tag:blogger.com,1999:blog-88552293457244873342024-03-19T00:30:02.253-07:00CONECTADOS A NUESTRA AULA primer ciclo"Este blog intenta ser una herramienta más en el aprendizaje del alumnado, que sirva no solo como una forma de reforzar los aprendizajes realizados en el aula, si no una ventana que sirva para conocer y abrir el camino hacia otras formas de educar".Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.comBlogger78125tag:blogger.com,1999:blog-8855229345724487334.post-76669216723990204812014-07-01T12:44:00.000-07:002012-03-07T12:46:57.335-08:00BIENVENIDOS<div class="separator" style="clear: both; text-align: center;">
<i style="background-color: white; font-family: Verdana, sans-serif;"><span style="color: magenta;">Hola chicos/as, os doy la bienvenida a nuestro nuevo rincón de clase, espero que entre todos lo disfrutemos.</span></i>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz4D61BDJ7Qpzgw9M_Pab9cqlWrF9effKNGRdXehI2NMZtfesG1rQQCTw81CrQNZkcqtdbyW7S620j25Acr85-furr4NnEfxoEJqo4cjs-isEFNjDJ70gBJeFDcUmc0aNKjVgksp5cY_P5/s1600/SANY1316.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz4D61BDJ7Qpzgw9M_Pab9cqlWrF9effKNGRdXehI2NMZtfesG1rQQCTw81CrQNZkcqtdbyW7S620j25Acr85-furr4NnEfxoEJqo4cjs-isEFNjDJ70gBJeFDcUmc0aNKjVgksp5cY_P5/s320/SANY1316.JPG" width="320" /></a></div>
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<br /></div>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com4tag:blogger.com,1999:blog-8855229345724487334.post-77966338459970370852013-01-08T10:43:00.002-08:002013-01-08T10:43:37.109-08:00Matematicas 5º E.P<div class="separator" style="clear: both; text-align: center;">
<a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2008/visualizador_decimales/conceptodecimal.html" target="_blank"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlTCRo1_snIPHYBui_UomYAwDxdI0tqAtvMTd9Df7AAbkEot1p1IPSK80YTqqfbDfol6hAlBpXDV3Z8KO0RYPmVN0B03t7AXhVmXKUc2OpolTESFA0D2U0_Hb6gkx9XdfDV-B-n48zNV8p/s1600/numeros+decimales.jpg" /></a></div>
<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-1172385915891937522012-11-27T11:25:00.000-08:002012-11-27T11:25:03.866-08:00Suma de Fracciones<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.conevyt.org.mx/cursos/cursos/ncpv/contenido/libro/nycu2/nycu2_t1.htm" target="_blank"><img border="0" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7iThft3XWD-0XHNXk09UKuMrb-6MTATqN9tPn76XEOdAlc0um8iSduaNcgx52DC1FngNGXIDTQR7RDpYkIr3PYy-h7fktpGNmAn9RqWVMyNUMIUKGcOD7AJVnLwEiGlLXRg0W3jBjvjfg/s200/fracciones+II.jpg" width="200" /></a></div>
<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-69123955597384313342012-11-27T11:18:00.001-08:002012-11-27T11:18:20.650-08:00Fracciones para 5º y 6º<div class="separator" style="clear: both; text-align: center;">
<a href="http://ntic.educacion.es/w3//recursos/primaria/matematicas/fracciones/menu.html" target="_blank"><img border="0" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwQx_z1UeLI83ybRr6nihkHO-p823Np8jPLIXSgomHFePjGfrZqJAvhdgKrB6_jX_KU08bj6uB2QLLRjIkeUdIjN3KWw5FMI1BH0jbyrSiOhWC91Uk1e7sCTwC0Z9dD-7_OYzghNCRW_6j/s200/fracciones.jpg" width="200" /></a></div>
<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-6277590031311328032012-07-05T07:53:00.000-07:002012-07-04T08:05:05.842-07:00FELIZ VERANO<div style="text-align: justify;">
