tag:blogger.com,1999:blog-64942465775719375742024-02-07T06:51:55.321+01:00Pupiriteros"Un blog hecho exclusivamente para las niñas y los niños de 1º y 2º de Primaria,
y para mamis y papis, sin olvidarnos de maestras y maestros del mundo entero
que una vez fueron niños y aún sueñan con serlo"theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.comBlogger117125tag:blogger.com,1999:blog-6494246577571937574.post-15286845592919258752015-07-01T00:34:00.000+02:002015-07-01T16:35:07.154+02:00Para repasar en verano (1º y 2º de Primaria)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Para las vacaciones de verano, queremos recordar algunas recomendaciones que creemos importantes.</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Sus hijos, después del curso escolar, necesitan y se merecen descansar, divertirse y sobre todo jugar. Pero no olvidemos lo que les ha costado aprender.</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Al final del curso escolar los aprendizajes han sido muchos. Pero después de casi tres meses de vacaciones corren el riesgo de olvidar parte de lo aprendido y, sobre todo, el hábito de trabajo.</span></span><br />
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Para evitarlo y, siempre con carácter voluntario, les facilitamos material de trabajo para realizarlo a lo largo de todo el verano hasta que comiencen de nuevo las clases. Se trataría de ver cuántos días de vacaciones hay y distribuir los trabajos para hacer un poco cada día. De esta forma, a ser posible, tendrían tareas a diario.</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">A la hora de realizar las tareas seguiremos teniendo en cuenta una serie de indicaciones:</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Lugar: Que reúna unas condiciones y mobiliario adecuado para ello.</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Tiempo: Trabajar en algo todos los días, respetando el tiempo de trabajo y facilitándoselo.</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Ayuda: Que el trabajo sea guiado. Es conveniente que los padres estén con sus hijos para ayudarles a comprender las tareas, las faltas de ortografía (palabras con tilde, b, v, h, ll, y,…), palabras nuevas que aparecen y no saben su significado.</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Material: Hay que procurar que los niños tengan variedad de materiales.</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Calidad: Hay que exigirles la limpieza y la estética en las tareas: Deben entender bien la tarea que van a realizar antes de enfrentarse a ella.</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">No se debe presionar demasiado el lápiz.</span></span></div>
</li>
<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">No hay prisas, a la hora de escribir o realizar cualquier otra tarea.</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Escribir siempre con la letra aprendida en clase (mayúscula y minúscula).</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Cuidar en las oraciones el comienzo con mayúsculas y el final con punto.</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">En cuanto al coloreo deben conseguir, progresivamente, que sea lo más uniforme posible.</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Por otro lado queremos recordar la <b>importancia de la lectura diaria</b>, cuidando la comprensión de lo que leen y, cada vez más, la fluidez. Incluso pueden compartir con ellos dicha lectura e “ir a medias”, siendo siempre respetuosos con el nivel lector en el que se encuentran. Para ello deberán tener en cuenta los siguientes puntos:</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Respetar las pausas al leer.</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Leer entonando correctamente.</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Vocalizar bien en la lectura en voz alta, con la velocidad y entonación adecuadas, marcando los puntos, sin interrupciones ni retrocesos.</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Leer silenciosamente sin mover los labios, en un tiempo razonable.</span></span></div>
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<li><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Seguir la lectura del texto sin necesidad de guía.</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Sin más, agradecemos su colaboración y les deseamos unas felices vacaciones.</span></span></div>
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<span style="color: red; font-family: Arial; font-size: large;"><b><u>MATERIAL PARA REPASAR EN VERANO</u></b></span><br />
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<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">El <i><b>material </b></i>para repasar el <b><i><u>1º curso de Primaria</u></i></b>:</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: red;"><b><u>LENGUA</u></b></span></span></div>
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<span style="font-family: Arial;"><span style="color: #38761d;"><i><b>Para repasar el abecedario: </b></i><a href="https://picasaweb.google.com/psicopeda83/PracticandoLenguaje">entra aquí</a></span><i><span style="color: blue;"><b> </b></span></i></span><br />
<span style="color: orange; font-family: Arial;"><i><span style="color: blue;"><b>Comprensión lectora:</b></span></i> <a href="https://picasaweb.google.com/estherpati/COMPRENSIONLECTORA#">enlace 1</a> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWUDRtTU1DZ1FxREE/edit?usp=sharing">enlace 2</a><b><i> </i></b> <a href="https://docs.google.com/file/d/0B0OtiEvBUyLfaVFzcl9qSi1LQWc/edit"><span style="color: blue;">enlac<span style="color: #3d85c6;">e 3</span></span><span style="color: orange;"><i><b><span style="color: blue;"></span></b></i></span></a><span style="color: #cc0000;"><b><i> <span style="color: white;">.. </span></i></b></span></span><br />
<span style="color: orange; font-family: Arial;"><span style="color: #cc0000;"><b><i>Comprensión oral interactiva a través de cuentos: </i></b></span><a href="https://picasaweb.google.com/estherpati/COMPRENSIONLECTORA#">enlace1</a></span></div>
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<span style="color: orange; font-family: Arial;"><b><i>Pasatiempos lectoescritura: </i></b><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWN0lvYmFPQVNqLVE/edit">enlace 1</a></span><br />
<span style="color: orange; font-family: Arial;"><span style="color: purple;"><b>Taller de caligrafía <span style="font-size: x-small;"><i>(fuente: blog "La Eduteca")</i></span>:</b></span> <a href="https://docs.google.com/file/d/0B0OtiEvBUyLfQWItNFhjM2lOYVE/edit">entra aqu<span style="color: #674ea7;">í</span></a></span><br />
<span style="font-family: Arial;"><br /></span><span style="font-family: Arial;"><b><span style="color: red;"><u>MATEMÁTICAS</u></span></b></span><br />
<span style="font-family: Arial;"><b><span style="color: red;"></span></b><span style="color: #674ea7;"><b>Rompecocos 1:</b> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWeFFYaWdlTEcwSjg/edit?usp=sharing">entra aquí</a></span></span><br />
<span style="font-family: Arial;"><span style="color: #674ea7;"><b><span style="color: #cc0000;">Resolución de problemas y cálculo mental 1:</span></b><span style="color: #cc0000;"> <a href="https://plus.google.com/photos/106712831352166634222/albums/5440538296420072913?banner=pwa">entra aquí</a></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #674ea7;"><span style="color: #cc0000;"><b>Resolución de problemas y cálculo mental 2:</b> <a href="https://picasaweb.google.com/102737305424430738617/ResolucionDeProblemasYCalculoMentalSM2PrimeroPrimaria">entra aquí </a></span></span></span><br />
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<span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: #6aa84f;"><span style="font-size: small;">Cuaderno para el repaso en verano de 1º Primaria <span style="font-size: x-small;">(colegio San Agustín) </span></span></span></b>(fuente: http://elblogdeolimpia.blogspot.com.es): <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWT0FfSk95a3ZOSjA/edit?usp=sharing"><span style="font-size: small;">entra aquí</span></a></span></span></div>
<span style="color: #f1c232;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>Todo Matemáticas (fichas para 1º y 2º de Primaria): </b> <a href="https://picasaweb.google.com/100528141373333088399/VariasActividadesICiclo">enlace 1</a> <a href="https://picasaweb.google.com/100528141373333088399/VariasActividadesICiclo02#">enlace 2</a></span></span><br />
<span style="color: #0b5394;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>Resolución de problemas: </b><a href="http://www.actiludis.com/wp-content/uploads/2009/03/Primeros-Problemas-con-texto.pdf">enlace 1</a> <a href="http://www.rinconmaestro.es/matematicas/problemas.html">enlace 2</a> <a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/problemas/problema.html">enlace 3</a> <i><span style="font-size: x-small;">(colección de problemas)</span></i></span></span><br />
<span style="color: #f1c232;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #741b47;"><span style="font-size: small;"><b>Problemas del colegio Genil <i>(Averroes)</i>: </b><a href="http://www.juntadeandalucia.es/averroes/colegiogenil/PROBLEMAS.PDF">entra aquí</a></span><b> <span style="color: white;">..</span> </b></span></span></span><br />
<span style="color: #f1c232;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #741b47;"><b>Metamodelos (problemas interactivos): </b><a href="http://ntic.educacion.es/w3/eos/MaterialesEducativos/mem2009/problematic/index.html">entra aquí </a></span> </span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #674ea7;"><span style="color: #cc0000;"><b><u><span style="color: red;">CONOCIMIENTO DEL MEDIO</span></u></b></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #674ea7;"><span style="color: #cc0000;"><span style="color: magenta;"><b>Cuaderno de pasatiempos: </b><a href="http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Infinity/juegos_jcyl/pasatiempos_pri/home.html">entra aquí</a></span></span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #674ea7;"><span style="color: #cc0000;"><span style="color: magenta;"><b><u><span style="color: red;">INGLÉS</span></u><span style="color: red;"></span></b><span style="color: red;"> </span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #674ea7;"><span style="color: #cc0000;"><span style="color: magenta;"><span style="color: orange;"><b>Blog de recursos para repasar 1º de Primaria:</b> <a href="http://heliosingles.wordpress.com/primary-1-1%C2%BA-primaria/">entra aquí</a> </span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #674ea7;"><span style="color: #cc0000;"><span style="color: magenta;"><b>Para aprender y repasar Inglés cantando <span style="font-size: x-small;">(fuente: blog "En marcha con las TIC")</span>:</b> <a href="http://enmarchaconlastic.educarex.es/2012/01/25/aprendo-ingles-cantando/#more-5271">entra aquí</a></span></span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #674ea7;"><span style="color: #cc0000;"><b><span style="color: magenta;"><span style="color: red;"><u>PARA MEJORAR LA ATENCIÓN</u></span> </span></b></span></span></span><br />
<span style="color: orange; font-family: Arial;"><span style="color: blue;"><b>Fichas para mejorar la atención: </b><a href="http://www.escuelaenlanube.com/mejorar-la-atencion/">enlace 1</a> <a href="http://www.orientacionandujar.es/fichas-mejorar-atencion/">enlace 2</a> <span style="font-size: x-small;"><i>(recursos desde fuente: web "Orientación Andujar")</i></span></span></span><br />
<span style="color: orange; font-family: Arial;"><span style="color: blue;"><span style="color: #38761d;"><b><span style="font-size: small;">Cuadernillo para mejorar la atención </span></b><i><span style="font-size: x-small;">(fuente: blog "El rincón de PT del Sansueña")</span></i><b><span style="font-size: small;">: </span></b><a href="http://dl.dropboxusercontent.com/u/42599727/Fichas%20Atenci%C3%B3n/Tercer%20Trimestre/Cuadernillo%20mejora%20de%20la%20atenci%C3%B3n%20_parte%202_.pdf"><span style="font-size: small;">entra aquí</span></a><b><span style="font-size: small;"> </span></b></span> </span></span><br />
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<span style="color: orange; font-family: Arial;"><span style="color: black;">El <b>material </b>para repasar el <u><b><i>2º curso de Primaria</i></b></u>:</span></span><br />
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<b><span style="color: magenta;"><span style="font-family: Arial;">Recursos en papel e interactivos para las áreas de Lengua, Mates e Inglés<span style="color: orange;">:</span></span></span></b><span style="color: magenta;"><span style="font-family: Arial;"><span style="color: orange;"> <span style="color: blue;"><a href="http://pupiriteros.blogspot.com.es/2012/06/material-para-el-verano.html#more">entra aquí</a></span></span></span></span><br />
<span style="color: magenta;"><span style="font-family: Arial;"><span style="color: orange;"><span style="color: blue;"><span style="color: lime;"><b>Cuaderno de actividades para verano (CEIP Fuente Nueva):</b> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWR2Y3OW01ellTOFk/edit?usp=sharing">entra aquí</a></span></span></span></span></span><br />
