tag:blogger.com,1999:blog-39501740910079564472024-03-05T11:21:23.073+01:00CEIP LUIS BUÑUEL CUARTO CBienvenid@s a la clase de la señorita Ana RuzCEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.comBlogger152125tag:blogger.com,1999:blog-3950174091007956447.post-4555328186041302092020-06-18T21:35:00.001+02:002020-06-18T21:35:19.092+02:00Viernes, 19 de junio<b style="background-color: #cfe2f3; text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">¡H</span><span style="font-family: "arial" , "helvetica" , sans-serif;">ola chic@s! ¡HEMOS TERMINADO LA ÚLTIMA SEMANA! 👐</span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En primer lugar, quiero daros la <b>ENHORABUENA</b> y mis mayores felicitaciones por cómo habéis llevado este período tan difícil para todos. Os habéis adaptado a la nueva forma de trabajar sin previo aviso ni formación, entregando las tareas en las fechas prefijadas. A pesar de las circunstancias y de tener que llevarnos el cole a la casa, habéis trabajado muchísimo y os quiero agradecer todo vuestro esfuerzo y de vuestras familias.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Quiero destacar mi agradecimiento a nuestra madre delegada, Maty, por el esfuerzo y ayuda que ha prestado a las familias y a mí cuando la he necesitado, siempre ha estado ahí. </span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><b style="font-family: Arial, Helvetica, sans-serif;">¡GRACIAS!</b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Deciros que ha sido un enorme placer haber compartido este curso con vosotros</span><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif;">. Sois una clase maravillosa, trabajadores, responsables, constantes y sobre todo muy cariñosos y siento un GRAN CARIÑO por vosotros.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Lástima que hayamos terminado así, despidiéndonos delante de una pantalla, pero.... <b>¡con la esperanza de vernos en septiembre en nuestro colegio! </b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><br /></b></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Os deseo un feliz verano, pues lo tenéis bien merecido.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Un fuerte abrazo para vosotros y vuestras familias.</span><br />
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<b style="font-family: Arial, Helvetica, sans-serif;">¡SOIS GENIALES! ✌</b><br />
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<span style="background-color: transparent; font-family: "arial" , "helvetica" , sans-serif;">Finalmente, ésta es la <b>última tarea</b> que os propongo para el verano. Es diferente a las anteriores y con ella concluimos el curso. </span><span style="background-color: transparent; font-family: "arial" , "helvetica" , sans-serif;">Se trata de cosas muy simples: </span><span style="font-family: "arial" , "helvetica" , sans-serif;">leer vuestro libro favorito en vuestro lugar preferido, disfrutar con vuestra mascota, escuchar música que no conocías, pasar tiempo con vuestra familia, explorar la naturaleza, apreciar una obra de arte o practicar el deporte que más nos gusta. Pero los deberes más importantes son reír, saltar, gritar, disfrutar, amar y saborear cada momento de felicidad. 😊</span><br />
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<b><u style="background-color: #cfe2f3;"><span style="font-family: "arial" , "helvetica" , sans-serif;">RECOMENDACIONES PARA EL VERANO:😎</span></u></b><br />
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<b><u><span style="background-color: #cfe2f3; font-family: "arial" , "helvetica" , sans-serif;">Para aquellos alumnos y alumnas que quieran repasar un poquito durante el verano, os dejamos a continuación algunas opciones de trabajo: </span></u></b></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;">- Cuadernillo de Verano Santillana.</span><span style="font-family: "arial" , "helvetica" , sans-serif;">(Podéis adquirirlo en librerías y tiendas).</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">- En el tablón de CLASSROOM, se han publicado un cuadernillo de Lengua y otro de Matemáticas, que podéis descargar para repasar y trabajar desde casa. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">- Además, os proponemos las RECOMENDACIONES DE <b>LECTURA DE LA BIBLIOTECA ESCOLAR</b>, como en cada final de curso: </span><br />
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<b>¡FOTOS PARA EL RECUERDO!</b></div>
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" 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" 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<span style="font-family: "arial" , "helvetica" , sans-serif;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9xODm3SSW04CNmAw6EgvB-d-Kqgk9ju7ip7XvD5ITNhLU-gzniW-5Ijp14prV9FpFI63RJGQGmI0aQJT_Hwhh5V6OaY6fu1iZg2rxi83hqkr3PtE9TGBICEut0ZOXJA-gje_xBryqxSxx/s320/APAGA+Y+VAMONOS.jpg" /></span><br />
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<span style="font-family: arial, helvetica, sans-serif;">¡¡¡¡ FELIZ VERANO!!!!</span><br />
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<span style="font-family: arial, helvetica, sans-serif;">Vuestra tutora: Ana Ruz Ortega </span></div>
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CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-60806458593171218052020-06-17T19:06:00.000+02:002020-06-17T19:06:20.540+02:00JUEVES, 18 DE JUNIO<div class="MsoNormal" style="tab-stops: 48.55pt; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>¡BUENOS DÍAS CON ALEGRÍA! 💜</b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para el día de hoy, sólo tienes que realizar la siguiente <b><u>TAREA:</u></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En tu cuaderno de matemáticas:</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>1º. </b>Pon la fecha: Málaga, 18 de junio de 2020.<b><o:p></o:p></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>2º.</b> A continuación, haz un bonito título que ponga: <span style="background-color: #cfe2f3;"><u><b>"CUERPOS GEOMÉTRICOS"</b></u></span><o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>3º.</b> Después, con la ayuda de la regla, dibuja los siguientes primas y pirámides, anotando su nombre. Finalmente, colorea a tu gusto:<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>4º.</b> Con la ayuda de la regla y compás (o algún objeto circular), dibuja los siguientes cuerpos redondos y sus elementos. Finalmente, colorea a tu gusto:<o:p></o:p></span></div>
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CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-14076758199887911312020-06-17T10:21:00.001+02:002020-06-17T10:21:05.646+02:00RELIGIÓN Última entrada<br />
<span style="font-size: large;">Hola chicos, ¿Cómo estáis?</span><br />
<span style="font-size: large;">Lo primero que quiero deciros es daros la enhorabuena por vuestro esfuerzo y trabajo. Sois unos campeones. Ya os lo llevo diciendo desde el principio del confinamiento. No es fácil adaptarse a una situación como la que hemos vivido y vosotros rápidamente os pusisteis las pilas. GRACIAS pues sois un ejemplo a seguir. Vosotros y vuestras familias.</span><br />
<span style="font-size: large;"><br /></span><span style="font-size: large;">Este curso ya va terminando y nosotros tenemos que despedirnos. Os mando un abrazo enorme, y para el verano, solo os pido que os acordéis de rezar, un poquito, cada mañana. ¿Por qué?</span><br />
<span style="font-size: large;">Pues para agradecer a Dios todo lo que tenemos, "quien agradece: engrandece". Y como vosotros sois muy grandes, agradeciendo creceréis por dentro como niños fuertes, sanos y valientes. </span><br />
<span style="font-size: large;">Acordaros que Dios siempre está a vuestro lado en cada momento de vuestra vida cuidando de vosotros.</span><br />
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<span style="font-size: large;"><br /></span><span style="font-size: large;"><br /></span><span style="font-size: large;">Besitos, besitos mil!, Nos vemos el año que viene</span><br />
<span style="font-size: large;">Seño Patri</span><br />
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CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-30330779237932926522020-06-16T19:46:00.000+02:002020-06-16T19:46:28.629+02:00MIÉRCOLES, 17 DE JUNIO<div style="text-align: justify;">
<b><span style="background-color: white; color: black; font-family: "arial" , "helvetica" , sans-serif;">¡HOLA CHIC@S! 😊</span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;">A continuación tenéis las correcciones de las actividades y los ejercicios de la semana del <u>8</u></span><u style="font-family: Arial, Helvetica, sans-serif;"> al 12 de junio</u><span style="font-family: "arial" , "helvetica" , sans-serif;">. Comprueba, repasa, corrige y afianza aquello que más trabajo te haya costado, y asegúrate que tienes las tareas al día.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></b><b><span style="font-family: "arial" , "helvetica" , sans-serif;">¡COMENCEMOS!:</span></b></span></div>
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<b><span style="background: rgb(234 , 153 , 153); color: black; font-family: "arial" , "helvetica" , sans-serif;">LENGUA: </span></b></div>
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<li><b style="text-indent: -18pt;"><span style="background: rgb(229 , 184 , 183); font-family: "arial" , "helvetica" , sans-serif;">CORRECCIONES - Semana del 8 al 12 de junio</span></b></li>
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<b style="text-align: justify;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">LUNES, 8 DE JUNIO:</span></u></b><br />
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<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicios 2 y 3 de la página 202.</span></b></li>
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<b style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">2. Copia y completa las oraciones con estas conjunciones.</span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- Mis amigas Rosa <b style="mso-bidi-font-weight: normal;"><u>y</u></b> Alba llegaron al cine las primeras.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- La película era larga, <b style="mso-bidi-font-weight: normal;"><u>pero</u></b> muy entretenida.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- Puedes venir con nosotros <b style="mso-bidi-font-weight: normal;"><u>o</u></b> esperarnos en tu casa.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- No tenemos <b style="mso-bidi-font-weight: normal;"><u>ni</u></b> una foto de ese día.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">3. Fíjate, copia y completa.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;"> Ayer no fuimos <b style="mso-bidi-font-weight: normal;"><u>al</u></b><u> </u>colegio. <span style="mso-spacerun: yes;"> </span>Hay una carta <b style="mso-bidi-font-weight: normal;"><u>del </u></b>banco.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Nuestros amigos han ido <b style="mso-bidi-font-weight: normal;">al</b> cine.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Vengo <b style="mso-bidi-font-weight: normal;">del</b> dentista.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Mañana hacemos una excursión <b style="mso-bidi-font-weight: normal;">al</b> museo. <span style="mso-spacerun: yes;"> </span>Los vecinos <b style="mso-bidi-font-weight: normal;">del</b> edificio.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MARTES, 9 DE JUNIO:<o:p></o:p></span></u></b></div>
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<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicio 4 y 6 de la página 203.</span></b></li>
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<b style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">4. Copia los títulos, rodea las preposiciones y subraya la conjunción.</span></b><br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">6. Copia el texto completándolo con preposiciones y conjunciones.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Todos los días, Álvaro <b style="mso-bidi-font-weight: normal;"><u>e</u></b> Inés van <b style="mso-bidi-font-weight: normal;"><u>desde</u></b> el</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"> </span></b><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">colegio <b style="mso-bidi-font-weight: normal;"><u>hasta</u></b> su casa <b style="mso-bidi-font-weight: normal;"><u>en</u></b> autobús. Hoy me he ido <b style="mso-bidi-font-weight: normal;"><u>con</u></b></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"> </span></b><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">ellos. <b style="mso-bidi-font-weight: normal;"><u>Durante</u></b> el trayecto, subió el revisor <b style="mso-bidi-font-weight: normal;"><u>para</u></b> pedir</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"> </span></b><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">los billetes. Metí la mano <b style="mso-bidi-font-weight: normal;"><u>en</u></b> el bolsillo muy seguro,</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"> </span></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">pero</span></u></b><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;"> no lo encontré. Busqué dentro <b style="mso-bidi-font-weight: normal;"><u>de</u></b> la mochila.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"> </span></b><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">¡Nada! Entonces, una señora me agarró <b style="mso-bidi-font-weight: normal;"><u>del</u></b> brazo <b style="mso-bidi-font-weight: normal;"><u>y</u></b> señaló el suelo. ¡El billete se me había caído! ¡Uf,</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"> </span></b><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">menudo susto!</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MIÉRCOLES 10 DE JUNIO:<o:p></o:p></span></u></b></div>
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<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicios 1, 3 y 4 de la página 204.</span></b></li>
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<b style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">1. Localiza en el texto y copia cuatro formas verbales y tres adjetivos con <i>v</i>.</span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Tres adjetivos con <i style="mso-bidi-font-style: normal;">v</i>: nuevo, suave y pensativa.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">3. Escribe adjetivos terminados en -<i>ivo </i>o -<i>iva </i>a partir de estas palabras.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Llamar: llamativo.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Impulsar: impulsivo.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Imaginar: imaginativo.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Curar: curativo.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="line-height: 18.4px;"><br clear="all" style="break-before: page;" /></span></b></span>