<span style="color: #c27ba0;"><span style="font-family: Verdana, sans-serif;"><b>¡¡POR FIN LLEGÓ EL VERANO Y CON ELLO LAS VACACIONES!! Espero que disfrutéis, os divirtáis y sobre todo que no se os olvide nada de lo que hemos aprendido, por ello os dejo unas aplicaciones que os ayudarán a repasar. PASAR UN FELIZ VERANOOOO, NOS VEMOS EN SEPTIEMBRE!</b></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcuTDst2op55GD_pFv1fNOrs3p1pKYVa9T5nOj8_-pAPRK91LxGIqXV5kO26S-s0xv-BIRDwUOQQQt_SzvMLOsF7tNXMOWCs4OSyZd6gBwsXHTx-E4rijt_YauLu0kf6os4LsceAVGxaIm/s1600/VERANO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcuTDst2op55GD_pFv1fNOrs3p1pKYVa9T5nOj8_-pAPRK91LxGIqXV5kO26S-s0xv-BIRDwUOQQQt_SzvMLOsF7tNXMOWCs4OSyZd6gBwsXHTx-E4rijt_YauLu0kf6os4LsceAVGxaIm/s1600/VERANO.jpg" /></a></div>
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<span style="color: #c27ba0;"><br /></span></div>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-22177778077267160232012-07-04T08:19:00.001-07:002012-07-04T08:19:01.300-07:00REPASO MATE y LENGUA 2º<span style="color: #6fa8dc; font-family: Verdana, sans-serif;">Esta es una aplicación donde podréis ir trabajando por temas que hemos ido aprendiendo en clase, ánimo campeones/as!!</span><div class="separator" style="clear: both; text-align: center;">
<a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Mates2.htm" target="_blank"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj61XXrtt_HY9m3y4VUBnLctOkDiSA0RMTuSEysbomDd_PO8Pm1vYcv1lH6fVJtiawaKfNo9w7NTIwTtP0wAaWXvhaC8I1wTBVHc9yXCl7-gjBtYKnoYbzT_ugUPcse7JkNQChqt5A79kb8/s200/mate+2.jpg" width="190" /></a></div>
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<span style="color: #93c47d; font-family: Verdana, sans-serif;"><b>Esto es un conjunto de fichas que se pueden imprimir y os servirán para repasar LENGUA.</b></span></div>
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<a href="http://www.actiweb.es/bejherro/archivo5.pdf" target="_blank"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbrEdYrduumuSl2NjRsU5F3fjRmBCJCpKBw6V3d2P72-_e5OE9zM2rwYrZW04_MJvA13V_9WrkoiHB5lo7DkPVZNzJI3lBwf2Aj1JsXV8LHngA2yMQXYe-XLQod0yYcUzkYhF4ye2Icv7Q/s200/lengua.jpg" width="200" /></a></div>
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<span style="color: #6fa8dc; font-family: Verdana, sans-serif;"><br /></span></div>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-34543179684655209212012-07-04T08:04:00.002-07:002012-07-04T08:04:42.955-07:00REPASO MATE 3º<span style="color: #3d85c6; font-family: Verdana, sans-serif;">Esta es una aplicación de ANAYA que os puede servir para practicar lo que hemos ido dando en el curso, espero que os sirva y os ayude a repasar.</span><br />
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<a href="http://www.juntadeandalucia.es/averroes/centros-tic/41010198/helvia/aula/archivos/repositorio//0/14/html/Mat3anaya/menu_general.html" target="_blank"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju1CVeLhsMMomu9AjUdyflgckQVm0rCroXerJEMo5xaKLLdIyBgy0_HaL7DcCacVaIsKYwGurgrqPy5NwEmgM5yyuKrLDje4-Vq-Z-sBu4lKLCfW-EmfSC4IlSrw8vRMTOZdju89ek6VfG/s200/mate+3.jpg" width="200" /></a></div>
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<a href="http://calasanz.edu.gva.es/7_ejercicios/matematicas/indice.html" target="_blank"><img border="0" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD4dnE_lws7EAn15ukA9K3vMrgVCI4midnYCaFzVO7Kw560mGL1owHk7i1KG4ENq7pNPVV2zPlg9aaFIVgv6tfxRyhVbAr9hQ-TIYY0lFkcXfC8_DiG3BNEgWHDFvqPKD4qk69wD7MDHZF/s200/MATEM%C3%81TICAS_3%C2%BA_PRIMARIA_(REPASO_GENERAL).png" width="200" /></a></div>