<span style="color: magenta;"><span style="font-family: Arial;"><span style="color: orange;"><span style="color: blue;"><span style="color: lime;"><span style="color: blue;"><b>Cuaderno de repaso de Lengua:</b> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWTjFtcTcxQWQ4QkU/edit?usp=sharing">entra aquí</a></span></span></span></span></span></span><br />
<span style="color: magenta;"><span style="font-family: Arial;"><span style="color: orange;"><span style="color: blue;"><span style="color: lime;"><span style="color: blue;"><b>Cuaderno de repaso de Mates:</b> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWZDItbjdSZFlacjA/edit?usp=sharing">entra aquí</a></span></span></span></span></span></span><br />
<span style="color: #bf9000;"><span style="font-family: Arial;"><b>Cuaderno de actividades para repasar Lengua:</b> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWajhCN1ZPWUdWWEU/edit?usp=sharing">entra aquí</a></span></span><br />
<span style="color: magenta;"><span style="font-family: Arial;"><span style="color: orange;"><span style="color: blue;"><span style="color: lime;"><span style="color: blue;"><span style="color: #bf9000;"><b>Cuaderno de actividades para repasar Mates:</b> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWelQwM1VRcEdINnc/edit?usp=sharing">entra aquí</a> </span></span></span></span></span></span></span><br />
<span style="color: #f1c232;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>Todo Matemáticas (fichas para 1º y 2º de Primaria): </b> <a href="https://picasaweb.google.com/100528141373333088399/VariasActividadesICiclo">enlace 1</a> <a href="https://picasaweb.google.com/100528141373333088399/VariasActividadesICiclo02#">enlace 2</a></span></span><br />
<span style="color: #f1c232;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: red;"><b>Fichas para repasar Conocimiento del Medio:</b></span> <a href="https://docs.google.com/file/d/0B0OtiEvBUyLfblZvaW9Ed0tGOTg/edit">entra aquí</a></span></span><br />
<span style="color: #f1c232;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #999999;"><span style="color: #666666;"><b>Resolución de problemas: </b><a href="http://www.rinconmaestro.es/matematicas/problemas.html">enlace 1</a><span style="color: #f1c232;"> <span style="color: #666666;"> <a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/problemas/problema.html">enlace 2</a></span></span> <span style="font-size: x-small;"><i>(colección de problemas)</i></span></span></span></span></span><br />
<span style="color: #f1c232;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #741b47;"><span style="color: #666666;"><span style="font-size: x-small;"><span style="color: #134f5c;"><span style="font-size: small;"><b>Problemas interactivos: </b><a href="http://cpperalta.educacion.navarra.es/ciclo1/matematicas-2/resolucion-problemas-2o/">entra aquí</a></span></span></span></span><b> <span style="color: white;"> -- </span></b></span></span></span><br />
<span style="color: #f1c232;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #741b47;"><b>Metamodelos (problemas interactivos): </b><a href="http://ntic.educacion.es/w3/eos/MaterialesEducativos/mem2009/problematic/index.html">entra aquí </a></span></span></span><br />
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<span style="color: #f1c232;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #741b47;"><u><b><span style="color: red;">INGLÉS</span></b></u></span></span></span><br />
<span style="color: #351c75; font-family: Georgia;">* <a href="http://www.theyellowpencil.com/">http://www.theyellowpencil.com/</a> : para actividades on-line y para imprimir. También para practicar vocabulario y cómo suena.</span><br />
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<span style="color: #351c75; font-family: Georgia;">* <a href="http://www.terueltirwal.es/redred/ingles.html">http://www.terueltirwal.es/redred/ingles.html</a> : en esta página podéis encontrar diferentes recursos y acceso a otras páginas.</span><br />
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<span style="color: #351c75; font-family: Georgia;">* <a href="http://www.angles365.com/classroom/infantil.htm">http://www.angles365.com/classroom/infantil.htm</a></span><br />
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<span style="color: #351c75; font-family: Georgia;">* <a href="http://learnenglishkids.britishcouncil.org/en/little-kids">http://learnenglishkids.britishcouncil.org/en/little-kids</a> : juegos, historias y canciones.</span><br />
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<span style="color: #351c75; font-family: Georgia;">* <a href="http://learnenglishkids.britishcouncil.org/en/short-stories">http://learnenglishkids.britishcouncil.org/en/short-stories</a> </span><br />
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<span style="color: #351c75; font-family: Georgia;">* <a href="http://learnenglishkids.britishcouncil.org/en/sounds">http://learnenglishkids.britishcouncil.org/en/sounds</a></span><br />
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<span style="color: #351c75; font-family: Georgia;">* <a href="http://web.educastur.princast.es/proyectos/nea/nea_english/">http://web.educastur.princast.es/proyectos/nea/nea_english/</a></span><br />
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com3tag:blogger.com,1999:blog-6494246577571937574.post-11741668681934982102015-01-18T19:22:00.001+01:002015-01-18T19:22:48.079+01:00Juegos educativos y didácticos<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: red; font-family: Trebuchet MS, sans-serif;"><b>A través del portal "Mundo Primaria" podemos acceder a un gran número de juegos educativos y didácticos para niñas y niños de Primaria, basados en los contenidos que se trabajan durante esta etapa educativa. Una nueva apuesta de aprender jugando.</b></span></div>
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<span style="color: red; font-family: Trebuchet MS, sans-serif;"><b>¡Entra y prueba a jugar! <span style="font-size: x-small;"><i>Accede al portal pinchando en la imagen.</i></span></b></span></div>
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<a href="http://www.mundoprimaria.com/" target="_blank"><img border="0" height="320" src="https://pbs.twimg.com/profile_images/436834302995615744/oYJlJHQh_400x400.png" width="320" /></a></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-11877202684555743292014-12-21T17:18:00.000+01:002014-12-22T00:47:47.506+01:00Actividades para repasar en Navidad (1º de Primaria)<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHbS6QN0Fgzq_0VdxmAn09nHWmj0WOua0QJylyMn5XdSbWfsEWtK-pJwcBSLJ6_GejbhwtZOT9nd1xQA8UqpUdti8s1bF0w6pHHEBTae4yIfd_DPRMyi02NItwfi3kGK0kdTqjfZgEbDc/s1600/ni%C3%B1a+repasar.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHbS6QN0Fgzq_0VdxmAn09nHWmj0WOua0QJylyMn5XdSbWfsEWtK-pJwcBSLJ6_GejbhwtZOT9nd1xQA8UqpUdti8s1bF0w6pHHEBTae4yIfd_DPRMyi02NItwfi3kGK0kdTqjfZgEbDc/s200/ni%C3%B1a+repasar.gif" eea="true" height="200" width="200" /></a></div>
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<span style="color: purple; font-family: Arial, Helvetica, sans-serif;"><strong>Para poder repasar aquellos contenidos trabajados durante el primer trimestre en 1º de Primaria, os ofrecemos una serie de fichas para trabajar diariamente los más importantes.</strong></span></div>
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<span style="color: purple; font-family: Arial;"><strong>Sólo tenéis que picar, día a día, cada ficha que se os ofrecen. De esta manera podremos planificar en el tiempo nuestro repaso en Navidad.</strong></span></div>
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<em><span style="color: red; font-family: Arial; font-size: x-small;"><strong>Nota importante: Para imprimir las fichas se recomienda descargarlas previamente en vuestro ordenador. Una vez descargada ya podréis imprimirla sin problema alguno.</strong></span></em></div>
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<strong><span style="font-family: Arial;"><span style="color: #274e13;"><u>Fichas para repasar en Navidad</u>:</span></span></strong></div>
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<strong><span style="color: #38761d; font-family: Arial;">22 de <span style="color: #38761d;">Diciembre --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWdXpqaDU1ZXJySW8/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWQlJMWENPcjdnRVU/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWa2lRTWEzTEx0WDg/edit">Lectura</a></em></span></span></strong></div>
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<strong><span style="font-family: Arial;"><span style="color: #38761d;">23 de Diciembre --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWRDRUdTJxLXpwM1U/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWV1NMdjFvU0Q1bzg/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWYThfaWZLUlV4T1E/edit">Lectura</a></em></span></span></strong></div>
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<strong><span style="color: #38761d; font-family: Arial;">24 de Diciembre --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWYTFMb2pwdDNaVVE/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWdWp0VjQtZ0hYeTQ/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWaVNuTlNuREpfRzg/edit">Lectura</a> <span style="color: #274e13; font-size: x-small;">¡Esta noche es Nochebuena y...!</span></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">25 de Diciembre --> <em> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWenkxQ1NSSkFPbGM/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWWE9WbDNId0J3dEU/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWZkV0eFVCTzJ5YWM/edit">Lectura</a> <span style="color: #274e13; font-size: x-small;">¡Feliz Navidad!</span></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">26 de Diciembre --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWdHltaHhKMTBPOXM/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWSXFVel9ZdjhyN2c/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWUHJUUGNydUtmLWM/edit">Lectura</a></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">27 de Diciembre --><em> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWNUx5bDc3ZEk3SnM/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWSTcyOERiZGViOE0/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWVWNpT05zV0pwRG8/edit">Lectura</a></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">28 de Diciembre --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWNS0zLU9Pc2YxYkU/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWUUQ3dUktSTRKa2c/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWOHdvTDJJNVBvS3M/edit">Lectura</a> <span style="color: #274e13; font-size: x-small;">Inocente, inocente...</span></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">29 de Diciembre --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWendiTFpZbk9KYmc/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWYURyUzZCZW5yMWc/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWRWRrejdqVnNTUG8/edit">Lectura</a> </em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">30 de Diciembre --><em> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWU0lZOVZvVjQ3QzQ/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWbDJQYTFvek9yZms/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWNnc3VnJ3UG1PbnM/edit">Lectura</a> </em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">31 de Diciembre --><em> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWTWlqWE9vUmlGVHc/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWM3lmaS1NbDA3Qjg/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWSXM2ZmEzdl9YQ0k/edit">Lectura</a> </em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">1 de Enero --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWb2ZwRG80SzUwNHM/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWRkphZ21hZEhIR1k/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWcXpEbW9mdVY4elU/edit">Lectura</a> <span style="color: #274e13; font-size: x-small;">¡Feliz año nuevo!</span></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">2 de Enero --><em> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWekU0eklObms1aVU/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWMEVZajVBRU85dkk/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWWGxON21FQmlSSUk/edit">Lectura</a></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">3 de Enero --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWR3pwREFoSXUwaTQ/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWdVp0ZWliZTZHYjA/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWenoyY3pEbXhuQ1U/edit">Lectura</a></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">4 de Enero --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWdFRHRi1ud01mclU/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWR0ZzRWRXX3dkb2c/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWLTQyUTFka0JxdEU/edit">Lectura</a></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">5 de Enero --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWUUUtTU43aXUwOWM/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWdXd1QUdPTkhKSVU/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWbmszYThoQ1RZd3c/edit">Lectura</a> <span style="color: #274e13; font-size: x-small;">Cabalgata de Reyes</span></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">6 de Enero --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWU2s5WFJTRTQ0YkU/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWQmw3MHZpaVludjQ/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWdWk0djVFTDgxeWc/edit">Lectura</a> <span style="color: #274e13; font-size: x-small;">Día de Reyes</span></em></span></strong><br />
