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CLEI I
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Propósito
<p>Reconocer la existencia de diferentes tipos de <b>paisajes</b>.</p><p>Explorar las características del <b>paisaje</b> próximo. .</p><p>Conocer diferentes elementos del <b>paisaje</b>.</p>
Motivación
<p>- Qué observas en la imagen ?</p><p><img src="data:image/jpeg;base64,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" alt="paisaje natural y cultural definicion y dibujo para coloreAR - Buscar con Google | Paisaje para colorear, Dibujos para colorear paisajes, Dibujos para colorear" width="302" height="270" style="width: 302px; height: 270px;"></p><p>Crees que en este lugar viven seres vivos?. Cuáles?</p><p>- Qué observas en la imagen </p><p><br></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR2OCZ0YFKU2RvYf1k-vwo5HHzHZwfhkvaobw&usqp=CAU" alt="29 ideas de GEOGRAFÍA DE LOS PAISAJES CULTURALES | paisaje cultural, paisajes, geografía" style="width: 361px; height: 226px;" width="361" height="226"></p><p>- Crees que allí viven seres vivos?. Cuáles?</p><p>- Quién crees que construyó estos lugares?</p><p><br></p>
Explicación
<p><br></p><p>Escuchemos el video , no define el paisaje<br></p><p> <iframe width="500" height="281" src="//www.youtube.com/embed/EyGGHWjj_hM" frameborder="0" allowfullscreen=""></iframe></p><p>Ahora observamos las siguientes diapositivas que nos definen el tema que estamos tratanto</p><p><a href="/web/uploads/578/44d2ec3be9-d-paisajes.pptx">44d2ec3be9-d-paisajes.pptx</a><span class="redactor-invisible-space"></span></p>
Ejercicios
<p><img src="https://4.bp.blogspot.com/-V1qqhNa52sU/VyFXS0RVK4I/AAAAAAAACdk/SsTKaHxS_HARsLiI2bTjVMBg07PlvplJwCLcB/s400/elementos%2Bdel%2Bpaisaje.png" width="446" height="490" style="width: 446px; height: 490px;"></p><p><a href="/web/uploads/578/71f3311049-ddpaisaje.docx">71f3311049-ddpaisaje.docx</a></p>
Evidencia
Evaluación
<p>1.Resolver la siguiente sopa de letras</p><p><a href="/web/uploads/578/8ea6e732bc-sopa-de-letras-de-paisajes50.pdf">8ea6e732bc-sopa-de-letras-de-paisajes50.pdf</a></p><p><a href="/web/uploads/578/8ea6e732bc-sopa-de-letras-de-paisajes50.pdf"></a>2. Observa tu entorno, elabora un dibujo del paisaje y describa que tipo de paisaje</p><p>3.Elabora un mensaje donde promuevas la la conservacion de nuestro entorno<br></p>
Bibliografía
Foro
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