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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
Fecha de inicio
Fecha de finalización
Propósito
<p>Reconocer a Jesús como ejemplo perfecto de la Amistad</p>
Motivación
<p>CLASE 1. LA CREACIÓN DE DIOS </p><p><a href="https://www.youtube.com/watch?v=XSNV2kfgEgE">Dios de la Creación</a><br></p><p>CLASE 2. LA BIBLIA</p><p><a href="https://www.youtube.com/watch?v=WckB8zbxynE">La Biblia</a><br></p><p>CLASE 3. ADÁN Y EVA</p><p><a href="https://www.youtube.com/watch?v=-dfnrVWzPVs&t=88s">Adán y Eva</a><br></p><p>CLASE 4. EL ARCA DE NOÉ</p><p><a href="https://www.youtube.com/watch?v=wgSGZwaU3TI">El Arca de Noé</a></p>
Explicación
<p>CLASE 1. LA CREACIÓN DE DIOS</p><p><a href="https://www.youtube.com/watch?v=OUDub4dylt0">La Creación Para Niños</a><br></p><p><span></span></p><p>La historia de la creación del mundo se encuentra en Génesis, el primer libro de la Biblia. En ella, Dios es el creador del mundo y el único Dios.</p><p><img src="data:image/png;base64,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" alt="" width="170" height="204" style="width: 170px; height: 204px;"></p><p><a href="https://www.youtube.com/watch?v=UVou_Dmndqc&t=99s">La Creación - Génesis 1</a><br></p><p>CLASE 2. LA BIBLIA</p><p><a href="https://www.youtube.com/watch?v=sLvnDznAX6U">La Biblia - La Palabra de Dios Para Niños</a><br></p><p>La BIBLIA es un conjunto de “Libros Sagrados” que nos hablan de la Palabra de Dios.</p><p><img src="/web/uploads/615/4cc2bccfce-la-biblia.png" width="274" height="186" style="width: 274px; height: 186px;"></p><p>Los CAPÍTULOS son los números más grandes en cada cita de los Libros de la Biblia.<br></p><p>Los VERSÍCULOS son los números más pequeños en cada cita de los Libros de la Biblia.</p><p><img src="/web/uploads/615/23cf51860a-capitulos-y-versiculos.jpg" width="231" height="182" style="width: 231px; height: 182px;"></p><p>CLASE 3. ADÁN Y EVA<br></p><p><a href="https://www.youtube.com/watch?v=3lygegUYFZc">Adán y Eva - La Biblia Para Niños</a><br></p><p>Dios hizo un mundo perfecto. Él hizo a Adán y Eva con voluntad propia y ellos tenían que escoger entre ser obedientes o ser desobedientes. Aunque ellos tenían todo el mundo para disfrutar, desobedecieron a Dios y comieron el fruto del árbol que no debían tocar.</p><p><img src="/web/uploads/615/23f61fde13-adan-y-eva.jpg" width="227" height="225" style="width: 227px; height: 225px;"></p><p>CLASE 4. EL ARCA DE NOÉ<br></p><p><a href="https://www.youtube.com/watch?v=Agd0NWdsfL0">Noé y El Diluvio</a><br></p><p>El ARCA DE NOÉ describe en la Biblia cómo un hombre consiguió salvar del diluvio universal a toda su familia y a una pareja de cada especie de animales, pudiendo repoblar tras las lluvias, la vida en la Tierra</p>
Ejercicios
<p>CLASE 1. LA CREACIÓN DE DIOS</p><p>ACTIVIDAD: Recorta y pega en el cuaderno de Religión.</p><p><img src="/web/uploads/615/087b61a374-la-creacion-de-dios.png" width="521" height="395" style="width: 521px; height: 395px;"></p><p>TAREA: Responde las siguientes preguntas:</p><p>1.¿En cuantos días sucedió la Creación? 3.¿Cómo llamó Dios a la oscuridad y a la luz? 5.¿Qué creó Dios en el día 4? 7.¿Qué fue lo más especial que creó Dios? y ¿En que día sucedió? 9.¿Qué hizo Dios en el día 7?</p><p>CLASE 2. LA BIBLIA</p><p>ACTIVIDAD: Ordena las letras y construye la frase.</p><p><img src="/web/uploads/615/937d1667e6-ordenar-frase-biblia.jpg" width="362" height="128" style="width: 362px; height: 128px;"></p><p>Dibuja una portada para esta Biblia y colorea.<br></p><p><img src="/web/uploads/615/825515f918-dibujo-de-biblia.jpg" width="212" height="160" style="width: 212px; height: 160px;"></p><p>TAREA: Busca y encierra las palabras en la sopa de letras. Colorea todos los dibujos.</p><p><img src="/web/uploads/615/5145f25490-sopa-de-letras-biblia.jpg" width="400" height="337" style="width: 400px; height: 337px;"></p><p>CLASE 3. ADÁN Y EVA<br></p><p>ACTIVIDAD: Dios le ordenó a Adán que le pusiese nombre a los animales. Ayúdale a encontrar a los animales que están en la lista.</p><p><img src="/web/uploads/615/53f0ab9682-adan.jpg" width="497" height="373" style="width: 497px; height: 373px;"></p><p>TAREA: Encierra las palabras en la sopa de letras.<br></p><p><img src="/web/uploads/615/49029fd8d8-sopa-de-adan.png" width="503" height="440" style="width: 503px; height: 440px;"></p><p>CLASE 4. EL ARCA DE NOÉ<br></p><p>ACTIVIDAD: Coloca una X en cada respuesta correcta.</p><p>1.¿Quién construyó el Arca? </p><p>Juan ( ) Noé ( ) Jesús ( )</p> Una pareja de cada animal ( ) Un animal de cada especie ( ) 40 días ( ) 30 días ( ) 20 días ( ) Una gaviota ( ) Una paloma ( ) Una mariposa ( )<p>5.¿Cuándo salieron del Arca, qué puso Dios en el cielo? Estrellas ( ) Nubes ( ) Arco Iris ( )</p><p>TAREA: Colorea el dibujo del Arca de Noé<br></p><p><img src="/web/uploads/615/d77a699e78-dibujo-del-arca.jpg" width="493" height="358" style="width: 493px; height: 358px;"></p>
Evidencia
Evaluación
<p><a href="/web/uploads/615/598de88521-evaluacion-de-religion.docx">Evaluación de Religión</a></p>
Bibliografía
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