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<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-75729204100597121402012-06-14T08:04:00.003-07:002012-06-14T08:04:42.944-07:003º E.P Repaso de mate T.15<span style="color: #3d85c6; font-family: Verdana, sans-serif;"><i>Repasa lo que hemos aprendido en este último tema.</i></span><br />
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<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/TERCERO/Matematicas/datos/05_rdi/U12/01.htm" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" height="125" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG5lrlSwzuJoV8EAxQsNsJDqf-Iij0Ed7NjMNpLpWlyfpx7-dWGp6Qg_xEcjVCmIyzT-YYb3d8Sz7ouw0Xl_nG4XrRi7TS0DsC9QmQzDTZLOokZ1MCwveEIZatzmzLOwI7eqwc0Oe7TehU/s200/cuerpos+geometricos.jpg" width="200" /></a></div>
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<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/TERCERO/Matematicas/datos/05_rdi/U12/02.htm" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgcjK6VpFZxXkCir24RkpvTKcRexkmQmP8fB0mC8D_qiHxooEin5EoWHUvp-ml-JSR_o1fUfVJrXCJWtG52FJYp4kBVoey7GBiRzIWpLeQSGwaHVwhg4fMwPINXdEjynxpOI-vHKiDDViu/s200/c1.jpg" width="200" /></a></div>
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<a href="http://cerezo.pntic.mec.es/maria8/bimates/geometria/prismasypiramide/prismas.html" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWh2EoNN-Z3sOyhE2sb0Q0-GALZ2w4AYjFzVXVXP6QaV8jf9ezLKnyBc2d8o9M3ZIxzEb-FYWrT9SHe1F91Izz0TdkklEatBqdOxJ2nReaPF693wO1FbSx00GOubyNGMg6GQ7LEk0Ha4pH/s200/c2.jpg" width="200" /></a></div>
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<a href="http://cerezo.pntic.mec.es/maria8/bimates/geometria/redondos/redondos.html" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7k5aEJexFhKDKd03R_rZ-feXlWgg-gKLxJsSJAwZ0gURrvygxA2uBEMr4xdLjFhFWzEg7u79VQvyp95v_52QfbPy5JQbLQr4kLQi9ObKZQMu4oveLYVY5Cf1JMi83t1RrAurYzGJh7PSn/s200/cono.jpg" width="200" /></a></div>
<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-72068036549619398422012-06-14T07:55:00.002-07:002012-06-14T07:55:28.631-07:002º E.P Repaso Lengua T.15<span style="color: #0b5394; font-family: Verdana, sans-serif;">¡Repasamos lo qué era el pr</span><span style="color: #0b5394; font-family: Verdana, sans-serif;">edicado en una oración!</span><br />
<a href="http://www.juntadeandalucia.es/averroes/carambolo/WEB%20JCLIC2/Agrega/Lengua/La%20oracion%20castellana/contenido/lcgs_oa04_es/index.html" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" height="124" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh6TvaPVHesi6O6gXi_W_HCTYCOUdI_xQc57rmTuS3K0FCqunz2kaWQGbM3qHr0RyGx1YIbGXMJF5fLKqhvR9QTsizfBmhnXiDNCjn_o4w71peJI6dYb76SJUMsYb1PrJoq_VKEt4sHRhJ/s200/predicado.jpg" width="200" /></a><span style="color: #0b5394; font-family: Verdana, sans-serif;"><br /></span><br />
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<a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividadespdilengua2/01/15/03/011503.swf" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" height="108" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj84V2d0J0T4Yje7hVe4zaHURBn4eeJe2HNJTfE9e5z9m_myiUrBRg-nhWhr-L48769frsinsCjeSkcWvKGQgD6cRkdFH2PFsk-FyDeSR2h2QtPUVd1raL-7HoPmd7wuPYe2jRDAft-QZTo/s200/predicado+II.jpg" width="200" /></a><span style="color: #0b5394; font-family: Verdana, sans-serif;"><br /></span><br />
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<span style="color: #0b5394; font-family: Verdana, sans-serif;">También hemos trabajado palabras con h;</span><br />
