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CLEI I
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Propósito
<p>Ser responsable con mis actos y tomar decisiones basadas en el respeto y la tolerancia.</p><p style="text-align: center;"><strong>ETICA</strong></p><p style="text-align: center;"><strong>TALLER 9</strong><br></p><p style="text-align: center;"><strong>EL RESPETO Y LA TOLERANCIA</strong></p><p style="text-align: center;"><strong><br></strong></p>
Motivación
<p><img src="/web/uploads/6923/d909b4196e-1.jpg"></p><p><img src="/web/uploads/6923/c30c1b37ff-2.jpg"><br></p>
Explicación
<p><img src="/web/uploads/6923/112ff56eef-3.jpg"></p><p><br></p>
Ejercicios
<p><img src="/web/uploads/6923/38d02e6178-4.jpg"></p><p><img src="/web/uploads/6923/8eb74179d6-6.jpg"><br></p><p><img 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" alt=""></p>
Evidencia
Evaluación
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Bibliografía
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