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CLEI I
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Propósito
<p>Reforzar lateralidad y direccionalidad con el acompañamiento de su familia, en un lugar seguro, con las respectivas medidas de seguridad.A partir del desarrollo de actividades indicadas a travès de instrucciones y vìdeos. </p><br>
Motivación
<p>Comento con mis compañeros o con un familiar las siguientes imágenes.</p><p><img src="data:image/png;base64,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" alt=""><br></p><p><img src="https://i.pinimg.com/originals/d9/32/18/d932184f9530af0c767dd0a6bafdc42d.jpg" alt="Lateralidad - Web del maestro | Ejercicios de lateralidad, Juegos de lateralidad, Partes del cuerpo preescolar"></p><p><br></p><p><img src="https://i0.wp.com/webdelmaestro.com/wp-content/uploads/2013/05/lateralidad-con-objetos.1.jpg?fit=600%2C422&ssl=1" alt="Lateralidad - Web del maestro"></p><p><br></p><p><br></p>
Explicación
<p>1. Leo y comento:</p><p>La direccionalidad</p><p>La direccionalidad es algo que puede orientarse o dirigirse hacia una dirección. Esta cualidad se conoce como direccionalidad, un concepto que está asociado a la idea de dirección (el trayecto que realiza un cuerpo al moverse, la tendencia hacia una cierta meta o la guía que permite dirigir a alguien o algo).</p><p>Características importantes:</p> <ul> <li>No sigue dirección</li> <li>Se pierde con facilidad</li> <li>Necesita la dirección de una línea, dibujo, números para poder caminar o llegar a su destino.</li> </ul> <p>La direccionalidad es algo que puede orientarse o dirigirse hacia una dirección. Esta cualidad se conoce como <a href="http://http/www.youtube.com/watch?v=bI77AZWcGhE" title="Video de direccionalidad">direccionalidad</a>, un concepto que está asociado a la idea de dirección (el trayecto que realiza un cuerpo al moverse, la tendencia hacia una cierta meta o la guía que permite dirigir a alguien o algo).</p><p>La <a href="http://http/www.youtube.com/watch?v=vW90m2cxJLM" title="Video Lateralidad">L</a><a href="http://http/www.youtube.com/watch?v=vW90m2cxJLM" title="Video Lateralidad">ateralidad</a> es el predominio funcional de un lado del cuerpo humano sobre el otro, determinado por la supremacía que un hemisferio cerebral ejerce sobre el otro.</p>
Ejercicios
<p>Realiza en compañía de familiares o amigos lo que se indica en los siguientes videos y toma una una foto para cuando se indique se suben a la plataforma de Sygescol:</p><p>Actividad 1:</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/RGP_Qdyuvnk" frameborder="0" allowfullscreen=""></iframe><br></p><p>Actividad 2:</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/g0VlXEzwA_Q" frameborder="0" allowfullscreen=""></iframe><br></p>
Evidencia
Evaluación
<p>Se tendrá en cuenta el desarrollo de las actividades indicadas para desarrollar en familia, de lo cual se hará llegar 1 o 2 fotos de cada actividad indicada.</p>
Bibliografía
<p>YouTube</p><p>Google</p>
Foro
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Activo
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