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<strong><span style="color: #38761d; font-family: Arial;">7 de Enero --> <em><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWUkMybUJndk56aVU/edit">Lengua</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWVktSbVVwZzI3Ylk/edit">Mates</a> / <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWdnZGN0NVbHVfTzA/edit">Lectura</a> </em></span></strong></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-55020514428405877792014-12-21T01:16:00.000+01:002014-12-22T00:42:33.572+01:00Repasamos por Navidad (1º y 2º de Primaria)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: red;"><b><span style="font-family: "Courier New",Courier,monospace;">Hola chicas y chicos, aquí os dejamos una serie de actividades para que podáis repasar durante las vacaciones de Navidad y así no se os olvide todo lo aprendido. </span></b></span></div>
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<span style="color: red;"><b><span style="font-family: "Courier New",Courier,monospace;">¡Que paséis unas felices fiestas!</span></b></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: red;"><span style="font-family: "Trebuchet MS",sans-serif;">Pincha a continuación --> <b><a href="http://recursosauladeapoyo.blogspot.com.es/2013/12/recursos-primaria-ejercicios-para.html"><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">"Ejercicios para repasar en Navidad"</span></a> </b><span style="font-family: Arial,Helvetica,sans-serif;"><i>(1º de Primaria)</i></span></span></span></span><br />
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: red;"><span style="font-family: "Trebuchet MS",sans-serif;">Pincha a continuación --></span></span></span><b><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: red;"> <a href="http://www.catedu.es/arablogs/blog.php?id_blog=2143&id_articulo=167797">"Ejercicios para repasar en Navidad"</a></span></span></b><i><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: red;"> (2º de Primaria)</span></span></i><b><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: red;"><br /></span></span></b></div>
theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-25571484001450720902014-11-23T00:44:00.003+01:002015-01-18T19:24:28.386+01:00Pentacidad<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #38761d; font-family: "Trebuchet MS", sans-serif;"><strong><u>PENTACIDAD</u>: Un modelo educativo basado en cinco ámbitos en el desarrollo de la persona:</strong></span></div>
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<span style="color: #38761d; font-family: "Trebuchet MS", sans-serif;"><strong>- Identidad.</strong></span></div>
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<span style="color: #38761d; font-family: "Trebuchet MS", sans-serif;"><strong>- Ámbito emocional.</strong></span></div>
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<span style="color: #38761d; font-family: "Trebuchet MS", sans-serif;"><strong>- Ámbito social.</strong></span></div>
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<span style="color: #38761d; font-family: "Trebuchet MS", sans-serif;"><strong>- Cuerpo.</strong></span></div>
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<span style="color: #38761d; font-family: "Trebuchet MS", sans-serif;"><strong>- Mente.</strong></span></div>
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<span style="color: #38761d; font-family: "Trebuchet MS", sans-serif;"><strong>Su método es la <em>autorregulación</em> que ayuda a “<em>tomar las riendas”</em> de la propia vida desde el Protagonismo (Construcción de límites), la Convivencia el Aprendizaje, la Comunicación y la resolución de los Conflictos.</strong></span></div>
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<strong><span style="color: #38761d; font-family: Trebuchet MS;">Se trata de una manera de educar en competencias y valores para la vida. </span></strong><strong><span style="color: #38761d; font-family: Trebuchet MS;">Vale la pena echar un vistazo al siguiente enlace. <em>Pincha en la imagen:</em></span></strong><br />
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<a href="http://www.pentacidad.com/modelo.htm" target="_blank"><img border="0" src="http://www.gobiernodecanarias.org/educacion/webdgoie/webcep/docsUp/35704350/images/recursosprestamo/PENTACIDAD.JPG" height="275" width="320" /></a></div>
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<strong><span style="color: #38761d; font-family: Trebuchet MS;"><a href="http://www.pentacidad.com/modelo.htm">http://www.pentacidad.com/modelo.htm</a></span></strong></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-80579865828486032782014-10-14T20:08:00.003+02:002015-01-18T19:28:34.340+01:00Cálculo mental de sumas<div dir="ltr" style="text-align: left;" trbidi="on">
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<strong><span style="color: magenta; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Entra a esta actividad que te ofrecemos y podrás practicar el cálculo mental de sumas básicas directas. </span></strong></div>
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<strong><span style="color: magenta; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><br /></span></strong></div>
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<strong><span style="color: magenta; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Para ello, este recurso juega con dos dados, presentando de esta manera la suma que tendrás que resolver lo más rápido posible.</span></strong></div>
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<strong><span style="color: magenta; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">¡Practica tu mente! </span></strong></div>
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<em><strong><span style="color: purple; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Pincha en los dados para acceder.</span></strong></em></div>
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<a href="http://www.juntadeandalucia.es/averroes/recursos_informaticos/concurso2005/34/dadospuntos.swf" target="_blank"><img border="0" src="http://cdns2.freepik.com/foto-gratis/dados-rojos-vector_621212.jpg" height="231" width="320" /></a></div>
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<a href="http://www.juntadeandalucia.es/averroes/recursos_informaticos/concurso2005/34/dadospuntos.swf">http://www.juntadeandalucia.es/averroes/recursos_informaticos/concurso2005/34/dadospuntos.swf</a></div>
theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-5133757530736812542014-10-10T00:15:00.000+02:002015-01-18T19:26:15.765+01:00¡Abrapalabra!<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #6aa84f; font-family: Georgia, "Times New Roman", serif;"><strong><span style="color: #93c47d;"><em>"Abrapalabra"</em>... <span style="color: #6aa84f;">Un </span><span style="font-family: Georgia, "Times New Roman", serif;"><span style="color: #6aa84f;">lugar</span><span style="color: #6aa84f;"> </span></span><span style="color: #6aa84f;"><span style="color: black; font-family: Georgia, "Times New Roman", serif;"><span style="color: #6aa84f;">de lectura y escritura creativa creado para el aula.</span></span></span></span></strong></span></div>
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<span style="color: #6aa84f; font-family: Georgia, "Times New Roman", serif;"><strong><span style="color: #93c47d;"><span style="color: #6aa84f;"><span style="color: black; font-family: Georgia, "Times New Roman", serif;"><span style="color: #6aa84f;"><br /></span></span></span></span></strong></span></div>
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<span style="color: #6aa84f; font-family: Georgia, "Times New Roman", serif;"><strong><span style="color: #93c47d;"><span style="color: #6aa84f;"><span style="color: black; font-family: Georgia, "Times New Roman", serif;"><span style="color: #6aa84f;">Muestra propuestas de integración de las TIC para desarrollar la competencia comunicativa en el marco de las competencias básicas. El portal crece a medida que se plantean propuestas al profesorado. Está estructurado en secciones que conforman propuestas</span><span style="color: #6aa84f;"> didácticas para el aula y se plantean ejemplos que, aunque constituyen actividades en sí mismas, pueden tomarse como modelo para crear otras nuevas.</span></span></span></span></strong></span></div>
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<strong><span style="color: #8e7cc3; font-family: Georgia;"><em>Pincha en la siguiente imagen para acceder.</em></span></strong></div>
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<a href="http://www.catedu.es/abrapalabra/index.php?option=com_content&view=frontpage&Itemid=492" target="_blank"><img border="0" src="http://www.xunta.es/linguagalega/arquivos/Image/Oscar/abrapalabra.jpg" /></a></div>
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<a href="http://www.catedu.es/abrapalabra/index.php?option=com_content&view=frontpage&Itemid=492"><span style="color: red; font-family: Georgia, "Times New Roman", serif;"><strong>http://www.catedu.es/abrapalabra/index.php?option=com_content&view=frontpage&Itemid=492</strong></span></a></div>
theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-24157268866208493292014-10-08T03:23:00.000+02:002014-10-08T03:23:36.181+02:00Canciones preciosas de Dibujos Animados<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: magenta; font-family: Arial, Helvetica, sans-serif;">Aquí os dejo una serie de canciones con las que muchos y muchas de nosotros y nosotras crecimos. Os dejo un ratito para disfrutar y sentirnos sin preocupaciones dejando volar nuestra imaginación.</span></div>
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<span style="color: magenta; font-family: Arial;">Para algunos traerán recuerdos de infancia, para otros despertarán sonrisas aún ilusionadas de seguir siendo un niño..., y habrá quienes las escuchen y escuchen sin cansarse en El país de Nunca Jamás.</span></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-11545404097957291132014-10-08T02:11:00.000+02:002014-10-08T02:11:34.433+02:00Manual para realizar POAT<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://drive.google.com/file/d/0By4YwLAN64kGT2dyVWg1eUUtYmM/view?usp=sharing"><strong><span style="color: red;">PLAN DE ORIENTACIÓN Y ACCIÓN TUTORIAL</span></strong></a><strong><span style="color: red;">.</span></strong><br />
<strong><span style="color: white;"><span id="goog_787267052"></span>..<span id="goog_787267053"></span></span></strong><br />
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<span style="color: #cc0000; font-family: Verdana, sans-serif;"> Plan que orienta al profesorado sobre el tránsito, la atención a la diversidad, la relación familia- escuela, etc.</span><br />
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com1tag:blogger.com,1999:blog-6494246577571937574.post-12200349262287234232014-10-08T01:57:00.000+02:002014-10-08T02:12:04.196+02:00Documentos para el TRÁNSITO INFANTIL y PRIMARIA<div dir="ltr" style="text-align: left;" trbidi="on">
<strong><span style="color: #6aa84f;">DOCUMENTOS PARA EL TRÁNSITO:</span></strong><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPaDSm-3xgNeONM4N36qNQ_ciFctgev0mKovChUGC2KZ8uiXfLGcnoTxq4jhKrSj8qW7gRFug3wmnmidlgb7E5vgeS8FybHFE5UYJAsOpswG_7wKAuiosawDes7CRlG4sYvUJlG2uuUilX/s1600/9729937_orig.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPaDSm-3xgNeONM4N36qNQ_ciFctgev0mKovChUGC2KZ8uiXfLGcnoTxq4jhKrSj8qW7gRFug3wmnmidlgb7E5vgeS8FybHFE5UYJAsOpswG_7wKAuiosawDes7CRlG4sYvUJlG2uuUilX/s1600/9729937_orig.jpg" height="320" width="320" /></a></div>
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<span style="color: red;"> - </span><a href="https://drive.google.com/file/d/0By4YwLAN64kGNlFqTUUwWWlKVlk/view?usp=sharing"><span style="color: red;">DOSSIER A ENTREGAR</span></a><span style="color: red;">.</span><br />
<span style="color: red;"><br /> - </span><a href="https://drive.google.com/file/d/0By4YwLAN64kGS3BVUEhqalI3LXc/view?usp=sharing"><span style="color: red;">ORIENTACIONES</span></a><span style="color: red;">.</span><br />
<span style="color: red;"><br /> - </span><a href="https://drive.google.com/file/d/0By4YwLAN64kGZzkzdDlOWGRxdjQ/view?usp=sharing"><span style="color: red;">PRESENTACIÓN</span></a><span style="color: red;">.</span><br />
<span style="color: red;"><br /> - </span><a href="https://drive.google.com/file/d/0By4YwLAN64kGM3hGVmx1S2EzWGs/view?usp=sharing"><span style="color: red;">MANUAL</span></a><span style="color: red;">.</span></div>
theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-33316739251686671562014-10-08T01:53:00.002+02:002014-10-08T02:12:28.893+02:00DSM V ahora en ESPAÑOL<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://drive.google.com/file/d/0By4YwLAN64kGMk52T0ZZMVVnQW8/view?usp=sharing"><span style="color: #9800cb; font-family: Arial, Helvetica, sans-serif;"><strong>GUÍA DE CONSULTA DE LOS CRITERIOS DIAGNÓSTICOS DEL DSM V EN ESPAÑOL.</strong></span></a><span style="font-family: Arial, Helvetica, sans-serif;"><strong> <span style="color: magenta;"><em>(Pincha encima para verlo)</em></span></strong></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><strong> ASOCIACIÓN AMERICANA DE PSIQUIATRÍA.<br /><br /> ÍNDICE</strong></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif;"> Prefacio . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . vii<br /> Clasificación del DSM-5 . . . . . . . . . . . . . . . . . . . . ix<br /> Sección 1<br /> Conceptos básicos del DSM-5<br /> Utilización del manual . . . . . . . . . . . . . . . . . . . . . . .3<br /> Declaración cautelar para el empleo <br />forense del DSM-5 . . . . . . . . . . . . . . . . . . . . . . . 13<br /> Sección 2<br /> Criterios diagnósticos y Códigos<br /> Trastornos del desarrollo neurológico. . . . . . . . . 17<br /> Espectro de la esquizofrenia y otros <br />trastornos psicóticos . . . . . . . . . . . . . . . . . . . . . 49<br /> Trastorno bipolar y trastornos relacionados. . . . 71<br /> Trastornos depresivos. . . . . . . . . . . . . . . . . . . . .103<br /> Trastornos de ansiedad. . . . . . . . . . . . . . . . . . . .129<br /> Trastorno obsesivo-compulsivo <br />y trastornos relacionados. . . . . . . . . . . . . . . . .145<br /> Trastornos relacionados con traumas y <br />factores de estrés . . . . . . . . . . . . . . . . . . . . . . .159<br /> Trastornos disociativos . . . . . . . . . . . . . . . . . . . .175<br /> Trastorno de síntomas somáticos y <br />trastornos relacionados . . . . . . . . . . . . . . . . . .181<br /> Trastornos alimentarios y de la ingestión <br />de alimentos. . . . . . . . . . . . . . . . . . . . . . . . . . . .189<br /> Trastornos de la excreción . . . . . . . . . . . . . . . . .199<br /> Trastornos del sueño-vigilia . . . . . . . . . . . . . . . .203<br /> Disfunciones sexuales . . . . . . . . . . . . . . . . . . . . .225<br /> Disforia de género . . . . . . . . . . . . . . . . . . . . . . . .239<br /> Trastornos destructivos del control <br />de los impulsos y de la conducta. . . . . . . . . . .243<br /> Trastornos relacionados con sustancias <br />y trastornos adictivos . . . . . . . . . . . . . . . . . . . .253<br /> Trastornos neurocognitivos . . . . . . . . . . . . . . . .319<br /> Trastornos de la personalidad. . . . . . . . . . . . . . .359<br /> Trastornos parafílicos . . . . . . . . . . . . . . . . . . . . .373<br /> Otros trastornos mentales. . . . . . . . . . . . . . . . . .381<br /> Trastornos motores inducidos por <br />medicamentos y otros efectos adversos <br />de los medicamentos . . . . . . . . . . . . . . . . . . . .385<br /> Otros problemas que pueden ser objeto <br />de atención clínica. . . . . . . . . . . . . . . . . . . . . . .395<br /> Índice alfabético . . . . . . . . . . . . . . . . . . . . . . . . . .417</span></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-2834101415663797572014-05-29T11:46:00.000+02:002014-05-29T11:46:42.161+02:00Practica con los verbos<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #741b47; font-family: Verdana, sans-serif;">Hola amiguitas y amiguitos, os traemos una serie de interesantes actividades para trabajar el verbo y su tiempo: pasado, presente y futuro.</span></div>
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<span style="color: #741b47; font-family: Verdana, sans-serif;">Gracias al blog <a href="http://rinconcitodeprimaria.blogspot.com.es/" target="_blank">"Mi rinconcito de Primaria"</a> podemos disfrutar de esta recopilación para aprender y jugar con ello.</span></div>
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<strong><span style="color: red; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Aprende primero que es un verbo</span></strong></div>
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<a href="http://primerodecarlos.com/mayo/verbo/visor.swf" target="_blank"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWkt1EIkZ1dM0m_1G_wNLb39oMcbL5C5x6t8lf0T1d9XCuu926is6WcgvITRl2o50opVeRaB1S-5BzYv6rG4C6JIuct-u6yhKsnCyljonpjA9xWyBLiXzTUMwjJlgy3kM1sDbIw5gXVuw/s1600/verbo.jpg" /></a></div>
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<span style="color: red; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><strong>El verbo: Singular o plural.</strong></span></div>
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<span style="color: red; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><strong>El verbo: Presente, pasado y futuro.</strong></span></div>
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<a href="http://primerodecarlos.com/mayo/verbo/verbo_el_tiempo.swf" target="_blank"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcHjRon40ZxD_tlJL-dlCzpQA6fS4gDHKuiX5R1ycuHw3Vkmn7q6NMjQq-7fgn9HX-DbkiIHVb0wYsrO9-mCcls2NkXXEUmFEJ5W0S7u-nXlN0hGmfAwQT58WxvrNiK9rd2UXsPkqdiqM/s1600/presente+pasado+y+futuro.jpg" /></a></div>
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<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEGUNDO/datos/01_lengua/03_Recursos/02_t/actividades/gramatica/10.htm" target="_blank"><img border="0" height="245" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglSE1Uvr9pkGTYeoDWBM6yF3Ij9jAyeYD3fNtWY3v1oIqxAtPiD1mhBZUR_dzVae-IlvvL2SPEgw_rckzVvK2zfrgvLrg_aIkafDVr32OM6v2yfX5MnznOV0BKhe8ukKSENmyUFienjbA/s320/EL+VERBO-+PRESENTE,+PASADO+Y+FUTURO.jpg" width="320" /></a> </div>
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<a href="http://www.juntadeandalucia.es/averroes/loreto/sugerencias/cp.juan.de.la.cosa/Actividadespdilengua2/01/03/02/010302.swf" target="_blank"><img border="0" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP-TkZdIp4joCGUnjJghCtq1Jq75qMsfeRojUqCQqoe2vzxsnM_pIjtu8vp8ACN6XZcZ1Dc1ZKjGoSAis4A48OmdK7vl4AHKlMpxbOO-LzJ5Zd2IIL4KY_kutZiMWggaQSx-4UeaTfCOk/s320/presente+pasado+y+futuro.jpg" width="320" /></a></div>
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<a href="http://www.juntadeandalucia.es/averroes/loreto/sugerencias/cp.juan.de.la.cosa/Actividadespdilengua2/01/13/04/011304.swf" target="_blank"><img border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy4rPFyhO7zV7RIsrmTdODwr2yMGqMGwqO-Glf_wmcHyQrPFrL4kw5eYNukktAQFv9rwyFMVSe-QMavYquYwMmM5NsmXhGaFDmGtstoAIGPE-1AxFN5PzPsoepsO0AVKEgsoAbcEhkc1k/s320/1.jpg" width="320" /></a></div>
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<span style="color: red; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><strong>En este juego tienes dos actividades:</strong></span></div>
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<span style="color: red; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><strong>la primera, para diferenciar los tiempos presente, pasado y futuro y la segunda, los tiempos simples y compuestos.</strong></span></div>
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<a href="http://www.educa.madrid.org/binary/935/files801/flash.htm?numrecurso=7" target="_blank"><img border="0" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvw7w-8adCXbkvte1GhGNZ0MW6lijTgrALpc1QUEG-m8HwABBiL212rtc__1-lkkvUQW0Ywhl_LsYn-EG_fpizAix9sDwCqpnIzjxm7FcnPgjsHfXShnk4kIEH8oZXHtEjoeYckCR5cXE/s320/verbos-el-tiempo.jpg" width="320" /></a></div>
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<a href="http://contenidos.santillanaenred.com/jukebox/servlet/GetPlayer?p3v=true&xref=200601261625_AC_0_-143404794&mode=1&rtc=1001&locale=es_ES&cache=false" target="_blank"><img border="0" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKWfUYTKt_q-EnRyxr-uuEjmx2DGMcTYMKQBmGauqje0LUlF25IaQnfcmRD787idlVM7b16wJRG2DbFWNh3ULgOnOInaaveR5Mi-f3s9_5u9z-xexQjiVBo5_4BmLfjJvTWhnChbRFens/s320/verbos-formas-simples-y-compuestas.jpg" width="320" /></a></div>
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<a href="http://contenidos.santillanaenred.com/jukebox/servlet/GetPlayer?p3v=true&xref=200601251836_AC_0_905165735&mode=1&rtc=1001&locale=es_ES&cache=false" target="_blank"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUegLVz7flgQfDC-m4KwEM2GtbXkMJTOe3OWM5v2wDdYPpUd9uAxWpiz1zNp5sH8U5fJZhm0DqqusQF4g3o7gMvcihuFb1sgXAtVvwvOvwTr3otJLqDY2sBAbvdR0Vpy7edBW3u_PO-Qg/s320/verbos-numero-y-persona.jpg" width="320" /></a></div>
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<span style="color: red;"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Lee primero la explicación y después juega pinchando en <strong>"Pequeño taller"</strong></span></span></div>
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<a href="http://www.genmagic.net/lengua4/pape2c.swf" target="_blank"><img border="0" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1K8xCnFdmgNRUG5_Uup4z80PMAKrGZJ4RxAJwd49oTeo5QMpe8NLygX4Z09B00fr-30_ieHfsrGWFqEnDPvuXtU7XXUY2pcd4XeTVho5XvDR4RUKE6fkEPyl9LD56ZD-E6Grk5EDBAps/s320/presente-pasado-futuro.jpg" width="320" /></a></div>
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<a href="http://www.juntadeandalucia.es/averroes/carambolo/WEB%20JCLIC2/Agrega/Lengua/Clases%20de%20palabras/contenido/index.html" target="_blank"><img border="0" height="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEOdQOzYOWZsukB8k96ras5ATGrtuPDaq-a-G_qcdMVVkw6v4_mGmBw0tLtVP0z_88k_07cD0NpvZ64WH2b2m3BNifBqZEAdJspxHs33jLZ4vIhE_Hb3ifccUJNCcewitOGNoiDNrQ_7o/s320/verbos-tiempo.jpg" width="320" /></a></div>
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<em>Fuente: </em><a href="http://rinconcitodeprimaria.blogspot.com.es/"><em>http://rinconcitodeprimaria.blogspot.com.es/</em></a></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-84876550259209026212014-04-16T18:37:00.000+02:002014-04-16T18:38:04.856+02:00Para repasar en Semana Santa<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: red;"><strong>Os ofrecemos a continuación una serie de recursos, para repasar en Semana Santa los contenidos trabajados durante el curso.</strong></span></div>
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<img src="http://www.nocturnar.com/imagenes/dibujos-de-semana-santa-para-colorear-e-imprimir-semana-santa-nazareno-021.jpg" height="200" width="136" /></div>
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<span style="color: white;">..</span></div>
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<strong><span style="color: purple;">Pinchad en los enlaces para acceder a las actividades:</span></strong></div>
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<span style="font-family: Verdana, sans-serif;"><strong>- <a href="http://laeduteca.blogspot.com.es/2014/04/recursos-primaria-ejercicios-para_8.html">Actividades de repaso 1º de Primaria</a></strong></span></div>
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<span style="font-family: Verdana, sans-serif;"><strong><br /></strong></span></div>
<span style="font-family: Verdana, sans-serif;"><strong>- <a href="http://laeduteca.blogspot.com.es/2014/04/recursos-primaria-ejercicios-para_7.html">Actividades de repaso 2º de Primaria</a></strong></span><br />
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<span style="font-family: Verdana, sans-serif;"><strong>- <a href="http://www.rinconmaestro.es/lengua/actividades.html">Actividades de repaso y caligrafía (1º y 2º de Primaria)</a></strong></span><br />
<strong><span style="font-family: Verdana;"><br /></span></strong><br />
<strong><span style="font-family: Verdana;">- <a href="http://www.rinconmaestro.es/lengua/actividades.html">Actividades de repaso para 3º, 4º, 5º y 6º de Primaria</a></span></strong><br />
<strong><span style="font-family: Verdana;"><br /></span></strong><br />
<strong><span style="font-family: Verdana;">- <a href="http://laeduteca.blogspot.com.es/search/?q=ejercicios+repasar+semana+santa&x=0&y=0">Más actividades para 3º, 4º, 5º y 6º de Primaria</a></span></strong><br />
<strong><span style="color: white; font-family: Verdana;">..</span></strong><br />
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-31598737397645320612014-04-16T18:34:00.001+02:002014-04-16T18:36:27.033+02:00Nuevas oportunidades para reciclar<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: Georgia, "Times New Roman", serif;"><span style="color: #38761d;">Gracias de nuevo al blog </span><a href="http://animacioninfantildesevilla.blogspot.com.es/" target="_blank"><strong><span style="color: #38761d;">"PeQueRiSa"</span></strong></a><span style="color: #3d85c6;"><span style="color: #38761d;"> os ofrecemos esta asombrosa y divertida actividad para compartir con los más pequeños. No dejéis de hacerlo, ¡Os lo pasaréis pipa!</span></span></span><span style="font-family: Georgia, "Times New Roman", serif;"><span style="color: #3d85c6;"><span style="color: #38761d;"><br /></span></span></span><span style="font-family: Georgia, "Times New Roman", serif;"><span style="color: #3d85c6;"><span style="color: white;">..</span><br />
<span style="color: #38761d;"><span style="color: #351c75;"><b><u>LAS BOTELLAS Y LOS TAPONES, NUEVAS OPORTUNIDADES PARA RECICLAR.</u></b></span><br />
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<span style="font-family: Georgia, "Times New Roman", serif;"><span style="color: #3d85c6;"><span style="color: #38761d;"><span style="color: #351c75;">Los tapones y las botellas son utensilios que manejamos diariamente en las casas y ocupan mucho espacio en las basuras. Debemos reciclar, pero muchas veces no llega a donde queremos, ¿porqué no reciclarlos nosotros? Podemos conseguir objetos preciosos, útiles y súper originales tanto para casa como para las aulas. Aquí os dejamos algunas ideas.</span></span></span></span></div>