<br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">- El vestido era realmente <b style="mso-bidi-font-weight: normal;">llamativo.</b><o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">- Hace las cosas sin pensar, es muy <b style="mso-bidi-font-weight: normal;">impulsivo.</b><o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">- Tiene unas grandes ideas porque es muy <b style="mso-bidi-font-weight: normal;">imaginativo.</b><o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">- Tómate estas hierbas que tienen efecto <b style="mso-bidi-font-weight: normal;">curativo.</b><o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">4. Copia y completa con estos adjetivos.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• </span><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">La tortuga es un animal muy <b style="mso-bidi-font-weight: normal;">longevo.</b><o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• </span><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">La caída le produjo solamente un <b style="mso-bidi-font-weight: normal;">leve</b> rasguño.<o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• </span><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Miguel está haciendo un curso <b style="mso-bidi-font-weight: normal;">intensivo</b> de inglés.<o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• </span><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">El discurso de despedida de la directora fue muy <b style="mso-bidi-font-weight: normal;">emotivo</b>.<o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• </span><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Mónica lee un libro <b style="mso-bidi-font-weight: normal;">divulgativo</b> de medicina.</span><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></u></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">JUEVES, 11 DE JUNIO:<o:p></o:p></span></u></b></div>
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<ul>
<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicio 5 de la página 205.</span></b></li>
</ul>
<b style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">5. Escribe cada forma verbal debajo de su infinitivo y añade algunas más.</span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">mantener: mantuvimos, mantuve, mantuvieron, mantuviste...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">estar: estuvo, estuvimos, estuviste, estuvieron…<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">tener: tuviste, tuve, tuvo, tuvimos...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">andar: anduvieron, anduviste, anduvisteis, anduvieron...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;"><span style="mso-spacerun: yes;"> </span></span><b><u><span style="font-family: "arial" , "sans-serif";">VIERNES, 12 DE JUNIO:</span></u></b></span></div>
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<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-indent: -18pt;"><span style="font-family: "arial" , "sans-serif";">Segundo dictado de la página 205, ejercicio 10: "Viva Veva". C</span></b><b style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif;">omprueba las faltas de ortografía (copia tres veces en tu cuaderno las faltas de ortografía que hayas cometido).</span></b></span></li>
</ul>
<b style="text-align: justify;"><span style="background: rgb(207 , 226 , 243); color: black; font-family: "arial" , "helvetica" , sans-serif;">MATEMÁTICAS:</span></b><br />
<ul>
<li style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background: rgb(207 , 226 , 243); font-family: "arial" , "helvetica" , sans-serif;"><b>En primer lugar, pincha en los siguiente enlace, en el que encontrarás unos vídeos información sobre los cuerpos redondos: </b></span></span></li>
</ul>
<div style="text-align: center;">
<a href="https://www.youtube.com/watch?v=kYBuX19M90E"><span style="font-family: "arial" , "helvetica" , sans-serif;">https://www.youtube.com/watch?v=kYBuX19M90E</span></a></div>
<div style="text-align: center;">
<a href="https://www.youtube.com/watch?v=sDd4AYNNjPw"><span style="font-family: "arial" , "helvetica" , sans-serif;">https://www.youtube.com/watch?v=sDd4AYNNjPw</span></a></div>
<ul>
<li style="text-align: justify;"><b style="text-indent: -18pt;"><span style="background: rgb(207, 226, 243);"><span style="font-family: "arial" , "helvetica" , sans-serif;">CORRECCIONES - Semana del 8 al 12 de junio </span></span></b></li>
</ul>
<div>
<div style="text-align: justify;">
</div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">LUNES, 8 DE JUNIO:</span></u></b></div>
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<ul>
<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Se realizó en Classroom el cuestionario del TEMA 11.</span></b></li>
</ul>
<b style="text-align: justify;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MARTES, 9 DE JUNIO:</span></u></b><br />
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<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-family: "arial" , sans-serif;">Se realizó en Classroom una tarea </span></b><b><span style="font-family: "arial" , "sans-serif";">de PROBLEMAS</span></b><b><span style="font-family: "arial" , sans-serif;"> (correspondientes a los problemas de la página 179: del 8 al 12) .</span></b></span></li>
</ul>
<b style="text-align: justify;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MIÉRCOLES 10 DE JUNIO:</span></u></b><br />
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<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-indent: -18pt;"><span style="font-stretch: normal; line-height: normal;"> </span></span><b style="text-indent: -18pt;"><span style="font-family: "arial" , "sans-serif";">No hubo tareas de matemáticas.</span></b></span></li>
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<b style="text-align: justify;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">JUEVES, 11 DE JUNIO:</span></u></b><br />
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<li><b style="text-indent: -18pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;">No hubo tareas de matemáticas.</span></b></li>
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<b style="text-align: justify;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">VIERNES, 12 DE JUNIO:</span></u></b><br />
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<li><b style="text-indent: -18pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;">No hubo tareas de matemáticas. </span></b></li>
</ul>
</div>
CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-19497401911679876862020-06-15T17:37:00.000+02:002020-06-15T17:37:33.624+02:00MARTES, 16 DE JUNIO<div class="Section1">
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<b><span style="background-color: white; color: black; font-family: "arial" , "helvetica" , sans-serif;">¡Buenos días! 😉</span></b><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;">A continuación tenéis las correcciones de las actividades y los ejercicios de la semana del </span><u style="font-family: Arial, Helvetica, sans-serif;">1 al 5 de junio</u><span style="font-family: "arial" , "helvetica" , sans-serif;">. Comprueba, repasa, corrige y afianza aquello que más trabajo te haya costado, y asegúrate que tienes las tareas al día.</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></b><b><span style="font-family: "arial" , "helvetica" , sans-serif;">¡COMENCEMOS!:</span></b></span></div>
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<b><span style="background: rgb(234 , 153 , 153); color: black; font-family: "arial" , "helvetica" , sans-serif;"><br /></span></b></div>
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<b><span style="background: rgb(234 , 153 , 153); color: black; font-family: "arial" , "helvetica" , sans-serif;">LENGUA: </span></b></div>
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<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-indent: -18pt;"><span style="font-stretch: normal; line-height: normal;"> </span></span><b style="text-indent: -18pt;"><span style="background: rgb(229, 184, 183);">CORRECCIONES - Semana del 1 al 5 de junio</span></b></span></li>
</ul>
<b style="text-align: justify;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">LUNES, 1 DE JUNIO:</span></u></b><br />
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify;"><span style="font-family: "arial" , "sans-serif";">Ejercicio 5 y 6 de la página 189. Primer dictado de la página 189, ejercicio 10: "Fotos antiguas". C</span></b><b style="text-align: justify;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman";">omprueba las faltas de ortografía (copia tres veces en tu cuaderno las faltas de ortografía que hayas cometido).</span></b></span></li>
</ul>
<b style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">5. Copia y completa con formas que tengan <i>j </i>de estos verbos.</span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Yo ya os <u>dije</u> que no podía ir.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Ayer tú <u>condujiste</u> durante tres horas.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Nosotros no <u>trajimos</u> caramelos de menta.</span></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></b></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">6. Completa con <i>g </i>o <i>j</i>.</span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">Sona</span><b style="text-align: justify;">j</b><span style="text-align: justify;">ero</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">te<b style="mso-bidi-font-weight: normal;">j</b>ido<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">g</span></b><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">eografía<o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">relo<b style="mso-bidi-font-weight: normal;">j</b>ero<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">cerra<b style="mso-bidi-font-weight: normal;">j</b>ería,<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">enro<b style="mso-bidi-font-weight: normal;">j</b>ecer<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">enco<b style="mso-bidi-font-weight: normal;">g</b>ido<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">ve<b style="mso-bidi-font-weight: normal;">j</b>ez<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">ur<b style="mso-bidi-font-weight: normal;">g</b>ente<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">g</span></b><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">enial.<o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span style="line-height: 18.4px;"><br clear="all" style="break-before: auto;" /></span></u></b></span>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MARTES, 2 DE JUNIO:</span></u></b><br />
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<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";">Segundo dictado de la página 189, ejercicio 10: "Una exposición de cine". </span></b><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-fareast-font-family: "Times New Roman";">Comprueba las faltas de ortografía (copia tres veces en tu cuaderno las faltas de ortografía que hayas cometido).</span></b></span></li>
</ul>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MIÉRCOLES, 3 DE JUNIO:</span></u></b><br />
<ul>
<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">COMPRUEBO MI PROGRESO: Página 194 -<span style="mso-spacerun: yes;"> </span>Ejercicios 1, 3,<span style="mso-spacerun: yes;"> </span>6 y 7.</span></b></li>
</ul>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";">1. Añade palabras a este campo léxico.</span></b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></span></div>
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<u><span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Posibles respuestas:<o:p></o:p></span></u></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- Animales: cerdo, gallina, oveja...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- Acciones: ordeñar, cebar, esquilar...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- Objetos: valla, bebedero, cubo...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";">3. Copia y completa con adverbios.</span></b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></span></div>
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<u><span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Posibles respuestas:<o:p></o:p></span></u></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- Yo dejé el paraguas <u>ahí.</u><o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- Los sábados me levanto <u>temprano</u>.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- Lo pasamos <u>bien</u> en la fiesta.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- <u>Mañana</u> iremos a la biblioteca.<o:p></o:p></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;"><br /></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">6. Copia y completa con <i>g </i>o <i>j</i>.<o:p></o:p></span></b></div>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">cerrajero</span><br />
<div class="Section4">
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">mensaje<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">acogida<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">consejería<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">eje<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">exigente<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br clear="all" style="break-before: page;" /></span>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">7. Escribe formas con <i>j </i>de estos verbos.<o:p></o:p></span></b></div>
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<u><span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Posibles respuestas:<o:p></o:p></span></u></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">PREDECIR: predijo<span style="mso-spacerun: yes;"> </span>ATRAER: atrajo<span style="mso-spacerun: yes;"> </span>REDUCIR: redujimos.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">JUEVES, 4 DE JUNIO:<o:p></o:p></span></u></b></span></div>
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<ul>
<li><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: "Times New Roman";">Se realizó en Classroom la TAREA EVALUABLE del TEMA 11.</span></b></li>
</ul>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">VIERNES, 5 DE JUNIO:<o:p></o:p></span></u></b></div>
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<ul>
<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Se realizó en Classroom la Lectura Comprensiva titulada: "LA ESCOBA".</span></b></li>
</ul>
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<b><span style="background: rgb(207 , 226 , 243); color: black; font-family: "arial" , "helvetica" , sans-serif;">MATEMÁTICAS:</span></b><br />
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<li class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="background: rgb(207, 226, 243);">En primer lugar, pincha en el siguiente enlace, en el que encontrarás la clasificación de prismas y pirámides:</span><span style="background: rgb(255, 255, 255);"> </span></b></span></li>
</ul>
<div style="text-align: center;">
<a href="https://www.youtube.com/watch?v=dscY3C3sWRE"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">https://www.youtube.com/watch?v=dscY3C3sWRE</span></b></a></div>
<ul type="disc"></ul>
<ul>
<li><b style="text-indent: -18pt;"><span style="background: rgb(207 , 226 , 243); color: black; font-family: "arial" , "helvetica" , sans-serif;">CORRECCIONES - Semana del 1 al 5 de junio de correcciones</span></b></li>
</ul>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "sans-serif";"><span style="font-family: "arial" , "helvetica" , sans-serif;">LUNES, 1 DE JUNIO:</span></span></u></b><br />
<ul>
<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicio 4 página 187.</span></b></li>
</ul>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">4. Observa el esquema y expresa cada capacidad en la unidad indicada.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">30 dg <span style="mso-tab-count: 3;"> </span>120 mg <span style="mso-tab-count: 3;"> </span>9 g <span style="mso-tab-count: 3;"> </span>60 dg<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">2.900 cg <span style="mso-tab-count: 2;"> </span>7.000 mg <span style="mso-tab-count: 3;"> </span>5 g <span style="mso-tab-count: 3;"> </span>40 dg</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MARTES, 2 DE JUNIO:</span></u></b></span><br />
