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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
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Propósito
<p>Comprende el concepto del diseño y sus elementos básicos</p>
Motivación
<p> <img src="data:image/png;base64,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" alt="" style=""></p>
Explicación
<p><a href="/web/uploads/13146/fa63dc8de1-gestion-de-riesgo-ciclo-4.pdf">fa63dc8de1-gestion-de-riesgo-ciclo-4.pdf</a></p>
Ejercicios
<p><b>Elabore un crucigrama con las siguientes palabras:</b></p><p><b>1.Gestion de riesgos 7. Rendimiento</b></p><p><b>2.Valor esperado 8. Crédito</b></p><p><b>3.Riesgos 9. Biológico</b></p><p><b>4.Psicosociales 10. Riesgo Financiero</b></p><p><b>5.Mercado</b></p><p><b>6.Riesgo económico </b></p><p><b></b></p><p><b></b></p><p><b>2. Dibuja como piensas realizar la maqueta.</b></p>
Evidencia
Evaluación
<p>puntualidad </p><p>presentacion talleres</p>
Bibliografía
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