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<b><span style="color: #274e13;">PARA EL JARDÍN.</span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyfsCC2JN_cE5myHS6Ei_j3DyczbSwM07oy-3u0f0UqtV8dV1J4YdpQuwAj03HPCfy6PC8H7u4uCQjaZ-TuJn7ScTVrWagGFRBZ7g4XmFTJhNnlqRcfKEZxlhaQl8efzkvIrCUSbGIAXXb/s1600/1385373_517870264948547_858484929_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyfsCC2JN_cE5myHS6Ei_j3DyczbSwM07oy-3u0f0UqtV8dV1J4YdpQuwAj03HPCfy6PC8H7u4uCQjaZ-TuJn7ScTVrWagGFRBZ7g4XmFTJhNnlqRcfKEZxlhaQl8efzkvIrCUSbGIAXXb/s1600/1385373_517870264948547_858484929_n.jpg" height="240" width="320" /></a></div>
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Usamos botellas de plástico, que abrimos por un lateral y las utilizamos de maceta. Pasamos un cordel por los dos laterales y las colgamos, ¡quedan preciosas!!</div>
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Con tapones adornamos nuestro jardín formando flores muy bonitas y coloridas:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcWIT3Nx9zluz3gt5_2KNj6JcjMWtFPUX0BVE3z1JMsNCwMrhozw2AWk55IetIfp8LnoGdzLASOIOUIePzdZrkhJyzod_CAtxQs2yArCuci4uAmjCnCCrFMMhzA6n6bImw0GXzzZMW8qEP/s1600/flores-con-tapones-de-plastico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcWIT3Nx9zluz3gt5_2KNj6JcjMWtFPUX0BVE3z1JMsNCwMrhozw2AWk55IetIfp8LnoGdzLASOIOUIePzdZrkhJyzod_CAtxQs2yArCuci4uAmjCnCCrFMMhzA6n6bImw0GXzzZMW8qEP/s1600/flores-con-tapones-de-plastico.jpg" height="213" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY1eQE8zTT968MXJPRCQOEQCCZeZLvqaSxJk5Pa5fCN1LCFMHwmPN7rHCsogLtUlZn4-L2n38V4VH5ZJGqekfOH2f8z3C8IJFNpwoEhT_mgpXVMIjkBhvX54ieeb1cHeZILDyOwgQceXTS/s1600/reciclamos+con+botellas+y+tapones.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY1eQE8zTT968MXJPRCQOEQCCZeZLvqaSxJk5Pa5fCN1LCFMHwmPN7rHCsogLtUlZn4-L2n38V4VH5ZJGqekfOH2f8z3C8IJFNpwoEhT_mgpXVMIjkBhvX54ieeb1cHeZILDyOwgQceXTS/s1600/reciclamos+con+botellas+y+tapones.jpg" height="239" width="320" /></a></div>
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Podemos realizar preciosas cortinas con un punzón y un hilo fuerte o cuerda de pescar.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8EERh1_1aPRHFv_Lm08Wob7HSH0QN9Cd95-enr02PmbXh0SHaTPzM-xzWGvz5dlDHErwt7kd5iZ59CUGgxjw3tjfrAbg2wPYW0TUXqRCg6BwcIT5hH-P1jfnFBa4RTXnK2EIa3X6i3ldU/s1600/cortina-botellas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8EERh1_1aPRHFv_Lm08Wob7HSH0QN9Cd95-enr02PmbXh0SHaTPzM-xzWGvz5dlDHErwt7kd5iZ59CUGgxjw3tjfrAbg2wPYW0TUXqRCg6BwcIT5hH-P1jfnFBa4RTXnK2EIa3X6i3ldU/s1600/cortina-botellas.jpg" height="320" width="240" /></a></div>
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Los tapones de corcho también son super útiles para una simple alfombrilla, posavasos... se consigue partiendo los tapones por la mitad y pegándolos. Seguro que os encanta.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2Kl7DQFF41jOzHSqI2sMiV-dWIHQLHW9W_cxxXkcAEbZMiTskm-t1EHA5X4a6RZwh8VC8bs3hH0FDDCGTcx58JTWLlfIsESHp8h-XmPfngxrlv2gor6fl_QYYoUk-2imlnh_bfkxjdSwR/s1600/alfombra-de-bano-de-tapones-de-corchos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2Kl7DQFF41jOzHSqI2sMiV-dWIHQLHW9W_cxxXkcAEbZMiTskm-t1EHA5X4a6RZwh8VC8bs3hH0FDDCGTcx58JTWLlfIsESHp8h-XmPfngxrlv2gor6fl_QYYoUk-2imlnh_bfkxjdSwR/s1600/alfombra-de-bano-de-tapones-de-corchos.jpg" height="240" width="320" /></a></div>
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<span style="color: #cc0000;"><b>PARA JUGAR:</b></span></div>
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Con una aguja vamos pinchando el tapón por el centro y pasamos una cuerdecita o hilo uniendo un tapón tras otro, nos queda un gusano articulado muy divertido.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_RnBjJJR7dQNTPDa0UgMRQaHB5DYA2PTXRjsqbfJhKZRaMejeTpoD5K3d9JTfEa806LklQCYMjcwJeuWwJcezxNik8U3LHG_BShzwoJ0cCZrdnD4GwghtXmEQ-kpbSIEBLqrXclJ1UK2s/s1600/DSCN1889.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_RnBjJJR7dQNTPDa0UgMRQaHB5DYA2PTXRjsqbfJhKZRaMejeTpoD5K3d9JTfEa806LklQCYMjcwJeuWwJcezxNik8U3LHG_BShzwoJ0cCZrdnD4GwghtXmEQ-kpbSIEBLqrXclJ1UK2s/s1600/DSCN1889.JPG" height="192" width="320" /></a></div>
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Podemos realizar sellos muy divertido, con un poco de goma eva o fieltro, realizamos formas, y las pegamos en los tapones. Compramos tinta y ya tenemos nuestros tapones. Podemos poner números, letras, formas, lo que queramos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYX3I1kjSa9TqSLERq6BMRRXbprHBpMKY7E5Wf2sHpLGpo6qukwK2fsNqi9aA6-h6unQH1Hz47cKWUyxClzNDxDQ5CR9LhzJJae3LwQum4aJ3N_6VxOWl5203MuZabJd4875M19UiCiSZD/s1600/sellos_tapones_plastico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYX3I1kjSa9TqSLERq6BMRRXbprHBpMKY7E5Wf2sHpLGpo6qukwK2fsNqi9aA6-h6unQH1Hz47cKWUyxClzNDxDQ5CR9LhzJJae3LwQum4aJ3N_6VxOWl5203MuZabJd4875M19UiCiSZD/s1600/sellos_tapones_plastico.jpg" height="199" width="320" /></a></div>
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¿JUGAMOS AL MEMORY? Dentro de los tapones podemos pegar imágenes, deben estar repetidas de dos en dos, luego colocamos las fichas boca abajo y... ¡A JUGAR!! </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOeFQURxLVygHNibfnPFXIFU-_V6RRKO0E5zTuyW3IQv6xcSPNIhf0w9YkhKYouWws5Fvdb3QaqT4aHxq8sr-c_EePJqstGaHP8dk03MN9Hh7GL2SW3StGD5IgHPA0FfuK4j_7w36k1ivu/s1600/Juega-y-ejercita-la-memoria-con-tapones-o-chapas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOeFQURxLVygHNibfnPFXIFU-_V6RRKO0E5zTuyW3IQv6xcSPNIhf0w9YkhKYouWws5Fvdb3QaqT4aHxq8sr-c_EePJqstGaHP8dk03MN9Hh7GL2SW3StGD5IgHPA0FfuK4j_7w36k1ivu/s1600/Juega-y-ejercita-la-memoria-con-tapones-o-chapas.jpg" height="240" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCzmcgyd4V5E1Jx65WDb7KkgIce4cuV_Y8X3fLEy5xm2qc9RjbYhSefohgJ0ONYkzldYo8lbFKvvqA2dPPd01WJV61-ta2ZcEnZtVSmrwcd4CN7IS8zPn1r3x7kdl5dVukZ26lxd1uhuIG/s1600/Juego-de-memoria-con-tapones-o-chapas.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCzmcgyd4V5E1Jx65WDb7KkgIce4cuV_Y8X3fLEy5xm2qc9RjbYhSefohgJ0ONYkzldYo8lbFKvvqA2dPPd01WJV61-ta2ZcEnZtVSmrwcd4CN7IS8zPn1r3x7kdl5dVukZ26lxd1uhuIG/s1600/Juego-de-memoria-con-tapones-o-chapas.bmp" height="320" width="320" /></a></div>
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¿Os gustan los coches? con las botellas podemos realizar muchos tipos de automóviles, mira qué bonitos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyCadKTq8qc-gX0IOWVFeVYejvLBiaT6WIFQsCleAECOzP8vNzbSQIlDTLJN8ozM7Bk85Y267htfcVdDCOrVK_yOPHqqtX1ZuI7kjOrxeXtVo-x9a0Zp8b2TIMt3vDfw-ofbZPOwu6QSux/s1600/coches-de-botella.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyCadKTq8qc-gX0IOWVFeVYejvLBiaT6WIFQsCleAECOzP8vNzbSQIlDTLJN8ozM7Bk85Y267htfcVdDCOrVK_yOPHqqtX1ZuI7kjOrxeXtVo-x9a0Zp8b2TIMt3vDfw-ofbZPOwu6QSux/s1600/coches-de-botella.jpg" height="257" width="400" /></a></div>
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¿Y qué te parece este monedero? No sólo podemos guardar monedas, también puedes utilizarlo para muchas otras cosas... La cremallera se le pega con un pegamento fuerte, y ¡ya está!</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFpfowGRBTeshyphenhyphenzYUPkIoaiKQXKw6Von-41vElap88dMm4BFaOItEUG0fBsJoXN6ec4WM03GkExiL-8wD4zQpLqZYOBEAtyI8EH2T2MykBfOPnWTIzMBWmVCkVmbD4LEShyphenhyphenO4pnpnQltaa/s1600/monedero-botella1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFpfowGRBTeshyphenhyphenzYUPkIoaiKQXKw6Von-41vElap88dMm4BFaOItEUG0fBsJoXN6ec4WM03GkExiL-8wD4zQpLqZYOBEAtyI8EH2T2MykBfOPnWTIzMBWmVCkVmbD4LEShyphenhyphenO4pnpnQltaa/s1600/monedero-botella1.jpg" height="114" width="320" /></a></div>
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Si te animas y eres más valiente, puedes realizar otros objetos cotidianos, parece más difícil de lo que es, os dejamos debajo un tutorial que te lo explica.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqoTV4tw0Q6HzmiCDMmMkW-RDyQIE5jSSmmarYtawbhJwXifS9GigJ1mRJ6mQ_Ebt1JBkHJfb7k96rsf61w2T7miPqf4JnZZhEEw900-g01-iB24LQtdGrq9byX3r9oofczRJOanJsiqs-/s1600/tapones_reciclados.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqoTV4tw0Q6HzmiCDMmMkW-RDyQIE5jSSmmarYtawbhJwXifS9GigJ1mRJ6mQ_Ebt1JBkHJfb7k96rsf61w2T7miPqf4JnZZhEEw900-g01-iB24LQtdGrq9byX3r9oofczRJOanJsiqs-/s1600/tapones_reciclados.jpg" height="246" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO4NKOM9GqrjFUUpmhaVE-8zU5h0M1mc9x_AZ87MOZuWuQyGSDaYNWde9pq7jjp4EDR4sC33P2kplw71QnDcuBZ7MCUz6kLRy6Obe2gRpcNjM_bXN7YVMAfTCrk-BKowTzZxhZ1d-Px1TS/s1600/tutorial.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO4NKOM9GqrjFUUpmhaVE-8zU5h0M1mc9x_AZ87MOZuWuQyGSDaYNWde9pq7jjp4EDR4sC33P2kplw71QnDcuBZ7MCUz6kLRy6Obe2gRpcNjM_bXN7YVMAfTCrk-BKowTzZxhZ1d-Px1TS/s1600/tutorial.jpg" height="195" width="400" /></a></div>
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<b><span style="color: #741b47;">PARA EL AULA:</span></b></div>
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Guardamos los lápices en las botellas, mira qué bonito:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUBkhBo5SS48lAJy2bzxhO4EltGMeEn7kfQHlTSGnw3dK4zKlnW9ru201bUjv96VqcMsP1twJrMFn4qcAcpe3ngd53keAj-s7tDqLW6KcDw8dvWe79BrZ5g2KPc3E31MKbxuGZs4fO6Mbp/s1600/guardalapices-botella1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUBkhBo5SS48lAJy2bzxhO4EltGMeEn7kfQHlTSGnw3dK4zKlnW9ru201bUjv96VqcMsP1twJrMFn4qcAcpe3ngd53keAj-s7tDqLW6KcDw8dvWe79BrZ5g2KPc3E31MKbxuGZs4fO6Mbp/s1600/guardalapices-botella1.png" /></a></div>
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Muchas más ideas, podemos utilizarlo para iniciar o completar palabras, para realizar operaciones, buscar parejas. Sólo con cartulina, tapones de leche, pegamento y nuestra imaginación:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizzBB3mNnahCYfsFDn51v3d1D8WpYLzdqm2Xlu69cXh9FjjWsCOvjlz3QH1a4e6KSl85gY3qHBfhaZPhyrHFzV3XUldI1u7izmTD6k9E25aJJrOpKFZGCTIKgn8IxnEyOOSFFTb2yq9TAD/s1600/tapones01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizzBB3mNnahCYfsFDn51v3d1D8WpYLzdqm2Xlu69cXh9FjjWsCOvjlz3QH1a4e6KSl85gY3qHBfhaZPhyrHFzV3XUldI1u7izmTD6k9E25aJJrOpKFZGCTIKgn8IxnEyOOSFFTb2yq9TAD/s1600/tapones01.jpg" height="224" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQA9TEJ1LzYXRaU_4S4HT46cOORm9LgYELbxIC26lYsSYdWXyIoQYHodQwqMcmwjRNktEIi1JRlQ6JaZeNGmld97Zw6otwpoZVmxaQWhuWVPghvwl_dy-EovEz5vV4nlKn0vCDTZNQGSUP/s1600/tapones03.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQA9TEJ1LzYXRaU_4S4HT46cOORm9LgYELbxIC26lYsSYdWXyIoQYHodQwqMcmwjRNktEIi1JRlQ6JaZeNGmld97Zw6otwpoZVmxaQWhuWVPghvwl_dy-EovEz5vV4nlKn0vCDTZNQGSUP/s1600/tapones03.jpg" height="320" width="261" /></a></div>
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También podemos formar palabras, aprender las letras, realizar operaciones, con material manipulativo, y muy fácil. Tapones, cartulina y pegamento o fixo:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiWfm0xxUCGaCctmwq8v-TGAThPkD7aISZzRjIZsAoTLlI6VolSFHftzYw2eeLRUYs0D86EqDhQdtRZ5gVcry0c7Z7iP3Uqv2XS8eztCGzR0jPxx9x8oZNT03h1p1cIePVWEama_VxsTQy/s1600/DSC_2034.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiWfm0xxUCGaCctmwq8v-TGAThPkD7aISZzRjIZsAoTLlI6VolSFHftzYw2eeLRUYs0D86EqDhQdtRZ5gVcry0c7Z7iP3Uqv2XS8eztCGzR0jPxx9x8oZNT03h1p1cIePVWEama_VxsTQy/s1600/DSC_2034.jpg" height="225" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGhFMCRD_mHjytMW9eK_DI-ZxRtLi_-MLGJBHdpgwBmZwzHAGXZCGaqwIZrXhpoeSeu6DxgCDq1msoYV7o74EAEPF4njIYcXdDhHAvq6jCiuJtUUBor7USu3mQHInifQYN36We78yiS51q/s1600/DSC_2037.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGhFMCRD_mHjytMW9eK_DI-ZxRtLi_-MLGJBHdpgwBmZwzHAGXZCGaqwIZrXhpoeSeu6DxgCDq1msoYV7o74EAEPF4njIYcXdDhHAvq6jCiuJtUUBor7USu3mQHInifQYN36We78yiS51q/s1600/DSC_2037.jpg" height="225" width="400" /></a></div>
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Aquí os dejamos páginas relacionadas:</div>
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- <a href="http://www.amarilloverdeyazul.com/"><span style="color: #f4b31f;">AMARILLO, VERDE Y AZUL. El futuro está en las aulas</span></a>.</div>
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- <a href="http://www.marujasmodernas.es/2011/03/reciclar-botellas-de-plastico-para-crear-objetos-utiles/"><span style="color: #f4b31f;">MARUJAS MODERNAS. Reciclar.</span></a></div>
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<span style="color: #073763;"><b>- <a href="http://lascreacionesdebeaynatalia.blogspot.com/2012/02/reutilza-los-tapones-de-corcho.html"><span style="color: #f4b31f;">LAS CREACIONES DE BEA Y NATALIA.</span></a></b></span><br />
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-18890487745699548572014-04-05T13:24:00.000+02:002014-04-05T13:24:20.949+02:00Ludolandia<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: orange; font-family: "Trebuchet MS", sans-serif;">Aquí tenéis una buena manera de aprender contenidos a través de las TICs, que normalmente se trabajan en la asignatura de Educación Física.</span></div>
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<span style="color: orange; font-family: "Trebuchet MS", sans-serif;">Pincha en la dirección bajo la imagen y accede al contenido. ¡A divertirse aprendiendo!</span><br />
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<img alt="ef.jpg" class="aligncenter" height="256" originalh="304" originalw="474" scale="2" src-orig="http://miclase.files.wordpress.com/2007/05/ef.jpg?w=474&h=304" src="http://miclase.files.wordpress.com/2007/05/ef.jpg?w=948&h=608" width="400" /><a href="http://ares.cnice.mec.es/edufisica/b/index.html">http://ares.cnice.mec.es/edufisica/b/index.html</a></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-74489901249101059982014-04-05T13:05:00.001+02:002014-04-05T13:05:28.058+02:00¡Ortografíate!<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #0b5394;">Un enlace interesante para trabajar y repasar ortografía básica en Primaria. Nos ofrecen explicaciones de las reglas de ortografía y ejercicios prácticos para poner en juego todo lo que sabemos.</span><br />
