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<h2 style="text-align: center;">APRECIADOS ESTUDIANTES </h2>Esta es la nueva plataforma que la institución adquirió,para que trabajemos juntos durante el periodo virtual. Aquí nos reuniremos y hablaremos de las dudas que tengan, ya sea de la actividad o del tema visto. A continuación vamos a profundizar acerca de nuestro tema fundamental (El color).Tu objetivo como estudiante es interpretar el uso de estos dos elementos a través de composiciones artísticas, para comprender el arte como fenómeno cultural. <img 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e9xxuR4iAe8PtfZmy6OIx+zKwqYrFLRTB4bEUc74EZ71w7NcMCBYH3anjAMXt/6QqdTDNRwOE9X1cRXpYrGVKVU2NWn2RSAtlGYBvf5wDAdJummN2ilOniq28SkcyqtNaYLkWNRsoGZrf71MAwVauzm7sXIAALMWNh3a90AjgG0/R70dGOxQ3gvh6Fqlfuza9WlfmxHkGltKG9IzbVV3IWWrO9NibKSNLWAtpqeAHl/SbGjzVKywUN5O2I7w3kWG8N5FhvDeRYbw3kWG8N5FhvA1IsLma3yYimpqotQjMGDqG61rMdeYt/TkJTZxeDbCtLdumck2/hjgsSuGZs6u7mgKrVGFenWXL2R1QwbMD90DQEtLpSjNbs+fnz8uj+S0JyoUdrUnbdnjK1w7p3/fpbuY+oUqg7wNSrVcPUpvXYDDgAMxChS4uCLaG2gGYm9pnqbEp+8vNXslj+NOmrMMtm2nZHelmCae7m+Uk74+19dFbEz47FU6dTKy43Cei0sqVbgErYozCmq5zZVB3liy2W7Txa3sqClvpOLTvvK/9XJN6Xvi2jysmnZ/a12qdVWk218uuc/C+mbB+kFF81Kvmw1UUKLkYqneilRChZaeGpABm6pZS1rkBDZZhex1qbUo+8rvT81nezcnouTtfHvK7PYpbXGpG8WmvpjyPu0dh4ervH3QYVBh6y1cM2evVzlFDJhwQlNHLFTfMRUY2uF0hR2yrDdje1t5Wl+VWu8y1bVrrT3ejZY9yV218vh682YDG9FlLvTo1MtcKlQYSp2qK9UVFq1CFAKlz3apTLG2l98Nve6pTXu6by0etrLOtvm7ZI8FP8rz0MRjdg16QqMVz0qW7zVqfWpkVEDoQ3eCHX+IX4iaqe1Up2V7N3w9cNp4+D+RXKlJXMaykGx0I0IPdNBWeYAgHoOQCO48Rz98HU2lYnGOqdbrsc65Xu18y2ta5/3rI7sehetqre97z95WedUZDZm1KrVqasQ4Z6a2ZRYde+awt1v3uMqqU4qDaPR2Hb689phGbum0spdb3/7d9epvM8o/RBAEAQBAEHDQuk//AJup/g/yxPW2f/aR+c+3P+fU+H/lFbD9kfH85ceSbFiOnmPTD1dnCt/ZyatIXUF1oltaK1OITTh8OEA1U1my5MxyZs2W5y5rWzW4Xt3wDxeAfIAgCASYeizsqICzuwVFGpZibADxJgHc+i+yxgsOmGTr1L3qldd7iG0IHMDRRztfvnpUqe5DJ8/Xr8Wq2vJeu5mcVXF8oN1S4uODP9ph4dw8FHOdXUN8ly9P+CDeTpG43kC43kC43kC43kC43kC43kC5a2firNlJstSy3PBX+yx8L6HkDfukZLmWU52dnz9L9mYfpzsf07DGmBbEUWL4c8CtUaNTPK9reBAkZQ3lb5Fka7pzUvn5c/itfn1OPYLamUilWVQFFZTUalvKilg2hDGx6xue88CbaTPTrbrs++bXPdUk1Z6GaXGulq6vddwuWpXqZgoaotxukNxra9tLhRzB1yanG8umrytVy9ZSMm1bBTrRd10d1ZPpnrrb+Sw+Jo1UZaq7tTQQPWKpTSowymyWpk3sXYWtrcWMz19mTvNY0d+WnJd9fPCPIlstehJTpve97Cy2r31vJY0i73xm6K2J2BUpF6mEepSLUxTCU843gYDOgqG11Km/eNDe1pj2jZ2l/qxvFNZtjsy7ZvatrRqd7u6x5pX54enK1yFukVekhw2JoU61EUcOoRcqqzU8u5rO9O+86qBSb3K3AI1M86Xs+DlxKcnGV27663ulfTLuu+bM9iltMaiuv2eOzyZDD7Ww1Ry9HEPhKgw6lVxADYagM6GrQp0yrljmD1FtaxVVAJmWWz1oR3ZwU1vf0/meHaTd1bFou99W7mhVOjJ9o4Woys9bDri8MaWHviqVkxWKDZBRrgVCzDilNsotmdu0RpCjUimownuzvL3X+SNr70cWXWSvyS0RZvp/mV1b49jC4jZWEqOyBjg8SUBGHrA0qeHqoBnpu9U362pXXS2t7gTZHaK8IqTW/G/5lltPRpLGNH6ZDchLTD6f5KeN6L1lQ1qRWthxTFVaqnJvE4NlR7Mcp42GnfLqe305S3Je7K9ra26ZWM8upyVCWscoxGLwdSi27q02puACVdSpsRcGxmqnUhUjvQaa7FUouLs0Q2kyJd2IL4miOdWmP/dKqztTl5Gz2e7bVTf/ANI6h6MZ4XEP0niIejGOIOIh6MY4g4iHoxjiDiIejGOIOIh6MY4g4iOc9LVtjKo/uf5YntbI70U/Wp+fe2nfbqj8v/KKeH7I+P5zQeWR7Q9tU/Ef5jAK8AQBAEAQDd/o52aAamOYa0mWjhvxnUlqg8UUC3I1FPdNWyUt+d3ojzfam0OlRtHWWP3OlbOutPejRnzU6OtrDhUqjxHZHizH7M3VMvd+f7Hj7NFqG/zeF+r/AER6Wi3dbz/+pG5dus9jDPzXzP6Tl0d4b6noYJ+a+Z/SN5Dhvqexs6pzT+I/pObyO8KXU9DZdTmn8R/0xvo7wZdUexser95P4m/0xvo7wJdUexsOt96n/E3+mc4i6HfDz6o9jo/W+9T/AIm/0znFj0Hhp9V9T1/4arn7dLX95v8ARHFj0O+Fm+a+pHt7A1aNNKtQhifq6jISwzAdRzcDVhoTzW/2p2lJSbiiG005U4Kbfn+j+PPv5nHfpF2aoqJjEFhXLJWAGgrKAc/+JSD7w0zbVT3Z36m72XtHEpbr5fY1XB4x6RJQ2zCxuobgbg2PeCAQe6UQm46HqKTWhm6dda+Y0ytOo70wRiHDA3B7C5e5vf2iSOWyFTfvu2u7a/ovP7k3GM9D1QxbAsaTBGcqoGICsoUMSm6BB7LaDLfjewk0lK+47Nvnp8F2elr/AAMNbY6c7by6vGL31vbW/MyXrejUWotYGihN2SoxYVVZiXVBTUA5HCBbnRc3WHdmqUqcrtrdle99b9bcvkeU9hrUpRcPefVJK1tG229VfetzthlXavR9QXY/UOeqobJRpZ0IVrZmvZ7Oy3toNM3dnnTqU9Vi9i3ZvaEmkl7y+LlZ5Wit7uIvXOtjF0xisGz1KLuq5FRq9AsEKVVDKM1ha+ZTY2INu+UVKdKskqkU83s+x6lLaoTsk7N3w2r4dnjzXIvU+ledNzisOlalu6SNuwKNSpUo5RTqPVKsxOVChtbqu3Am8yP2fuy36M2ndvOUlK90ldLV3zfKXI07/Jl7DrhKjmrg8UcDid2lVEepuaNAnKlaiKjksxOaowt9kAdYnSib2iEdyvDfhdq6V5PVxdlhck+7vhE4ys7xdifEemUKZNSmuLwIRVNQDdNjKFVQ1JrsN4wU1l7jlZwDraQh4arP3XuVL6aqLWumM7r80r6E+JNKzyvuYuo+DqsUrUThMQyPTaymlRw9VcxpuUAZzf6tW00sTqTpqUdogr05b8b36ykna+cLGWuuFixy9OWqs/oWdi9HUbE4eph8SlWmailBU+rqO9NyaiCmCxWypmu1hZ1HEyqvtso0pxqwaduWUk1h3xzdsX0b0L9lppV4OLvn7fxn5HTPQp854lH2XHHoUeJQ449CjxKHHHoUeJQ449CjxKHHHoUeJQ45yLp6mXaFcct1/krPq/Zst7ZYPz+7Pjfact7apvy+yMXh+yPj+c3GAj2h7ap+I/zGAV4AgCAIAgHXei2zbYbCYYHKWpti6z2vkFbrlz7qS0tO8