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684116879332093002020-11-07 02:04:49<p><a href="/web/uploads/9300/b6106891dc-artisqfwmvqlmerb.docx">b6106891dc-artisqfwmvqlmerb.docx</a></p>
684216880335294602020-11-07 02:46:15<p>Valentina Baquero Pérez 8-1</p><p><a href="/web/uploads/9460/ca658d62f4-religion.pdf">ca658d62f4-religion.pdf</a><br></p>
684316881276092962020-11-07 07:46:48<p data-children-count="0"><a href="/web/uploads/9296/551cbfd1ea-festival-de-cometas-cervantino-en-familia.docx">551cbfd1ea-festival-de-cometas-cervantino-en-familia.docx</a></p>
684416882274092962020-11-07 08:51:31<p data-children-count="0"><a href="/web/uploads/9296/fe1409b318-skimming-and-scanning-different-readings.docx">fe1409b318-skimming-and-scanning-different-readings.docx</a></p>
684516883335892562020-11-07 09:29:13<p><a href="/web/uploads/9256/877e59ded1-filosofiak5.docx">877e59ded1-filosofiak5.docx</a></p>
684616884271392962020-11-07 09:29:34<p data-children-count="0"><a href="/web/uploads/9296/09fcc827eb-educacion-sexual.docx">09fcc827eb-educacion-sexual.docx</a></p>
684716885317693742020-11-07 09:36:03<p><br></p><p><img src="/web/uploads/9374/b3318fcf9d-16047597777941328974649.jpg" style=""></p><p><img src="/web/uploads/9374/7e4ee4df50-16047598290071675865349.jpg"><br></p><p><img src="/web/uploads/9374/0cdf8577ba-16047598765691462763005.jpg"><br></p><p><img src="/web/uploads/9374/362e53b0fc-16047599344461821691564.jpg"><br></p><p><img src="/web/uploads/9374/663541783d-1604759969431990608088.jpg"><br></p>
684816886330393742020-11-07 09:40:44<p>Buenos días profesor</p><p><img src="/web/uploads/9374/d055592d12-16047600678791941182160.jpg" style=""></p><p><img src="/web/uploads/9374/a3116ac290-1604760177496722141228.jpg"><br></p><p><img src="/web/uploads/9374/4db6441b98-16047602426141617115032.jpg"><br></p><p><img src="/web/uploads/9374/1ea25a42f4-16047602819351859758498.jpg"><br></p>
684916887310692962020-11-07 09:48:41<p data-children-count="0"><a href="/web/uploads/9296/8772b07aa8-secuencia-didactica.docx">8772b07aa8-secuencia-didactica.docx</a></p>
685016888337292562020-11-07 09:50:24<p><a href="/web/uploads/9256/fc1a326ed1-edufisicak.docx">fc1a326ed1-edufisicak.docx</a></p>
685116889334392322020-11-07 10:33:51<p><a href="/web/uploads/9232/46089d27c3-trabajo-de-educacion-fisica.pdf">46089d27c3-trabajo-de-educacion-fisica.pdf</a></p>
685216890334693742020-11-07 10:42:12<p><img src="/web/uploads/9374/974fd05a95-1604763774378940902927.jpg"></p><p><img src="/web/uploads/9374/1a09ef4d6a-1604763867231978007233.jpg"><br></p>
685316891285692962020-11-07 10:49:14<p data-children-count="0"><a href="/web/uploads/9296/8bf3a28271-filo.docx">8bf3a28271-filo.docx</a></p>
685416892317894892020-11-24 10:51:42<p>1. Realiza una descripción de los tipos de locomoción.</p><p>2. Elabora un mapa conceptual de los animales que presentan diferentes tipos de:</p><p>a. Locomoción</p><p>b. Esqueletos</p><p>3. Defina tipos de esqueletos.</p><p>4. ¿Qué importancia tiene el peso para los animales voladores?</p><p>5. Haga un dibujo de los tipos de locomoción (aérea, acuática y terrestre).</p><p>1r: Así, los medios de <b>locomoción</b> alternativos a la marcha regular del hombre son muchos: bicicletas, automóviles, trenes, aviones, barcos e incluso transportes cuya energía es generada por el uso de animales como caballos, bueyes, perros o camellos.</p><p>2R\<img 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
685516893338795762020-11-07 12:07:17<p><a href="/web/uploads/9576/4e3a953f7f-introduccion-a-la-nomenclatura-inorganica.pdf">Introduccion a la nomenclatura química</a></p>
685616894346194892020-11-07 12:12:39<p>1R:</p> <ul><li>LAMBE BICHO</li> <li>CABRON</li> <li>OITE BEBE</li> <li>YEEZYS</li> <li>CHOTA</li></ul>
685716895332192232020-11-07 12:33:20<p>Helloooo</p><p><a href="/web/uploads/9223/fc0663e5b9-institucion-educativa-miguel-de-cervantes-saavedra.pdf">fc0663e5b9-institucion-educativa-miguel-de-cervantes-saavedra.pdf</a></p><p><a href="/web/uploads/9223/fc0663e5b9-institucion-educativa-miguel-de-cervantes-saavedra.pdf"></a></p>
685816896337394892020-11-07 13:12:38<ul><li>1R:</li></ul> <p><b>Insertar un campo de combinación</b></p><p>1.Vaya a <b>Correspondencia</b> &gt; Bloque de direcciones. ...</p><p>2.Para agregar una línea de saludo, elija Línea de saludo. ...</p><p>3.Para agregar otros campos de <b>combinación</b>, como números de factura, consulteInsertar campos de <b>combinación de correspondencia</b>.</p><p>4.Elija Aceptar.</p><p>5.Elija Archivo &gt; Guardar.</p>
685916897331694892020-11-07 14:10:51<p><b>EJERCICIOS:</b></p><p>Vas a empezar a practicar lo aprendido, para eso vas a resolver las siguientes actividades:</p><p><b>Actividad 1:<br> </b>Realiza en tu cuaderno un resumen sobre HISTORIA DE ARTE BARROCO Y ROCOCO: y responde la pregunta que aparece al inicio.</p><p><b>Actividad 2:<br> </b>En una hoja de block dibuja la imagen de la arquitectura barroca en todo su tamaño empleando regla, lápiz y micropunta:</p> 1R:<b> </b> El <b>rococó</b> es considerado la culminación del <b>barroco</b>, sin embargo surge como reacción al <b>barroco</b> clásico. El <b>rococó</b> se caracteriza por la opulencia, la elegancia y por el empleo de colores vivos, los cuales contrastan con el pesimismo y la oscuridad del <b>barroco</b>. Se difunde en otros países como: Alemania
686016898326494892020-11-07 14:30:32<p>1.En la pestaña Diseño de página, haga clic en Tamaño &gt; Más tamaños de página preestablecidos.</p><p>2.En Tipos de publicaciones, seleccione Pósteres y, después, elija el tamaño que quiera.</p><p>3.Haga clic en Aceptar.</p><p>4.En la pestaña Diseño de página, siga uno de estos pasos</p>