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<a href="http://contenidos.educarex.es/mci/2006/08/letras/h/index.html" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlZjpy6uGDdNqpawovB36cAn1POz2jpe2Yk5H6L6c6P0OqWXywTrF3UpGFVvjH1eaWcEx8Fe6NXHItQnK9XhTUilLIcCC0y0z3e6k1X9sARvt7v3hJnOBQrstzbOZ2cCxzxDeJJdFgn_wB/s200/h.jpg" width="182" /></a></div>
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<span style="color: #0b5394; font-family: Verdana, sans-serif;"><br /></span>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-8252462200434488622012-06-14T07:40:00.003-07:002012-06-14T07:42:28.141-07:002º E.P Repaso de Mate T.15<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR4SGWOn1exFHFWDuPUazk_2pGPHgoVk4OE1fNfWGrDEvcAhdSSQYM98ib_J5mSWtYrXYew_jpUlGonQs0QqdpKZMPSKTIoTtES6EplfylfgBOsNChdutrbMcwfZajwRF80xpuSaAJmT7B/s1600/La+calculadora+en+las+aulas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="127" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR4SGWOn1exFHFWDuPUazk_2pGPHgoVk4OE1fNfWGrDEvcAhdSSQYM98ib_J5mSWtYrXYew_jpUlGonQs0QqdpKZMPSKTIoTtES6EplfylfgBOsNChdutrbMcwfZajwRF80xpuSaAJmT7B/s200/La+calculadora+en+las+aulas.jpg" width="200" /></a></div>
<span style="color: #3d85c6; font-family: Verdana, sans-serif;">Durante este tema hemos aprendido el uso correcto de la calculadora, aquí os dejo una serie de páginas dónde poder practicar, para ello pinchar en los siguientes enlaces;</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividadespdimates2/01/15/01/011501.swf">http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividadespdimates2/01/15/01/011501.swf</a>
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<span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividadespdimates2/01/15/02/011502.swf">http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividadespdimates2/01/15/02/011502.swf</a>
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<span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.google.com/url?q=http://www.primaria.librosvivos.net/2epmacp_ud13_a1_cas_1.html&ei=tPbZT8WMDKWf0QW2q5jwBA&sa=X&oi=unauthorizedredirect&ct=targetlink&ust=1339686332200355&usg=AFQjCNFyjkFwxhVHO_chHCvQxHk6VHCZJg" style="background-color: white; color: #551a8b;">http://www.primaria.librosvivos.net/2epmacp_ud13_a1_cas_1.html</a><span style="background-color: white;">.</span></span>
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<a href="http://www.edu.xunta.es/centros/ceipchanopinheiro/aulavirtual/file.php/3/rsagra/2o_MATEMATICAS/PRO3/pro3.html" target="_blank"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_FWZ6wZoXlvxFd8YsuAsopqXYq7aNhu65Apw81kLmkRMsTGzpAOVkrR9V8VcmB4HY6SIFRZwM36wAbMHgd5grRZrp65IW_OwwLLtH3J8susWiqnhBKcdWDezmxzGZCSLxq-jbp0u3jVh0/s1600/problemas+mate.jpg" /></a></div>
<span style="background-color: white; color: #674ea7; font-family: Arial, Helvetica, sans-serif;">También hemos trabajado sobre cómo resolvemos los problemas, espero que esa aplicación os guste. (Pincha en la imagen)</span>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-43342600803994634782012-06-14T07:29:00.001-07:002012-06-14T07:29:20.012-07:00Lengua 1º E.P<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/PRIMERO/datos/01_lengua/03_Recursos/02_t/actividades/ortografia/01.htm" target="_blank"><img border="0" height="108" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXXLpoQLacQ_1xgRQjqql28aMrlvPXnyXb3UdyyWEZ4fbS9NCDXZj88u6S4G1SSvq-upNy16D9btEA9-gwkUdRoYVG3HmzT0ZQgFOeaAt745uPRb2ih8pU01WeVnKwhoTxwU_tiTJ-B3Ke/s200/Signos+interrogacion.jpg" width="200" /></a></div>
