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6587
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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
Propósito
<p>Establecer diferencias entre los medios de transporte antiguos con los existentes en la actualidad.</p>
Motivación
<p><a href="https://www.youtube.com/watch?v=6cCYbMMCPFA&ab_channel=DanielaNikolMercadoMonta%C3%B1o.">https://www.youtube.com/watch?v=6cCYbMMCPFA&ab_channel=DanielaNikolMercadoMonta%C3%B1o.</a></p>
Explicación
<p><img src="data:image/png;base64,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" alt=""></p>
Ejercicios
<p>Has click y <a href="/web/uploads/12258/eb3f5a82af-guia-1-de-tecnologia-2do.pdf">DESCARGAR</a> la guia</p>
Evidencia
Evaluación
<p>Se evaluara el desarrollo de la guia y la puntualidad en la entrega.</p>
Bibliografía
<p><a href="https://www.youtube.com/watch?v=6cCYbMMCPFA&ab_channel=DanielaNikolMercadoMonta%C3%B1o.">https://www.youtube.com/watch?v=6cCYbMMCPFA&ab_channel=DanielaNikolMercadoMonta%C3%B1o.</a></p><p>youtobe</p>
Foro
calificable?
Activo
Actualizar