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CLEI I
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Propósito
<p>Utilizar técnica de moldeado con plastilina</p>
Motivación
<p>observa la siguiente imagen de moldeado con plastilina y explica que sensación te trae y si te gusta este trabajo</p><p><img src="data:image/jpeg;base64,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" alt="Pin en aprendizaje"></p>
Explicación
<p>El <b>moldeado</b> es la operación <b>que</b> consiste en realizar un molde de yeso, de látex, de gelatina acuosa, de elastómero, de arena de fundición, etc. a partir de una matriz y permite hacer una o varias piezas. La naturaleza del molde depende del material <b>que</b> se vaya a utilizar como material de relleno.</p>
Ejercicios
<p>observa el siguiente video del mapa de Colombia con relieve y ríos que ha sido moldeado con colores y realiza tu propio mapa</p><p><a href="https://www.youtube.com/watch?v=84Y4IjXOqRE">https://www.youtube.com/watch?v=84Y4IjXOqRE</a><br></p>
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