<span style="color: #674ea7; font-family: Verdana, sans-serif;"><i>Trabajamos los signos de interrogación y recordamos...(pincha en la imagen)</i></span><br />
<span style="color: #674ea7; font-family: Verdana, sans-serif;"><i><br /></i></span><br />
<span style="color: #674ea7; font-family: Verdana, sans-serif;"><i>Para seguir trabajando sobre ésto, aquí tienes este enlace:</i></span><br />
<span style="color: #674ea7; font-family: Verdana, sans-serif;"><i><br /></i></span><br />
<span style="background-color: white; font-family: arial, sans-serif;"> </span><a href="http://www.google.com/url?q=http://www.primaria.librosvivos.net/1eplen_ud14_act1.html&ei=ZfPZT5SrOonH0QXY2uD_Aw&sa=X&oi=unauthorizedredirect&ct=targetlink&ust=1339685485957751&usg=AFQjCNG0p4c95cHdipnImX9ABQGOdgQN_Q" style="background-color: white; color: #551a8b; font-family: arial, sans-serif;">http://www.primaria.librosvivos.net/1eplen_ud14_act1.html</a><span style="background-color: white; font-family: arial, sans-serif;">.</span>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-49271734882906838432012-05-26T11:59:00.001-07:002012-05-26T11:59:10.201-07:00MATE 3º REPASO DEL TEMA 14<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyS4fZKUhSzbNjiCZLribwnAE7kDEHFNWFrG4H15-dHdrFr_-UVeQUA7Jr3kzcBsHKfnLQvCuA_UCY9yFme74VScFcL1GdG0G2PGEeZEnK7jcX6Wr81XnjKfEyPC6rPw_aURnAhKnwuFO_/s1600/perimetro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyS4fZKUhSzbNjiCZLribwnAE7kDEHFNWFrG4H15-dHdrFr_-UVeQUA7Jr3kzcBsHKfnLQvCuA_UCY9yFme74VScFcL1GdG0G2PGEeZEnK7jcX6Wr81XnjKfEyPC6rPw_aURnAhKnwuFO_/s200/perimetro.jpg" width="200" /></a></div>
<span style="color: blue; font-family: Verdana, sans-serif;">Aquí os dejo distintas aplicaciones para practicar los perímetros;</span><br />
<br />
<ul>
<li><a href="http://www.genmagic.org/mates1/per1c.swf" target="_blank"><span style="color: blue; font-family: Verdana, sans-serif;">El perímetro.</span></a></li>
<li><span style="color: blue; font-family: Verdana, sans-serif;"><a href="http://www.genmagic.org/repositorio/albums/userpics/perim1c.swf" target="_blank">Perímetros II</a></span></li>
<li><span style="color: blue; font-family: Verdana, sans-serif;"><a href="http://cerezo.pntic.mec.es/maria8/bimates/geometria/Perimetro/perimetro.html" target="_blank">Perímetros y áreas.</a></span></li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOzporZsXr3MRtcW1D5YEWpjlF0Jx14lCDLBxgXIVp0q1hQhQvUfwKNwAZG-sl-aWyZroFVaGW2eRznIq8jR6mndPx0R5yT6b8SEUcUA-6dpFrtu_A_20DJXrt1D8XWHShXqmP9g_tJIDG/s1600/simetria.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOzporZsXr3MRtcW1D5YEWpjlF0Jx14lCDLBxgXIVp0q1hQhQvUfwKNwAZG-sl-aWyZroFVaGW2eRznIq8jR6mndPx0R5yT6b8SEUcUA-6dpFrtu_A_20DJXrt1D8XWHShXqmP9g_tJIDG/s1600/simetria.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="color: magenta; font-family: Verdana, sans-serif;">Estas son las aplicaciones para practicar las simetrías y las traslaciones:</span></div>
<div>
<ul>
<li><a href="http://www.edu.xunta.es/espazoAbalar/sites/espazoAbalar/files/datos/1285581005/contido/ma023_oa01_es/index.html" target="_blank"><span style="color: magenta; font-family: Verdana, sans-serif;">Simetría respecto a un eje.</span></a></li>