<span style="color: #0b5394;">Ahora te toca a ti demostrar todo lo que sabes. ¡Adelante! </span><br />
<span style="color: white;">..</span><br />
<span id="goog_474145863"></span><span id="goog_474145864"><div style="text-align: center;">
<a href="http://www.edu365.cat/primaria/muds/castella/ortografiate/index.htm" target="_blank"><img alt="ORT" class="aligncenter size-full wp-image-8134" height="218" originalw="780" scale="2" src="http://miclase.files.wordpress.com/2014/04/ort.jpg?w=780" width="320" /></a></div>
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<em><span style="color: red;">Pincha en la imagen para acceder</span></em></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-47995253760609030832014-03-26T20:59:00.002+01:002014-04-04T12:51:49.734+02:00Cómo hacer muñecos con tubos de cartón<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCW-GvcOEbIHDnSSeFgkGlIVKAjSVMJ7s73FjmXsNkyFSrWJWElTqOekzuZkf2sattDSbcsbu31dYPdd9ymk14cVYZUlD6bJ_WXrtO6-UN88CYPo8E8RI1ilceVUXDiqzuiTlSVF2KVTnY/s1600/mu%C3%B1ecos-de-cart%C3%B3n-300x199.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCW-GvcOEbIHDnSSeFgkGlIVKAjSVMJ7s73FjmXsNkyFSrWJWElTqOekzuZkf2sattDSbcsbu31dYPdd9ymk14cVYZUlD6bJ_WXrtO6-UN88CYPo8E8RI1ilceVUXDiqzuiTlSVF2KVTnY/s1600/mu%C3%B1ecos-de-cart%C3%B3n-300x199.jpg" /></a><span style="font-family: Georgia, "Times New Roman", serif;"><span style="color: #3d85c6;">Gracias al blog </span><a href="http://animacioninfantildesevilla.blogspot.com.es/" target="_blank"><span style="color: #3d85c6;"><strong>"PeQueRiSa"</strong></span></a><span style="color: #3d85c6;"> os ofrecemos esta asombrosa y divertida actividad para compartir con los más pequeños. No dejéis de hacerlo, ¡Os lo pasaréis pipa!</span></span></div>
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<span style="color: #0b5394; font-family: Georgia, "Times New Roman", serif;">Inculca a los niños el arte de reciclar y tendrán algunas manualidades para regalar a sus amigos en fechas especiales. ¡Les encantarán estos muñecos hechos con tubos de cartón!</span></div>
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<span style="font-family: Georgia, "Times New Roman", serif;"><span style="color: blue;"><u>MATERIALES</u>:</span></span></div>
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<li><span style="color: #3d85c6; font-family: Georgia, "Times New Roman", serif;">Cartón.</span></li>
<li><span style="color: #3d85c6; font-family: Georgia, "Times New Roman", serif;">Pegamento.</span></li>
<li><span style="color: #3d85c6; font-family: Georgia, "Times New Roman", serif;">Pincel.</span></li>
<li><span style="color: #3d85c6; font-family: Georgia, "Times New Roman", serif;">Rotulador.</span></li>
<li><span style="color: #3d85c6; font-family: Georgia, "Times New Roman", serif;">Pinturas.</span></li>
</ul>
<div>
<span style="font-family: Georgia, "Times New Roman", serif;"><span style="color: blue;"><u>INSTRUCCIONES</u>:</span></span></div>
<div>
<ol>
<li><span style="color: #3d85c6; font-family: Georgia, "Times New Roman", serif;">Recolecta todos los tubos de papel higiénico y de cocina que tengas en casa.</span></li>
<li><span style="color: #3d85c6; font-family: Georgia, "Times New Roman", serif;">Pinta los tubos con temperas de colores. </span></li>
<li><span style="color: #3d85c6; font-family: Georgia, "Times New Roman", serif;">Cuando la pintura se seque, pinta con rotuladores el rostro de los muñecos, luego píntalos con temperas.</span></li>
<li><span style="font-family: Georgia, "Times New Roman", serif;"><span style="color: #3d85c6;">Para terminar, dibuja nuevamente el rostros de los muñecos con los rotuladores.</span> </span></li>
</ol>
<div>
<span style="font-family: Georgia, "Times New Roman", serif;"><span style="color: #134f5c;">También puedes hacer castillos como estos:</span> </span></div>
<div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghmXKpdrT4GwIZ8u4PwrkOCLIQwk_-nWGkgroXVirz0__u8OdYfSTN-yws0Zkp75nrCo5EjCNtfIcWRl-zc1e9RN1Jm7pBp1NMaJ52Qyz0gbr_-W59OVownPaR-9BitARGxxnD1ZlskJiA/s1600/castillo+cart%C3%B3n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghmXKpdrT4GwIZ8u4PwrkOCLIQwk_-nWGkgroXVirz0__u8OdYfSTN-yws0Zkp75nrCo5EjCNtfIcWRl-zc1e9RN1Jm7pBp1NMaJ52Qyz0gbr_-W59OVownPaR-9BitARGxxnD1ZlskJiA/s1600/castillo+cart%C3%B3n.jpg" /></a></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="color: #3d85c6; font-family: Georgia, "Times New Roman", serif;">Si quieres ver otras manualidades pincha </span><a href="http://manualidades.cuidadoinfantil.net/tipo-manualidad/manualidades-de-reciclaje/manualidades-de-reciclaje-faciles"><span style="color: blue; font-family: Georgia, "Times New Roman", serif;">AQUÍ</span></a></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="color: white;">..</span></div>
</div>
</div>
</div>
</div>
theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-25946891906193400682014-03-26T20:27:00.000+01:002014-03-26T20:37:38.347+01:00Juguemos con el tangram<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="color: #e69138; font-family: Arial, Helvetica, sans-serif;"><strong><span style="color: magenta;">¿Eres
capaz de formar todas las figuras que aparecen en este
tangram? Deberás ser capaz de pensar y averiguar qué elementos geométricos necesitas para formar figuras.</span></strong></span><br />
<strong><span style="color: magenta; font-family: Arial;"></span></strong><span style="color: #e69138; font-family: Arial, Helvetica, sans-serif;"><strong><span style="color: magenta;"><br /></span></strong></span></div>
<span style="color: #e69138; font-family: Arial, Helvetica, sans-serif;"><strong><span style="color: magenta;">¡Inténtalo, ten paciencia y diviértete!</span></strong></span><strong><span style="color: magenta; font-family: Arial;"><br /></span></strong><br />
<div style="text-align: justify;">
<br />
<strong><span style="color: #e69138; font-family: Arial;"></span></strong><br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://primerodecarlos.com/junio/tangram.swf"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicWTwH-k5g_usZNdZv7vjct2ffAWqbeEm1kE0lAhnGVXLXZOC-6gYFBDdn6PUcxLZONdOBpZD7CjA5cUi0trNptfRFlNWW7K44rabCt2xYtZgnGuG_W6DMOjhiyS4SxpxpZy2RFAzobznd/s320/tan.jpg" height="239" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #6aa84f; font-family: Arial, Helvetica, sans-serif;"><strong><span style="color: #674ea7;">Haz clic en la
imagen para iniciar la actividad</span></strong></span></div>
</div>
theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com1tag:blogger.com,1999:blog-6494246577571937574.post-15121078266165881192014-03-26T20:23:00.000+01:002014-03-26T20:34:53.635+01:00¡Calcula rápido!<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="color: #e69138; font-family: Arial, Helvetica, sans-serif;"><strong><span style="color: #cc0000;">Realiza
rápidamente las sumas y restas que aparecen en la actividad y selecciona el
resultado correcto. Si has hecho bien la operación, el arquero hará diana en el
número correspondiente.</span></strong></span><br />
<strong><span style="color: #e69138; font-family: Arial;"></span></strong><br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://primerodecarlos.com/junio/EL_ARQUERO.swf"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8gn9zgFNklbdmHPqKw-WvHs-Km7T20fYs9abO4Ls9h64KPKU43Eglfa-NNTatIpVY6bxANQDdBv2CHlebbsELuar5DL1Q6FL9ph5LvKoxT5oKcSSpkYOetDTwjPRovLsiZyElE43V3N73/s320/z.jpg" height="211" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #6aa84f; font-family: Arial, Helvetica, sans-serif;"><span style="color: #351c75;"><strong>Haz clic en la
imagen para iniciar la actividad</strong></span></span></div>
</div>
theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-27194508931899455632014-03-26T20:19:00.002+01:002014-04-04T12:52:56.275+02:00Colorea en movimiento<div dir="ltr" style="text-align: left;" trbidi="on">
<strong><span style="color: #e69138; font-family: Arial;">¿Alguna vez has coloreado dibujos que se mueven? Ahora puedes hacerlo en esta actividad.</span></strong><br />
<div style="text-align: left;">
<strong><span style="color: #e69138; font-family: Arial;"><br /></span></strong><br />
<strong><span style="color: #e69138; font-family: Arial;">¡Verás qué divertido!</span></strong></div>
<div style="text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://primerodecarlos.com/junio/colorear_movimiento.swf"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6GH5ZazJMdHWQNd1F1BgpRK1byPPqIROvZ9Gpaz7dh0XHNr-wwgocjmk1aF8R2zb6xeZidNc4oJ0l6Nmj3rDdE5FldZB96S1m4RdsGagsvwNYj91CIq1EeItH-qlMbryI0l_CDiU2FsYi/s320/x.jpg" height="184" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #3d85c6; font-family: Arial, Helvetica, sans-serif;"><strong>Haz clic en la
imagen para iniciar la actividad</strong></span></div>
</div>
theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-584420439045407862014-03-26T16:55:00.000+01:002014-03-26T20:41:24.242+01:00Multiplícate por cero<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfcS-W1bPYh1eqcxygQqBz4qdZGJU5J2ZJzKmpBh9NCAh2fVZTJl3-HzlIjDjTfQW4JBLWblQW8gkY4hbuKYmSlaSU3-p1blWpJZATvQYAQbrUqA3wCE7TwdFyCPegDUfZwWu5etn6mhs/s1600/MULTIPLICACION.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfcS-W1bPYh1eqcxygQqBz4qdZGJU5J2ZJzKmpBh9NCAh2fVZTJl3-HzlIjDjTfQW4JBLWblQW8gkY4hbuKYmSlaSU3-p1blWpJZATvQYAQbrUqA3wCE7TwdFyCPegDUfZwWu5etn6mhs/s1600/MULTIPLICACION.jpg" nfa="true" /></a></div>
<div style="text-align: justify;">
<span style="font-family: "Courier New", Courier, monospace; font-size: large;">Para aprender a multiplicar debemos enseñar a los alumnos y alumnas que conozcan de dónde viene cada multiplicación. ¿Y cómo se consigue? Pues a través de sumas de sumandos iguales. Por ejemplo:</span></div>
<div style="text-align: justify;">
<span style="font-family: Courier New; font-size: large;"><strong><br /></strong></span></div>
<div style="text-align: justify;">
<span style="font-family: Courier New; font-size: large;"><strong><span style="color: white;">..</span></strong></span><span style="font-family: Courier New; font-size: large;"><strong>2 X 3</strong> <strong>= </strong>2 veces 3 = 3 + 3 = <strong>6</strong></span></div>
<br />
<span style="font-family: Courier New; font-size: large;"><strong>5 X 4</strong> <strong>= </strong>5 veces 4 = 4 + 4 + 4 + 4 + 4 =<strong> 20</strong></span><br />
<br />
<span style="font-family: Courier New; font-size: large;"><strong>3 X 6</strong> <strong>=</strong> 3 veces 6 = 6 + 6 + 6 = <strong>18</strong></span><br />
<br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://www.interpeques2.com/peques5/tablas/tablas-pdf.pdf"><span style="color: orange;">Ficha de las tablas de multiplicar</span></a> (por si queréis descargarla para estudiar)</span><br />
<br />
<br />
<br />
<div style="text-align: justify;">
<span style="font-family: Courier New; font-size: large;">A continuación os ponemos una serie de videos para aprender de una forma divertida las tablas de multiplicar:</span></div>
<div style="text-align: justify;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/rON4CY6Vc9Q?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<div align="center">
<span style="font-family: Arial, Helvetica, sans-serif;"><strong><span style="color: white;">.</span>Tabla del 2<span style="color: white;">.</span></strong></span></div>
<div align="center">
<br /></div>
<div align="center">
<br /></div>
<div align="center">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/Adk2z1bTwIU?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<div style="text-align: center;">
<span style="font-family: Georgia, "Times New Roman", serif;"><strong><span style="color: white;"> .</span><span style="font-family: Arial, Helvetica, sans-serif;">Tabla del 3<span style="color: white;">.</span></span></strong></span></div>
<div style="text-align: center;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/0EP3C0pr0Gk?feature=player_embedded' frameborder='0'></iframe></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<strong><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: white;">.</span>Tabla del 4<span style="color: white;">.</span></span></strong></div>
<div align="center">
<br />
<br /></div>
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/5SZuyQCKnmE?feature=player_embedded' frameborder='0'></iframe></div>
</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif;"><strong> <span style="color: white;">.</span>Tabla del 5<span style="color: white;">.</span></strong></span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/vsrYhgeX7ls?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<strong><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="color: white;">.</span>Tabla del 6<span style="color: white;">.</span></span></strong><br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/2WraVEMCiMA?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<br />