<ul>
<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicio 1 página 188.</span></b></li>
</ul>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">1. <span style="mso-spacerun: yes;"> </span>Expresa en la unidad indicada.<o:p></o:p></span></b></div>
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<span lang="EN-US" style="font-family: "arial" , "helvetica" , sans-serif; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">90 g <span style="mso-tab-count: 3;"> </span>25 g <span style="mso-tab-count: 3;"> </span>9.000 kg<o:p></o:p></span></div>
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<span lang="EN-US" style="font-family: "arial" , "helvetica" , sans-serif; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">700 g <span style="mso-tab-count: 3;"> </span>875 g <span style="mso-tab-count: 3;"> </span>4.007 kg<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span lang="EN-US" style="font-family: "arial" , "sans-serif"; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">4.000 g <span style="mso-tab-count: 2;"> </span>9.325 g <span style="mso-tab-count: 2;"> </span>6.258 kg</span><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "arial" , "sans-serif"; mso-ansi-language: EN-US;"><o:p></o:p></span></u></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MIÉRCOLES, 3 DE JUNIO:</span></u></b></span><br />
<ul>
<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicio 3 de la página 189.</span></b></li>
</ul>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">3. Observa el esquema y expresa en la unidad indicada.<o:p></o:p></span></b></div>
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<span lang="EN-US" style="font-family: "arial" , "helvetica" , sans-serif; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">40 hg<o:p></o:p></span></div>
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<span lang="EN-US" style="font-family: "arial" , "helvetica" , sans-serif; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">900 g<o:p></o:p></span></div>
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<span lang="EN-US" style="font-family: "arial" , "helvetica" , sans-serif; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">1.200 dag<o:p></o:p></span></div>
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<span lang="EN-US" style="font-family: "arial" , "helvetica" , sans-serif; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">7 dag<o:p></o:p></span></div>
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<span lang="EN-US" style="font-family: "arial" , "helvetica" , sans-serif; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">20 hg<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span lang="EN-US" style="font-family: "arial" , "sans-serif"; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">5 kg</span><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-family: "arial" , "sans-serif"; mso-ansi-language: EN-US;"><o:p></o:p></span></u></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">JUEVES, 4 DE JUNIO:</span></u></b></span><br />
<ul>
<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicios de repaso:<span style="mso-spacerun: yes;"> </span>2, 5, 7 de la página 190.</span></b></li>
</ul>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">2. Copia y completa en tu cuaderno.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">70 dl <span style="mso-tab-count: 3;"> </span>59 dl<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">800 cl <span style="mso-tab-count: 3;"> </span>703 cl<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">9.000 ml <span style="mso-tab-count: 2;"> </span>4.006 ml</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">5. Expresa en litros. Fíjate bien en si tienes que multiplicar o dividir.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">2 ℓ </span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><span style="font-family: "arial" , "helvetica" , sans-serif;">4 ℓ</span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><span style="font-family: "arial" , "helvetica" , sans-serif;">3 ℓ</span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">5 ℓ<span style="mso-tab-count: 3;"> </span>6 ℓ<span style="mso-tab-count: 3;"> </span>9 ℓ<span style="mso-tab-count: 1;"> </span><o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">20 ℓ<span style="mso-tab-count: 3;"> </span>400 ℓ<span style="mso-tab-count: 3;"> </span>3.000 ℓ</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">30 ℓ<span style="mso-tab-count: 3;"> </span>600 ℓ<span style="mso-tab-count: 3;"> </span>7.000 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">7. Copia y completa en tu cuaderno.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">30 dg <span style="mso-tab-count: 3;"> </span>25 dg<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">200 cg <span style="mso-tab-count: 2;"> </span>302 cg<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">4.000 mg<span style="mso-tab-count: 2;"> </span>6.005 mg</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">VIERNES, 5 DE JUNIO:<o:p></o:p></span></u></b></span></div>
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<ul>
<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicios de repaso: 8, 10 y 11 de la página 190.</span></b></li>
</ul>
</div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">8. Expresa en gramos. Piensa qué operación debes hacer.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">4 g </span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><span style="font-family: "arial" , "helvetica" , sans-serif;">2 g </span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><span style="font-family: "arial" , "helvetica" , sans-serif;">7 g</span></span></div>
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<span lang="EN-US" style="font-family: "arial" , "helvetica" , sans-serif; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">6 g <span style="mso-tab-count: 3;"> </span>5 g <span style="mso-tab-count: 3;"> </span>4 g<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "arial" , "helvetica" , sans-serif; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">20 g <span style="mso-tab-count: 3;"> </span>300 g <span style="mso-tab-count: 3;"> </span>5.000 g<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span lang="EN-US" style="font-family: "arial" , "sans-serif"; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">70 g <span style="mso-tab-count: 3;"> </span>500 g <span style="mso-tab-count: 3;"> </span>6.000 g</span><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "arial" , "sans-serif"; mso-ansi-language: EN-US;"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">10. Calcula cuántos gramos son.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">2 kg y medio = 2.500 g <span style="mso-tab-count: 1;"> </span>3 cuartos de kilo = 750 g<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">5 kg y cuarto<span style="mso-spacerun: yes;"> </span>= 5.250 g<span style="mso-tab-count: 1;"> </span>1 kg y 3 cuartos = 1.750 g</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "helvetica" , sans-serif;">11. Expresa en kilos.<o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- 2.125 kg<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- 3.250 kg<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- 4.075 kg<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- 8.003 kg<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- 2.500 kg<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- 3.500 kg<o:p></o:p></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-71131965579270823642020-06-15T09:15:00.000+02:002020-06-15T09:15:12.867+02:00ENGLISH SEMANA 15 DE JUNIO<div style="text-align: center;">
<span style="color: purple; font-size: large;"><b>GOOD MORNING EVERYONE!</b></span></div>
<b><br /></b>
<b><span style="color: purple;">HOW ARE YOU?</span></b><br />
<br />
Seguro que deseando estar ya de vacaciones para tener un merecidísimo descanso.<br />
<br />
<br />
Ya ha pasado lo más difícil y quiero felicitaros por el gran trabajo que habéis hecho y por el esfuerzo. MUCHÍSIMAS GRACIAS DE CORAZÓN a las familias también, pues vuestro papel ha sido vital para que esto siguiera adelante. Sin vuestro esfuerzo y apoyo, nuestra labor no habría llegado a ellos. GRACIAS POR VUESTRA COMPRENSIÓN, POR VUESTRA PACIENCIA Y POR VUESTRA DISPOSICIÓN SIEMPRE PARA AYUDAR.<br />
<br />
<br />
EN ESTA OCASIÓN OS DEJO UNA ÚNICA ENTRADA PARA TODA LA SEMANA, PARA QUE VOLVÁIS A ELLA A BUSCAR LOS CONTENIDOS.<br />
<br />
<br />
<br />
<b>FICHAS INTERACTIVAS: </b><br />
<br />
Os dejo un enlace para que podáis hacer fichas interactivas de repaso. Os aparecen varias, para que podáis elegir:<br />
<br />
<a href="https://es.liveworksheets.com/search.asp?content=ENGLISH+4%C2%BA+PRIMARIA" target="_blank">PINCHA AQUÍ</a> (podéis enviarme algunas que vayáis haciendo para ver que estáis trabajando).<br />
<br />
<br />
RECORDAROS también que tenéis habilitadas las licencias del libro digital de Oxford hasta el próximo 30 de junio, por si queréis seguir accediendo estos días a la web de "Blinklearning".<br />
<br />
<br />
<br />
Os dejo para esta semana varios enlaces para que podáis repasar a lo largo del verano:<br />
<br />
<br />
<br />
<b>-PARA REPASAR (CANALES DE YOUTUBE):</b><br />
<br />
<a href="https://www.youtube.com/channel/UCzdHLjHljz5eR1UnmznUH7w" target="_blank">LIBRO MÁGICO</a><br />
<br />
<a href="https://www.youtube.com/user/englishsingsing9" target="_blank">ENGLISH SINGSING</a><br />
<br />
<a href="https://www.youtube.com/user/cursosdeinglesats" target="_blank">INGLÉS PASO A PASO CON LUCIE</a><br />
<br />
<a href="https://www.youtube.com/channel/UC9SoAIo4z8rfVnfhMpKfC4g" target="_blank">GAMES 4ESL</a><br />
<br />
<br />
<br />
<br />
<br />
<br />
<b>-PÁGINAS WEB:</b><br />
<br />
<br />
<a href="https://elt.oup.com/student/allaboutus/?cc=global&selLanguage=en" target="_blank">ONLINE LEARNING ZONE (OXFORD)</a> (TENÉIS QUE SELECCIONAR EL LIBRO DE VUESTRO NIVEL)<br />
<br />
<a href="https://learnenglishkids.britishcouncil.org/" target="_blank">BRITISH COUNCIL LEARN ENGLISH</a><br />
<br />
PARA LOS QUE QUIEREN IR MÁS ALLÁ:<a href="https://learnenglishteens.britishcouncil.org/vocabulary/beginner-vocabulary" target="_blank"> LEARN ENGLISH TEENS</a> (esta web está pensada para adolescentes, pero si seleccionáis nivel "beginner" podéis encontrar actividades que podéis hacer. Hay videos y actividades interactivas).<br />
<br />
<br />
GAMES:<br />
<br />
<a href="https://www.gamestolearnenglish.com/" target="_blank">GAMES TO LEARN ENGLISH</a><br />
<br />
<a href="https://www.eslgamesplus.com/" target="_blank">ESL GAMES PLUS</a><br />
<br />
<br />
<br />
Este curso no vamos a poder despedirnos con un fuerte abrazo, como de costumbre. Pero quiero deciros que ha sido un placer poder dar clase con vosotros por segundo año consecutivo. A los alumnos y alumnas que llegaron este curso nuevos les quiero decir que también me ha encantado conocerles.<br />
<br />
ESTOY MUY ORGULLOSA DE TODOS VOSOTROS/AS.<br />
<br />
<br />
Sois únicos y habéis hecho que mis días fueran más bonitos.<br />
<br />
¡Os echo muchísimo de menos!<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig5x2OPxZOgrsWgBVRfA0fTGuLdJkYWmrLgDhjk8Cx4_13TPVp4PuN8CbMvqvKDEsQEVxS2w5YKp22sJGYNfVLRGJ4kCH1ehnJHzA0krfEm2wLBiX5cEMYxJyIljC4hi8BHBMUVGDvrGU/s1600/Captura+de+pantalla+2020-06-12+a+las+13.34.38.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="462" data-original-width="887" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig5x2OPxZOgrsWgBVRfA0fTGuLdJkYWmrLgDhjk8Cx4_13TPVp4PuN8CbMvqvKDEsQEVxS2w5YKp22sJGYNfVLRGJ4kCH1ehnJHzA0krfEm2wLBiX5cEMYxJyIljC4hi8BHBMUVGDvrGU/s320/Captura+de+pantalla+2020-06-12+a+las+13.34.38.png" width="320" /></a></div>
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<b>OS QUIERE MUCHO VUESTRA TEACHER MARÍA ÁNGELES.</b>CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-13225437414628441042020-06-15T08:43:00.000+02:002020-06-15T08:43:09.564+02:00TAREA DE FRANCÉS 15-6-2020<b>Hola chic@s, buenos días.</b> Hoy es la última tarea de Francés del curso.<br />
Enhorabuena por todo el trabajo realizado y gracias a las familias por el esfuerzo e implicación.<br />
<br />
<div>
Vamos a corregir las actividades de la semana pasada.</div>
<div>
<br /></div>
<div>
- <b>Soluciones.</b> Actividad 1.</div>
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<br />
-<b> Soluciones</b> . Actividad 2.<br />
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<br />
-<b> Soluciones</b>. Actividad 4.<br />
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<br />
Las actividades de Francés para hoy son:<br />
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- Repasar el vocabulario de los deportes.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGGMfXw0EL54OyG8UzSq62vtFHAVqYKb54HaufjAxyEc3jiuTYPV9TebKEjO-hqERbDJlJp2tqi6A0hhKY_su4SptFrXcpzUC7jcck-2JAzfdwhhmcs3kCDbo34rJdygVQ-FiL87tnjB1l/s1600/4A+Vocabulario+los+deportes+15-6-20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="671" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGGMfXw0EL54OyG8UzSq62vtFHAVqYKb54HaufjAxyEc3jiuTYPV9TebKEjO-hqERbDJlJp2tqi6A0hhKY_su4SptFrXcpzUC7jcck-2JAzfdwhhmcs3kCDbo34rJdygVQ-FiL87tnjB1l/s640/4A+Vocabulario+los+deportes+15-6-20.jpg" width="268" /></a></div>
<br />
- <b>Actividad 1</b>. Completar con <b>équitation, skate, ping-pong, court, voile.</b><br />
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<br />
<br />
-<b> Actividad 1b</b>. Completar con las letras que faltan ( <b>vélo - tennis - basket - danse - volley</b>).<br />
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- <b>Actividad 1c.</b> Completar con <b>couleur, aime, pas, soeur, a, habite, est, appelle.</b><br />
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<b>¡FELIZ VERANO CAMPEON@S!</b></div>
CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-65961381585735764622020-06-14T19:56:00.000+02:002020-06-14T19:56:16.478+02:00LUNES, 15 DE JUNIO<div class="Section1">
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">¡Buenos días chic@s! ¡Última semana!✌</span></u></b></div>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Estos días vamos a dedicarlos a realizar un repaso de los contenidos que hemos trabajado en las últimas semanas. Para ello, cada día se publicarán las correcciones por semanas. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">A continuación tenéis las correcciones de las actividades y los ejercicios de la semana del <u>25 al 29 de mayo</u>. Comprueba, repasa, corrige y afianza aquello que más trabajo te haya costado, y asegúrate que tienes las tareas al día.<o:p></o:p></span></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">¡COMENCEMOS!:<o:p></o:p></span></b></div>
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<b><span style="background: rgb(234 , 153 , 153); font-family: "arial" , "helvetica" , sans-serif;">LENGUA: </span></b></div>
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<li><span style="background-color: #f4cccc; font-family: "arial" , "helvetica" , sans-serif;"><b style="text-indent: -18pt;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: "arial" , sans-serif;">CORRECCIONES - Semana del 25 al 29 de mayo. </span></b><b style="text-indent: -18pt;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: "arial" , sans-serif;"> </span></b></span></li>