<li><a href="http://www.edu.xunta.es/espazoAbalar/sites/espazoAbalar/files/datos/1285581005/contido/ma023_oa05_es/index.html" target="_blank"><span style="color: magenta; font-family: Verdana, sans-serif;">Construcción de figuras simétricas.</span></a></li>
<li><a href="http://www.genmagic.net/habilidades/simetc.swf" target="_blank"><span style="color: magenta; font-family: Verdana, sans-serif;">Dibuja</span></a></li>
<li><a href="http://www.genmagic.net/habilidades/dib4c1_simetrico.swf" target="_blank"><span style="color: magenta; font-family: Verdana, sans-serif;">Seguir dibujando.</span></a></li>
<li><a href="http://www.edu.xunta.es/espazoAbalar/sites/espazoAbalar/files/datos/1285581005/contido/ma023_oa03_es/index.html" target="_blank"><span style="color: magenta; font-family: Verdana, sans-serif;">Simetría de figuras planas.</span></a></li>
</ul>
</div>
<div>
<br /></div>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-74787532609837439342012-05-26T11:45:00.001-07:002012-05-26T11:45:24.227-07:00MATE 2º Doble y Mitad<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpeNonJQ0QOTOk6_fFfmxZF1dkN5EH3MGBNJV7_tB17H00RCL1Lcc-I5NWZ55x-kErSN_xHzFgF6UFYYmvSs_fV5QOf93Ax9JHNar0XeQ2QEyTVV_yyVKr0taDcYf_sh1JK8fJ_n2lLEgu/s1600/doble+y+mitad.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="158" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpeNonJQ0QOTOk6_fFfmxZF1dkN5EH3MGBNJV7_tB17H00RCL1Lcc-I5NWZ55x-kErSN_xHzFgF6UFYYmvSs_fV5QOf93Ax9JHNar0XeQ2QEyTVV_yyVKr0taDcYf_sh1JK8fJ_n2lLEgu/s200/doble+y+mitad.jpg" width="200" /></a></div>
<span style="color: #741b47; font-family: Verdana, sans-serif;">Distintos enlaces para que practiquéis, pinchar en cada una de las frases:</span><br />
<br />
<ul>
<li><a href="http://genmagic.net/repositorio/displayimage.php?pos=-172" target="_blank"><span style="color: #741b47; font-family: Verdana, sans-serif;">Doble/Mitad</span></a></li>
<li><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividadespdimates2/01/14/03/011403.swf" target="_blank"><span style="color: #741b47; font-family: Verdana, sans-serif;">Doble y mitad I</span></a></li>
<li><a href="http://www.primaria.librosvivos.net/2epmacp_ud14_a1_cas_1.html" target="_blank"><span style="color: #741b47; font-family: Verdana, sans-serif;">La mitad</span></a></li>
</ul>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-65778712993266499542012-05-26T11:39:00.003-07:002012-05-26T11:39:55.099-07:00MATE 2º Repasamos la tabla del 9<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0pw8zPKkf_GuFxyDSFxrZpbq_NhEjg3mlqHQFVLFtDzhhVDIbR8dV0P5QCSfwZPSmnsurCdjaHwphA8tge7HRbTFiW7pRkFRBYQrfnHBEagDwhyphenhyphenyqPz3ESPjwdg0BJWostwM7UBS2rgqK/s1600/TABLA+9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0pw8zPKkf_GuFxyDSFxrZpbq_NhEjg3mlqHQFVLFtDzhhVDIbR8dV0P5QCSfwZPSmnsurCdjaHwphA8tge7HRbTFiW7pRkFRBYQrfnHBEagDwhyphenhyphenyqPz3ESPjwdg0BJWostwM7UBS2rgqK/s200/TABLA+9.jpg" width="200" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-family: Verdana, sans-serif;">Distintos enlaces para practicar y repasar la tabla del 9 y las demás, pincha en cada una de las frases:</span></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<ul>
<li><a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/preguntatablas/nueve/nueve_p.html" target="_blank"><span style="font-family: Verdana, sans-serif;">¿Te pregunto la tabla del 9?</span></a></li>
<li><a href="http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/tablasnuevas/tabladel9pa_p.html" target="_blank"><span style="font-family: Verdana, sans-serif;">¿Me la sé?</span></a></li>
