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CLEI I
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Propósito
<p>Reconozco la importancia de la polinización</p><p>Identifico algunas formas de reproducción de las plantas.</p><p style="text-align: center;"><strong>TALLER 7</strong><br></p><p style="text-align: center;"><strong>CIENCIAS</strong></p><p style="text-align: center;"><strong>REPRODUCCION DE LAS PLANTAS</strong></p>
Motivación
<p><img src="data:image/png;base64,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" alt=""></p>
Explicación
<p><img src="/web/uploads/6923/50ea5684bc-13.jpg"></p><p><img src="/web/uploads/6923/ebd3eb5cae-14.jpg"></p><p><img src="/web/uploads/6923/1b682a3bc6-15.jpg"></p><p><img src="/web/uploads/6923/91f2b8b547-16.jpg"></p><p><img src="/web/uploads/6923/ad08b60d47-18.jpg"></p><p><img src="/web/uploads/6923/117bfbff5b-19.jpg"></p>
Ejercicios
<p><img src="/web/uploads/6923/36258059ed-20.jpg"></p><p><img src="/web/uploads/6923/40a03954dd-21.jpg"></p>
Evidencia
Evaluación
<p><img src="/web/uploads/6923/635cf2568e-22.jpg"></p><p><img src="/web/uploads/6923/c9b5f9b02d-23.jpg"></p><p><img src="/web/uploads/6923/48c555c519-24.jpg"></p>
Bibliografía
<p>Retos Para Gigantes Transitando Por El Saber. Ministerio De Educación Nacional<o:p></o:p></p>
Foro
calificable?
Activo
Actualizar