m3fPR2X3Kbl1PA9o/620Rp8ks9ubNqZwToMqgBaa/cpr2V9/eT3kse+WFbabxpy8vX1JEnDqJlnCaJ0gkidZFkidZEmTJBJFhJFkiwk4SRMk4SR6xOFWtTak4ulRSrcwD3jxBsR4icTad0dlFSTjLRnEummyXFDFYVxeph8uIS2mbd8WHgabs3w8Jo2lqpSUked7Pi9n2l0pc/8nKTPNPoApsbjQjUEdxgGVw20RUstcZ+u7b12a6ZkA0CnuKrztrpNMKylifXXOCxSviROyMArsDiKJ67VmVrqpbI4AJ/c0PEDl3XqTsnNb0db554fPt/gjKm0ro+4PF1aC58PUunbbOFBz0wQct+svVvwINiZFRcUp0nda5ty6c9PoY6+yUq3+4uVvn9HnOb5Mlg9pUK7AH+zkuaS06mbEqUqOrJYEqiqri+mUZQBZpS40qj/ALXf7/Q82rs1eim172L3Vou6TT6ybccLV35xItp7OQ33y7is63arnDLvaWUVF3dIXW6kvYgG5HCZ50alLXuWbPtE/wD8nvRT0tZ2lezvJ5s/dxdWuYfH7GqUgXHWojIy1NFzIwBDBb3t1gLi4vpeQU0zbR2ynUai8SzjW1uV9OV7Yds2PGz9r18M+elUKPkNK5AbKmbNYBgbWYAgjUEAixkK2z0q0d2cbq9/Vu2H1WHg2KXQzVLpRTrA08ZhlqK1KkHqUQFrVa1HItOo1R8xXqIVIWw+sZrEzE9gnTalQnZ3dk/ypO7aSVubur30SwiW/wBTKdGdmYOvjaFTD1ctXeYSuuFFwqKKlNa9I1KpBZwWqMAM3VTiSbDLtu0bRS2ecasbq0lvc3iTi7Llone2XpZFlKymmjt3qn3T4XxJ7nix6p93nHiR4seqfd5x4keLHqn3eceJHix6p93nHiR4seqfd5x4keLPz99KVPLtbFLyNH/t0n6F7ElvbDTfn/6Z4e0y3qrZgMP2R8fznqlBHtD21T8R/mMArwBAEAQC7sbAHE4ijh141qqU78szWLe4DX4QDuaoEDFRY1yrAWtu8KP/AC9EDu6oRiPCmO4z1IrCXJY/c+eqt7zb1k7vy5L9fkSJJFaJ0kSaJlnCaJ0gkidZFkidZEmTJBJFhJFkiwk4SRMk4SRYpyJNGvdNNkLUVMXa+5umIFu3hHutT3lQzH3FpOnLDg9GU1qeY1Y6xz8D8wbTwTYevVw79ujUqUm/vIxUn+kxnplWAIBZwmMambizAqylXGZbNx0+A8pZTqODJRk0ZBFSperRbJVUISpCU0AK5XsDpbvPd1rWmmNpPfpu0sdEujJuKnoQ1aoYlKwy1FBQ1CxY5lbkPjz7uE7KpGp7tXEkrXy9H66/ApcXF2LWDx2IwmUoxNAPTqkdgOCASDbUKbAGxtcC/ASLjUoreWY4fz9WfK5k2jY6O0X3171rX6fpdcufQvbMxdByopE4OsweiFRQysNGpO71Da4I4ixuRa0r3aVVJPD9WMW0Uq0E+IuJFWd3hrlJJJaW5ZVr3uetoUFYH0ikMzUlrNXw59JYtTOSoGYGy3ykd4zXNzM8qM4Wtk5Qm0/9GWE2t2XurOVZavW/W2LIxWL2I2rUWWsl0yKjB6mVx1SVXx0txuOEgp9TbT21O0ai3Xm7eFjXL+fTvc99FFNPaWEDgqVxeHzBhYgiqOIPAzPty39lqJc4v7GtVIpb6eNT9D+t/Gfn/wCHyOfiEep89bjnH4dMfiEeo9bjnH4dMfiEeo9bjnH4dMfiEeo9bjnH4dMfiEeo9bjnH4dMfiEepwf6T6mfauJbmaP/AG6T7j2PTdPYoRff7snxFU95czBYfsj4/nPTBHtD21T8R/mMArwBAEAQDb/ou3C47fYipTprRo1mprWqCktWqybtUzNw7ZPPqyUGlJXIVU3BpK/0OkttHDklmx2ELMSzH0ynqxNyeM2+IprC+zPIew7Q3d2+aJF2lhR/zuE/nKf6zniafpM6thrdF80SLtXCj/ncL/N0/wBY8RT9JnfBVun1RKNs4T9twv8AN0/1nOPD0iXg6vT6okXbmD/bsL/NU/1jjwJLZKvT6olXb+C/bsL/ADSfrOOvA74Wp0+qJV6RYH9uwv8ANJ+s5xoEvDVOn1RIvSbA/t2G/mU/Wc40Dvh6nT6ky9KcB+34b+ZT9ZzixJcCfQlXpbs/9vw38wv6znEiS4M+n1JV6YbO/b8N/wBdZziROqjMlXpps0f+oYb/AK6znEid4UiUdNtmcDj8MQQQQaykEHiDOOaJKnI/P30qLhvWT1MJWSvRq06VTNTfeBXC5GUn73Uvr96/fK5O7uXQjuxS6GnzhIQBAPt4BlaWPWrlTEXb6wHMCEChtGJAHx8TxmqNZTtGp1101LVNSxIjajUoi6stQMpuUG8ChW8RYWPeNIXEpZi7/W2f35kJUwy06tyCKb5lJznQg8cqqOdvMybVKtdr3Xfn36JIryibD7Rr4e1NszUL1V3TMypUDKUe1rHgTbkTeVviUcSWM+T5MzVtkpVW5WtLHvWV1Z3X2+WC7hK1GvfK7YXENRqJlpFcPRdgzMqsxbUMuRbG2q3JJOvLU6muHb4GWpCtRa3kpwUk83lJaJu1uTu8X1skkZLCbzfIKtNaq7zCVExGFTqioamUM7st+twtoOqLDW8zVdlnZpZVvhkyVHDhSdOTTtNOMnmyV7JJ2xr8cvkbfnbx85i8BU/tPAv3GdvHzjwNT+0X7jO3j5x4Gp/aL9xnbx848DU/tF+4zt4+ceBqf2i/cZ28fOPA1P7Rfuc06Zk+nVr8fq/8pZqpU3TiotH1/sr/AIkPj92UMP2R8fzlh6BHtD21T8R/mMArwBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAt4THMmnaTrA0yxCnMuU8OBsTrLadVxxqunmTjNotPhUrDNS0qBFLUUQ2vmCnUnTiOfA3tLXTjUV4a20t8CTipZjr0IRiGRslVc1nBfOMzDgGAvpqANfKI1nF7tRXzm+Xyv8AT+ClxsDg1YA02vo1w5AJKi+gHhfy4zroRmr0311ty7evMX6l7o/tOpTr0EYlqedEFOpcqqtVVrqL6G6qb8wOPCNmlJVYRfVa92YNu2anOjOSVpWbutcJrPwbXxOjes15CfR7sOh8h4aQ9ZryEbsOg8NIes15CN2HQeGkPWa8hG7DoPDSHrNeQjdh0HhpD1kvIRuw6Dw0jm3TKqHxtZhwO7/ylnzm3K1eXw+yPr/ZUd3ZIJ9/uyjh+yPj+cyHoEe0PbVPxH+YwCvAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAPoMAyaYxK3VrAAlks9NFUniGzMfeD3jq8BNKqxqYqdspL7+tCzeUsSIMThnoMGDDtMFZHBIy88pNjYjTxkZQnSlvJkZQsWMDiw1SmHF3BUCoSWNw+ZRx0175p2eup1IqazjOb63RTUhvRceqNh3jT3N48/wCG8aN4eAQ3jRvDwCG8aN4eAQ3jRvDwCG8aN4eARrG3CTXe/Hq/IJ89t//ACJfD7I30KfDpqJ4w/ZHx/OZC0j2h7ap+I/zGAV4AgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgH0GAXNn7RekQL3p3JZOGYEWIvbwGnDQS6lXlTxy6E4zcS5g8KjvSqUyFsULUyxZrirYm9rcMp7u+0vpQi5xlHtjnr+xNQUrWNk3c9e5bwxknbjhjJFxwxki44YyRccMZJy44ZqW3x/aH/wfIJ4u2P/AFpfD7Iz1FaViPD9kfH85lIEe0PbVPxH+YwCvAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAJ8FWKVEYEizAkg20vqJOnJxkmiUXZpmc9dDn/AFm/xPc08Ueuhz/rHie44o9dDn/WPE9xxR66HP8ArHie44o9dDn/AFjxPccUeuhz/rHie44phtpV95VZ+dv6KBMVaW9Nszzd5XPWH7I+P5yogR7Q9tU/Ef5jAK8AQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBALmH7I+P5wCPaHtan4j/MYBXgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIBcw/ZHx/OAWMT7Sp+JU+cwCOAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgFijw8/wA4B//Z" alt="Teoría del color, propiedades y atributos" "="">