<li><a href="http://www.educa.jcyl.es/educacyl/flash/launcher.swf?path=/educacyl/cm/files.swf&idMmedia=66484&baseUrl=/educacyl/cm&idContent=43531&alias=zonaalumnos" target="_blank"><span style="font-family: Verdana, sans-serif;">Multiplica sin parar</span></a></li>
<li><a href="http://www.supersaber.com/espacioMultiplica.htm" target="_blank"><span style="font-family: Verdana, sans-serif;">Han raptado a Bobi</span></a></li>
<li><a href="http://www.juntadeandalucia.es/averroes/colegiovirgendetiscar/profes/trabajos/tablas/controltablas.html" target="_blank"><span style="font-family: Verdana, sans-serif;">Control de tablas</span></a></li>
<li><a href="http://www.vedoque.com/juegos/salta-ranas.swf?idioma=es" target="_blank"><span style="font-family: Verdana, sans-serif;">La carrera de las ranas</span></a></li>
<li><a href="http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp?pgseed=1168680284241&idContent=20739&locale=es_ES&textOnly=false" target="_blank"><span style="font-family: Verdana, sans-serif;">A la rica fruta</span></a></li>
</ul>
<div>
<br /></div>
<br />
<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-44987717137689082942012-05-26T11:25:00.002-07:002012-05-26T11:26:51.530-07:00Mate 1º y 2º LAS HORAS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi73YAxsQLsvEcJZN-vSA-Igjv2GFdlyzOLHSXh03_UXCLbVY674Po0VgdXwy48nR-DlswbxnjCO4S4AmrB8REgPtboXbxNwCs4mE_ZY0Io-3PfgCalODu-NDpugcccEc4roPlgRPcBgteb/s1600/reloj.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi73YAxsQLsvEcJZN-vSA-Igjv2GFdlyzOLHSXh03_UXCLbVY674Po0VgdXwy48nR-DlswbxnjCO4S4AmrB8REgPtboXbxNwCs4mE_ZY0Io-3PfgCalODu-NDpugcccEc4roPlgRPcBgteb/s200/reloj.jpg" width="193" /></a></div>
<span style="color: #a64d79; font-family: Verdana, sans-serif;">La cosa va de relojes, aquí os muestro distintas aplicaciones dónde poder practicar las horas, solo hay que pinchar en cada una de las frases:</span><br />
<br />
<ol>
<li><span style="color: #a64d79; font-family: Verdana, sans-serif;"><a href="https://vedruna-fec-pamplona.micolegio.es/archivosCMS/0/0/0/usuarios/2/9/1p_hora_media_cas/cargador.html" target="_blank">Las horas I</a></span></li>
<li><span style="font-family: Verdana, sans-serif;"><a href="http://www.edu.xunta.es/centros/ceipchanopinheiro/aulavirtual/file.php/3/rsagra/LAS_HORAS/reloj1_blog.html" target="_blank">Las horas II</a></span></li>
<li><span style="font-family: Verdana, sans-serif;"><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/matespdi/01/15/03/011503.swf" target="_blank">El reloj digital</a></span></li>
<li><span style="font-family: Verdana, sans-serif;"><a href="http://www.juntadeandalucia.es/averroes/~cepgr2gt1/intranet12/mat/reloj1/" target="_blank">El reloj y las horas</a></span></li>
<li><a href="http://www.juntadeandalucia.es/averroes/~cepgr2gt1/intranet12/mat/reloj2/" target="_blank"><span style="font-family: Verdana, sans-serif;">El reloj y las horas II</span></a></li>
<li><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividadespdimates2/01/06/01/010601.swf" target="_blank"><span style="font-family: Verdana, sans-serif;">Horas, horas y media</span></a></li>
<li><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividadespdimates2/01/09/03/010903.swf" target="_blank"><span style="font-family: Verdana, sans-serif;">Y cuarto menos cuarto.</span></a></li>
