWMSg7shB6jLR6SAPep+moZzHHDTzVw2fh+WtpnW2lwrqrHAchspj7AgkA+001WES3N0s2zpDDAI8nOljGHY+WdLqMnyNd3CIxc8NWNyCZocNnfA9Xp9mWG3w8yah+RIApEIbJRJxIOgMisEB/pAIV3/pCr/RW+KY+zieJY9U3Hpv8As5+d+HGCZZ4lwGA1EDALnJXOdwXUBvYVFd3D7tJGDDGmQhvVznOx2HhqyGHiDt7GbjVp2sLI+CpDFjtu3qgeBGNzk56H4IFpbSQu9pIcPHiaByQAVb1wHHq5JVsEHDL0FdOOXGl5uuLNG+AFGod8jxCk6MHocABQR128d6hL+47R3kOO8QSF82QKcDc4LxZ6+NTfGbZZo1XIWRDpUtkb4LaMZx3jnfwIXzqH5J5em4ldCFO4BvKxGRGu+cg+OQAFPUk+RqLTr1TWNpHkjke44lIxXEcC5V5TkqW32QbFyM564HifCvoblzgkVlbJbwjuoOp9ZmO7Ox8STW7g/C4rWCOCFdMcahVHu8T5knJJ9tdtUL5Js3xXQooorWyFFFFAUUUUBRRRQFFFFBHcxHFncfeZvzGrzywPrG2+8Q/3a0czn6xufvE3921Z5bH1lbfeIfzFoI3mn998M/Cn/RLmmSlnmr9+cM/CpP0S5pmoCiiigKKKKAooooClT0j8qrxCzKhczR/OQnOO8OqZ8mA0/EHwprrFRMbZVtNZ3D5XsljUnc6SIz5sGJQsg6d9dTj3g068PugrK0aj13kAbOArjxx1K6enj+Vb56hVeLXSRoF+eLbHG5RG/OJPxJro4Y4jwSSQVBTP9rnyBKHbw61TtGpekx276R+ElxfSknaxsMltGMbagqhgN9gdcn0VD351RaMd1W1DbBwRgDY7eqT8M+VZN4Cm7ZXU5093xAyQfPBx8K5CdeNiBlF8MZYE5x9J28Kxb4jUGnla1eTh8Qh2ljeWTvNhCNTKyNjopXIz4ZJrRap+2kMmkxrICdDEZBXuMNQ23BQ/AUwcvwiGwRVBYyLrbG7EOxYIB0yRj6PbXAjxSXkBSPQDBJp1etqLJqzv4Lg4G3j4GrfSzrLH6uX18d2C321/JvmjAyzYIwzHzIxsP/37KlXj3C3lXUi4khV5Ij62cOdSadtmzjfqQPZTdcwlo/DLkDr4JgY9mWA+mvEzlEYrjJy3hju+qdug1AnHhtXUiXnZVHzEqT26FcKGBkVgfPcxnpuCCR5g+6nL0FcxqHlspMB2AmRsAF9u+pI9YgYPj/GpV4YFltkXUNUbSphcDu5wOvQFHG+/QUtxSyWV3HLEfnIXDgEgZAzlTnodmB9hPlU5K90JpOpfWgrNcfCOIJcQRzRnKSKrqfYRnHw6fCuyucsCiiigKKxis0BRRRQFFFFAUUUUEXzSPrC6+8T/AN21bOXv3pb/AHmL8xa082n9r7v8Hn/u2rfwL96wfeovzBQQ3NR+vuFj/eZj9FpP/nTRStzP/CPCvv1z+iTU0igKKKKAooooCisZrNAUUVCc4cb+R2ckwGXxpjX7KRtlHuzufYDUTOk1rNpiIULz9dfKOJzzBMd9osD+MsOEznxY6Tv4DHlUNEGLBUIYnxztjHe6joBnc12rMmS2rUBuckktg95nPgWOcDxBNb7IJ3pCMDKggkDfqRgetgA933VTmdy9NSkVrEQ1z2O6qMk4GN8dSP7Cc/RWzgXCjLNHADnUWY52wMk+H9XG3xapSK3UrIwGcg6cHbYEqpAPmxYnzWpr0e2BaWac9wqgjXH9axLY8iqL/wB1REMsl9RMm2GEdltjLdwb57uFDtuOmNs+ZqC4jajtrU6jtcSH247BiwUZ2T1R/wDymtYx62NlGAPMDoAfadviKVuLZa