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<p>conocer la importancia del mito para el inicio de la filosofía griega</p><p><img 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" alt="El Mito del Nombre Perfecto | Branzai | Branding y Marcas"></p>
Motivación
<p>analizar el video para participar en el conversatorio</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/FhwT_n1tqNU" frameborder="0" allowfullscreen=""></iframe><br></p>
Explicación
<p>analizar diapositivas para participar en el conversatorio</p><p><a href="/web/uploads/561/5e249bc85b-el-mito.pdf">5e249bc85b-el-mito.pdf</a><br></p><p><img 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" alt="El mito"></p>
Ejercicios
<p>En la plataforma del colegio aparece el taller</p><p><img src="data:image/jpeg;base64,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" alt="Mito y Leyenda"></p>
Evidencia
Evaluación
<p>La evaluación es continua y se tendrán en cuenta todos los momentos de la clase</p><p><img 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" alt="Tiresias, el mito transexual que sí sabía en qué pensaban las mujeres"></p>
Bibliografía
<p><a href="https://enciclopedia.banrepcultural.org/index.php/El_mito">https://enciclopedia.banrepcultural.org/index.php/...</a></p><p><a href="https://enciclopedia.banrepcultural.org/index.php/El_mito">https://enciclopedia.banrepcultural.org/index.php/...</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"></span></p><p><img src="data:image/jpeg;base64,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" alt="Pin en Un mito corto"></p>
Foro
<p>estar pendiente para realizar la reunión de foro</p><p><img 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jYsKzI7MLlpQwYjN5tiCOX81pVwO6YZQcyKdDEamZHU8q19nw1hgARh1tKBoWsNdJ5lizEzv0FG4fh40VSjLqQuXKO5CxH60XBPVk+RLdbMxfS0Ctz2ijyw6sCGGubywIO8b8ge1C2xml41JMTyGwj+dK12M8P2jGuR+kHX5rSLFYY2xJ2mJ79CORoPiaY/lTQox2IKjvWbxzkkmdDzPP0FaDEcMxF1mK2XI6RE+k7/Cs/xBGzlHUqy6FSII+BrpCNHOwFmqsa1fctGqkWuyZCaGDXq9Yty49a9VKfQnFVstXPVTGNa8wmctXCsnsaS8ItgupPu55Y9pk0Rj8cAD1IhB1J7VG1eFi03um4AIG8Tm1gcwy8+m1WC22CbpANvFFb168vvNmy+tx5BjkIzR2IoW/bvK6Z2zZ9j6QCPqKJtWSGTPoSGuHsNhPzntNSsX1a8hPupLz6ak66/hQU77ZPQXhrXmAYH0qjHcNuK2ZQSDERyHw+PzrReE+EXmRr1+2+Zm8ocZYWAQQDG8/Sg+O8Ob2pFu3dGgzEMFXXu23oKPkqFtnE+z6NcMBZ0y699uX1mmVr+ldZxV9ZBGisx5mSFWWJHl2InNyjWGE8MWk8+MJsrBYDNmd4KjUTIXzCWC6TuOYHFfFaJKYO0ltJYagMXGwLSPUxrGnpWcHLoSkl+mgxvh+xeDPZvJeMPE3HzW9PLCGczHyySRvSO3gbmHwt32pEXDpbGpJUxmB5DTf06zS3hvE7NoAwxaNdTqTvoNAvKKGvcYZ7qu0HKdOflmQPry3rR45bT2iOX+dHeIcJuqM1zLbkTlY+bafd3B1qngHD2uYi2vIMGJ5AKZE+phY3kij8PxC1dxLPiCzIZ2Jnou0HKBJjnpTO3j7QY28MhLN7iEKQrZYLAuDrq2vOfhTlNpYpGjG9tgfj/E23vf4ZlVAWYADFZzMI5EzWXVaLv3y8lhrtrofl8qpt6mBXSCxjQZ7ZbhtCCdac8JuKC119l2HU9PtSMPEipmToAako2VOjVYXxBdYlj7sGAOQOhrSYbxW9tgQRB5Ex8RXznAYkrPpRGIx2cARpoflXFw+2h2qPufCuOjKGNzNPLpTmxxoNoAa+KcF4jJAmDGg32Hbam+E8c+yMZG0o/ZOiYLwfW1xE76ULjuJi2CSZ7VhU8a+1EAEfOjcDbu3+RjqdPlWzb0gvjrbFXi3iD4hXCrHlmFGumv6V84xXDLhQXApKgRtvHPvX3hMClpSzgKqjzMdo7k1huK+LcNYDJhredSdA40kySVB1jc61txejpxpzVJGG4Rh2IkmAN/4dIrUYPjmHsrmdrigbBAWLnpMlAPVgaxPF8UWc/MjkCd4j1ihcPiSoI5HQjlXZRvYZxxdGt8VeJ3xVvPbuXbaKcq2s5gDWWbLEsSfQDSpcD4+Ldge0ulrhnLKljtzObUD9KQcPxVpFuzMsuUCJ16z/N6owHDmuiQBA0Msqx/5GfkKzVrZoLZ9a8O+LFuWgGXMCSp3gEbDKZiQdNY0ijL9lA6othXd2GWTpI80hdYyjXtG818y4Hi0tOUzCTkIIPllXBgTuY+xrfeC8ZHEnW4wK3LT+waeZcORBMglVj/ALB1opu6JyQraNF/RLMZVBG5KyST+KTsJ6RWe4jhkxDl2Quc0W0FuWuBVADoX0KTz5xvG+0xfCbZFzO5AcR70ECIIBPYt8z1rK8P49h7V+6ER3AOUXAQFAH4R+sdKXJfRyiCcR/4fh7YJhbpknKYC9FAI8wHU6ntXzrjXhvE4djntMV/OoLLHWRoPjX23/mG20f4RH+pT9zpQ2LBuAlEAHPf9KSijZtHwW0NRHUfevVu/EPhcMxuoMrjzMPwtG/cHvFeqPR1UrCHSu2VUmGmDppUyKgVFcGrEJsRwY4Z2uaXhybNBWR7uo7jWqcfh3ZbL5GiSfZn8JzSyw3vDQHYAknlpTnFXWRCVGYj8JJg6yRG2uvzrJYDjnsc+bM5J0ObbcQZ1iuiyrRzdXs7icS5uM1+MwEGABvLAEDSSV+tD2r6ph3Mg3Lhygcwo39JJ+lSw727qXjeuZWZlywJgrJmOnmig7OFhvfXTmEdvplpJKqZvNn0TCcNVcMlxb90KygllbKTOo0jT0pK1/FuWVbl4GWUEuFGQmQNEknaTWjw942bIAUGFESNBA3jtSiz4jtXFaUuEKfNcIlJPUAQKDfoy/RTi+FC2rXcRca4Zk8lLHlvLHTfbQUtsf1DCbdshD+VQB9tafcbKuuDkj2bO7PyEgeUHtpHxpx9qmTrYkZDA4hGb2d22mbk2QAz0YACqFwyktmZUgke6ST3kECPQUV4mtqLmZT5p1A5GAZ9aajDqTqFJ57GldbJVmdODUGRlYfH/Y0RhXynNZtDOBuCWjvvv66VoBaA2FKuP4uFVF2ElgDuZI1+AFbJsjQhv4K7q7LAnXbeO3OqbYZCGjcGD6iKa4XDO6idADIB2nSfhAqu0puMwI1jYDv0+NPI1A+Atv7ypIU+8R5QeUsdPgacYHDM9o2s2W6SXGshwFJKArsQNQDzpc1g6LnbKNhyHPT51VaDDYkSY+dR7HHRVr70dv1/WvJ2qy6eU6CfiaqRTI79KSDezz5uRI9NK7aRzsZj+c6IZCu+n1g96guIg6k1GyrsbcK4m6MA0gTvuK+g8M8QogDNcECvlN7HDkNKss41ogNE9dq4y432tHT6+TaeO/FoxEJmItLsn5iNi36D+DC/1W8CDy69Knctg6sZPWPpUbtlYHX+afKnFJdnXN1UdIEe0dzualasSTtoJM9v7ir8MygmRJg5Qdp2k+gk+tdQAFiBJiAInfme1OyYLsqEFie2nflEctPtVV23AB60bh7YJy9TyGu+p7CNewBqOJ3KlSADoNPgZ3OlZS2HAFw1kMRJ+FaXw9hbb3QLzsBmB3iIMk5hry+tIFtDp8qY2MLczG2AVYjNAiSu2mUd6M2OMYpYvs+ucO41g7gZHy5FhVzGSdNdzoIj60Bd4ng8NfFu1bdWKytxoKf9kk5T3gV86TgLSG3Pcn9aaX8e2QJirTNljLdtjzQpmD/cbmh8l9HN8KXk2uI485aSylfyjUx00POdya7hyl5AUJtMDDAE5dZgxOgP3MVg7mMtJBm6QdVEB9O4Y6mQfpvTTh3FbIeCAjEeW4khT1W4jHQiO2221JSb7OUuOug/F4xgWt3C0wRvI+uteqri+FZzmGumonWRqGVue/2r1bFhTSPXDUFarmWhMUWVHKAlwrZREy0HKI56xXO9nSggikHEvC9u4cyH2Z5iJX5Tp8KZ3eK2lVSWPnAIAUk69gNPjUU4vaIBloYkDyNqRuJiOdW5LommJcL4XdGkOjR1B+1O8Fwu4T5ioXnlEV0cTmfZ2nYjmfKPrr9KHxXGsQo/+lD3OY/D+1V2+w2g3xLixbsso3CfKTA+x+VQ8D4JRhD7SBmZmObYj3dZ7Cs9es37/J7pJBJjKs7AlmgGBsBp9q1XCuGk5RiCIEAW191QNgTzq9I1CHjuGtlPZWjIBzW+gOuZQT2mPUUqbjDWh7MM5KxBy5QCByG5HmYa9ugrb+I+DZ0AtgLBlehHMfzpWSxOFYDVlBXQq4MiOYIUrB/zMD96sX4CxPcd7pkCB1P1JJ1JpngpyhUXPBALAQJJganSZPLXnULnCmzGbqlBqcsbb7BiTvt2NFJikRSEMFfz6HtkGuvciBHOrLZU0ijE4m4hKsTn/CoJbXaCZ7UFdvnOsSTueevMVLhyNfvKqjQGSfygH+Ct7ZwajWBPWKzSiK2+zGMl0qS8qI0B0J1AjtvzqnB6tC76KBuTA1rYcc4czpKKWInyjcg9O4IGlZqxeewpCWrisTq3s2VuwBiflE1F0RvYys4WBFwE5p2AJAG8xt8aCu8LRjFp4M+62nm3ievauWOHXXJf2V4k7kkWx8FOsetMGw9z2Yt3FYSR7NmgsjyIhhy019Ooo6TLbXYtXwreYmSoA1JB2767fGvcMwKC6oFwEhhp115fm+FOeI483OHIslLly8tu4dtjlPw0J+IqnxN4SW0gexMr7yyTI6g9edLdbZE7BeO8BYe0KhoBmWIXcE+UE+dT1Gois8MKcpmQwO3aJFaOx4uU2BbuoxuDTOIMjuDz0E9apw3D2u2/bRBZtO6gQN+pmo5OK2KC3RmLgUeum/1M1y2dfvTS/wALYsRt6zXrHh+4xgEfX9qfyRrbLgxUWg9hRuFuqfLlJJjcjT00macWfC7ka6x01+e33otPDREEBfSdaEuWNChFpiQYUSIBBGkMBz56xVtrBktAEddidBOwOv8AtWiw/CLm5XUbZlU9hHSnGFw9wAZo7/wVxfK/B6c4xMrZ4Tc9n5VMsrKc0ggHQ6HqO9U4zgt3cq5/0kR9TpWoxmIsvKsxA1BM5T0I01+EVC3hbNy2FtFWtgmRrObTQirlLs5/LFozFnhrLBa2VXT3oJzE/trUgLhxV1rbZAnlAXKTl0OmYEa08xWNe0VHs2cExoC3xGnTl2PUUt4vw2yQbouOum0CPTNG3YE9qSlZyknY24RizclHIzqAZAiVOxjkeoq7iF50EhCw/wAoJM/CkXDb64WRlzZonX/EPlnQTBgch8JrTWcajgZTvtIKmd4IYAg/eo9BpoUB849obIDgwCwj4iRIFVWcFnfO0DsoYanTMS3PTanzJ21qIWpZbKbl11QqIiCNRP8AavVPEjyN6H7V2mpMFI4w59qHxdwKrMSRCsZUEkQpMgD035b0Wy0LxJSEzKYZTmGuXsQSdpBInvQF4AuG4FTh7asSfLqZKnWZB589jV1vhFofhkD83mj0zbfClaY9UZ7SXhbbyEB2F+2DlBZTeBlek6gR8mFjFB1yXlg5yPP5kbKYIR0gOAQdoI21iaTZEE2rNp5IYvG/+ISNgdRMbRRlm0i6Kqr6AD7UlsYe3ZxTIrL7oWF93zHMkECM2hGsfu8W0Kl6tFqiWerLJnUa0BjrDEeX5TE/HkddPSiuHKwUB9wNalma0NGWbfoZ/el2IwaPo6z8NfnTLPlUmeWlLv8A+ihOUHX9v70pNICTYlxPhK0xlXuL6EH7ig38K2V1uXXbtIHzgVrGfykishjbRa7dckkJmCLqQAuTzEcz55k1vkfgcY32OuGYK2giyqx2ZZP1k0bbcZip0YbqRB+u9L8DjvJCsD5STrMQpMlfy6Ry30qrjqMltrglR5Mg5q8HOq9hIHTQ96CnKxYIfLVyLVfCrue2jHdlUn1Ik0yWwCNN66nKwL2VD8TwBe2RExqB1jl8dvjTJ7JG4NdUUTHzLxJfUILYOpfO42AMeaByEkmDrrWiueK7TIqoty4+UAwp3j0rSYnhdq4QXso5HNlBP1FXHCAKVQBJHIR9oqt6NGkYvB8JOIYsbNpOZZgPqNp9a1GE4PaH/Uu3HjkqhR9QP2q/AcOW2PzNuWPXbTpppUuIYgW0LkTyA21PflXJptXI65K6iA8ZweHthXC5kJytmHmSdj3FU3+GqPOgiNwOYoDEYu9iYtraIDQcxHlA6z+m/YUTxjiLILS4fzmdcvnEKvumOunyoxjdovI8a9+Qq3iLWgMg95An7TVeES9mbPBU7BSRHSOtNEXMgzLGZRKnlI1B9Kqs4cqI3XlO47TzpYsKmqZBbQGo586Ex2FLKwU5WI0P82o57QJmKqNmAdyJmPuBVDZgnskSqhCRILi45O/MqY+ldwxe3IbEW7SzMDPJPUkKCT8aOt8Nt2Llwgl8xJAcMpXckaMMw2+lV38B7TX2UD/SAPWWPUfm5iumgWUv4mi5aSxmuGcrglyrydMocyD3GnrW1bDJObIubrAn51kMLwpVYAm0k7SxBPUSR9jR3FMYuFVGRiXLANbLllZTzE+6e4oSSb+ok6NB7ITMa9efzqjF4UNqY5bgMNDI0PMGrcFiRcto67MoYTvBE1J65XQkCWrThpLq3ZkAH/oVrgtldWYEk7xH0qeJxAQEnlWQ4lxFnJMwvQUk7LTY3xfFkBKc4j4xXaxlm4faHc/tFeruoUTR9EVqjiATBWZVgREcjI97SpWhVgSuZgHD8KTdgJKldBAAbcRz11ntQjXEw91rNtb7BlJFu24yhjMg5uUAc533p6q0NisCzmdQpy5tYnLm6dmjes1ZLMUbWJvM2YZCWDErAIKrA0T4fKtXgJRgk3mGVZa4B73NZG8daY2sMEGgCirFI/gqt3+FLEFWpbqzDIDz+lEEKu5qqIGwW+ublQuF4WqtmC6xH9qP/ql5CqmcnnVcUZNnThjSfGcNZGzIGP8ApiRyiCRpBjnppFPLNuifZTUxsqnRi/6o2g+QgsQCoJAy/mnKB5gYOvKaW4rF3L5tWR5mIg7kAkedvqde9bLE8AVrguRrOo5HSIP3prwjhdjDyy20zHmBtWjDYnyKgDA4bKqqNlAHy0pjbUimHkYyVH89Kst2U6V0xOLkB25jXakQN1b6oSTZy6bDzKRAJAnb7U9xNwSQu1Cus8qLRYl/tB3qGakPiHG3khLOVSQSWJEjoADoOZLNAEUqfxFiUsIfZ53JILxK7kCMmhPy+tbIuJr8XjrNoA3LirO0nU+gobD4qziZVQzAcyjKp5aMRBI6VmsiumS8t58SLZulPaNprAHlIAmRoBIpVirl6zbFwC5bZXgQbhBAGobMxESQNRrUu9GqjYeIcR/SWVyIDLZNTAGnbsKr4FZR7RNiVTzAFveZ4iTpEARt1rMYvxFdueyLOEA1IChiGAILeYGO0dTUcVx+8jZ7d0yd1IGUzAzED8XlB6fWsQ0/hrhF6wpF25IP4NDlPXPudBt3o7iHE7Nkqt24EL5ss6A5RJk7D49RWVwXjRySHUECIK/WZ5aGl+KxrXQczEhmJ1MgCc+nSDAn4VP6U3d2+gykuoDEBZIEk7Adak1ZXB4a7iktN5MtpoDBmW4CANB73KN9dBWrLDQc+U7n96hrKzSnxDZLWiobKSIU9GOi/EkgD1poL6SBmGs/MGCPWa9fthhB+exBGoIPIg6zU/UUzXCbQu2AjkM4kHqNSAO+3OgrvgsM3/UyrzCrr8CTp6waZ3eEPbxCXbQLZjluARsdJ06b/CnNwqvvGDWbktoqSKrNoIoVRAUAAdABAqL3RzofEcVtCRr6gEfKazlzijhoaToCI5ydo66Vxqzqkd8QcTn/AA1+J/T61n/aSPTer8fcJcsZE8jvSxrmrGd69PHBUFsuwvvE969UMKxnT4V6m+yH1i3YQc/WB+pq9GQcp9daDmuzR0Ggm5ijsoA+FUXcQTpQ5P2qCMetFsqiXb9TRdm0q6voOQnU1zDe4TzigQxJkmfWrVbN2GXOJH3VhR2BJ+Z1oYEEzr+9RqYqWyYltuelFWrZNVYeibZpJBYVZtxV6pQ1ljVrMetdVFAbJ3TFRRqHY1y4dalFQWxr129lXTc0Mm4qN6i9FSJZ4rHeJb129iPZWSzBQJCmBPOfmBWuuDQUl4Wo9teMCZ39WNSigw4G720W68QGLkeZjqCqyd4jfXYdBVvCcQlqyALb+9oNCWJ/Fy7Cmc+U+hpd4eclHJJJzDczyopWjN0znD8C5uvecZSZGYAhiNABB2EAawD3pU+NuC6XKg2wWyiT+HmGO50/tWsDHrQr2lO4BgGJExtSUEzN0YPiTBmJVYYjYHQCZ2FW4TDko6FQwJHmOh0iNdwNDpPOtTw6whLSqnV+Q5NpTGzhkygZFiegpPjvRs6MI/BBC7A76R/7dfShXLZtYYzMbA/L1r6BasIbpGVYyjSB1ruIwVvy/wCGm35R+1Zcb8s2RlcDxwWlVLaFTnlxqwy88sn09KuxGJZn9ozBbqnQA7ADdpML6RrWkGEtz7i7/lH5fSrb2GTU5FmPyit8P6ByEHh7i1xzLsrJ5hBgMp36Amfj3phfxozSNuk8/wBq9xKwgdIVfkOgq2zZUjVRt0HehPifssZI9b4i+gRQxPPkP3PpXOI5iAWIJopbYAMAbNy6bVVlBmROv/5oYtrbOi0zLcUZZG9J+KOM4gmV3+h0rbGwpJlVPqAecUHew6e1PlXlyHSrDjHKRk7r+0iRqPkaT3F8x7E19Bt2Fj3V36DpQeMwqZh5F/8AEUo/Ur2ZTBASB1P21/SvVq+E4ZCG8i7/AJR1r1V7If/Z" alt="Perseo o el mito que dio nombre a una constelación"></p>
calificable?
Activo
Actualizar