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Propósito
<p>El propósito de esta clase es caracterizar la patristica y la escolástica como fundamentos teológicos del periodo medieval y su aplicabilidad en el contexto actual.</p><p>Los invito a que vean el siguiente vídeo, haciendo clic en el link.</p><p><a href="https://youtu.be/9e_QJgR26sc">https://youtu.be/9e_QJgR26sc</a><br></p><p><br></p><p><img src="https://image.slidesharecdn.com/filosofiamedieval10-140330124316-phpapp01/95/filosofia-medieval-10-1-638.jpg?cb=1396183957" alt="Filosofia medieval 10º"></p>
Motivación
<p>¿Que importancia tiene la filosofía medieval?</p><p>La filosofía medieval es importante porque a pesar de ser tan antigua, logro sobrevivir hasta nuestra época, donde podemos encontrar la escolástica, por medio de la cual se puede conciliar la razón o la filosofía y la fe o teología.</p><p>El siguiente vídeo nos muestra la importancia de la filosofía medieval y sus principales características.</p><p><a href="https://youtu.be/d7wuiGCyl0M">https://youtu.be/d7wuiGCyl0M</a><br></p><p><img src="https://medieval.top/wp-content/uploads/2018/10/Filosofia-Medieval.jpg" alt="Filosofía Medieval"></p> <a href="https://youtu.be/kiNUpO-Jnjk"><br></a>
Explicación
<p>¿ En que consiste la filosofía Medieval.?</p><p>Debes tener en cuenta que para llegar el hombre a la filosofía medieval fue necesario el conocimiento filosófico antiguo donde se tuvo en cuenta a platon y aristoteles quienes fueron impulsores de esta filosofía.</p><p> Observe la siguiente diapositiva</p><p><a href="/web/uploads/561/3568159fe5-filosofia-medieval.pptx">3568159fe5-filosofia-medieval.pptx</a></p><p><img src="https://www.arteguias.com/imagenes4/sanagustindehipona.jpg" alt="Filosofía Medieval"></p>
Ejercicios
<p>Solucionar todas las actividades propuestas que aparecen en el documento, adjuntar lo en el espacio que dice tarea</p><p><a href="/web/uploads/561/be9958a263-filosfia-medieval.docx">be9958a263-filosfia-medieval.docx</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"></span></p><p><img src="https://image.slidesharecdn.com/filosofiamedieval-141115095408-conversion-gate02/95/filosofia-medieval-1-638.jpg?cb=1416045294" alt="Filosofia medieval"></p>
Evidencia
Evaluación
