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<p>sebastian hernandez galindo</p><p>1.Explicar los aspectos más importantes de ANTIGUA ATENAS<br></p><p>R/= La antigua Atenas ocupaba un área pequeña comparada con la extensa metrópoli de la actual ciudad. ... Uno de los lugares religiosos más importantes de Atenas era el Templo de Atenea, conocido hoy en día como el Partenón, situado en la parte superior de la Acrópolis, donde aún existen sus evocadoras ruinas.</p><p>2. Realizar un mapa conceptual sobre EL PATRIMONIO DE ATENAS</p><p>R/= <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQMAAADCCAMAAAB6zFdcAAABZVBMVEXwvorCe6CTxH3FfaPdfmv0w4xvqNyrbI0AAACfZYOJV3H4wo+8dJqUXnqCUmvmsYRzSV+pIAWiDQDBeKOqsqvNZFG0apEsdxmwNhvjo3R6I0ZtAET5w4WrYY1dO02GuXB6r2WsZIjVsnq+l25xEULKknqYSW6HN16lW4D///+lhGLdpn+0d2jQmneoZWWRQm1PMkE9dRp4oGa9gm0AUcsxXsPth3OunmCAq22Um5VjhFRBKTa6eYJbfy9skFxJeSObWEtYha5bltm/bV2uY1SIiIiYl1WTS1RmOjFshTlGaouEN01dmEqhW2MoFxMtRVqCSj8sHCQaDw3BhX9BRUG3n59RbEW+vr7i4uJhYWFilMLTrYVEJyE9UjRwcHClpaUSGyPNjJsgMUAfKRrQrpZGhzRDZ8Jpd7ovPygoJyh+grRXb77an5WjlaiXja4TGRB+ZEkAR89IhdfOf1hdJkG0oYpuIVvvnfH0AAAd6ElEQVR4nO1di1/a2LYmbuNOYnaSc+2t56jNTEVsfeBksFKUU6pHUatTLR7F92O0U217pp05597799+1dh4kEBKgQLG/LgVCEh7r2+u91w6JxHf6Tt+pVRJ7mboEwX/+2rv0n+6AIP7lv3qX/tI1DP67V6mbGPT3Jn3H4KtjsLaJ96sS396R9pb7++Fe6t/B52f9/WeSBLtW96Sd1TeSBDv63+ArlmF7TdqRnKfwfE/aXDvL9p+t4tOdNdizA6+B3Were/39m/AmZ8v8dW96DoNlzsImMtrfLwEYy1kJ2MjCV82enWXPNmHXar+0ll1b3XyTfQMgSMD4GjJvIydx+JbPOBBr2Z1VDimggTyv7vBnb7KAwaq0k4VP6F/uUQwkHEJgHEe8n2OwtwcMbOJ3hlOWN7MoAG+ycNra5uZy9myt38YM5GhzzX6b1f7lHcnGYHMZjuBJgMEqChHsyb5ZBnk4O+vP9iYGIPSSw1O/xMUa5ODN5puzVRg6OPqGy+8bkO5V4AbGXFp1MThb5iKwg3qB8HBdkLjcn61lN2H32uoZvNVy/x4IEr7JWm9iIO3s7Em2HPRL2T0YKtgEbbahWT5z5ABAyQIQO9IbVw6yy/wpikM2i+8l7a2iDYGdq7YcwG64A+OxiTvXslnb9PQgBv1ZPpoS2LQ3jj2AAQfJh6egKDDu2dU10AUc1CwwB7KeXUN7sMafOm+zjBCtoiqg4ju6gOqVXZPw1fDOAJcjQz2EwZokSZtoDCR7G77kDgwYFwBu57lfwCPIxZrEjftmFn3EMr502eYffcQm+hjkEPQeFQExkHb2uELtrJ1xcM560S+EUojZavU12UbO6kUMuk3fMfiOAVIXMehl6hIGf/3aRYII+muXCkmJv/UudQmB7/SdHBLHmn9FtxS1SzR2sPCsWXr39psCYezTs38MNEv//vP0a3/vdtLpn00jgCB8bFqBepfEg4VWMBh49g0pg4fBLty2tvDuendg6+rqBDauVuDx6voansKR3ZWB3avrEweDr/3F20geBtd4wztpYGDleuDk6gSfbK0gOCtbA9crA4jNCh7+ljE42QUeB1auVvDhGu+A6RXpeutkC2BY2bpGDPjubxeD691dPspXqBNXtmJwOQAMtrak3WvEaPekGgNRHAPCSeLT07dvT08hfLhf8YOHgbQF4zxwNXByvXIFAOxuIQpbu7sn+AAWAUA62d2FPa5NFG3eE28Pfv90+3FhYeHdu48fb28/fny3sHB7cJ9Q8DBYWVmBET7hg47P7Dv8P+EP/NDJyorrF94eHHz6APy+u/3w+8HbU46HS4m3Hxbe3h/n2bJvvP3wCVhPuGpQ9a5jiYX7E0q2jAGyHsGleLpwPzE4kcAroGEAm3ACXkLa3bq63kK3CFHCyi7srmAQ9mbJREIXk5x3cezDwX0BIYDBFoRB6ANOeKiwO8CdIQRGEB2AKdw68ctB8G2m9elTfTqZPE0mp5PTItySb28bsAiD0dQZnqspgMEVsAoYXAMA1+gBAAfEAj0GOIYrHkLVwWD6D52zn5yenk6KfySTSXEhFoPB8fVXUbTeKa6D5McAXKAEKmDLwYDkysH1wNUuD6Ai5ECvfeexd7EfPj78y49R9NvPbeIymgIYYBSIGOzuQowAIQKahl0InFeu0UTg7mh7EKCxj3H59eDLH/ui6bf1bqhDo37h5CT4vAEMbt/GnTIcA0Hfj68GE9NgY2xqC8MhJB48awiDKvrHs1hlH/vQBgxeDCZsKwN/iMHz+vQlILRQRhoYWPgQgoEbPvO4KZFohxy8GBSnEzqYW10HmzP46of69OILMDj489//aJYW7ACowjNYRciXDiB1+PDh9uM7SBnefXwWW29rBIPBxPP19fXn44Pwn/gl6tzx1kEYO71daIogN/odB/rU5vkWkyTcefvhw6ffDw4wc8TUcey2IQxy5QLcZ1xOMkG+Xo2/erk+Pj7+HB6GxwcRg0y5/RgkEmONk3haSROBaZvnREUDfPFzvF/gGGTKGaBzeCiXc+WlTN/SUqGcWcoUlpCv4VfjPFKCeGl9eHidywEcKuSW4MwMnJYp5+DczBdjEEvA4+nB706W+AnYdmoGY1G95Q3EB1wOcn19N32FXAa4h/9CoQzcl/uWcku2LrjnjiM5GORygAKcUwYsMrlcIVfoMAaQAx7cLrz78LuXJTaWB4zFx4m2LgA/OLJ9ZdCKJeAfMMiUAYsgBpy4LiwBbBk8N5MrcDwymc5iII4dvFv49FYMy5BjqDEMqqhQbRMDL6jYxFyb7UEEjR0sfDhtqSZ0moifgmgoPvDR4HpEbP0FvjGK3iY+3iZaqweJnw5uP8Vh1ywGjlUIp5a+ZiwbB78vHLRaERPfPnsWW0BoKFb+qjQGUU7rRcGxZ7EpxeCL3siZ6pN4+uezd63XgsZuw8LpII3//NsvUTTcoo7HfemQAmhCnwmhv92+Owg9MDOjV95jsK6KFv+3jt5WhnbwFcbB9anVPOj1ZAzNAwNJvZKNirMTo6H0fyN1DoyObrs1E4zemqUXjvkaHH/5ohOlNHH+IYmhSRFLX9PJP+DGIRhV415SQ09HdReCH+LsWg39Mmx/1+c/Dz/3sdm20iJgICBRJhB4wBvcEf5oE2Ag6qeimHSGUgcIhGaJTL621SHWsoeC4Fi6Fy8qDm1wfP1FFDVRWnQxEDRVpiqVVUEVZIEqlKoqdTGYnU3PAs2jWovpJ81