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<b style="text-align: justify;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">LUNES, 25 DE MAYO:</span></u></b><br />
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<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Actividades 1, 2 y 3 de la página 184.</span></b></li>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">1. ¿Por qué los habitantes de la nueva ciudad propusieron un reto a los dioses?</span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;"> Para apadrinarla y darle su nombre.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-family: "arial" , "sans-serif";"> ¿En qué consistía ese reto?</span></b><b><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;"> Pedirles que ofreciesen algo especial.</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">2. Completa una ficha sobre estos personajes del cuento.<o:p></o:p></span></b></div>
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<span style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Se llama Poseidón</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Era el dios del mar<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Llevaba un tridente.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Se llamaba Atenea.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Era la diosa de la guerra y la sabiduría.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Llevaba una lanza, un casco y un escudo protector.</span></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">3. Contesta a estas preguntas sobre cada divinidad.</span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif";"> </span><span style="font-family: "arial" , sans-serif;">• ¿Qué regaló a la ciudad? ¿Cómo lo hizo?</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Poseidón: Un manantial. Clavando su tridente en una roca.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Atena: Un olivo. Golpeando la tierra con su lanza.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• ¿Cómo recibió su regalo la multitud al principio? ¿Y después?<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Al principio, impresionada; después, con miedo a las inundaciones y a perder sus cosechas.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Al principio, decepcionada; después, entusiasmada.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• ¿Cómo reaccionó el dios?<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Poseidón golpeó de nuevo la roca para detener el manantial.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , sans-serif;">Atenea les explicó todas las utilidades del olivo</span><span style="line-height: 18.4px;">.</span></span></div>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MARTES, 26 DE MAYO:</span></u></b></div>
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<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Actividades 1 y 2 de la página 185.</span></b></li>
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<b style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">1. Escribe tres palabras más para cada campo léxico.</span></b><br />
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<u><span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Posibles respuestas:<o:p></o:p></span></u></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">La navegación: barco, timón, remar...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">La pintura: acuarela, lienzo, colorear...<o:p></o:p></span></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">2. Escribe el nombre del campo léxico al que pertenece cada grupo de palabras.<o:p></o:p></span></b></div>
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<u><span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Posibles respuestas:<o:p></o:p></span></u></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Deporte: natación, balón...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Agricultura: hortaliza, arar...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Medicina: bisturí, operación...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Comercio: cambio, comerciante...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Colegio: tiza, enseñar...<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Transporte: autobús, conducir...<o:p></o:p></span></div>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MIÉRCOLES, 27 DE MAYO:</span></u></b></div>
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<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Se realizó en Classroom la TAREA EVALUABLE del TEMA 10.</span></b></li>
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<b style="text-align: justify;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">JUEVES, 28 DE MAYO:</span></u></b><br />
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<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Actividades 1 y 2 de la página 186.;y actividad 5 de la página 187.</span></b></li>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify;"><span style="font-family: "arial" , "sans-serif"; mso-no-proof: yes;">1. </span></b><b style="text-align: justify;"><span style="font-family: "arial" , "sans-serif";">Copia los adverbios que aparecen en estas oraciones y escribe de qué clase son.</span></b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Adverbios: Casi (de cantidad), pronto (de tiempo), dentro (de lugar), débilmente (de modo), despacio (de modo), mañana (de tiempo).<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-family: "arial" , "sans-serif"; mso-no-proof: yes;">2. </span></b><b><span style="font-family: "arial" , "sans-serif";">Copia y completa con un adverbio de cada clase.<o:p></o:p></span></b></span></div>
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<u><span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Posibles respuestas:</span></u></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Me he levantado <u>pronto</u>.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">He comido <u>mucho</u>.<u><o:p></o:p></u></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Mi casa está <u>lejos</u>.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Lo hice todo <u>estupendamente</u>.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">(Recuerda que las palabras acabadas en -mente, son adverbios)<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-family: "arial" , "sans-serif"; mso-no-proof: yes;">5. </span></b><b><span style="font-family: "arial" , "sans-serif";">Localiza en el siguiente texto un adverbio de cada tipo y cópialo.<o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">De lugar: allí. De tiempo: nunca. De cantidad: muy. De modo: deprisa.</span><b><span style="font-family: "arial" , "sans-serif"; mso-no-proof: yes;"><o:p></o:p></span></b></span></div>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">VIERNES, 29 DE MAYO:</span></u></b></div>
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<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Actividad 1 (sólo lectura) 2, 3 y 4 de la página 188.</span></b></li>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">2. Copia y completa las oraciones.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• </span><span style="font-family: "arial" , sans-serif;">Hemos plantado un <u>esqueje</u> de limonero.<o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• </span><span style="font-family: "arial" , sans-serif;">Mi hermana trabaja en una <u>relojería</u>.<o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• </span><span style="font-family: "arial" , sans-serif;">Sacamos dinero de un <u>cajero</u> automático.<o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red; font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">• </span><span style="font-family: "arial" , sans-serif;">Dejaste tu bicicleta en el <u>garaje</u>.</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">3. Forma palabras terminadas en <i>-aje </i>a partir de estas otras.<o:p></o:p></span></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Maquillaje</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">lenguaje</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">abordaje</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">personaje</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">montaje</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">correaje</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">reciclaje<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">doblaje</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">plumaje</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">vendaje.</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="line-height: 18.4px;"><br clear="all" style="break-before: auto;" /></span></b></span>
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<div class="Section9">
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">4. Escribe estas oraciones en pasado.<o:p></o:p></span></b></div>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , sans-serif;">- Yo t</span><u style="font-family: Arial, sans-serif;">raduje</u><span style="font-family: "arial" , sans-serif;"> esta carta al inglés.</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , sans-serif;">- Los motores </span><u style="font-family: Arial, sans-serif;">produjeron</u><span style="font-family: "arial" , sans-serif;"> mucho ruido.</span></span><br />
<div class="Section10">
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- Tú <u>introdujiste</u> las monedas en la máquina.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">- Nosotros <u>extrajimos</u> la misma conclusión.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="background: rgb(207, 226, 243);"><br clear="all" style="break-before: auto;" /></span></b></span>
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<div class="Section11">
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<b><span style="background: rgb(207 , 226 , 243); font-family: "arial" , "helvetica" , sans-serif;">MATEMÁTICAS:</span></b></div>
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<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-indent: -18pt;"><span style="background: rgb(207, 226, 243);">En primer lugar, pincha en el siguiente enlace, en el que encontrarás un repaso sobre los polígonos y algunos conceptos sobre prismas y pirámides: </span></b><a href="https://www.youtube.com/watch?v=bSqd4QAbVNM"><b>https://www.youtube.com/watch?v=bSqd4QAbVNM</b></a></span></li>
<li><b style="text-indent: -18pt;"><span style="background: rgb(207, 226, 243);"><span style="font-family: "arial" , "helvetica" , sans-serif;">CORRECCIONES - Semana del 25 al 29 mayo.</span></span></b></li>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">LUNES, 25 DE MAYO:</span></u></b></div>
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<ul>
<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicio 1 y 2 de la página 182.</span></b></li>
</ul>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">1. Expresa en la unidad que se indica.<o:p></o:p></span></b></div>
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<u><span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">En decilitros:<o:p></o:p></span></u></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">4 ℓ = 40 dℓ 5 ℓ y 3 dℓ = 53 dℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">6 ℓ = 60 dℓ 7 ℓ y 9 dℓ = 79 dℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<u><span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">En centilitros:<o:p></o:p></span></u></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">2 ℓ = 200 cℓ 4 ℓ y 5 cl = 405 cl</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">5 ℓ = 500 cl 6 ℓ y 8 cl = 608 cl<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<u><span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">En mililitros:<o:p></o:p></span></u></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">3 ℓ = 3.000 ml 7 ℓ y 3 ml = 7.003 ml<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">8 ℓ = 8.000 ml 9 ℓ y 6 ml = 9.006 ml<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;"><br /></span></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">2. Expresa en litros.</span></b></div>
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<div class="Section12">
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">40 dl = 4 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">70 dl= 7 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">120 dl= 12 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">300 cl= 3 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">600 cl =6 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">1.400 cl= 14 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">2.000 ml= 2 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">5.000 ml =5 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">23.000 ml= 23 ℓ</span><b><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="line-height: 18.4px;"><br clear="all" style="break-before: page;" /></span></b></span>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MARTES, 26 DE MAYO:</span></u></b></div>
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<ul>
<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicio 4 de la página 183.</span></b></li>
</ul>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify;"><span style="font-family: "arial" , "sans-serif";">4</span></b><span style="text-align: justify;">. <b>Observa el esquema y expresa cada capacidad en la unidad indicada.</b></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">80 cl 150 ml 6 ℓ 15 cl<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">900 ml 24.000 ml 2 ℓ 3 dl<o:p></o:p></span></div>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b></div>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">MIÉRCOLES, 27 DE MAYO:</span></u></b></div>
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<ul>
<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicio 1 página 184.</span></b></li>
</ul>
<b style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">1. Recuerda la relación de cada unidad con el litro y completa en tu cuaderno.</span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">40 ℓ 700 ℓ 9.000 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">150 ℓ 2.300 ℓ 40.000 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">3 dal 6 hl 5 kl<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">27 dal 14 hl 36 kl</span><b><u><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></u></b></span></div>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b></div>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">JUEVES, 28 DE MAYO:</span></u></b></div>
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<ul>
<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicio 3 de la página 184 y el ejercicio 5 de la página 185.</span></b></li>
</ul>
<b style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">3. Calcula y contesta.</span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">260 ℓ 250 ℓ 390 ℓ<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">Solución: Ha utilizado 390 litros de agua.</span><span style="font-family: "arial" , "sans-serif";"><o:p></o:p></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;"><br /></span></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">5. Observa el esquema y expresa en la unidad indicada.<o:p></o:p></span></b></div>