Motivación

Para continuar con nuestra primera clase virtual. Vamos a observar dos (2) vídeos que se componen de la siguiente manera:En nuestro primer vídeo vamos a observar algunos grafiti de algunos artistas . Solo debes darle clic en el siguiente link: <a href="/web/uploads/599/fe65050248-grafiti-bogota.mp4">Grafiti Bogotá</a><a href="/web/uploads/599/e928de448c-grafiti-bogota.mp4"> </a>Nuestro segundo video, nos muestran el proceso de los grafiti. Para poder acceder al video, debes darle clic en el siguiente link: <a href="/web/uploads/599/d4abf785af-viegin-movile-y-carcel-urbano-presentan.mp4">La pinto y se la coloreo</a><a href="/web/uploads/599/ead7253de0-grafiti-bogota.mp4"></a>Nuestro tercer vídeo, hablo todo sobre la teoria del color. pueden mirar en el siguiente Link. <a href="https://www.youtube.com/watch?v=E96X2N1pkCQ" target="_blank">Teoria del color</a>Nuestro cuarto vídeo es muy recomendado. click en el siguiente link <a href="https://www.youtube.com/watch?v=Q2bkq5MvrSk">Antes no veiamos el color azul</a>Nuestro quinto vídeo. click en el suguiente link <a href="https://www.youtube.com/watch?v=CFn-wPKxRR4">¿Qué es el color?</a>

Explicación

Ejercicios

Evidencia

Evaluación

Bibliografía

Foro

calificable?

Activo