<strong><span style="font-family: Arial;"><span style="color: white;">.</span>Tabla del 7<span style="color: white;">.</span></span></strong><br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/-grcO7kYYvM?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<br />
<strong><span style="font-family: Arial;"><span style="color: white;">.</span>Tabla del 8<span style="color: white;">.</span></span></strong><br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/5yn0Nl2a6Dw?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<br />
<strong><span style="font-family: Arial;"><span style="color: white;">.</span>Tabla del 9<span style="color: white;">.</span></span></strong></div>
<div style="text-align: justify;">
<span style="font-family: "Courier New", Courier, monospace; font-size: large;">A continuación, os dejamos un enlace donde poder realizar ejercicios sobre las tablas de multiplica. Pincha en el enlace: <a href="http://personales.ya.com/mayner/Las%20tablas%20de%20multiplicar%20de%20Pupi.htm"><span style="color: orange;"><strong>Multiplica con Pupi</strong></span></a></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Courier New; font-size: large;">Y además, os proporcionamos fichas para trabajar y repasar las tablas desde casa:</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Courier New; font-size: large;"><a href="https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B8PSA3pT5dhWMTY1MjA0MTgtNzNhMS00NTIwLWIyZDgtNDIzZTg4ZWIwYWIw&hl=es"><span style="color: orange;"><strong>Ficha 1</strong></span></a><strong> <a href="https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B8PSA3pT5dhWNTA2MzYxNTEtZmE4OS00ZDZiLTllYTQtY2E3ZjRkM2IyYzEy&hl=es"><span style="color: orange;">Ficha 2</span></a><span style="color: orange;"> </span><a href="https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B8PSA3pT5dhWZGZmZTA1Y2EtNDkxOC00MTBhLWI3N2EtZGExMGMzMDc2ZTRh&hl=es"><span style="color: orange;">Ficha 3</span></a> <a href="https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B8PSA3pT5dhWMmI2NzYxMDYtZTBjNi00NWYyLWIyMTUtODY5ODI4ZGQwMzMy&hl=es"><span style="color: orange;">Ficha 4</span></a></strong></span></div>
<div style="text-align: justify;">
<strong><br /></strong></div>
<div style="text-align: justify;">
<span style="font-family: Courier New; font-size: large;"><strong><a href="https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B8PSA3pT5dhWZDkwYjRmM2EtZTZlYi00ZDA5LThiNmUtZmZhMDdkYzMzZWRl&hl=es"><span style="color: orange;">Ficha 5</span></a> <a href="https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B8PSA3pT5dhWNWYzNTcyZTItZjhjYy00NWI3LThmODgtODQ2MzcyYTg1ZTJi&hl=es"><span style="color: orange;">Ficha 6</span></a> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWZG5qM1hheWxROHktVkN4MjBqR3A1dw/edit"><span style="color: orange;">Ficha 7</span></a><span style="color: orange;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWV2xMV2pOOHFUa1M5V2lfdWhjTzhxZw/edit"><span style="color: orange;">Ficha 8</span></a></strong></span><br />
<br />
<strong><span style="font-family: Courier New; font-size: large;"><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWVGREUzB5T3lfWUk/edit"><span style="color: orange;">Ficha 9</span></a><span style="color: orange;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWV3JqM2JpUWN6VUE/edit"><span style="color: orange;">Ficha 10</span></a><span style="color: orange;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWM3RwaUl2MDlZMW8/edit"><span style="color: orange;">Ficha 11</span></a><span style="color: orange;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWaUZkcERkSlBscUk/edit"><span style="color: orange;">Ficha 12</span></a></span></strong><br />
<br />
<strong><span style="font-family: Courier New; font-size: large;"><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWUmgyai1YME5od3c/edit"><span style="color: orange;">Ficha 13</span></a><span style="color: orange;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWRVV6VG1pQkNURkU/edit"><span style="color: orange;">Ficha 14</span></a><span style="color: orange;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWT3BzMXhmNERyYUE/edit"><span style="color: orange;">Ficha 15</span></a><span style="color: orange;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWd1ptTHBkWmZXLU0/edit"><span style="color: orange;">Ficha 16</span></a></span></strong><br />
<strong><span style="color: white; font-family: Courier New; font-size: large;">..</span></strong><br />
<strong><span style="color: #38761d; font-family: Courier New; font-size: large;"><u>Operaciones de cálculo</u>:</span></strong><br />
<br />
<strong><span style="font-family: Courier New; font-size: large;"><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWSDI1Yjl0a3dTWUNuUFNCeXQ1TWZRZw/edit"><span style="color: lime;">Cálculo 1</span></a><span style="color: lime;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWbG9PbVpraFNRcGV6MEgzc2xPcTJIdw/edit"><span style="color: lime;">Cálculo 2</span></a> <span style="color: lime;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWZ2JZX0ZFOGZTbGk3aXJTN0w0b0NNdw/edit"><span style="color: lime;">Cálculo 3</span></a></span></strong><strong><span style="color: lime; font-family: Courier New; font-size: large;"> </span></strong><br />
<br />
<strong><span style="font-family: Courier New; font-size: large;"><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWM2h2VXRlVXhSSi04bnVSdXV4OXNwZw/edit"><span style="color: lime;">Cálculo 4</span></a> <a href="https://docs.google.com/file/d/0B8PSA3pT5dhWdFE0YXhTWXlRaXVFUThMV21La01Bdw/edit"><span style="color: lime;">Cálculo 5</span></a><span style="color: lime;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWdnAwdjVOQVBjVEk/edit"><span style="color: lime;">Cálculo 6</span></a></span></strong><br />
<span style="color: lime;"><br /></span><strong><span style="font-family: Courier New; font-size: large;"><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWazBGc0FFNHByYjA/edit"><span style="color: lime;">Cálculo 7</span></a><span style="color: lime;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWa1hsVUx1XzdmZUU/edit"><span style="color: lime;">Cálculo 8</span></a><span style="color: lime;"> </span><a href="https://docs.google.com/file/d/0B8PSA3pT5dhWakZKRmNTVmxSOHM/edit"><span style="color: lime;">Cálculo 9</span></a></span></strong></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: white; font-family: Courier New; font-size: large;">.</span></div>
<br />
<div align="center">
<br /></div>
<div align="center">
</div>
</div>
theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com1tag:blogger.com,1999:blog-6494246577571937574.post-37006610660344749432014-03-12T12:58:00.000+01:002014-04-05T14:07:10.148+02:00Energía renovables<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #0b5394; font-family: "Trebuchet MS", sans-serif;"><strong>Os proporcionamos, a continuación, un enlace para trabajar las energías renovables desde un punto de vista educativo y lúdico con nuestros alumnos.</strong></span></div>
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<strong><span style="color: #0b5394; font-family: Trebuchet MS;"><img height="200" 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" 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<strong><span style="color: #0b5394; font-family: Trebuchet MS;">Gracias al gobierno de Canarias podemos disfrutar del siguiente recurso digital:</span></strong></div>
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<strong><span style="color: #0b5394; font-family: Trebuchet MS;"><br /></span></strong></div>
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<strong><span style="color: #cc0000; font-family: Trebuchet MS; font-size: large;"><a href="http://www3.gobiernodecanarias.org/medusa/contenidosdigitales/programasflash/Agrega/Primaria/Conocimiento/Fuentes_de_energia/index.html">Energía Renovables</a></span></strong></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-61280861187994344352014-01-11T21:47:00.003+01:002014-01-11T21:47:57.554+01:00Cuentos para trabajar el "Reciclaje"<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="color: #38761d;"><span style="font-family: Georgia,"Times New Roman",serif;">Gracias a uno de nuestros seguidores os ofrecemos, a continuación, un interesante recurso para trabajar con nuestras alumnas y nuestros alumnos el tema del reciclaje a través de los cuentos.</span></span></b></div>
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<span style="color: #38761d;"><b><span style="font-family: Georgia,"Times New Roman",serif;">Encontraremos</span></b><b><span style="font-family: Georgia,"Times New Roman",serif;"> una buena manera de tratar el tema de los contenedores, los residuos o el círculo de Mobius. ¿Qué no sabes qué es el círculo de Mobius? Pues entra, sumérgete en el maravilloso mundo de los cuentos y aprende...</span></b></span></div>
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<b><a href="http://1.bp.blogspot.com/_5IeVGMnxHqo/TCWvCNrtQnI/AAAAAAAAAcQ/WP9XaG-sHjI/s1600/logos-reciclaje.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/_5IeVGMnxHqo/TCWvCNrtQnI/AAAAAAAAAcQ/WP9XaG-sHjI/s1600/logos-reciclaje.jpg" height="191" width="320" /></a></b></div>
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<span style="color: #38761d;"><span style="font-family: Georgia,"Times New Roman",serif;"><i><span style="font-size: x-small;"><span style="color: #6aa84f;">Pincha en el siguiente enlace para acceder.</span></span></i></span><b><span style="font-family: Georgia,"Times New Roman",serif;"> </span></b></span></div>
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<a href="http://educacionyformacionambiental.blogspot.com.es/search/label/Cuentos"><span style="color: lime;"><span style="font-size: large;"><b><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">Cuentos de Educación Ambiental</span></b></span></span></a></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com1tag:blogger.com,1999:blog-6494246577571937574.post-81175138529634214672013-10-31T11:39:00.000+01:002013-10-31T11:54:30.794+01:00Material para Halloween<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://static.freepik.com/foto-gratis/fantasma-con-la-bolsa--en-blanco-y-negro_17-1104014549.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a> Os dejamos material para trabajar en Halloween:</div>
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<span style="color: white;"> <a href="http://static.freepik.com/foto-gratis/fantasma-con-la-bolsa--en-blanco-y-negro_17-1104014549.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="http://static.freepik.com/foto-gratis/fantasma-con-la-bolsa--en-blanco-y-negro_17-1104014549.jpg" width="145" /></a></span><br />
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<b><span style="color: purple;"><u>CUENTOS:</u></span></b><br />
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AUDIOCUENTO. Del blog "soñando cuentos"<so ando="" cuentos="">; nos deja este magnífico cuento:</so><br />
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<b><span style="color: #660000; font-size: large;">El Halloween de las letras</span></b></div>
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<span style="color: red;">Hace mucho tiempo, la mayoría de los monstruos eran seres simpáticos y golosos, tontorrones y peludos que vivían felizmente en su monstruoso mundo. Hablaban y jugaban con los niños y les contaban cuentos por las noches. Pero un día, algunos monstruos tuvieron una gran discusión por un caramelo, y uno se enfadó tanto que sus furiosos gritos hubieran asustado a cualquiera. Y entre todos los que quedaron terriblemente asustados, las letras más miedosas, como la L, la T y la D, salieron corriendo de aquel lugar. Como no dejaron de gritar, las demás letras también huyeron de allí, y cada vez se entendían menos las palabras de los monstruos. Finalmente, sólo se quedaron unas pocas letras valientes, como la G y la R , de forma que en el mundo de los monstruos no había forma de encontrar letras para conseguir decir algo distinto de " GRRR!!!", "AAAARG!!!" u "BUUUUH!!!". A partir de aquello, cada vez que iban a visitar a alguno de sus amigos los niños, terminaban asustándoles; y con el tiempo, se extendió la idea de que los monstruos eran seres terribles que sólo pensaban en comernos y asustarnos.</span></div>
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<span style="color: red;">Un día, una niña que paseaba por el mundo de los monstruos buscando su pelota, encontró escondidas bajo unas hojas a todas las letras, que vivían allí dominadas por el miedo. La niña, muy procupada, decidió hacerse cargo de ellas y cuidarlas, y se las llevó a casa. Aquella era una niña especial, pues aún conservaba un amigo monstruo muy listo y simpático, que al ver que nada de lo que decía salía como quería, decidió hacerse pasar por mudo, así que nunca asustó a nadie y hablaba con la niña utilizando gestos. Cuando aquella noche fue a visitar a su amiga y encontró las letras, se alegró tanto que le pidió que se las dejara para poder hablar, y por primera vez la niña oyó la dulce voz del monstruo.</span></div>