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<span lang="EN-US" style="font-family: "arial" , "helvetica" , sans-serif; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">40 hl 1.500 ℓ 7 hl 24 hl<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span lang="EN-US" style="font-family: "arial" , "sans-serif"; mso-ansi-language: EN-US; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">7.000 ℓ 600 dal 30 kl 80 kl</span><b><u><span lang="EN-US" style="font-family: "arial" , "sans-serif"; mso-ansi-language: EN-US;"><o:p></o:p></span></u></b></span></div>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b></div>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">VIERNES, 29 DE MAYO:</span></u></b></div>
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<ul>
<li><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicio 1 de la página 186.</span></b></li>
</ul>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify;"><span style="font-family: "arial" , "sans-serif";">1.</span></b><span style="color: #005aff; line-height: 18.4px; text-align: justify;"> </span><b style="text-align: justify;"><span style="font-family: "arial" , "sans-serif";">Expresa en la unidad que se indica y completa en tu cuaderno.</span></b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">20 dg 180 dg 47 dg 68 dg<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; mso-fareast-font-family: HelveticaNeueLTStd-Lt;">300 cg 2.400 cg 506 cg 809 cg<o:p></o:p></span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif; line-height: 18.4px;">5.000 mg 39.000 mg 7.008 mg 9.007mg</span>CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-88730356281619187632020-06-10T20:18:00.000+02:002020-06-11T23:20:24.700+02:00Tareas jueves 11 y viernes 12 de junio<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">¡VAMOS TERMINANDO LA SEMANA!</span></span></b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;"><br /></span></span></u></b></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">JUEVES, 11 DE JUNIO:</span></span></u></b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify;"><span style="background: rgb(234 , 153 , 153); font-family: "arial" , sans-serif;"><br /></span></b></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify;"><span style="background: rgb(234 , 153 , 153); font-family: "arial" , sans-serif;">LENGUA: </span></b></span><br />
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<ul>
<li><span style="font-family: arial, sans-serif; text-align: justify; text-indent: -18pt;">Ejercicio 5 de la página 205.</span></li>
<li><span style="font-family: "arial" , sans-serif; text-align: justify; text-indent: -18pt;">Realiza el primer dictado de la página 205, ejercicio 10: <b>"Un héroe local"</b> </span><span style="font-family: "arial" , sans-serif; text-align: justify; text-indent: -18pt;">Después, comprueba las faltas de ortografía (copia tres veces en tu cuaderno las faltas de ortografía que hayas cometido).</span></li>
</ul>
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<div style="text-align: justify;">
<div class="MsoNormal" style="line-height: normal;">
<b><span style="background: rgb(207 , 226 , 243); font-family: "arial" , sans-serif;">MATEMÁTICAS:</span></b><br />
<br />
<ul>
<li><b style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif;">No hay tarea</span></b><span style="font-family: "arial" , sans-serif; text-indent: -18pt;"> de matemáticas termina (si no lo has hecho) los problemas para enviarlos en <b>Classroom</b> y todas aquellas tareas que tengas atrasadas.</span></li>
</ul>
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<b><span style="background: rgb(182 , 215 , 168); font-family: "arial" , sans-serif;">CIENCIAS DE LA NATURALEZA: </span></b><br />
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<ul>
<li><b style="text-indent: -18pt;"><span style="background: rgb(214 , 227 , 188); font-family: "arial" , sans-serif;">CLASSROOM:</span></b><b style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif;"> </span></b><span style="font-family: "arial" , sans-serif; text-indent: -18pt;">Se ha publicado en<b> Classroom </b>la<b> Tarea Evaluable </b></span><span style="font-family: arial, sans-serif;">del </span><b style="font-family: arial, sans-serif;">TEMA 6</b><span style="font-family: arial, sans-serif;">, que podéis completar en el mismo documento y enviarnos. Recordad: ¡Cuidado con las faltas de ortografía y signos de puntuación!</span></li>
</ul>
</div>
<div align="center" class="MsoListParagraphCxSpLast" style="text-align: center;">
<b><u><span style="font-family: "arial" , sans-serif;">[Fecha tope de entrega el lunes 15 de junio]</span></u></b><br />
<b><u><span style="font-family: "arial" , sans-serif;"><br /></span></u></b></div>
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif; text-align: justify;"><b><u><span lang="ES-TRAD" style="line-height: 18.4px;">VIERNES, 12 DE JUNIO:</span></u></b></span><br style="text-align: justify;" /><span style="font-family: "arial" , "helvetica" , sans-serif; text-align: justify;"><b><span style="background: rgb(234, 153, 153);"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></b><b><span style="background: rgb(234, 153, 153);"><span style="font-family: "arial" , "helvetica" , sans-serif;">LENGUA:</span></span></b></span><br style="text-align: justify;" /><ul style="text-align: justify;">
<li><span style="font-family: "arial" , "helvetica" , sans-serif; text-indent: -18pt;">Realiza el segundo dictado de la página 205, ejercicio 10: <b>"Viva Veva"</b> </span><span style="font-family: "arial" , "helvetica" , sans-serif; text-indent: -18pt;">Después, comprueba las faltas de ortografía (copia tres veces en tu cuaderno las faltas de ortografía que hayas cometido).</span></li>
</ul>
<b style="font-family: arial, helvetica, sans-serif; text-align: justify;"><span style="background: rgb(207, 226, 243);">MATEMÁTICAS:</span></b><br style="text-align: justify;" /><ul style="text-align: justify;">
<li><b style="font-family: Arial, Helvetica, sans-serif; text-indent: -18pt;">No hay tareas de matemáticas</b><span style="font-family: "arial" , "helvetica" , sans-serif; text-indent: -18pt;"> - Recuerda que hoy es la fecha tope para entregar en </span><b style="font-family: Arial, Helvetica, sans-serif; text-indent: -18pt;">Classroom la Tarea Evaluable</b><span style="font-family: "arial" , "helvetica" , sans-serif; text-indent: -18pt;"> de problemas y todas aquellas tareas que tengas atrasadas.</span></li>
</ul>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="background: rgb(182, 215, 168);">CIENCIAS DE LA NATURALEZA: </span></b></span></div>
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</div>
<ul style="text-align: justify;">
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><div class="MsoNormal">
<b style="text-indent: -18pt;"><span style="background: rgb(214, 227, 188);">No hay tarea.</span></b><b style="text-indent: -18pt;"> </b><span style="text-indent: -18pt;">Ponte al día y termina la</span><b style="text-indent: -18pt;"> Tarea Evaluable (sino la has hecho)</b><span style="text-indent: -18pt;"> en</span><b style="text-indent: -18pt;"> Classroom.</b></div>
</span></span></li>
</ul>
<div align="center" class="MsoListParagraphCxSpLast" style="text-align: center;">
<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">[Fecha tope de entrega el lunes 15 de junio]</span></u></b><br />
<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b></div>
<ul style="text-align: justify;">
</ul>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>¡BUEN FIN DE SEMANA PARA TODOS!</u></b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u><br /></u></b></span></div>
</div>
CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-3876519922374064732020-06-10T09:12:00.000+02:002020-06-10T09:12:32.925+02:00ENGLISH WEDNESDAY 10th JUNE<span style="font-size: large;">Hello everyone, how are you today???? I hope you are very well.</span><br />
<span style="font-size: large;"><br /></span><span style="font-size: large;">This is your homework for today (two very easy activities again). </span><br />
<span style="font-size: large;">You have to copy on your English notebooks.</span><br />
<span style="font-size: large;"><br /></span><span style="font-size: large;"><u>ACTIVITY 2</u></span><br />
<span style="font-size: large;"><u><br /></u></span><span style="font-size: large;">Mirad los dibujos y completad las frases con la palabra correspondiente de cada recuadrito copiáis la frase y hacéis el dibujo correspondiente de cada número en la libreta. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRnUR7MgABQvkCI6c66numItxT5al0XchfVXgxjKy2IpyWQ7JS2L7_FefwmKLzXVi3moPlZh6CtjSR3nP6GU1WZurBPxw-qJBVXO5Z4YsNKgxB4vQsDHwOpcFMMTMluW_87RmIw2h_DU3K/s1600/AAU4+U6+ACT.2+1%25C2%25AA+PART.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="366" data-original-width="993" height="234" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRnUR7MgABQvkCI6c66numItxT5al0XchfVXgxjKy2IpyWQ7JS2L7_FefwmKLzXVi3moPlZh6CtjSR3nP6GU1WZurBPxw-qJBVXO5Z4YsNKgxB4vQsDHwOpcFMMTMluW_87RmIw2h_DU3K/s640/AAU4+U6+ACT.2+1%25C2%25AA+PART.PNG" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijc_HDb8-KYkqB7EDs-QRZBSkg15-yDcIR_ofU0gnkAXxKAgouB1GMsgjna-L3MTUkUdNmMzB3K_JhNIbRqF5yqykdBxKWI_xHYpTdy92tjphFSkZ4jnsxRQjXln8-4gdp_3rZ5jLqtH-g/s1600/AAU4+U6+ACT.2+2%25C2%25BA+PART.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="326" data-original-width="995" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijc_HDb8-KYkqB7EDs-QRZBSkg15-yDcIR_ofU0gnkAXxKAgouB1GMsgjna-L3MTUkUdNmMzB3K_JhNIbRqF5yqykdBxKWI_xHYpTdy92tjphFSkZ4jnsxRQjXln8-4gdp_3rZ5jLqtH-g/s640/AAU4+U6+ACT.2+2%25C2%25BA+PART.PNG" width="640" /></a></div>
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<span style="font-size: large;"><u>ACTIVITY 2</u></span></div>
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<span style="font-size: large;"><u><br /></u></span></div>
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<span style="font-size: large;">Tenéis que ordenar las preguntas y contestarlas según el dibujo. Mirad el ejemplo.</span></div>
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<span style="font-size: large;"><u><br /></u></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-EO7s86yNCCfVoqYF52G0qvspjzjkFDWlnSHFa9eMa4b6TMFWXAkj5LcWAxMq6-r_eYVmqlTMNCtXOWvHbSHTXxLB3HLv4xE8DAgqQpEQL-CnJ_tANTJBprtm3XLsYnnVtiXL_cQ5kYJ_/s1600/AAU4+U6+ACTIVITY+2+1%25C2%25AAPART.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="481" data-original-width="992" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-EO7s86yNCCfVoqYF52G0qvspjzjkFDWlnSHFa9eMa4b6TMFWXAkj5LcWAxMq6-r_eYVmqlTMNCtXOWvHbSHTXxLB3HLv4xE8DAgqQpEQL-CnJ_tANTJBprtm3XLsYnnVtiXL_cQ5kYJ_/s640/AAU4+U6+ACTIVITY+2+1%25C2%25AAPART.PNG" width="640" /></a></div>
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<span style="font-size: large;"><u><br /></u></span></div>
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<span style="color: red; font-size: large;"><u>ESTA TAREA NO TENÉIS QUE ENVIARLA A MI CORREO.</u></span></div>
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<span style="font-size: large;"><u><br /></u></span></div>
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<span style="font-size: large;"><u>That's all for today!!!</u></span></div>
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<span style="font-size: large;"><u><br /></u></span></div>
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<span style="font-size: large;"><u>See you tomorrow guys!!!</u></span></div>
CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-17320365725545951532020-06-09T19:59:00.000+02:002020-06-09T23:34:40.393+02:00Tareas miércoles 10 de junio<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">¡HOLA CHIC@S! <b>M</b>iércoles con <b>M</b> de <b>M</b>itad de semana ¡Feliz día! </span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: #ead1dc;"><b>INSTRUCCIONES</b><span style="font-family: "arial" , "helvetica" , sans-serif;">: C</span></span><span style="background-color: #ead1dc;">ada día en vuestro cuaderno debéis escribir la fecha. Indicad el número de página y el número de la actividad. Hay que copiar los enunciados de las actividades. Recordad tener una presentación clara, sin faltas de ortografía y una limpieza de cuaderno.</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;"><br /></span></span></u></b><b style="mso-bidi-font-weight: normal;"><u><span lang="ES-TRAD" style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">MIÉRCOLES, 10 DE JUNIO:</span></span></u></b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span lang="ES-TRAD" style="background: rgb(234 , 153 , 153); color: black;"><br /></span></b><b><span lang="ES-TRAD" style="background: rgb(234 , 153 , 153); color: black;">LENGUA:</span></b></span><br />
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-indent: -18pt;">Copia el cuadro del </span><b style="text-indent: -18pt;">Uso de la v</b><span style="text-indent: -18pt;"> de la página 204 en tu cuaderno.</span></span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicios 1, 3 y 4 de la página 204.</span></li>
</ul>
<b><span style="background: rgb(207, 226, 243);"><span style="font-family: "arial" , "helvetica" , sans-serif;">MATEMÁTICAS:</span></span></b><br />
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-indent: -18pt;">No hay tareas</b><span style="text-indent: -18pt;"> de matemáticas, termina (si no lo has hecho) los problemas para enviarlos en <b>Classroom</b> y todas aquellas tareas que tengas atrasadas.</span></span></li>
</ul>
<b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background: rgb(182, 215, 168);">CIENCIAS DE LA NATURALEZA:</span><span style="background: rgb(255, 255, 255);"> </span></span></b><br />
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-indent: -18pt;">Estudia con la ayuda de los esquemas que has copiado, </span><span style="text-indent: -18pt;"> </span><span style="text-indent: -18pt;">los conceptos vistos del </span><b style="text-indent: -18pt;">Tema 6</b><span style="text-indent: -18pt;"> para realizar </span><b style="text-indent: -18pt;">mañana 11 de junio</b><span style="text-indent: -18pt;"> la Tarea Evaluable en </span><b style="text-indent: -18pt;">Classroom</b><span style="text-indent: -18pt;">.</span></span></li>
</ul>
</div>
</div>
CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-54382058938235783282020-06-09T09:14:00.000+02:002020-06-09T09:14:08.576+02:00ENGLISH TUESDAY 9th JUNE <br class="Apple-interchange-newline" />
<br />
<span style="font-size: large;">Hello everyone, how are you getting on today???? </span><br />
<span style="font-size: large;"><br /></span><span style="font-size: large;">Your tasks for today are two very easy activities. </span><br />
<span style="font-size: large;">You have to copy on your English notebooks.</span><br />
<span style="font-size: large;"><br /></span><span style="font-size: large;"><u>ACTIVITY 1</u></span><br />
<span style="font-size: large;"><u><br /></u></span><span style="font-size: large;">Leeis, copiáis la frase y hacéis el dibujo correspondiente de cada número en la libreta. </span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG4LoETDRl1WLPwNCJPmwXZA90cgXKsvjW0DScmafgjHArg4EQTgUWLLJAKJXPmiWjSbAB9gS2VIG-NeChKbriPwvUUDPzEO6sPwv8dGwk6mqbAwoQ4ifvRmEdKUS3yDvdBJ57opVe8zJB/s1600/AAU4+U5+REVIEW+2.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="436" data-original-width="795" height="350" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG4LoETDRl1WLPwNCJPmwXZA90cgXKsvjW0DScmafgjHArg4EQTgUWLLJAKJXPmiWjSbAB9gS2VIG-NeChKbriPwvUUDPzEO6sPwv8dGwk6mqbAwoQ4ifvRmEdKUS3yDvdBJ57opVe8zJB/s640/AAU4+U5+REVIEW+2.PNG" style="cursor: move;" width="640" /></a><span style="font-size: large;"><u><br /></u></span><br />