<p>Mediante la participación en el foro el estudiante pone en practica lo aprendido,trasfiriendo el conocimiento adquirido llevándolo a la practica diaria de su cotidianidad.</p> <p><img 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/SqRbhcsn9SX8HLHfHBt023Hyw4f1vhZZZYDHl2Nn0zRv2jZKs9ANTRWp0lDmbwRJZtBkOyqJUERJO9oAc22hTGmWUSwAlrQJYbjmONv4ny0mbfSCT7AGfpj55rX/wBGonU03Y/DSUgCxBvcmLWBA6YNfscKcbeiZ4JyvmncDzaopqdwqgmWj3c9p0741jIUaSUxl1RRqD6ne7EtDMSbSAYvciAPUZ/kuEqq+WkgQFJ2vGogR2CliZmfc4lJ4hrimgzFFa+oakfWUdYkStiur1t3M4f6MltfJvqR6/YN1ph6Z1TogowQk6hBH2SERsxAPqYE3xSUMr56lGdhpA2KvTa24DtqWb8swJjpikreNxTcDMJWLWl4CVlsIiHKNtvaQCI6iwTxJkypLVyCTJFbJa+bYxpHfAKDb2gnNJaKOtxCnSrMlVTZgAhRF0sCpGzsFYmIllJtAsDhvipBVqSVbsJHKNHMSwXVFtPbeL9xiD4p4pRcE06lWsy3T7JaVJCR8egAEm0iRPLvGCjwhlaFTI06rsAaahKiGGYn+jDEGwDA7m0+1y6BS5Dn7POIF8u9FVb7MwZFrkk3PWZt0tgnpVxTzAqadXk0ajQN+kgDvt9+GuGcOcUz+6U6QWo2r+IKsjmJm7QbAi1thsPOI5Shl6TrmK5etUXRpHqwJAVea9hc9BEbYC92UK3Gl2A9LjbtWmigpAlm5QGZpvzSOYnbtLbdMEuaziJlmlSalVm8zVoJWmoBI2+DUR3uAD3HdPwrRBQpSqI5GoS5Vt/iKuxP0x7W8P6UYNSJaSKbVl1UkBMklJ1O3UAnSdz1l05QbXEm4tdgvwLiaLXQlWbTU1HSOaJWI6k7m464MqWXI86TqAqved74ijwfrpgGsWPxBlFJWW0aVgwEIiVv6abzYjLOrVFZRLu7rGqAvUGR8UnpIvvgMj5bQ3BptEYoJF7Y4ZhqgH9d8PeXe8fr9fTDdHKkk+5jrhRXRX5TjCVXCJqGkEkMpAJDHaRffvgjojzGBiwET6/qcQVyZLAnpt898S6VEgH648kC+jlagWdVybQEm82/RxUZzw9mKlY1V8unKqo1tBAuSwhWAItbrJnpgmCAbi5gz+GGGNRXkVIT+qY+8T92Dj7XyEyipaKCrwXOMrK2bphWktpap8UcpEJtIUECJgnHfAuAHLu1TWjEoqkKHAkKJYl+pIJ+eL2vTLNMgDt3Hr+uuGZkxt+umClNtUZHGou0KlV0XAljt3x7wzNRXVWAAKuzGdgqzPYb45zFMhpIt+vzxVcVUAmpDEpSqvAbTMKJUkXE/wBYG34Arsa64v8ABXZfxL5+YqzKvUXQgYAANs03YAje9rR73OR8TsnC2YqGq0yKV2U6jOhXKjcW2/i09r4zHzBeQSZm5k3vvufngg4SQ2TzhEiDQ1HoAakG0wZjf8Bi14aRzuRH8OOxr00EBTJEg9v4b2IiAegn1wYrW1PVa931X35kVrjaZwGcLyWarsDQLQn+0LaKa9DLg27EAzH0KqPEKUsaZSJsmsGAqgEzN1EHmmDY9cK8he7RT4z7smKh3/PFLxbj+hjSSDG9yJYzykxtafiX32xa1uKUQAGZQzMBomCurYwbsD3A+eIVLw7k/wB4qvUWVY6/tD5iwRpMAgW1apUkxCxYgYUvbuSGTnyVRKZ87mVp+ah8wFo5SxC2gsNuWbSCIIi5BxN8P8bZ6E19WsN2IJHQkQPUbXjHPFVREJy9I0CSEp1KJYKTEkMhOlqYlb6QbkCN8NcIyDM5Uupd4JAhY5oiw5jLbxsR742c4SWuzMSlGVy6CGlTFQl1Jkr7feMG2Qo6FQEmyjvGAPhqHL1B5tQaepBkC9zsG67wB3xoeSMohN5UfhgYI3NK3odYnAP4+CllZmAK0qmgHqWqAduy/oHB5W2MWtjLf2m1j+801BiKUx71Hkx8h326dXQjciaT0UfiRYXLF1P+rLNohi9RyPr88a/wZYoqpiQSDG3xG/zxkvibMMauWGr4ctQMdJ0TMC38WNb4OsUafqq7zNxN564KfSBiUvjbw3SzFM1S3l1aanTUjVbcqVkap9xBxkGfz9ZGKHyKZkhqg1CoRF97IT