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CLEI I
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Propósito
<p>Que el estudiante comprenda la importancia de los amigos en la vida</p>
Motivación
<p>Observar y ver el siguiente video</p><p><a href="https://www.youtube.com/watch?v=ujY4Hm9HcCw" target="_blank">https://www.youtube.com/watch?v=ujY4Hm9HcCw</a></p>
Explicación
<p><a href="https://www.google.com/search?q=%C2%BFQu%C3%A9+es+el+amor+y+la+amistad+en+los+ni%C3%B1os?&rlz=1C1CHZN_esCO963CO964&sxsrf=AOaemvI2S6cmP_RQ0_pWuHL7ALk4TpJlTg:1632438969105&tbm=isch&source=iu&ictx=1&fir=of-DTUjw2O-zrM%252CIzSUNja-H_yfQM%252C_&vet=1&usg=AI4_-kQjyznR-00VKuXCFZrDU3ye0l-OxA&sa=X&ved=2ahUKEwjHrPuGnZbzAhVtSjABHZWBDB8Q9QF6BAgPEAE#imgrc=of-DTUjw2O-zrM"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcShbnpps04PE1Annw3FR_BY-7fPBjQPpRPWzG4L8sQdVQ&s" alt="Resultado de imagen para AMOR Y AMISTAD PARA NIÑOS"></a></p><p><span class="ILfuVd NA6bn">El <b>amor</b> es querer a alguien tanto como a un hermano. La <b>amistad</b> es un momento de <b>amor que</b> compartimos con los seres queridos. Es un regalo de Dios, tener un amigo y no hay <b>que</b> festejarlo nada más el 14 de febrero sino todos los días. El día del <b>amor y la amistad</b> significa querer a los demás sin importar quien sea</span></p><p><span class="ILfuVd NA6bn"></span></p><p><img src="data:image/jpeg;base64,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" alt="Ideas para organizar una fiesta de San Valentín con niños"></p><p><img 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" alt="Tarjetas-para-el-día-del-Amor-y-de-la-Amistad-1"></p><p>Qué es amistad explicacion para niños?</p><p><span class="ILfuVd NA6bn"><span class="hgKElc">La <b>amistad</b> es una relación afectiva entre dos personas. La <b>amistad</b> es una <b>de</b> las más comunes relaciones interpersonales que la mayoría <b>de</b> los seres humanos tienen en la vida. <b>Amistad</b> es un sentimiento convenido <b>con</b> otra persona, donde se busca confianza, consuelo, amor y respeto.</span></span></p><p><span class="ILfuVd NA6bn"><span class="hgKElc"></span></span></p><p><img src="https://www.menudospeques.net/images/plg_jdvthumbs/xthumb-cat-amistad01-527d453f083d591e8b5db583d5b688da.jpg.pagespeed.ic.3RgHRzU00s.webp" alt="cuentos sobre la amistad"></p>
Ejercicios
<p>Colorear </p><p><img src="https://colorearimagenes.net/wp-content/uploads/2015/06/amoryamistad-500x433.jpg" alt="Dibujos para colorear de Amor y Amistad | Colorear imágenes" style="width: 372px; height: 328px;" width="372" height="328"></p>
Evidencia
Evaluación
<p>Realizar el taller</p><p><span></span><a href="/web/uploads/12113/807bdc6a7a-taller-etica-amor-y-amistad.docx">AMOR Y AMISTAD</a><br></p>
Bibliografía
Foro
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