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<span style="font-size: large;"><u>ACTIVITY 2</u></span><br />
<span style="font-size: large;"><u><br /></u></span><span style="font-size: large;">Tenéis que completar las preguntas y después </span><span style="font-size: large;">responderlas según</span><span style="font-size: large;"> el dibujo. Se hace en la libreta.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkPerbGSDxIzjsGh973ujCkYqV2oqgzqzezfYyiiDs5T-R6ZZdi5KflIMq2Bwl2fBFW4gMNLo3uH76cZisP84apj_CyXiLFi0oEBD7BF5HqHXrjOyc1gOx9L7z6LAbL2ACMeSYlQHWHKNk/s1600/AAU4+REVIEW+U5.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="614" data-original-width="796" height="491" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkPerbGSDxIzjsGh973ujCkYqV2oqgzqzezfYyiiDs5T-R6ZZdi5KflIMq2Bwl2fBFW4gMNLo3uH76cZisP84apj_CyXiLFi0oEBD7BF5HqHXrjOyc1gOx9L7z6LAbL2ACMeSYlQHWHKNk/s640/AAU4+REVIEW+U5.PNG" width="640" /></a></div>
<span style="font-size: large;"><br /></span><span style="color: red; font-size: large;">ESTA TAREA SE HACE EN LA LIBRETA Y </span><span style="color: red; font-size: large;"><u>NO</u></span><span style="color: red; font-size: large;"><u> HAY QUE</u> <u>MANDARLA POR CORREO.</u></span><br />
<span style="color: red; font-size: large;"><u><br /></u></span><span style="font-size: large;"> That's all for today!!!</span>CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-50351326528383854732020-06-08T18:14:00.000+02:002020-06-08T18:14:44.763+02:00Tareas martes 9 de junio<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Buenos días CHICOS/AS! ☺¡VAMOS A POR EL MARTES!: </b></span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: #ead1dc;"><b>INSTRUCCIONES</b><span style="font-family: "arial" , "helvetica" , sans-serif;">: C</span></span><span style="background-color: #ead1dc;">ada día en vuestro cuaderno debéis escribir la fecha. Indicad el número de página y el número de la actividad. Hay que copiar los enunciados de las actividades. Recordad tener una presentación clara, sin faltas de ortografía y una limpieza de cuaderno.</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="font-family: arial, helvetica, sans-serif;"><u><span lang="ES-TRAD" style="line-height: 18.4px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></u></b><b><u><span lang="ES-TRAD" style="line-height: 18.4px;"><span style="font-family: "arial" , "helvetica" , sans-serif;">MARTES, 9 DE JUNIO:</span></span></u></b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span lang="ES-TRAD" style="background: rgb(234 , 153 , 153);"><br /></span></b><b><span lang="ES-TRAD" style="background: rgb(234 , 153 , 153);">LENGUA:</span></b></span><br />
<br />
<ul>
<li style="text-align: left;"><span style="text-indent: -18pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Realiza el ejercicio 4 y 6 de la página 203.</span></span></li>
</ul>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>MATEMÁTICAS:</b></span></div>
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<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><div class="MsoNormal" style="line-height: normal;">
<b style="text-indent: -18pt;"><span style="background: rgb(207, 226, 243);">CLASSROOM</span></b><b style="text-indent: -18pt;">: </b><span style="text-indent: -18pt;">Se ha publicado en <b>Classroom</b> una tarea<b> </b></span><span style="text-indent: -18pt;">de <b>PROBLEMAS</b></span><b style="text-indent: -18pt;"> </b><span style="text-indent: -18pt;">(correspondientes a los problemas de la página 179: del 8 al 12<b>) </b></span><span style="text-indent: -18pt;">Para realizar esta tarea, en <b>tu cuaderno de matemáticas</b> escribe la fecha, tu nombre y apellidos. A continuación copia y realiza cada ejercicio con su enunciado. Recuerda <span style="background: white;">tener una presentación clara y limpia. Cuando termines, realiza una foto de tu trabajo y súbela a Classroom. Os dejamos el enlace para que recuerdes como se sube una imagen a Classroom:</span></span></div>
</span></span></li>
</ul>
<div style="text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://drive.google.com/drive/folders/1XpnABZYy_aD-V2IhRR_OdV91RixLfBly"><span style="font-family: "arial" , "helvetica" , sans-serif;">https://drive.google.com/drive/folders/1XpnABZYy_aD-V2IhRR_OdV91RixLfBly</span></a></span></div>
<div style="text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>[Fecha tope de entrega el viernes 12 de junio]<o:p></o:p></b></span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify;"><span style="background: rgb(182, 215, 168);"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></b></span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
</span>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify;"><span style="background: rgb(182, 215, 168);"><span style="font-family: "arial" , "helvetica" , sans-serif;">CIENCIAS DE LA NATURALEZA: </span></span></b></span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">
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<span style="text-align: justify; text-indent: -18pt;">Lectura comprensiva de la página 123: <b>"Una máquina compuesta: la bicicleta".</b></span></div>
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<span style="text-align: justify; text-indent: -18pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Copia en tu cuaderno el siguiente esquema de la bicicleta y <b>estúdialo</b>:</span></span></div>
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<u><span style="font-family: "arial" , "helvetica" , sans-serif;">Una máquina compuesta: la bicicleta. (Página 123)</span></u></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">Las </span><b style="background-color: #d9ead3; text-align: justify;">máquinas compuestas</b><span style="text-align: justify;"> están formadas por muchas piezas.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">La</span><span style="text-align: justify;"> <b style="background-color: #d9ead3;">bicicleta</b></span><span style="text-align: justify;"> es una </span><b style="text-align: justify;">máquina compuesta</b><span style="text-align: justify;">.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">Tiene </span><b style="text-align: justify;">varios componentes</b><span style="text-align: justify;"> y cada uno tiene una </span><b style="text-align: justify;">función diferente.</b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify; text-indent: -18pt;"><u>- Manillar</u></b><b style="text-align: justify; text-indent: -18pt;">:</b><span style="text-align: justify; text-indent: -18pt;"> Es una palanca que sirve para cambiar de dirección.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify; text-indent: -18pt;"><u>- Frenos</u></b><b style="text-align: justify; text-indent: -18pt;">:</b><span style="text-align: justify; text-indent: -18pt;"> Son palancas que al presionarlas la bicicleta se para.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify; text-indent: -18pt;"><u>- Pedales</u></b><b style="text-align: justify; text-indent: -18pt;">:</b><span style="text-align: justify; text-indent: -18pt;"> Son palancas que transmiten la fuerza desde las piernas al plato para que gire.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify; text-indent: -18pt;"><u>- Mecanismo de transmisión</u></b><b style="text-align: justify; text-indent: -18pt;">:</b><span style="text-align: justify; text-indent: -18pt;"> Transmite el movimiento a la rueda trasera.</span></span></div>
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CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-24085480367459140912020-06-08T12:28:00.001+02:002020-06-08T12:28:14.106+02:00RELIGION (Semana del 8 al 12 de Junio)<span style="font-size: large;">Hola, buenos días chicos. </span><br />
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<span style="font-size: large;">Ya estamos terminando el curso y esta semana es la última que os enviaré tarea. La semana que viene tendréis una manualidad y despedida y a disfrutar del verano, que bien os lo habéis merecido vosotros, vuestros papis, y los profes también.</span><br />
<span style="font-size: large;"><br /></span><span style="font-size: large;">Bueno, os propongo un vídeo sobre el <b>Sagrado Corazón de Jesús. </b>Con Él, y pidiéndole a él su protección terminamos el curso. ¿Por qué precisamente el Sagrado Corazón de Jesús?, porque este mes de Junio es el mes dedicado a Él. En su corazón estamos todos y lo que le pidamos con Fe nos lo concederá. ¿Tenemos Fe?</span><br />
<span style="font-size: large;"><br /></span><span style="font-size: large;">A continuación os dejo el enlace al vídeo. Disfrutadlo. Un besito de los grandes</span><br />
<span style="font-size: large;"><a href="https://youtu.be/L_lSUB-vtf8" target="_blank">Sagrado Corazón de Jesús</a></span><br />
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<span style="font-size: large;">Mandadme vuestra tarea al correo<b> bailaamacantavive@gmail. com</b></span>CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-78294470389186533632020-06-08T10:00:00.000+02:002020-06-08T10:00:06.571+02:00MÚSICA. TAREA FINAL.<div class="MsoNormal">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Vas a escoger una de estas melodías, son canciones que ya hicimos durante el curso,<span style="mso-spacerun: yes;"> </span>y me la vas a interpretar con la flauta. Subes un vídeo tocando la melodía. Te dejo las partituras y te dejo un baile por si no tienes la flauta.<o:p></o:p></span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Ya sabes, elige la que mejor te salga o más te guste. Ánimo que es la última.<o:p></o:p></span></div>
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EL PUNTILLO</div>
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<br /><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dwy0HN9bOSIG4ypj7GbprvEuAJWEuxYlHpUZXz5io9XPiYIJ4Uz1M_-pdVAlhU02Dl3K_PRGAvS9EFz5SvY0w' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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EL BUSCADOR DE SONIDOS</div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Feliz Verano.<o:p></o:p></span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">TEMPORALIZACIÓN: TIENES HASTA EL 12 DE JUNIO DE 2020.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><b><u><span style="font-size: x-large;">ACLARACIÓN:</span></u></b> </span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">ESTAS TAREAS SON PARA EL ALUMNADO QUE NO ESTÁ EN CLASSROOM.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">LAS TAREAS SE DEBEN ENVIAR A: maestromusicafer@gmail.com EL MENSAJE DEBE TENER EN EL TÍTULO EL NOMBRE Y CURSO DEL ALUMNO QUE LO ENVÍA Y EN EL CUERPO DEL MENSAJE EL NOMBRE DE LA ACTIVIDAD QUE ENVÍA. LES AGRADEZCO DE ANTEMANO SU COLABORACIÓN.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">UN SALUDO.</span></div>
CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-88394706001389714042020-06-08T09:17:00.000+02:002020-06-08T09:17:30.871+02:00ENGLISH MONDAY 8th JUNE<div style="text-align: center;">
<b><span style="color: #cc0000; font-size: large;">GOOD MORNING EVERYONE!!!</span></b></div>
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<b>HOW ARE YOU? HOPE YOU ARE DOING GREAT. </b><br />
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En primer lugar recordados que, si tardo un poquito más de lo normal en responderos, es porque tengo aún tareas de otros cursos por corregir y voy por orden.<br />
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A lo largo de estos días comprobaré que tenéis todo entregado y os volveré a escribir a aquellos que no han enviado todo por Classroom (o en ipasen, en caso de no tener Classroom).<br />
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Estos próximos días los dedicaremos a repasar.<br />
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LET'S START!<br />
HACED CLICK EN LOS ENLACES DE COLOR AZUL PARA VER LOS VÍDEOS.<br />
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(<a href="https://www.youtube.com/watch?v=qD1pnquN_DM">https://www.youtube.com/watch?v=qD1pnquN_DM</a>)</div>
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(<a href="https://www.youtube.com/watch?v=cs81UdOc9TU&list=RDcs81UdOc9TU&start_radio=1">https://www.youtube.com/watch?v=cs81UdOc9TU&list=RDcs81UdOc9TU&start_radio=1</a>)</div>
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2- Os dejo un enlace con un juego para practicar la hora: <a href="https://www.gamestolearnenglish.com/telling-the-time/" target="_blank">CLICK HERE</a><br />
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<b style="background-color: #9fc5e8;">ACTIVITY:</b><br />
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We are going to practice some reading comprehension.<br />
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- Read the text.<br />
- COPY the questions on your notebooks.<br />
-Answer the questions.<br />
<b><span style="color: red;"><a href="https://drive.google.com/file/d/19uAYrg2OiSasOGuHzPug-x0vCX_0OXHi/view?usp=sharing" target="_blank"><br /></a></span></b>
<b><span style="color: red;"><a href="https://drive.google.com/file/d/19uAYrg2OiSasOGuHzPug-x0vCX_0OXHi/view?usp=sharing" target="_blank">PINCHA AQUÍ PARA ACCEDER A LA FICHA</a></span></b><br />
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(ESTA TAREA NO SE ENVÍA. LA SEMANA PRÓXIMA OS PONEMOS LA CORRECCIÓN PARA QUE LA CORRIJÁIS EN VUESTROS CUADERNOS).<br />
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<b><span style="font-size: large;"><br /></span></b></div>
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<b><span style="font-size: large;">HAVE A GOOD DAY!</span></b></div>
CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-55025272395592428762020-06-08T08:54:00.000+02:002020-06-08T08:54:05.870+02:00TAREA DE FRANCÉS 8-6-2020<b>¡Buenos días!</b> Vamos a corregir las actividades de la semana pasada.<br />
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- <b>Soluciones.</b> Actividad 1.<br />
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-<b> Soluciones.</b> Actividad 1b.<br />
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- <b>Soluciones.</b> Actividad 5..<br />
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1- Je me lève<br />
2- Je prends mon petit déjeuner<br />
3- Je me lave<br />
4- Je m'habille<br />
5- Je vais à l'école<br />
6- Je fais mes devoirs<br />
7- Je vais me coucher<br />
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Las actividades de Francés para hoy son:<br />
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<b>Unité 8 On fait les courses?</b><br />
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- Vocabulario. Las tiendas. Copiar en la libreta.<br />
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<b>La boulangerie</b> ( La panadería)<br />
<b>Le magasin de fruits et légumes</b> ( La tienda de frutas y verduras)<br />
<b>La boucherie</b> ( La carnicería)<br />
<b>La poissonnerie</b> ( La pescadería)<br />
<b>Le supermarché</b> ( El supermercado)<br />
<b>Acheter</b> ( Comprar)<br />
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- Actividad 2. Leer y unir las dos columnas.<br />
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- Actividad 4 Completa con<b> aime, a, appelle, est.</b><br />
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- Actividad 1. Repaso. Escribe al lado del dibujo el nombre del edificio. <b>Cafétéria, cinéma, bibliothèque, gare, poste, hôpital, musée, piscine, mairie, école.</b><br />
