Toggle navigation
Login
Inicio
Home
Secuencias Didacticas
5385
Actualizar
Actualizar Secuencia Didactica: 5385
Año
Periodo
Período 1
Período 2
Período 3
Período 4
Área
Seleccione una área
Grado
Transición
Aceleración del
Pre-Jardín
Jardín
Preescolar
Grado 1
Grado 2
Grado 3
Grado 4
Grado 5
Grado 6
Grado 7
Grado 8
Grado 9
Grado 10
Grado 11
CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
Propósito
<p>Propósito xxxx</p><p><img src="/web/uploads/13058/0aa0e70520-ej-febrero-3.jpg"></p>
Motivación
<p><img src="data:image/png;base64,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" alt=""></p>
Explicación
<p><a href="https://www.youtube.com/watch?v=TITKgT3iOOY&feature=youtu.be">https://www.youtube.com/watch?v=TITKgT3iOOY&feature=youtu.be</a></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/TITKgT3iOOY" frameborder="0" allowfullscreen=""></iframe><br></p><p><a href="https://www.youtube.com/watch?v=TITKgT3iOOY&feature=youtu.be">Las razas humanas</a><br></p>
Ejercicios
<p><img src="/web/uploads/13058/34a7589833-celula-2.png"></p><p><br></p><p><br></p><p><a href="/web/uploads/13058/04351d3dd4-estudiante-29-de-enero.pdf">TALLER PAULA</a></p>
Evidencia
Evaluación
Bibliografía
Foro
calificable?
Activo
Actualizar