DIAjqiD2Uv7WCwQ8/2zLk1/e40qIrPE1gQBRNVpghG4JiGorCKIM7Wyom50a20ygEM3OzYkJMtYbBRCQGUl/uvO/u5iYSg5e+7x1fWvylYTfp6YIBQ88MAEJTmGzIsqbIhoOB5xnEmTkx0RkMznPlMqQ+5xEYJF4Oolt5DskxmIX4cOllsxjYwqChIahikdtEHwgdweDufKmM/IcLgisHg6APL9fXX44/H0/E2tYmMEg9ijHpQxu+AEFMz7v2gKiebSQqsQ0q3/D2EgpPaEMY3PRJ5XIGsIjCYH0cTAJY/PEX6y8Gf24fBuDqXkfTnB48fdbGgBj5klKSWIkwwyqVFEIkSqT8HiVUgm2wL+qeVSJwrBEMPveVy32fy59rM1wbA2BnPDEOURDnC2KM5+3EIP56BlWnb9gY0DzICJjQPGBgyKSkypZB8oKAbMtEMphiUaIYlm1Y4zCwec+EH+z7Yfjli1evXrwcds3c+PpLD4PzvnLlHVrEoElyfCOwB4Iua4CBbGiMGMxiJcFSSZ6WmCVYeU0pgTLkiWWRBjCIJpADHvW88kKkwYo9KOfOc5lCJrNULpTRsC51HoPEto2BIwcEdEHTZJJne1pesQRS0vKaRPNUYnkKIkIAHRKCQc4uDAZGMDiUucqeH36ePp1OTp8O+qYTPTkonCMAOYCg0FcAm+JWkZvSheZOeO34BWJalgHqb1ol1crnIbIAjiWzBH6VmDKMv0L3zJKQN0s0RA7uyneFuztwheXCzflNAQMEsIpgDgqf+3JSXzmTuSnf4FkuBgCBnhx8XvH5HgaZPl5azhWWQJWWCoVW5CAuZZqc9YOwkfD8AqXgGtDwE4E6LgJCS6LyDe4mKPoGIUQXeP0Txq3ct5Qp58ArYHBwg27h/BwwWCpn4El56S7jyoE7Uf2yFgMXiWpqKj5oJGdyTtY32hMnohuEMXMxOM/cFG4Qg5vMXRmipTuOQa6MiLgYcBp85SUMbfQLvhhJZTI4NmL79AqfiIGNgph+nWgPBjweBDm4AzRAJG4Kd4Wb3F1f7q5cLkiZ85yUQzkAFTnPBDBIVJShI3EikSFXgmRJpowacPNjkNbBR+pzWEloT5x4fn5XvvkMDzD85zcZEImlsgRPzpFtyBwyuc9353DItQfe9/UYi5eDhkuLfgwUVTE1TdUIZAxU8cK9ydej23NAs7wa1JlYOZoqGAy+SNjaMLge907DDReVfLpAMXNkCiDAmKyxCgZiOo2RkqgPglK0mDs/HOH6NN4aBt7oP19/5bIWV5BqvLrqz5nAkGO0jyUUUqmikMnEdDI57bRPTScTEw9bqKE8mXNqKM2XkfzV4vHhYdcq1i9MVlchYzFIPyJDLgmVzcq+odfjGJ9gNZE3d4ip0acPm6UnI84Xfz78Y0RbRDj9VikcwOs7MDcizs/FUKWHzC4PizMbI6E0Gr4badZjYvzVz03SS39ZbPBVZB2xVRCavw5b+Hmp2YbeJKYUGskZIPgyirrUn1iXxJGQnsM2U5wmNVFE7ASJ6bmOtxvHF04aLyJ2gsTtzotBC/POXSV9uwtd572NgTib6sKn9DgGI934FBeDwlJ44fHrYqBvdEEVPAzsOkkuU12J+roYpGa7icH5Ul85h32KS9huVi5kypmvj4E4l+7Gx/jkILdUxq67cl85s9SHjz2AgT6tnyZOsVMaqFMf42GwlFvKAQJYiyr0IQg9IQc6ZlT6NE8xpzv1MT3tF0AXTvUkCMIpJJh6xxZP9DYG8/PdtIk9iUGiC9lCooEKzNftT+xGqBxbRPyhXRUWcSYdRTOhzHYnTowtIj5vkxjQ2oJagJ6GvahLAUJMEbFNC13F+SGvxOqbaPHVR4f+GVZa6k6g2B0S/+nwSxiRCbFbEQXZ31/y91Buu2EQukQVDDRVVmSDKozJAmMKdWccwjEQt/WZrn/ZDlEFA+CfKoosKBoRFFmhSrQczM9/M9rgYSAIClFkGWEAXcD2xUgMUqnt198gBs6EE+/X88081dGFjdGuhEndIB8G2FPhNjD7583CdUEf/RZ1QRAoZZRSQVGZGouBODtf/03vFzpBDDSDKdhzpVEfBnRjIoxGQvfah+a+NltNUZUcgDswVUVmcsVKPJ14qjZJ3pzr/SDxn0OCjwhhSmAqXhC+aO79fpD+mAR4DD4TyONADwai490qzwkJ2lG3B+OekJh6+jiKJv0YqJaVJ0rJFGg+Tw1sTM2bat6ieUsmlh8DpxfnnlDaFnVn+El13lQlByWIn/KEqXsqpSVCZJOQPHgSzSCyJJN7ioFrEymt1nq1FgPC9kzFhISKYfcyYKCVTJnuMQLxtQl4tAeDhrSonarmYEAMmUHSCIGBExmoRAmRAzWvChwDGH/C5UAF0bEY02QpLzHSDgzE1ONH8RSW0H8pBpAsGAY4RcgYTVnB9nym4eKeKgxKVKYl8KB7ssxgW7YoNaihGSZIhtEeDGYeuVlc9Sob/+q7h22s4fjkwMCEWZE1hgudCFEUs9YeGIpBqKkR1TRUQArY1+CpCvBRQn0GQR1t+QulXGeNfbTEDViJ3Q/t4TCUap8g+O0Bxa5dypftcD7UWgxcvyhUfKS3yz9OasvZhIeBqkDQDuIGX02V8U/QBFmlaucwqEdBDEh1+CAQny/xYzDSaqToYQBKJitMlhWFGVTj3aQgpwbtLAZe0ujnOuAXSoJskcoKWZAYC5yDbAuGmvfpwkj9Jo2YvjhPF0A9FUMB5dQ0MFagbJDKKMxpKu4QBvhBgqIZuPZTM1zD5MMA3YFZEgj2u4NUIgkWiCiDgAFbwM2KQVAn6jbrpGaj6XVVbE6Cm6SzcqBoCtVMQFoTWCgGJiV5SCwtQ86bhmWVrJIgGXlNtrSSYuUVX4SgTogb4fXG7Sc/xdDEUz8IvizeT52SA9kAo6PiGmhC3eQ5gIGlmiVLopZhqrJmCqZq0DzJa4YEiAgKo5YPg8RMaKtK6klltYjAmLPBF1K4pE74qxcMDbUKptqXzrcbg9SQZ9Ko6qU/XuZYJQcWSIKhlDQzb+aFvGoqewrIQR7cpLEHntKPQWgTpzj3U2WQqakoBJcFyZpg+KzOE58g4DI6DWJxQ2EBFWknBglxvuGcCUvPiBSYJwbxES6Yh4BCAHeFBguiJTmAQdg0jDjrw0DYK8mWCRqoKabPllRhoCloG5lsdA6DBI28vkHQL5hufkUEL3nme/iGL2Hga/9D3KM4O+n7NAOESrAAAqNkVOQ/gAEXT00W1CrD0F57MCR4rAS5d7iZ8GEUE0tUtvAaEOJsbZNCAANMuQ2wMZbBNLOi7kEMfObD/1GP2tgAZNtEiEFsc4R3tlnA+Tbu9ycnHgrNkn0tEL22kCLOuRhUKvkeh+6RJ5OR2on0tJ1FbY4BXgQAkgUFNFqBP4p3sEOWZRuE8Au/1L0izOjoNp+xF+fSwW8qzmxMOBiAvdcUn+BgLuCYBFsOAtcn8c2BOI9t942IAYQGOMUGKbNhCBiNGVhgJby2rofS9kz4fl13s/uqOEnfGB3dcDCgpsGYYOcnmKdo4B3zPl0Iib8DVKfi3zoGkJ/IWEuGOyKDgVcYn2/Dp/U/TYyfcAzGSXoqvb3t+AWi4QJqxTBNCC0MGUyCAfm3czUSwICgJKK+8HtKHWWBwXKj9LZjIFTSP2eqrTLfVvfTxKi6KV5WXD9NBwRB3J6ZdzEwqAUxFzEh+qYABDNgW1YqGKBkakxjBtzj8jsNHC8E8JAvyNyFtB8Dv2Fyn3very4GIXbfPTTN14RNj2/4LIKYmhMTLgYyUy0IuRSNgACoJvgFS9aoDwOVcu0E2VBUw1DBeKgQwCuosFHS2TIGlFFIUoGoas