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NO ENVIAR LAS ACTIVIDADES A MI CORREO, LAS CORREGIREMOS EL PRÓXIMO DÍACEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-38657886157012916712020-06-07T20:23:00.000+02:002020-06-07T20:23:22.858+02:00Tarea lunes 8 de junio<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>¡Buenos días con ALEGRÍA! ¡Ánimo, que estamos en la recta final!</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><br /></b></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Como siempre, seguid las instrucciones:</b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: #ead1dc;"><b>INSTRUCCIONES</b><span style="font-family: "arial" , "helvetica" , sans-serif;">: C</span></span><span style="background-color: #ead1dc;">ada día en vuestro cuaderno debéis escribir la fecha. Indicad el número de página y el número de la actividad. Hay que copiar los enunciados de las actividades. Recordad tener una presentación clara, sin faltas de ortografía y una limpieza de cuaderno.</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: #ead1dc;"><br /></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;"><b><u>LUNES, 8 DE JUNIO:</u></b></span></span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span lang="ES-TRAD" style="background: rgb(234, 153, 153);"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></b><b><span lang="ES-TRAD" style="background: rgb(234, 153, 153);"><span style="font-family: "arial" , "helvetica" , sans-serif;">LENGUA: </span></span></b></span><br />
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<li><span style="text-indent: -18pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Lectura compresiva de la página 202: <b>"Preposiciones y conjunciones"</b>.</span></span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Copia el siguiente esquema en tu cuaderno sobre las preposiciones y conjunciones: </span></li>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">- Las <b><u><span style="background: rgb(242, 219, 219);">preposiciones</span></u> </b>son palabras que sirven para <b>unir palabras o grupos de palabras</b> entre los que existe una relación de dependencia.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background: rgb(242, 219, 219);">Las <b>preposiciones son</b>:</span> <b>a, ante, bajo, con, contra, de, desde, en, entre, hacia, hasta, para, por, según, sin, sobre, tras, durante y mediante</b>.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">- Las<b> <u><span style="background: rgb(242, 219, 219);">conjunciones</span></u></b> son palabras que sirven para <b>unir palabras o grupos de palabras</b> entre los que no existe una relación de dependencia.<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="background: rgb(242, 219, 219);">Son conjunciones</span></b> las palabras <b>y</b>, <b>e</b>, <b>ni</b>, <b>o</b>, <b>u</b> y <b>pero</b>.</span></div>
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<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-indent: -18pt;"><span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="text-indent: -18pt;">Ejercicios 2 y 3 de la página 202 </span></span></li>
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<b><span style="background: rgb(207, 226, 243);"><span style="font-family: "arial" , "helvetica" , sans-serif;">MATEMÁTICAS:</span></span></b><br />
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<b style="text-indent: -18pt;"><span style="background: rgb(207, 226, 243);">CLASSROOM:</span></b><span style="background: rgb(207, 226, 243); text-indent: -18pt;"> </span><span style="text-indent: -18pt;">Se ha publicado en <b>Classroom</b>, un fácil cuestionario con unas preguntas sobre el <b>TEMA 11</b>. Cada pregunta tiene tres opciones, marca la correcta.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="mso-spacerun: yes;"> </span>[Fecha tope de entrega el <b style="mso-bidi-font-weight: normal;">jueves 11 de junio</b>]</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-align: justify;"><span style="background: rgb(182, 215, 168);"><span style="font-family: "arial" , "helvetica" , sans-serif;">CIENCIAS DE LA NATURALEZA: </span></span></b></span></div>
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<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><div class="MsoNormal" style="text-align: left;">
<span style="text-align: justify; text-indent: -18pt;">Lectura comprensiva de la página 120 y 121: "Las maquinas simples" y "La polea".</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify; text-indent: -18pt;">Copia en tu cuaderno el siguiente esquema y </span><b style="text-align: justify; text-indent: -18pt;">estúdialo</b><span style="text-align: justify; text-indent: -18pt;">:</span></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">Las máquinas simples y la polea (Páginas 120 y 121)</span></u></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">Las </span><b style="background-color: #d9ead3; text-align: justify;">máquinas simples</b><span style="text-align: justify;"> están formadas por </span><b style="text-align: justify;">pocas piezas</b><span style="text-align: justify;">.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">Hay varios </span><b style="text-align: justify;">tipos de máquinas simples</b><span style="text-align: justify;">:</span></span></div>
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<b style="text-align: justify; text-indent: -18pt;"><span style="background-color: #d9ead3;"><span style="font-family: "arial" , "helvetica" , sans-serif;">- <u>PALANCA:</u></span></span></b></div>
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<span style="text-align: justify;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Es una máquina simple con tres elementos, fuerza, resistencia y punto de apoyo.</span></span></div>
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<b style="text-align: justify;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;">Tipos de palancas:</span></u></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify; text-indent: -18pt;">Ø<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="text-align: justify; text-indent: -18pt;">Palanca de <b>primer género</b>, el punto de apoyo está en el centro. Ejemplo: tijeras.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify; text-indent: -18pt;">Ø<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="text-align: justify; text-indent: -18pt;">Palanca de <b>segundo género</b>, la resistencia está en el centro. </span><span style="text-align: justify; text-indent: -18pt;">Ejemplo: cascanueces.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify; text-indent: -18pt;">Ø<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="text-align: justify; text-indent: -18pt;">Palanca de <b>tercer género</b>, la fuerza está en el centro. Ejemplo:pinzas. </span></span></div>
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<b style="text-indent: -18pt;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b></div>
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<span style="text-indent: -18pt;"><span style="background-color: #d9ead3;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>-</b> <u style="font-weight: bold;">POLEA:</u></span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Es una máquina simple que tiene un canal por donde pasa una cuerda y un eje sobre el que gira.</span></div>
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<b style="text-indent: -18pt;"><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b></div>
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<span style="background-color: #d9ead3; text-indent: -18pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>- </b><span style="font-weight: bold; text-decoration-line: underline;">PLANO INCLINADO:</span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El plano inclinado o rampa está formado por una superficie plana que forma un ángulo con el suelo.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Las <b style="mso-bidi-font-weight: normal;"><u>poleas y los planos</u></b> inclinados sirven para levantar objetos con menos esfuerzo.<o:p></o:p></span></div>
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CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-66681010887058620292020-06-04T19:07:00.000+02:002020-06-04T23:47:35.729+02:00Tareas viernes 5 de junio<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Buenos días! 🙌 ¡Una semana más superada!: </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: #ead1dc;"><b>INSTRUCCIONES</b><span style="font-family: "arial" , "helvetica" , sans-serif;">: C</span></span><span style="background-color: #ead1dc;">ada día en vuestro cuaderno debéis escribir la fecha. Indicad el número de página y el número de la actividad. Hay que copiar los enunciados de las actividades. Recordad tener una presentación clara, sin faltas de ortografía y una limpieza de cuaderno.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u><span lang="ES-TRAD" style="line-height: 18.4px;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></u></b><b><u><span lang="ES-TRAD" style="line-height: 18.4px;"><span style="font-family: "arial" , "helvetica" , sans-serif;">VIERNES, 5 DE JUNIO:</span></span></u></b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="background: rgb(234, 153, 153);"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></b><b><span style="background: rgb(234, 153, 153);"><span style="font-family: "arial" , "helvetica" , sans-serif;">LENGUA:</span></span></b></span><br />
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<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-indent: -18pt;">Realiza la portada del </span><b style="text-indent: -18pt;">TEMA 12: "Las Normas".</b><span style="text-indent: -18pt;"> (sólo el título)</span></span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="text-indent: -18pt;"><span style="background: rgb(229, 184, 183);">CLASSROOM:</span></b><span style="text-indent: -18pt;"> Se ha publicado en <b>Classroom</b> una Lectura Comprensiva titulada: <b>"CON LA ESCOBA"</b>. Una vez que hayas leído la lectura tantas veces como necesites, completa las preguntas y dale a ENVIAR/ENTREGAR.</span></span></li>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">[Fecha tope de entrega, <b>lunes 8 de junio</b>]</span></div>
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<b style="text-align: justify;"><span style="background: rgb(207, 226, 243);"><span style="font-family: "arial" , "helvetica" , sans-serif;">MATEMÁTICAS:</span></span></b></div>
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<li><span style="text-indent: -18pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Estudia y repasa el tema, para ello usa estos ejercicios de repaso: 8, 10 y 11 de la página 190.</span></span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-indent: -18pt;">El próximo <b>LUNES</b> día<b> 8 de junio </b>se realizará la Tarea Evaluable en <b>Classroom del tema</b>. </span></span></li>
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<b style="text-align: justify;"><span style="background: rgb(182, 215, 168);"><span style="font-family: "arial" , "helvetica" , sans-serif;">CIENCIAS DE LA NATURALEZA: </span></span></b><br />
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<li><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-indent: -18pt;">Lectura comprensiva de la página 118: " El magnetismo"</span></span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Copia en tu cuaderno el siguiente esquema y <b style="text-indent: -18pt;">estúdialo</b><span style="text-indent: -18pt;">:</span></span></li>
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<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;">El magnetismo (Página 118)</span></u></b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">El </span><b style="text-align: justify;">magnetismo </b><span style="text-align: justify;">es la capacidad de atraer a los cuerpos metálicos.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">Los</span><b style="text-align: justify;"><u> imanes</u></b><span style="text-align: justify;"> son materiales que atraen objetos metálicos que tienen </span><b style="text-align: justify;">hierro</b><span style="text-align: justify;">.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">La </span><b style="text-align: justify;">magnetita</b><span style="text-align: justify;"> es un imán natural.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">Las </span><b style="text-align: justify;">partes</b><span style="text-align: justify;"> de un </span><u style="text-align: justify;">imán</u><span style="text-align: justify;"> son </span><b style="text-align: justify;">polo norte</b><span style="text-align: justify;"> y </span><b style="text-align: justify;">polo sur</b><span style="text-align: justify;">.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">Los </span><b style="text-align: justify;">polos iguales se repelen</b><span style="text-align: justify;"> y los </span><b style="text-align: justify;">opuestos se atraen</b><span style="text-align: justify;">.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-align: justify;">El </span><b style="text-align: justify;">campo magnético</b><span style="text-align: justify;"> es la zona en la que un imán ejerce su fuerza magnética.</span></span></div>
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<b><u><span style="background-color: #b4a7d6; font-family: "arial" , "helvetica" , sans-serif;">ACTIVIDADES DE ANIMACIÓN A LA LECTURA</span></u></b></div>
<b><u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u></b>
<span style="font-family: "arial" , "helvetica" , sans-serif;">En el siguiente enlace, encontrarás información sobre unas <u>divertidas actividades</u> para animaros a leer en casa, que han creado las alumnas del <b>proyecto de ayudantes de bibliotecas escolares de la UMA</b>: </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://ceipluisbunuelmalaga.blogspot.com/2020/06/te-cuento-un-cuento.html">http://ceipluisbunuelmalaga.blogspot.com/2020/06/te-cuento-un-cuento.html</a></span></div>
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<b>¡BUEN FIN DE SEMANA! MUCHOS BESOS. </b></div>
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CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-21424693997303882302020-06-03T00:39:00.002+02:002020-06-03T00:39:24.617+02:00ENGLISH WEDNESDAY 3rd JUNE<div style="text-align: center;">
<span style="color: blue;"><span style="font-size: x-large;">Hi everyone!!!!</span></span></div>
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<span style="color: blue;"><span style="font-size: x-large;">How are you???</span></span></div>
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<span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: large;"><span style="color: black;">Today we are going to do the last part of the English test. It´s only </span></span></span></span></div>
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<span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: large;"><span style="color: black;">one activity. Pay attention to the instructions:</span></span></span></span></div>
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<span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: large;"><span style="color: black;">ACTIVITY 4 -Write questions and answers.</span></span></span></span></div>
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<span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: large;"><span style="color: black;">Tenéis que escribir 4 preguntas con sus respectivas respuestas. Fijaros en los dibujos y en el ejemplo para las preguntas 1 y 2 y en el ejemplo para las preguntas 3 y 4. Responded lo que estén haciendo en el dibujo. Es muy fácil. </span></span></span></span></div>