3Bn8cfQlanqDKRIYQR3BscZd+0bwzlqApVKS6WdmBUktqhQQ0sSbbG/wDEMTziux8csoqkwPqeLKp/2lDb+s3/ANsLFLxGnL9Nuv5emFhdGevMtuKUGR5hj0lROx7YrM1mhpKliv8AapgCbWmJGw+7BdmjyknuTgU4/TAEgWMH2IMEfWf8sPWJcbByu8j/ACTsiF8pBvuSe5LMWI9JJ+WGy3pibmyL/SMRAMSP5O7GPGKR2rd8SOEgGtTEb1FH/uH88R4/zxL4KJzFKP8Aer/1jGoHI/abjnHBpMCB6giR8/SMYqMqlIk0kVACL76tXYntA9u+NnzCfZNjGeOV9FOptylxt3q+SD9Z+WG4o8pq+ls40nUX+5ecBy2pUJGow7nsG0SPQHSTb0xDymUNXLGnYPRJZQdypuQBF4Mn54krmAvkMhIIKCbqINJFgnoNdvnglo5KhQrGpmAoFRyVcnkDHdD0G8Tsbjpi/lx2SVYCcT4Fmczl000RU0yJ2JWAQRIklSNv+L0gjtDMMnLUs9IKTqEcoO8fcDjVPEPi7yqi0KFIa2E66hK0lFzr2lgACbW6TJuEcV8Pu7s9bNIKwdd+Y6qkqAwX4Q0NyXYAFjJEFfNt2w0tUUGbq1KtX93or/SVm0IN1d10jmH8BVttgCcaPw3IUuGhaVWmzAqurQpZs1UuCrH+GmliKZN5uCZmo8K+DjQc5ipVelYpTaon2xT+stOZQkWl4IkiDi+rcUp0ZNBSGgjzHvUPzFkB7KADiTNmS0inFD7Fhm89m6n9MwyiHZF5q7dhFtM9zp9sO5Hhb05/d6IpsRzVKx1VT/8AT5BcXfDOH01AcAlyAxdjLCQDbovy+uJdRdJLdCIjrG84mb+WPc/iP+/79wWrZTMUzOgOxvqMfnPyviF++51N0cexn6A3wWmDht0+X69fzxM5310GtApV4029WkjdedRJ6bxM/liKvH6c8mUZm2006jWBi8GVUHSL2mMXHiWivllySNM3Akjlv6zbDnh/LpTpvyhSajEiACdgO0mAL4owptXYMmr6PKWWVqSl10EySGMkTsCRYxIGHUcIoEgk4kV31C20fr9emI7rHp6HrI74pPLY1l60texF8WGVpySYMGZnviNl8uNVwYM3BiOv698CXF+Nmpd6go05spaSTEfD1G9yROBlPiMhj5ukHYqU2IhlY9YO1uwxxmCqwCs+w/PGb8P4vSNUKtchgu+iLfJiAD7YKvDufesjEseVh73EkT2G/wA8ejPlpg5MXDadovkSCLX6Cfntim4nxNKRYEGo83VI5fRmJABvtM+mHuIZ4pUpw+kEnURBMAMzRPoOgkTMWwIZriYc+TlaId7kl25EUtOtmMcoEEFhNurTiiMU9slnNxdInUPF1IuEqK6am0qdQdSTa4BlbneI/HE7jSnTUExGXrE9RYJK/MSPngWTw15gKNXLVNDsgUQgYRM6hrJAIawm204tRxOgaIpmujP+61UYEwQ+gAWPUlbD1xlR5JxCjNtNS/YC4+7Bh4PyiVMtmkaQDUoaogWFQkXub81o6CLm1TxDw+yZShmlkpUU6x1Rg7LP9kgD2PuMWvDlpHh2cCG+igXJmZ8827W7j/K+ck46I0qYRV+KCGXLU3rKLByQlMkSIVjLsATFtQ3FowJ8dyObzJDUygdIYSxLBixVqcLTViTAJeCvNMxcLg3iRKWk1S5dORTzMmgUyEkCBqElQf8AxBOxOHM9mT5pdaihgoAZHAMtzaS0gaYKyDYyOotzpXGdMpVON2UAzlXzqKVAwTUahN4eCeYX0sCSebc97YmeJuOEEGmdIXrPpcEdQZH3dxOKPjviTnTWv2qApqRQFZQqKtt9XKZLSSNOwsKvLVTX56h0009fiPqe2GyknHYlWtotaPHHq1qDMAEFRQUDaRBUhnJNgYIYFpA7xjTshTVaNVQAyN8NZSCW6i4MWJsogbm8nGRrmJLVNlvpJ3t8T+0LH3YOOE55s5qGWVggMuzMOUtO5mSSQbj02xNL7Idjlyu2EGX4ulXKMKiguJD2E6p+KBtM9t4HuReF+KmpRRjvG0i0WgjpBEX7YAc6K1F0ek501XAqGORpsH2gSTEiJBIwWcHpVKa8zAljb0F2PtBNvltsCxpmyDWhWDIGHUdenvjLP2l0WfNjSrGKCzH9upf8cahw+mBSAO5k39WJ/PFRxDwfRrOj1C50oqWIEhbiZBm8/fimDp2JkrM88RZQDNU1IMqmXp+/2QHwmD03m0gdca/SEADaAPX64pc74XoPU11Q7QRAZzFlVRYD/hHznvi6pIAAo6AC/YdMY3aSNSHCL4zz9r6E06I0tpUk6wGtbSF1DvvHWBGxxoTG+KTxjV05Wo1rDr9+AavRp871vKJvTqfPzJx5i74rlucGmJUqD7TeMLG+kgbL/wDhg9bX9gf8MUXGcodDwPhIYC17wR6gAgn0IxeK0kLvvP1A/AYoPEFUo8dHhfnqF/qMH1EJ7n/JKr9f11xFYbYlZpp/liHOIDvjlIYsPD6/6XR/8xf+oYgUsWXh4RmaJ/8AEH1Ix5MDKvYbVEowxhPjoyawAjTXA+Syb/M/ecbrROw74xz9q+R8qpUYqGVmV4IsdlNv7sxh/ju2/wAHFyKke0qgqZdaZCy6qUYG4ZARpN+oM/LrbErg3Fatcaa7MUpgEgMFkiem14IJsIB6kEDXDc75lDSp+BtSx0ncR6H6YlZLjASqWqLytIcobgkHmAMiJJt2NsWy+jXYiFcvd0HNNqc6mo0GSxP2Y1T/AGyAZgapLaumJfE6K5PLtmcogLNzF6kmrEgadRBiCfzwPZSrTr5hKSPTZ6pKqQGjToafVXNjrgdZGDHxZk9PD2pTfy4nYamYX9pP3YhbfTLJqHcTLeJeLqoAdqaksZM1DIPryC46wTtiozPiSowM0kkXPMT0Jn1xX8WtzfwgQI3mQDb2J+uI6khCQJI5TEbbAz16YN+PjXSFerKuz6i4Q2qkjRGpFP3qDHtjvP7AYi8Fdv3ehP8Aukn/ANMYkZlpifliTLXFoZHtMYo05n2w29MDtbD9NwMR64HfErpRGq7KXjqMyFUEsRAEwLkC5Fxv9OlsdZKg6h/MIBaoWEHoQIHygjHXFDABmIIPrAKnEt+Y26+uK/HfsNa3ZAVdjPxb/nGHS4gSDY7/AK3w5UpctvT+dvrhqpRgixneCbH8+mHHlskAk9DP3TOBL9wSm1RAyrZoKp9sSzK66iAWgK5WZHwmdpwUVuILSGpvhPeBJOwHSO5MAXwB+IuLlqhqhVUKCOYTrW7c4gcoiR1Em9yMGsbl0JlkS7Yz4op0qxyysSzFijNp0xqXSoWLjng7nc4IvBFGnRyzlqhPNzSANLAC1vQD8bTgbzNKjWA01WSuEUlXUrpaA/ILQJAjXNhY45851FR1NIq40t8YF4A1agCoDF5MR7xhS5WUJLg/9/JdeKOM0CoVAGqMJJg8gHPJtzEhRtYeu2K3w0yNTL0RUqU/M+0RQpbUOV1bbUumCLGP+GTipOQp1TVqVHDaFFREEqGaQjEk8xVtAtyi5OkSZg8S8TmnUDUDoGyQACFLSA6i3LJAI/hgXgDFLh7aIedysMcxnSJVaZmmWT+EAEyfKINiSOYnexa6jUbHgfhnKlXp5lFzDN9qxOsAFmICqpYQFiJgExcYFshxc1a8rWaTS51dgBUJZSRBB1G5kC50i4Atd0eIN59EcqktDKI06TuvYKYA9JthMpcXQyMHKLkXFGuMsaeTMNQqFlparlSwLaJtKm63Egut+giZng4pU8ymXbUMzSLBJ5k0EmSSZgmoALdfSTB/aJQ1qTrAVCurT8SiVkrFwwQ7DrEC+CXN5R+dxVZV+AsoU2BK8oESQS7AACNW1hj0G1bTAddGKrmzVdLQqSesttGq+/N07nrtYKDUIXobe/6/PELN5J8vWZSCFnSrR2lgG3IMHr2PY4svD9YtGhQNJaXa9jYaR1MdcebcnbEyVaPOF+GUzNdBVBFOZJnTqjdQ3TeSewtuMHbcM4cE8tKFKskaQVpPWgix0sq2P95sPcWpUaWQ0yhUqDUuDrDEahqG4iVx74gz66qumtCCkVUCFggiRzOAbQBAtJ23OqVWhsYaQBcd8O0quZiizUqRgVCyvqpi5CBCBDHsB026El4Pw7I0FTXBgwtPdj05pEtzbkSLWsMReDZtXy+dBc6WKBTGk61FyoWw+IWEbnbbEbhnDzVSrWrB6dXSadFVA0LyhCWgkgnVpBE6SD2jDcTVMHJGmdcayiZljUojShNqgptLGSYUEhXYG8qZ+YsWcK8TUwPKrSjDcuNEdJ5rfXFPlMglSkrVc15RdSVSkF1BQdMO7SYn/ZpABMQcU3F+H1MqrFSpUCWI5HA3nUDJ6bkD0whzkWRhipxT3+5t2XrowUowKkDSQZBHcHqMSfNAH67Yy3wzn61KmqmS2okzE3baFtNibb659caHwrMNVUl109hvIOx9DHTD07RPKKTJ1TmGPFG2HAuOwL40AjMb4ovHCg5OsD0Ukeh0nBE4wO+OF/0WpA3t94OPI8Ym+bZTAAgd/wDPCxC4jWYuYH4dzhYYzEgjy7/aX23+uKPjjaq2XHTX+EN+WLvM21frcT/PFTm01VqJ7P8AijX+9cDL6Q4fqL8kl6cYaZL4kVVM4b0Xxzz6FnNOlviVwoHzqWn/AHif9QwwFnbEjhi/b0v/ADE/6xgoisuos3RKMXnbFR4o8OU85SNN7NBhov2+sQR1HsMXeOXbGKXHZx2rPnXjvgjPZFi6KzJNil5uPnPy6HDWToZ/MQtCjWquYlmS6xvzHlFx1Ix9GoYx7TmN5w2PksB4wP8A2d+Bzkwa+YYPmXXTa601/qg9T3It0E7mf+0Sr5eSd+g0z7a0nBOhnA94/wArrypSVAZkB1KWEeYpIgETMR88e5cmn9zKo+fKmoVHVxo0G6seYmbiBt1HT4scVQF16diNQ7RFx+u2Ndpfs+WqGdmLMxLFmXSGLcxOiRF/wtbGZeJuFHKO9JllpizSsH0jr7/zxW6+BaPobgqzl6Hby06/8A+eHcwmk7zP09u2+OeCUWbL0bgfZJt/YGHc7TuB7/ljmZVUWymD3REY+uOKgjD5iOnbHFVMSPocmU3HP6Np7YmZYyYPaMRuJUdYKX5re18T6aen6jFnjr2npvVEnh9IXBuvb8MRq+RglTcXK7C1pB+cX9cTMpv8/wAsPcUygqUyskFgRI3Ejfp+OHJk7dMy7xhxUGtSRPMU3Ual5IBlnF5JXSTsN/vabI0RVpiqYU0lqqJUCWY2cG7gBVkLuZn4ru+L8q/maQoQlW3EqB8ZCkESDokGJ6RO1KlLMoznygWgrDVBKjUzMUKkq86hIYgjpaSa236ftERpz9wTeIELUVcVTUq0lJFQEguIupNjzQT6H6jL8QV1NQw1J1Iqbh1JEBmHoYBYCIAmCow7Xr1myTMoKowkPN9yIUjYyCPkcQeO5Qll8oWRVomDGpgpn0J3W9jp++NNvs6UKScVtAdX4xYp8MWI9LkEA7k6zN+2GuH0KtVvM0VHpgkSlNjzFewB2mb4+geH8CyoohKtFGFP4SVD6VIDhCTNhqtPQD3wE+J8s/Ds2GorTqJmQTTU8ultQkLE2JIsDF8P5OtENKzO+HZF6rilTh3JhVFyLyT3tvNo+WNWbJJRp06TDWyqAW5iS0RJCxOx+Kdj6454NQOVpNVdXq121aqiBTDmCV1OyqqAxEmTpnYDFFxHiNeoVZ3FEL1oNqqkb6QFc01J7s0gAWO2C4uRqkoaeyN4oqV3cKahFNuU6ktzSBIUbSZ9I9MHvgjN1INLMIxdKaKSy2OlACytcEnTLKbhr3mcZhxXjLV6mlwQmkooJlxN5ZzdmMnsBNgotjbfCObatlqVasQ1R6YLHYSQCwA6Sd+p6k4TJcVTCk1L3IBP2nZDQaWZRQFaoqVIEcwMo/vAZSf7OM6zlcnT5I0vqgKlg1ysQNz+XsMbr4s4T5+TrUhJcrKejqQ6fMlR9+Mb4Zkmo0RmGszCFH8QXf8A9xP3H1wiE6jvsKOD1MlLovaudrVaa0awVUUQ0HWfhOxiA0E9wNU3OH81nRUVkpKyct5ZSoAEaiWQtYdiDbcHFdraLm5ufcmTjoJ9kQYDVRUUE+yAfKTgYScpF3kYYYsNrsqE85YpoxFIsIlRpLm/OJkAkgWJIDCSbgXWQ4/lxlnWtTY5gEws8qljIM26gmL7HacQFzeo02C6VUEt/bFtAH9ad+2nFdw/hj5irVq3WhSI81gQGuTpQEbFoAnp72xZCfE49OboI/CXiSAyCgTzs4qxKh9KqJaISAoJPMSbRtizz+RNZWeq4UMTGrck9YJnSPaesd7PKkqtoBWKaAxANgVUWAVSQoA7McVubzClndiSigKg/rG9vS3Mfde+FTqTs6OLHSoIuA0QaYe76UgmOqDTPe8b/lh5M3mWy2ukEpI1wpYhgCwMgqIFuh/M4rsnn6tPIK2ukiC6zd2vqEi3QC17YrslxSjUpUC6VdNKPMTUkyq8g59J1GJswkAmOzJSolS2w38K+K/PZqNRGV0FmJlXjSGgyTILA3vfrE4K/bGI+F80pqQmyOWIJEgLTCGQABYkRub7nc65wLOllhr+uDi9bBkt6LEr64HfHn+qMR/WHTYX2wQ1awHxED3OBf8AaLV/0Jr7nf2UnBrsEwniVM+Yb/omce4XHWIqwJ2/M4WDa2eT0ELCbd4H3SP5Yq8w8ZiiNgwb6IxH4gfP0xYpV3B9/uM4r+K0wcxQK7anHp8DEfeBjJ/Qwsf6q/JJqHrvjxVx463x7TXt3xzj6ESDEnhQ+3pf+Yn/AFj1wxTGCn9n/A0rVvMqVFCUyDonmciCLb6Z69YjvgooRnkowZppk29fzx0FviWpSd1jHbaPT7sA8N/3I5PP7EF6e2OkURv1xMKr6fdjl1U9Y9h/hj3pV8nuf2GfLbecU/ijMijSFR7hXQn28xZxd+Yo7n5YGfG+ZByj6tCqHSdQkD7Rfi+mDjxTWwXbT0dUeOB6BrsClIlQuo3YFhLe343xmv7SHpVawWkoUKpBtHNqn6d/XF34i4s+mllWIf7SmXeAoJ206ZNp29AsCMCXinNmnWLiCCWta4M7/T7sdBQpNsm5W0jbfCZLZPKsT8VCmY//AJriXnBzYg+EBOSyt4/0en/21xOzY5pnpjmZ/pZXj7GCuOMwm18Og2xzmIIxI6ocuysdASPcdfXEuL/L7v1OItdtvcfj/jiUjXxZ4/0GT7JeTEX9RfEmrWU+231j5XwxQFj7/lhqm0KCyg3adM/1zeN/X8MOirbRPJ/IN/tDzIpU6FRWgGqKbEdUcEkE7gHRuPkRjOH42GgUqAdnEoTPLducaY0QGW1xAHbB7+0xdeRfyiJpvSqfPzY5h/ZbY7jGY8MzYoZYtpHmPJIAEkEAJTHXbmM9GA3CxRh6aFTXyWnDaVZ/MCsulAXc6VXUSCei7Nex6GPTCo+JnJXK1aVAAt8caG1E6gw0ggsWgiYB2x6nCylGKlVCzHW6K5Da+oZlFyNo1QIxW8T4Er8yllbowJ3sZg+42v64Tk8iF0XYfCy1yT/g1zg+Zf8AdqDovm/ZhSEYAkrsRrIUiLfEDbr0GvE+RD16dUIwelLBHtPpAaAQYaVnV3JiCL9n+aDZJFJl6Y0VJ/rAli42GlgwPpt0xO41kdaakBLoNSkWJtdfUG4gyL4W8jWkKUalsAs3xZxrVaJIbSFeqCtNAFI1VHIgCAu56Yao+GTV80167ykFgqFE1H+FS6y20zpGCGlWAp0+ZTIYaT1AY8pHWVm3/GDigzPGtJBLrUQWjUfMgCBNj3MncmDPTDPUko0gpYVKXKitq8HoIrEUXqPYLzGZ6QAQCTtsf56H4IzVIUEoKympRGioAQSpG8dxM8wtbAQOIVRZFIqNfoShIm1rFRbUdokQcPcC8KvU+3Z3oANpp1FuWIN9oIHQMOtr4Rzc9f5GS8dQjybq+kadnadgRtscZj4z4KvmVCFPModSJIJHQy8biIAJja+NDompTp/aOtUAczBdLGLagoJB9gR6dBii8TV8s4y9SrVCgkhW6MCLrOw6G8bHa+A4vnr5BxZFDvoz3K0XqnSkdCSTCqNhJ9egFybCThnjPDxTDaakwygkWMgnUEI/i6EyQATvbURU6lClSAARajsWKU3FWo82geWeVYJHLuC3OmppBvE3G9wRtZKQAgerRa3RRN7knc2Y8EYK2L8jypZnS6IXlCpLfvKqD1NNwW76hHllvUE7YsPBuYrZWs5paHRk0MGhqdYEgwYMcse4n1xC4VQdkSipHmO4gn+Fp1/IKJLe/ri+SmqquldKloVYiNKtqY+rOCZ7aR0xk/aB4+Nyn9i5y1ZqyipRDBQQhX4mpNUJII6lTMKx6iDcSYWcPl06ZYwHiRIBZyLqu5sNIJFuQE4veA06VGlTepT8kvTVCzTpqa4jXDsoIBJXUEYdAZIxVeIvDDLmWq0+YKgApsG0pMAtzH4Bcm5nm74yMU3sdLM0tfB5neIa6VNVQQmkrc82yqIjc7gT67HEzOcSoJly6w9UPrqB1XQ7RtE9u09JnbA02YAUaDqLFlok7sZ+1zLn71HZQ3YYhZDImsXfmKqYBg8xmSfe8Ad3Xoph7gvgjvYYeEeIUWzFRdQ1MgKpYBIYzTA7XW3ZRfBtQz1Vab+WkhLTKz3gAkTEiY+ptjF1qjL10ddINOogY/2i5f3scaemYrB1p06iCat0LANovLHrdr26KB1OFTVaGRdllmKozSFtYqBDzLpKlTN4EyDHoDvEbil4xmCMtXpEqQrh0CiIUqym22m3vuOmPPFdJqLeZTYK5USVPKdkkmxgd+wiDEYgZ/MebRaouzUmloEk6v4juCINie8CxwOP6gpfSCHFkJqGJ26Y8x05Goy0XthYraErotiIaOmnf3UYrnPPSPepb/0aoP4DFpxJICn/AIE+qxioCzUQRtVUj0BR/wAxHzwEvpGQ/UX5JbD9ThK8dscsp3w9l8sW/wA8QUd9sjGpFvzxPyVVkYOjaWAkEffjipw5hBKtESDMSO4/mMdqmn/P0xquxU2nFm4U8uI3vHphwUvX8P5Y8DTHqPvw6Fwpr9jlnhpW3+g/lhoU/X8MSlX5Y4KC9sa7BQwMqDaTgb8d5ScnUvJi3vIA/H64LlG04HvGFby6HmAWUqTtsGBIHvEfPBRW0esAMpkahrUaNQEaKqFSZ5kUOYXodOn3AIB2uJeObu3ZahA9tZwZcB4pWzedq5msAiUEYIsWQ1DpHoTCn8esDz9omU87LecIGi5AWPicrE9YaMdKUnxdkiSs0TwgV/csrBj/AEel/wBtcT8z8Qvis8IichlI/wD16X/bXExrbz9Pwxys0ntFkF8njNvAw3Ubpj2+PGWMSNj0iBm+nuP+oYkUqg1kdjhrMrcTt92HaW5kRi7x/pBmWNEwDiNmjWQa0VHWJIGrV8t5+6ffD2UNiI2MfTDdMnzHUyQFVl99TqQO1lX/AJsMi3zdE8ugP8T5ik9DMITD1lC6RJVWPKWnrePYpvcjADksgAr1Gcsf3dioVP6NjSVmb455VYLqvvcRGNfz9SmQUrUyysLv1v7XGkGdVvpjD86CmpKikosIxA+FlUUmB6KdS7GJgRY4fhvakBOtOIR5DgbPli7eZTqLSSozakglqYbTpIJmT8MWtc9GKtI+Y6T8KAz8gCR9MV/AeLvXLUWNWo5vqO+i+pqmo2KiIIsZiJA1WVS9bMNsqrJJ2HOIvtsfpiLLHdUdfxMratyCH9nmcC5gqdqtLUPVk3Ve8hm/5fTGhVK3KpUAalkahESCdxPQH6e+Mb4TnBRahWkRSrnUeyEgt78lRsa0wcUwVAcrIMmDy8tt+kn1n1w7ClJUyPzY1PkvkyzxH5mUc+YsI1RtBDxpJ5gpIESVVWHQgWMhgK3hdcVagZxKrzFehbop6epjoI64L/HvEaqmn5NHSHSC7kBFNNw6kxcgc0j1jrgTy7+bUIWFBMDoAFHxEew+fzwOR8dIf4v9RXLosqLzUDNza2OrnVOWGb4zZSSs9yBaJnBdkyEoFaVTVTYStOTNPaEgk7RYgzPfATQrCm0DQ+nVyteTEapHURY9OgxbcC1VabtT5RTMNJuCdhE/X3v0wvHLVI3y4W+T/guMnnX0FybjldRI0t0a4kzO/qvfFBXz2YC5paBLCiy1mXTq5avmB9MMGBUrr1KZ536Y6/enp1ZWKmsEPRkfaSItJAEbT2J3xe+EeF1kzT1zTqU0emVcMykWqSgAHMCNTekE+mDhraIsi+GZXneJjQT5iUlf4lphtTHaCzsWI9DbfA/lsvUzFYGhTZgva8W+JmMKt+pgWxvvi7g9HXSr+SjBW0vKgyG2J7wbf3sUHGOAGnHlaqlLfSp5kHqg6eo+cYo9XkrRkMCb2yi4DwQUoVWD1WH2jD+jpKTLIp/iJiWcRMACwkpaqHM05QNTDABWBIIJCAEBlm3QmD1kSMXWVz9EUXprKkiSTuepE+2BOpNVytNSxduVVnUQu23r16AE4XJtuy2MFGLj0GKml5NSky1CWLlg8aTrdnYRAJkt12gW3wsv4tSnSNLMVAHUaqdUlRrAmEYyB5qyxAYrqFrGDij4TlqaArmHd2n/AHhKrbYMAxYfdeYLA2i8aeiD5mhXWmGKoya1blOkkNpi5m4O2AjkqXYiXjycfpYP53JV6IVDTfzcwFFHl2pGCiqBFyIkQItYdbyrpy9IIzkPRWRQRo0n49Vd1glySCVERtjWOK8I/ekpswDMolDHcfCRvpYEg3neDscY5xvOmjU8rOI4ai3LVWC5WLU3JEslxDxYSPQVwyJ6ZHKINcWlhps1R+YwLs9QyBbsPxGNfzeSOiS8GE1FnhSQkSd9zF4xmXA8oXrjM7BDrpAxrqvJ5oIMKCCSTsFAHoV5qszwah1GPWPUifu6T+M+bKlot8XxZSp9FlxHKwpNSqjORZFJIUWIYkgX9Pxw3lSDlGRipa5cqZBJ26DYGDHUG53xRVewvGHuEalqMCZBQ29ZU/gMDgy3NIf5PiqONyu6BfP1TqjsPXHmOeJ1ec2H6Jx7i1vZzEtBrnaVh2FOmfyxQ5Q/bU9rk/Tb6Nj3Cxk/pNj+oi8ynDGqgkEQpJJJiAFJ9+kW6ke+CzN5WnlacoFCqIckjVUYEMVeB8ERC9QRe91hYVCKSso8rLJzcfgqm8N02y9MM9QZmvzB1JC5dTdUNNTERYzMGTIAUYps4i0XFM1Kbv1KatJPa4BmIn7gSQRhYWATt7AUnDo2penoPyxIBwsLEhp2hxw3vhYWNsyj1WwKftIYDI1DMfD8uZb4WFgoPaPNAa+eFDL62F8yS0X1tbSLdvX+d4PF/EOaehUp1MvyMqgn+NQHDBtIE7rvA6k4WFjpXaokqmaj4S/1LKwY/wBHp/8AbGJr2kC83wsLHJy/JbA6TCqkRIx5hYR/aF8g14p4qMvT8wgtF47gXP69cVVD9omUci5BPobe59dvvwsLFnjfQKzSaegp8M8bXM0vNQELqIExeIB+uJuYM1lBJCstRCAYljodYjqAr39ThYWNj+oC9xIOYD0nAJ1hroDMiNwGEmAGiDMe2Mz494VXNVS1BjSrs7o6PsdDFJJnl0qu95j71hYpfYMEWGWy+W4ej0EbmGgZisVYs7MeVQoBhJGkAkASJJJk88V4gKVE0qb7gs7gyruwBPTYDl9l+WPMLB40n7n2Zlk17V0CfAUBytQENzVOQBWOq7KQIHTlH94DrjYeBZ2sKKzl2LGjSqFZAcMU0EQ8GdVOe/MJwsLC1BKboOeVygk/gD/FmcSqtRAHTUwdfs3lDYuGBUbm4YGBO8WA5RyqKTGqdKkBiIlrsDbt9R62WFibyG0zo/8AHpSTHPJqVW8ulGo2sIAHcmLAfqTgky2SymUypFQO1UuRIXmLAkBetoExfffCwsVeHBcLJP8AksjeXj8IF+McVfy2+zanNhoqVGOmBJN4AHfrq+Y1PwHxj98yquTLAaKm3xgCfvHMPQjCwsMzxqiOD0TquWWtSq0zM3RwIkHowm3ZhPpjOOI16tCsyky4IFyVAK2Jgi6mJEERPXCwsTSSUbRX47bk0yoz+dq1quj7IVGOiVAkzvLxMRue074kropKyUyYaAz/AMVSB17J1CbDrJuVhYmyyfR1MEE22/gjBCRJsPx/wxGzNGVM9vqSPywsLCo9lMtwtmu+BM95mToMTfRpPup0H6qcV3jzwvQzTUnNMNURtWnbzFUgtTJ6gzPv6EysLFsnSPnqqRn+bUiqzklphSGADIBcqQAsLMCQABpHpLNatAtcnbqSfQfQf44WFiVq2jt451HQ6wKqupNJuBO5IjUxHTeI9AOmG+Gr9qZ/3bflhYWDw/qoHyX/AOdgVxmfMPSf5nCwsLHSa2cZdH//2Q==" alt="Sociedad de Filosofía Medieval - SOFIME - Posts | Facebook"></p>
Bibliografía
<p><a href="https://philosophyiseverythingnow.tumblr.com/post/131245699349/importancia-de-la-filosof%C3%ADa-medieval">https://philosophyiseverythingnow.tumblr.com/post/131245699349/importancia-de-la-filosof%C3%ADa-medieval</a></p><p><a href="https://www.arteguias.com/filosofiamedieval.htm">https://www.arteguias.com/filosofiamedieval.htm</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><a href="https://www.youtube.com/watch?v=pZxgTduaIRU">https://www.youtube.com/watch?v=pZxgTduaIRU</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 src="https://sites.google.com/site/lafilosofia0414/_/rsrc/1457133698384/la-filosofia-mediaval/filosofa-medieval-1-638.jpg" alt="La filosofia medieval - la filosofia"></p>
Foro
<p>Revisada la clase paso a paso,los estudiantes serán invitados a un foro donde se tendrá en cuenta la participación como parte integral de la nota, estar pendientes de la fecha de invitación</p><p> gracias</p><p><img src="https://lh3.googleusercontent.com/proxy/NqjXIi1Kel16AICKAbjd8AsZvdevcJjarZDDd-hG37haZlxOyMJWuX6ngk51PvaMCXQ9zxiWxcpwuda_2x4Nyn93Hfc1gWazGRepgQ39e80KpOPVFTXEw_-5fsC6c-EItea-phk38A" alt="Filosofía medieval Archives - Plaza Tomada"></p>
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