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<span style="color: red;">Juntos se propusieron recuperan las voces de los demás monstruos, y uno tras otro los fueron visitando a todos, dejándoles las letras para que pudieran volver a decir cosas agradables. Los monstruos, agradecidos, les entregaban las mejores golosinas que guardaban en sus casas, y así, finalmente, fueron a ver a aquel primer monstruo gruñón que organizó la discusión. Estaba ya muy viejecito, pero al ver las letras, dio un salto tan grande de alegría que casi se le saltan los huesos. Y mirando con ternura las asustadas letras, escogió las justas para decir <em>"perdón"</em>. Debía llevar esperando años aquel momento, porque enseguida animó a todos a entrar en su casa, donde todo estaba preparado para grandísima fiesta, llena de monstruos, golosinas y caramelos. Como que las que se hacen en Halloween hoy día; qué coincidencia, ¿verdad?</span></div>
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<b><u>JIMMY NOWLAND.</u></b></div>
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<b><u>CÓMO MOLA TU ESCOBA</u><span style="color: white;"> ..</span></b></div>
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<span style="color: magenta;"><u><strong>MATERIAL HALLOWEEN EN INGLÉS</strong></u></span></div>
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<strong><span style="color: magenta;"><span style="background-color: white; color: #38761d;">* Enlace a la web del <em>CEIP bilingüe Clara Campoamor</em> de Fuenlabrada (Madrid) donde podéis encontrar actividades, canciones, historias y juegos en inglés, relacionados con la fiesta de Halloween -->></span> <a href="http://cp.claracampoamor.fuenlabrada.educa.madrid.org/juegoshalloween.htm">PINCHA AQUÍ PARA ACCEDER</a></span></strong></div>
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<strong><span style="color: magenta;"><span style="color: #b45f06;">* Enlace a <em>"El blog de los niños"</em> donde vais a poder encontrar gran cantidad de recursos para aprender inglés a través de Halloween: historias, dibujos, videos, cuentos, juegos, libros interactivos, podrás crear tu propio monstruo, y mucho más -->></span> <a href="http://rimasdecolores.blogspot.com.es/2013/10/aprender-ingles-en-halloween.html">PINCHA AQUÍ PARA ACCEDER</a></span></strong></div>
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theos20http://www.blogger.com/profile/08701854809637323384noreply@blogger.com0tag:blogger.com,1999:blog-6494246577571937574.post-46782581977685115472013-10-30T12:47:00.000+01:002013-10-30T12:47:15.809+01:00Métodos de lectura para Primaria y Especial<div dir="ltr" style="text-align: left;" trbidi="on">
<strong><span style="color: #741b47;">¿QUÉ MÉTODO PUEDO ELEGIR?</span><br /></strong> Da igual que nos guste más un método que otro, que nos guste más un método global, un método analítico, un método constructivo... Nosotros no debemos ceñirnos por nuestros gustos, sino por una serie de características que marcan el elegir un método u otro.<br /><br /> Lo que debemos tener en cuenta a la hora de elegir un método:<br /><br /><b>1. El método que se enseña en su aula ordinaria.</b><br /><br />
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Esto condiciona lo que nosotras queramos trabajar, porque no debemos realizarlo de forma descoordinada, ya que conseguiríamos que el niño o niña confunda el objetivo de la lectura, las letras, etc. Pero tampoco quiere decir que debamos trabajar el mismo método de su aula si vemos que este no es beneficioso para nuestro alumnado. Podemos trabajar de forma mixta, conjugando el método de su aula con el que nosotras veamos que es más productivo para nuestro alumnado.</div>
<br /><b>2. Métodos que se han trabajado antes con el alumnado y no han obtenido resultado.</b><br /><br />
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Muchas veces nos encontramos con alumnos y alumnas que llevan varios años intentando aprender a leer y escribir y aún no ha dado resultado. Lo mejor en estos casos es cambiar el método de lectura que se ha estado utilizando, y esto nos ayudará a motivarlos, evitar ese cansancio y la frustración que sienten.</div>
<br /><b> 3. Limitación que presenta el alumno o alumna.</b><br /><br />
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Muchas veces la propia limitación nos puede dar señales de qué método es mejor para ese alumno o alumna en concreto. Por ejemplo, el alumnado que presenta síndrome de down suele tener limitación en la comprensión aislada de fonemas- grafemas y la motricidad fina, por ello es más recomendable un sistema global.</div>
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También nos podemos encontrar alumnado con dificultades en la memoria auditiva, asimilación de grafemas, percepción de detalles pero con un buen desarrollo de la atención visual lo que conllevaría también a desviarnos hacia un método global.</div>
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<span style="font-family: Times, Times New Roman, serif;">Alumnado</span> con dificultades de aprendizaje derivados de dislexia, para ellos se suele recomendar un método global o mixto, por presentar dificultades que impiden una buena codificación de grafema- fonema.</div>
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Sin embargo, existe también un alto porcentaje de alumnado que adquieren de forma más tardía la madurez lectora y no presentan limitaciones en la discriminación de detalles, atención, percepción, etc. Con ellos un sistema analítico o mixto podría tener buenos resultados.</div>
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<b>4. Adquisición de prerrequisitos básicos para la lectura y escritura. Conciencia fonológica.</b></div>
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Es importante realizar una evaluación sobre la conciencia fonológica antes de elegir un sistema lectoescritor.<br /><br /><span style="font-family: Times, Times New Roman, serif;">¿Qué es la conciencia fonológica? <span style="background-color: white; color: #333333; font-size: 14px; line-height: 23.76px; text-align: left;">capacidad que tenemos para poder segmentar, y reconocer estos segmentos, del lenguaje. Esto significa que, gracias a ella, los niños y niñas pueden </span><strong style="background-color: white; color: #333333; font-size: 14px; line-height: 23.76px; text-align: left;">ser capaces de reconocer e identificar los fonemas, sílabas y palabras de forma independiente entre sí</strong><span style="background-color: white; color: #333333; font-size: 14px; line-height: 23.76px; text-align: left;">. (<a href="http://es.wikipedia.org/wiki/Conciencia_fonol%C3%B3gica"><span style="color: #9800cb;">Conciencia fonológica en wikipedia</span></a>)</span></span><br /><br /> Existen muchos recursos para evaluar la conciencia fonológica, nos debemos fijar en varios aspectos, tanto de forma auditiva como visual:<br /><br />- Reconoce que una palabra es más larga que otra.<br /> - Comprende el significado de varias palabras.<br />- Reconoce la diferencia entre varias palabras en las que se cambia únicamente una letra, por ejemplo: -"perro" o "pelo"<br /> - Encuentra diferencias entre varias letras.<br /> - Encuentra letras escondidas.<br /> - Es capaz de copiar letras.<br />- Sabe cuántas letras o golpes de voz (sílabas) forman una palabra o cuantas palabras tiene una frase.<br /> - Encuentras palabras que empiezan o terminan igual.<br /> - Saben si rima o no varias palabras.<br /> - Completan palabras que le faltan letras o vocales.<br />- Imitan la escritura de forma cada vez más similar, a través de trazos.<br /><br /> Todos estos aspectos nos va mostrando si el alumno o alumna en cuestión tiene esa madurez necesaria para comenzar la lectoescritura. Esta madurez también puede mostrarnos qué método es más adecuado para el alumnado.<br /><br /> Un alumno o alumna sin conciencia fonológica o madurez lectora debe comenzar con un método global, constructivista o mixto, nunca con un método analítico. Pero una vez que avanza en esa madurez sí podremos retomar un método analítico.<br /><br /> Un alumno con madurez lectora y conciencia fonológica puede trabajar con métodos analíticos o globales.<br /><br /> Esperamos que estas pequeñas pautas hayan sido de ayuda a la hora de elegir un método u otro. Ahora debemos saber qué métodos existen.</div>
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Existen muchos métodos de lectura en el mercado, los cuales podemos elegir dependiendo de las características de nuestro alumnado. Aquí os mostramos una variedad que se suele utilizar para el alumnado de integración:</div>
<br /> <strong>LECO:</strong><br /><br /> Cuadernillos de lectoescritura analítico, con variedad de actividades, claridad en la presentación y donde se le da importancia a la comprensión acompañando las palabras de imágenes continuamente.<br /><br /><br /> <strong>PALAU:</strong><br /><a href="http://ecx.images-amazon.com/images/I/71OJFicIR-L._SL1500_.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="http://ecx.images-amazon.com/images/I/71OJFicIR-L._SL1500_.jpg" width="236" /></a><br />
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Método fotosilábico. Método analítico- mixto. Se basa en la lectura de sílabas acompañadas siempre de imágenes, ayuda a la comprensión y retención de fonemas silábicos de forma visual.</div>
<br /><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxQSXlo211TXqdizE1txBkj8DOnTKcZ0QA5RjUbxUT7lbDHA_2eb6bNoqJ1jFpXGIWrx6WNha3bs84Ml2wBdBR6UGSat6yCdR4ihjEGSLrts5Ou6wA6vJ9L3dSqyr8SRN9WqBU2rlEeNU/s320/pala1.jpg" /><br /><br /><br /> <strong>VEN A LEER:</strong><br /> Método analítico, con variedad de ejercicios, repetitivos de una letra a otra. Actividades simples y acompañadas de imágenes. Pensado como material de apoyo para el proceso lectoescritor.<br /><a href="http://imagenes.espaciologopedico.com/tienda/06/9788432307706.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://imagenes.espaciologopedico.com/tienda/06/9788432307706.jpg" /></a><img height="320" src="http://lh4.ggpht.com/-L2fS4pplpa4/TIIaUzJySbI/AAAAAAAALvo/BnQcB4b_3-4/Ven%252520a%252520leer%2525201.page08.jpg?imgmax=640" width="226" /><br />
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<br /><a href="http://contentmapas.didactalia.net/imagenes/Usuarios/ImagenesCKEditor/e1ccd637-a16e-4fe1-a14c-957c7bdc64e0/15445e16-62f6-46b5-a7f0-07285fd0cf9d.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="http://contentmapas.didactalia.net/imagenes/Usuarios/ImagenesCKEditor/e1ccd637-a16e-4fe1-a14c-957c7bdc64e0/15445e16-62f6-46b5-a7f0-07285fd0cf9d.jpg" width="280" /></a><strong>APRENDO A LEER:</strong><br /><br /> Método silábico basado en imágenes, con variedad de actividades.<br /><img height="320" src="http://www.cuentosparacolorear.com/recursos/fichas/aprender-a-leer/ficha-5.jpg" width="238" /><br /><br /><br /><br /> <strong>LETRILANDIA:</strong><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN6wZ6XgtSWv5X7_R4iQV7k8gGlLIntstjJUc57Rg9xdND4GKg4Cu1_trrz7aHdM7kyfC1tR9cW2L_T3tHQ97kjvWMcO2AYo-Wy9Zu8Vt5ZQk8YaLwORaaoaRXSyFwopHcLUr6C2HIHjw/s1600/Portada.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN6wZ6XgtSWv5X7_R4iQV7k8gGlLIntstjJUc57Rg9xdND4GKg4Cu1_trrz7aHdM7kyfC1tR9cW2L_T3tHQ97kjvWMcO2AYo-Wy9Zu8Vt5ZQk8YaLwORaaoaRXSyFwopHcLUr6C2HIHjw/s320/Portada.jpg" width="320" /></a><br /><br /> Método analítico muy conocido, de muchos años en el mercado pero igual de efectivo, trabaja la lectura desde la letra, pero cada letra es un personaje lo que ayuda a su recuerdo y memorización.<br /><img height="125" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSwXcRUMflG0EbOcS2sOfSGUL7ojo2yUEYfATanjmMEs3PJOE9l3AxV9h9f8yhOyYcMPDeEjn7N6nWJd5hgPGwjhSEofNoNiSKxsN8vK8BjbT5yqTzjmvkrW1NRyAKyHIb43sAmSNF3yAv/s200/letras+abecedario.jpg" width="200" /><br /><br /><br /><br /> <strong>MICHO:</strong><br /><br /><a href="http://pictures2.todocoleccion.net/tc/2011/08/11/28180201.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="http://pictures2.todocoleccion.net/tc/2011/08/11/28180201.jpg" width="296" /></a><br /> Método analítico también bastante antiguo que sigue utilizándose para la lectura.<br /><img height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAjTKLqOBnNIb9Xtk5QiruLbD4blC24f4jaCGp9MAphyphenhyphenM8Dk7YO-yM6XTvjVYCHv3dSyhQvXHt0gyeY30y-USAdxsE8-V0mGPWH2DK4ePhyphenhyphen4QlfiZUZRhSHxCPAfp1yvRzCMQ74f1HywVi/s320/Sin+t%25C3%25ADtulo-79.jpg" width="261" /></div>
<br /><br /><br /><a href="http://www.imosver.com/es/foto/muestraPortada.php?id=9788466750479&codigo=0031590002&size=big" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="(06).CUAD.PICTOGRAMAS 3.(MIRA COMO MIRO)./5 ANOS" border="0" src="http://www.imosver.com/es/foto/muestraPortada.php?id=9788466750479&codigo=0031590002&size=big" /></a><strong>MIRA COMO MIRO... PICTOGRAMAS:</strong><br /><br /><br />
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Este material trabaja la lectura a través de pictogramas, intercalando pictogramas con determinantes, preposiciones y/o conjunciones de forma paulativa. Es un material interesante y divertido, propio para infantil.<br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><a href="http://www.rinconespecial.com.ar/imagen/producto/grande/2092-190-la-tortuga-1-metodo-de-lectoescritura-para-alumnos-lentos-p-s.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="228" src="http://www.rinconespecial.com.ar/imagen/producto/grande/2092-190-la-tortuga-1-metodo-de-lectoescritura-para-alumnos-lentos-p-s.jpg" width="320" /></a><strong>MÉTODO DE LECTURA LA TORTUGA</strong> (para alumnos lentos):<br /><br /><br /> Es un método con multitud de actividades y fichas para una sola letra. </div>
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