+2wXNqqgr8RX1axBoGPanjJeb1wClYW0qPOn4egwnctG+qJnjxxVOMlSEKwysX4ZdRGUSSEIhBrgbWg8FfB+QA3hzwNbGSJjOcfIfEEVJ1DRP28E+b5t65XlrkEF4yVpzz7Le4jeUvcRYcik1V6+2feFN1Dx1H6dXU3EjMEdHOYKCBfIEJhASdwaZGcbZN4X8k5NP+wLWf03+cNtSU5BYWxVl76klMOL7j1+oF9/+ye59nnATG20+JnVFh0bOSx7QVA4gTqeqFKjxACgRnQzWfZv+KQjJqFQMukZ3mgpByWE9VKY74qzfGNmND/7JP0J2rWDFNY1hBUsBOmDA0sKnBYGntxyChP47pzXsUKvB2n3Zdg8DXCtvMb6T48vntqjM4BsRgEKICZ6QWA02AXImBTWIyt4yyAoZRZQptPwbYVhNJesSH1cXg1HdgBECYq4bAwUCD7BmLNrUYYMUA+yGw2E155QrsNmUq64AcxNb3Il4JulDnJNG+2ftfj4yEZE9cF7CSr9jxqItBwplfsLVEUCqxiz91Cu2a/Aokzs+l5vhi6LlqYUnihW342nkdzWG69gvbGEAEKINNFnz2QEw9jl9U/oh2YXllQzQyN5vWsfMmPVLV1pzkQVLyD34tTvF1iEkRf0VjQ8gQGRqy19+7cuB6jkjqAncNkJgYSbtKIIakyUg6X0QvboR9Zf3XKurcV+0UiTMT/jg4as2nWGMQ7d2NG56eJLT0ARsQtfa3S43+XSYxNVFl6euMtX3sG8RATI3MVTdBgDLUFYRvDgMxkap1hYnIFU5RMnIPSUzMhyKQiFrQEO4X7ifhtbNGZuu0AkUIfESx5Z6RKKY3tlN1XVhUMaErF4zoPIn67MjcTIQTh4A44piv0BCTnvRqnIAiMDIf0w83n4rwDBueNojp+RjSY1HqNlJ6vAggwVBvRGi9uO0cFDdGY9oPnkxMNtCb19Yp1xjaQCsQJwJI4sRoRLgMvNu+099/gCVDLFupvroV0EN3hpN4lcSa6RYSXtnpBIkb29uxIuCcmh6N/Fri7HZiXgzMuRLGsO9ANZRgC5Qz50pkBhhRr7Ia6KRt79x75VvW0sboxEZKr6eDVSfPhSiy/+z0yNx8oP+AaHnTVEzDMDTTP/fozjtTRcUVFaqgAhKyip0OtKMYiHrtpeEmRkdGtitPt4OlEP11/YvG2bQReIE+OzqqB+QABtooGcyAOzkEA5UpMhZTBd4+qimmVmlG6YwcTEzGFW/cX9dwaOSn+BcE1CM9OzIyF8RANZipGJpi1sGA2L8NwOyyv68ZpRMY1FwvkzCAPzjtS37yzyfMjEZ3ZOALJoNJBASazryza/SqyoTeXFvgXcLeuiNyUHXdVFyPYNJgDxB56mcp3QAGT6snIBybaNs3tWLl7Ov1Ey4N1RgIYQ163cBAEDSNESuIQWBYHTmobd+NxwB74rGmrLnnqYLJ+eQqUcEArSHvyQNzyDuSKlh0BQNiyDgrHIuBIpjML9LEmRkjURhYtGTkTaVkGdSEDWZiDwLcqYYPA4JT7grOLeGkHzNlTTE66xdq5IAKlFXBUosBsUzs1SSaQQ3ZAI6oZtI9Gb6sqYZjgL6RmICwLBsKs6ipUcMkpmGZTLZU04+BjBgA/+A5sQkBPoF5g9IdDGqb1ULlwLCIQoFp+GOCRcw8NQxmWYYRiYFgYld63qRWHgafWYCEaZiAoB8DBe2FpuIaBufWJV3g7Wl2w6rsm9+phwEBp20J1MjDwIJMM8MSTFPOg9hi8FeLQQr7Dwjw6l8k6E0k8RaTxxNqRa9IMI72qJ29eTUYmAy7hDTQT0WSwXTBgOEuUk8OKGG8PYLy1nXGpwnxh59YqD1IiHNeW1tV8/YT78Dc3+MpZOaqXRgQCwFgNK9aqgbjaeZB44lhanUxEHw/+EX8bRPhGFRmkWr7D5wDXy91djBQwP7kFc0CMAyUaUPBNn0tr9Zg0FJ84MPiV8HX9+Sfc/16BCzZRgDyFP57E9gKBDfNJLhYgx8LxIn6aLim+umniGLzr7xDj2mCognYrtkDGIjbT56G0f9UNicDi9XEjfAX+Oin0fqWCzAg2PVDFJkaeMGFHsAAeYqh4OwamLfYF0R9HGCgqJpGsRcUO2x6AYMZ71dK8LfcvFYoVpFsNeiTdfsFgmFfLQBzAEaJtxIEaCiquob2gAmqjOsiZdoTGIheAkM0ggEqvzYOI4riJU7kceAFf3cCCkVRsKWIwWhCcktl2buOBnkU8Xm/DtkNeEOt28RmXxB3vvjYjwFk7ni5KA1X7lWShiF/OcAFjRiCRkxGIaxVGWP4I052Kym+IGJF7swX9x/o081STGDlwwAMNcgnhaAf0jhcrROJAURJcDJ2d2LTFMVlJ1SR4zH48v6D5IMwWgzbdLZOG8XAbtvGbtlKA3MUBl47peAE1ZV0OhKDLyYbg+K+JL2/cHgtSu/fSxfVmxe4WWwKAztqwd/tqaoOhGIAJpDKXuRvr37xsrvOY7AvFQ8PL/clPtIX+0dTR1PF97B5fDwFdLyPp1zg5v5xU3LANBXsITVlEGuNxciBBWcaiizIYA803uPLMNDqEgbv96c4XSIIi3uwAQxfXDxYlKamFi+Opo6LD4rHU4f7x0dT+4vNYAA2TlV4zzLx/WpROAbEXowNdhRgIwxSR4x7nOsAdByDC2lqygUBxv5w6mh/H+4+w9hL+8eXIBXvH7w/mpIODyUAohkMDJQDIDD2VIvDAOwfFwE0iPjjuBw5rUsYSMDw4RS/vS8it0cS7JqSHgA2l3sw+HzzCITl/eHU+2YwkH0X/Im1B9WFANxwhafTGIDEH0nF94cSyHtx/wFYg6l9iTP++YjLxt7le8TgEnYdHjWMgW3b8U71zBtx1buOX3CRqGTPXfILYAAuwfaBDgDD7x9cFKfAIE6h1F9cTh1Ke4dHYAnhqLS/vz9VvGgQAwLhHjWxV5rhj7kxvvrbU++6GOBPfGqySUEnfMB0Qw4OpaNi8fioOLW4z1WjuA+iAfYRxOEIVeMB3zw8hBMb9QvUgFgPy5eaCtkcrqxikD/IsRgoGEphp72idhEDZO8SjGARzT7GAtLF4VHR9pOweWhvLqL7vJAajg8gNpYZ2kKmQvjPcP0dgWdxugCnof2EZNh/yb3OY7B/7PoFPuIQGR0fF914qXazCXtQsXBY5PeFfVH2wDOI3cNgcfGBVHQhgJgglpqIE3EujP+6pSqQWL/ALSDPmPFXsIm36qoLGEjS4qK0j76xKB1DxBhLMb8Q4MeAQj6vqUwFW6j5r3pUBwM4HWJFlcG/KlOnptwdDDAwQubeL8LjxSWHYV86PkZwjl3Oi9KFdHzYCAY+0TYNmV+QBhcZKr6f+AyUA9z6ASbP2BmgQKKp4poUVsk0OzILEMBAclR+cR95XSwWFy8uLov7x8fHF8Xi5SXAcgnYXCwWYTMWg0TavUYXVkVkqsmqrOBCG80rmFetn3Ev6oXXGcNuCQN/CpPBC6gzZ09ql8S1lZIVId/jcFweXwIExUNIJS9h+7K4CNsgAMB/Ef7iMRDTvmu1/RTSCva4agmROEP9h5/+T0cv7BZCPgwapNhfDGl+YqPqYJdmQpr5xt39Pt/p/tD/AzuSPlHUONRHAAAAAElFTkSuQmCC" alt="Esquemas y mapas conceptuales de Historia: La democracia en Atenas ..." width="411" height="307" style="width: 411px; height: 307px;"></p>
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