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<span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: large;"><span style="color: black;">Good luck everyone!!! </span></span></span></span></div>
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<span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: large;"><span style="color: black;"><a href="https://es.liveworksheets.com/lh741639ar" target="_blank">PINCHA AQUÍ PARA HACER EL TEST.</a> </span></span></span></span></div>
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<span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: large;"><span style="color: black;">That's all for today!!!</span></span></span></span></div>
CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-47350793348728411492020-06-02T21:33:00.000+02:002020-06-03T09:53:17.549+02:00Tareas miércoles 3 y jueves 4 de junio<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: Arial, Helvetica, sans-serif;">MIÉRCOLES, 3 DE JUNIO:<o:p></o:p></span></u></b></div>
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<b><span style="background: rgb(234 , 153 , 153); color: black; font-family: Arial, Helvetica, sans-serif;">LENGUA: </span></b><br />
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<li><span style="font-family: Arial, Helvetica, sans-serif;"><b style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif;">COMPRUEBO MI PROGRESO</span></b><span style="text-indent: -18pt;">: Página 194 -<span style="mso-spacerun: yes;"> </span>Ejercicios 1, 3,<span style="mso-spacerun: yes;"> </span>6 y 7.</span></span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;">Estudia los conceptos vistos del tema para hacer mañana <b style="text-indent: -18pt;">día 4</b><span style="text-indent: -18pt;"> </span><b style="text-indent: -18pt;">de junio</b><span style="text-indent: -18pt;"> la Tarea Evaluable en </span><b style="text-indent: -18pt;">Classroom</b><span style="text-indent: -18pt;">. </span><span style="text-indent: -18pt;"> </span></span></li>
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<b><span style="background: rgb(207 , 226 , 243); color: black; font-family: Arial, Helvetica, sans-serif;">MATEMÁTICAS:</span></b><br />
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<li><span style="text-indent: -18pt;"><span style="font-family: Arial, Helvetica, sans-serif;">Realiza el ejercicio 3 de la página 189.</span></span></li>
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<b><span style="background: rgb(182 , 215 , 168); color: black; font-family: Arial, Helvetica, sans-serif;">CIENCIAS DE LA NATURALEZA: </span></b><br />
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<li><span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -18pt;">Lectura comprensiva de la página 117: </span><b style="text-indent: -18pt;">"La corriente eléctrica y los circuitos electrónicos".</b></span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;">Copia en tu cuaderno el siguiente esquema y <b style="text-indent: -18pt;">estúdialo</b><span style="text-indent: -18pt;">:</span></span></li>
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<u><span style="font-family: Arial, Helvetica, sans-serif;">"La corriente eléctrica y los circuitos electrónicos". (Página 117)<o:p></o:p></span></u></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">La <b style="mso-bidi-font-weight: normal;"><span style="background: rgb(214, 227, 188);">corriente eléctrica</span></b> es el movimiento de las cargas eléctricas a través de los cuerpos.<o:p></o:p></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Un material que deja pasar la corriente eléctrica es <b style="mso-bidi-font-weight: normal;"><u>conductor</u></b>.<o:p></o:p></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Un material que no deja pasar la corriente eléctrica es<b style="mso-bidi-font-weight: normal;"> <u>aislante</u></b>.<o:p></o:p></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Un <b style="mso-bidi-font-weight: normal;">circuito eléctrico</b> está formado por varios <b style="mso-bidi-font-weight: normal;">componentes</b>:<o:p></o:p></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font-stretch: normal; line-height: normal;"> </span></span></span><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , sans-serif;">Generador o batería</span></u></b><span style="font-family: "arial" , sans-serif;">, produce la corriente. Ej: pila o batería.<o:p></o:p></span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font-stretch: normal; line-height: normal;"> </span></span></span><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , sans-serif;">Interruptor</span></u></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif;">,</span></b><span style="font-family: "arial" , sans-serif;"> deja o no deja pasar la corriente.<o:p></o:p></span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font-stretch: normal; line-height: normal;"> </span></span></span><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , sans-serif;">Conductores</span></u></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif;">,</span></b><span style="font-family: "arial" , sans-serif;"> son los cables por los que circula la corriente.<o:p></o:p></span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font-stretch: normal; line-height: normal;"> </span></span></span><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "arial" , sans-serif;">Receptores</span></u></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , sans-serif;">,</span></b><span style="font-family: "arial" , sans-serif;"> son los componentes que reciben la corriente y la transforman. Ej: bombilla, motor, timbre, …<o:p></o:p></span></span></div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: Arial, Helvetica, sans-serif;">JUEVES, 4 DE JUNIO:<o:p></o:p></span></u></b></div>
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<b><span style="background: rgb(234 , 153 , 153); color: black; font-family: Arial, Helvetica, sans-serif;">LENGUA: </span></b><br />
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<li><span style="font-family: Arial, Helvetica, sans-serif;"><b style="text-indent: -18pt;"><span style="background: rgb(229 , 184 , 183);">CLASSROOM:</span></b><span style="text-indent: -18pt;"> </span><span style="color: black; text-indent: -18pt;">Se ha publicado en Classroom la <b style="mso-bidi-font-weight: normal;">TAREA EVALUABLE</b> del <b style="mso-bidi-font-weight: normal;">TEMA 11</b>, que podéis completar en el mismo documento y enviarnos.</span></span></li>
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<span style="font-family: Arial, Helvetica, sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman";">Recordad:</span></b><span style="color: black; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman";"> ¡Cuidado con las faltas de ortografía y signos de puntuación!</span><span style="font-family: "arial" , sans-serif;"><o:p></o:p></span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">[Fecha tope de entrega lunes 8 de junio]<o:p></o:p></span></div>
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<b><span style="background: rgb(207 , 226 , 243); color: black; font-family: Arial, Helvetica, sans-serif;">MATEMÁTICAS:</span></b><br />
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<ul>
<li><span style="font-family: Arial, Helvetica, sans-serif;"><b style="text-indent: -18pt;"><span style="font-family: "arial" , sans-serif;">Estudia y repasa</span></b><span style="text-indent: -18pt;"> todo el <b style="mso-bidi-font-weight: normal;">Tema</b>, para ello usa estos ejercicios de repaso:<span style="mso-spacerun: yes;"> </span>2, 5, 7 de la página 190.</span></span></li>
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<b><span style="background: rgb(182 , 215 , 168); color: black; font-family: Arial, Helvetica, sans-serif;">CIENCIAS DE LA NATURALEZA: </span></b><br />
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<li><span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-align: justify; text-indent: -18pt;">Estudia las páginas 116 y 117. Usa los esquemas que has copiado en tu cuaderno y realiza estas actividades de repaso que te ayudarán a estudiar: </span><span style="text-align: justify; text-indent: -18pt;"> </span><span style="text-align: justify; text-indent: -18pt;">página 128 - </span><span style="text-align: justify; text-indent: -18pt;"> </span><span style="text-align: justify; text-indent: -18pt;">ejercicio 1, 2, 3 y 4.</span></span></li>
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<br />CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-23205879288879510602020-06-02T09:10:00.000+02:002020-06-02T09:10:23.362+02:00ENGLISH TUESDAY 2nd JUNE<div style="text-align: center;">
<b><span style="color: #134f5c; font-size: x-large;">HELLO EVERYONE!!</span></b></div>
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<span style="font-size: large;">Today we are going to do the last listening and reading tests of the year. They are very easy.</span><br />
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<span style="font-size: large;">Here you have the instructions: </span><br />
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<span style="font-size: large;"><b><span style="color: blue;">-ACTIVITY 1:</span></b> LISTENING</span><br />
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<span style="font-size: large;">Tan sólo tenéis que escuchar y enumerar los dibujos, según a quién esté describiendo.</span><br />
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<span style="font-size: large;"><b><span style="color: blue;">-ACTIVITY 2:</span></b> READING</span><br />
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<span style="font-size: large;">Tenéis que observar los dibujos y su frase correspondiente (con el mismo número). Hay que seleccionar la opción correcta según lo que estén haciendo en el dibujo.</span><br />
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<span style="font-size: large;">Aquí os dejo el enlace para acceder a la ficha online: <a href="https://es.liveworksheets.com/to726948ks" target="_blank">PINCHA PARA ACCEDER</a></span><br />
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<span style="font-size: large;">RECUERDA: al acabar envíalo al correo <span style="background-color: #ffe599;"><b>marianverabunuel@gmail.com</b></span></span><br />
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<span style="color: red; font-size: large;"><b>THAT'S ALL FOR TODAY!! SEE YOU TOMORROW</b></span></div>
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<br />CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-60054554340565681062020-06-01T10:35:00.000+02:002020-06-01T10:35:21.106+02:00TAREA DE EDUCACIÓN FÍSICA: DEPORTES DE RAQUETA.¡<span style="font-family: "trebuchet ms" , sans-serif;">Hola de nuevo chicas y chicos!</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span><span style="font-family: "trebuchet ms" , sans-serif;">Una vez más, os propongo una divertida y deportiva tarea evaluable a realizar durante esta primera quincena de junio. Será, muy a nuestro pesar, la última tarea del curso 😥.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">Pero no os preocupéis, sé que este verano vais a comer mucha fruta y a hacer mucho deporte. Así el curso próximo volveremos con mucho ánimo y energía 💪.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span><span style="font-family: "trebuchet ms" , sans-serif;">Concretando la tarea, sabéis que en esta época del año, nos gusta tratar el tema de los Deportes de Raqueta para que así podáis jugar con ellas este verano en la playa o en el parque.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span><span style="color: blue; font-family: "trebuchet ms" , sans-serif;"><b>TAREA 1</b>:</span><span style="font-family: "trebuchet ms" , sans-serif;"> leed con atención y completad las dos siguientes fichas y enviadme una foto de la hoja o libreta donde lo hagáis. </span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;"><span style="color: blue;">TAREA 2</span>: para subir nota tendréis que construir el siguiente juego de palas y enviarme una foto probándolas 😉.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span><span style="font-family: "trebuchet ms" , sans-serif;"><br /></span><span style="font-family: "trebuchet ms" , sans-serif;"><br />Plazo de la tarea: del 1 al 15 de junio.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span><span style="font-family: "trebuchet ms" , sans-serif;">Os recuerdo mi correo electrónico para dudas y envíos: <span style="color: red;">profedavidcr@gmail.com</span></span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">¡Mucho ánimo y hasta pronto chico@s!</span>CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-31423036982778510172020-06-01T10:27:00.002+02:002020-06-03T10:55:42.067+02:00RELIGION (Semana del 1 al 5 de Junio)<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: large;">Hola, buenos días. ¿Cómo estáis?</span><br />
<span style="font-size: large;">La semana pasada terminamos el temario del libro de Religión.</span><br />
<span style="font-size: large;">Esta semana le dedicaremos a aprender algo sobre la fiesta que celebramos ayer toda la Iglesia: Pentecostés (La venida del Espíritu Santo)</span><br />
<span style="font-size: large;">Os propongo que veáis el siguiente vídeo y realicéis la Casita del Espíritu </span><br />
<span style="font-size: large;"><a href="https://www.youtube.com/watch?v=aONS-HqeFa4" target="_blank">La Casita del Espíritu Santo</a></span><br />
<span style="font-size: large;">Me la podéis enviar al correo: bailaamacantavive@gmail.com como lo lleváis haciendo hasta ahora.</span><br />
<span style="font-size: large;">Un besito.</span><br />
<span style="font-size: large;">Seño Patri.</span>CEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0tag:blogger.com,1999:blog-3950174091007956447.post-39230594335389031802020-06-01T08:51:00.000+02:002020-06-01T08:51:17.828+02:00TAREA DE FRANCÉS 1-6-2020<b>¡Buenos días! </b>Vamos a corregir las actividades de la semana pasada.<br />
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- <b>Soluciones</b>. Actividad 1.<br />
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- <b>Soluciones.</b> Actividad 1b.<br />
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-<b> Soluciones</b>.Actividad 4.<br />
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Empezamos un nuevo tema. <b>Unité 8. On fait les courses?</b><br />
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Las actividades de Francés para hoy son:<br />
<b><br /></b>- <b>Vocabulario</b>. Los alimentos. Copiar el vocabulario en la libreta.<br />
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- Actividad 1. Completar con<b> pains au chocolat</b>, <b>rôti</b> (asado), <b>prune</b> (ciruela), <b>pommes de terre</b> ( patatas) et<b> poisson.</b><br />
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- Actividad 1b. Observar el vocabulario y completar las letras que faltan.<br />
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- Actividad 5. Repaso. Completar con: <b>je prends mon petit déjeuner - Je me lave - Je vais à l'école - Je m'habille - Je vais me coucher - Je fais mes devoirs.</b><br />
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ESTA TAREA NO HAY QUE MANDARLA POR CORREO, SE HACE EN LA LIBRETA Y YA LA REVISARÉCEIP Luis Buñuelhttp://www.blogger.com/profile/16957051339991488763noreply@blogger.com0