8tlJwDLqbGxDaWYEfBCvTdcjbVvZwx8dXMz2mcV9fQzMwKgHGFXB8jjdvygZqJvrrPsBVz4Y2XbJ8s/E/CvYvQquDjJchQdtgQCMH3denSojjsgEBJOM5ByDv54x4gDOfbXWrVwJkkctTEdsFJBUxsV26SB1JAPXZUBHiDXLxa37R27hGsKSxYnDABG3PVSw3I6Fh5Vq4TIEvHyNzGgLeWFQH37nf3V745cqxUg40YLeOCT5Y2GQmfP21sR7rG9AnHtUUtix3i+djz1COTrX4Nv/x1bdfL/IXFfkfFreUkBWcxvjYaJhgD3Bipx/Rr6grn5q6ssVncCiisZrUyZorFZoCiioDmfjssA0W9s00uhpOhWJEXqzv4nY4RcsT5DcBP0VWvMXF7nVb28d27SzRXLKyIsCtLGUwQCGcxqpdgi6mfT1xXFzLzXexG7jAkaIyW0ccqAIyLiFLlF6FZWeQaQTsXY5GmgteiqkuvSFcfKJtLdmkCFih7OSFuzjlaQLPgM8mpAoUeKSdQpqUHMl7e2Wi0QvNGdFxNEYwjOvVYGZxnWMNqB7qt59AZecOKQi1vIRKnbC0uJOz1DXpEbDVp64yRUnwEfWkH3qL8xarVPR88UFzdXEvzgt7nTEh2y0Mi5lfrI2Hb4ncttVkcvHNnb/eYvzFoITnSXsrnh05Vykc8uvRG8hAe2mUHSgJxkgfGuv8AZlaY/wBv+K3P+nTBWaBZbnm0H8W5Pus7o/kjryeerX+SvPxG7/06aKKBX/Z1bfyN5+I3f+nWRzzbfyN5+IXf+nTG/XHsNexQLP7OLf8AkL38Qu/9Oj9nFt/JXn4hef6dM1FAs/s5tf5K8/ELz/SpA9KXG3vGgS2jnMaiQuTa3KkM2kZAMfXRrA+6NXNWKiY3GmePJOO3dHq+Yk4UwGOxn2OpvmLgjJ23wnUA+zrUovCtwOzmKgLsttcn7o5EedXtxuc19Eiitfk1XI8Ryx9P2/y+ermGXGmOzusZxn5Jc5C43J+b2Jydh0Apr5Su0toGjeG61GZn1GxvMFQiohGIzgbHarboqYxVhjk6/LeNTpXZ49HpxouC25Oq1u1ycd0YMWfMfEeVQnEzBIySMLjtEkjcCO2ucHGoSZJj8QV8qt6isorETuGqepvMTHHKnuLcTy2qKGc7bg2d5knGCAOyAx4Zz8K4+KXQeHHZ3LMMjSLS6XIOdxqjwu2PHx8au2sKPHzqxHUXhT8ur5jt7Kc3PbPbThSJQR8nuGOWAxkdl0+jofjy3fB59WBDMVPiILjbbc4MfsH/AE+3b6oop590+XD5S+odwhZVhkY6ThhBclS2CARmMEHxB88V9Awc9WwRdSXWrSM4srs74337PzpsrFYWvNvVlEaK/wCzq1P8W6/Erv8A069rzxaeVwPfaXI/w6ZazWCS8Oc7P7OQe+3uB/6UHnOz+zkPut7g/wDpTDRQLZ53tP68+60uT/h1G8a5stpo9CSXsJOQWjsrhjggqRhoiOhyD4EA+ynaigQJuM8MfRmC8PZokaEWd6CqxsrpgiPYgqN/eOhr1cca4dJgG3u2TtXmdDYXbI7uhTLgxnIwc48wDT7WKBBuuI8JkQo9hcFCsSFPqfdhdELM0ahRHgAF2/6jUlDzfZpnRbXS5xnTw+6GcABc4i8AAPcKbaKBH5g5vjltLiOK2vWkeCZUU2N0AWaNgoyY9snFNfBoDHbQxnqkUan3qoB/JXYazQf/2Q==" alt="SocialesDidactico: La confrontación bipartidista"></p>
calificable?
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Actualizar