<li><a href="http://centros3.pntic.mec.es/cp.juan.de.la.cosa/Actividadespdimates2/01/14/01/011401.swf" target="_blank"><span style="font-family: Verdana, sans-serif;">Cálculo de tiempos.</span></a></li>
</ol>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-5484009842661756822012-05-26T11:07:00.002-07:002012-05-26T11:09:48.086-07:00LENGUA 1º y 2º E.P (Practicamos el sujeto y el predicado).<div class="separator" style="clear: both; text-align: center;">
<a href="http://contenidos.santillanaenred.com/jukebox/servlet/GetPlayer?p3v=true&xref=200601261900_PRE_0_-97457308&mode=1&rtc=1001&locale=es_ES&cache=false" target="_blank"><img border="0" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8GiCD3s05EXnyaB7D8wkemSAmP3o0bnb7C6ALXel7kaqjlty4Pv4tVTL1LvSYOtqlVOkNWyuB6WOrW1NSWaseOf_coumDvI_pgAke4OzzTp5bFr0EHa3WRDkmcBIzdmnwAv8VoOR8yO1O/s200/sujeto.jpg" width="200" /></a></div>
<span style="color: #cc0000; font-family: Verdana, sans-serif;">Esta es una aplicación de Santillana que os ayudará a repasar lo qué es el sujeto y el predicado de una oración.</span><br />
<span style="color: #cc0000; font-family: Verdana, sans-serif;"><br /></span><br />
<span style="color: #cc0000; font-family: Verdana, sans-serif;">Otras aplicaciones donde trabajar el predicado:</span><br />
<span style="color: #cc0000; font-family: Verdana, sans-serif;">- Arrastra cada </span><span style="color: #38761d; font-family: Verdana, sans-serif;"><b><a href="http://contenidos.santillanaenred.com/jukebox/servlet/GetPlayer?p3v=true&xref=200601270932_AC_0_1670589389&mode=1&rtc=1001&locale=es_ES&cache=false" target="_blank">sujeto</a></b></span><span style="color: #cc0000; font-family: Verdana, sans-serif;"> al predicado.</span><br />
<span style="font-family: Verdana, sans-serif;"><span style="color: #cc0000;">- Cada </span><b><span style="color: #6aa84f;"><a href="http://contenidos.santillanaenred.com/jukebox/servlet/GetPlayer?p3v=true&xref=200601270935_PRE_0_-365318959&mode=1&rtc=1001&locale=es_ES&cache=false" target="_blank">oveja</a></span></b><span style="color: #cc0000;"> con su pareja.</span></span><br />
<br />
<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-85973878814281062702012-05-26T02:34:00.000-07:002012-05-22T03:07:10.658-07:00LA SEMANA DE LA ORTOGRAFÍA<div style="text-align: justify;">
<span style="color: #3d85c6; font-family: Verdana, sans-serif;">Esta semana vamos a llevar a cabo el proyecto realizado en el cole <b>¡NO MÁS FALTAS!</b>, ya que consideramos que es muy importante que nuestros alumnos/as aprendan a escribir bien, ya que en el mundo en el que nos desenvolvemos hoy en día, la escritura ha quedado aparcada en un segundo plano con tantas abreviaturas que utilizamos al escribir en móviles, mensajes, emails...</span></div>
<div style="text-align: justify;">
<span style="color: #3d85c6; font-family: Verdana, sans-serif;">Cada día de esta semana trabajaremos la ortografía de manera específica y a través de las distintas áreas.<b>¡ESPERAMOS QUE OS GUSTE!</b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBGHzK3m2d-il7fkmyZtxcqRRcpOT5KJfJRe9Vru_1j-LzM7dURDDbAiXl0dVX6BU1lvO5YvvX1KAROH575V8vIF2Yj85EIKuZdKxYI8fjresl4MR3myTwYHfvOmFcUyj_fM457azDTqjh/s1600/faltas+de+ortografia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBGHzK3m2d-il7fkmyZtxcqRRcpOT5KJfJRe9Vru_1j-LzM7dURDDbAiXl0dVX6BU1lvO5YvvX1KAROH575V8vIF2Yj85EIKuZdKxYI8fjresl4MR3myTwYHfvOmFcUyj_fM457azDTqjh/s1600/faltas+de+ortografia.jpg" /></a></div>
<div style="text-align: justify;">
<span style="color: #3d85c6; font-family: Verdana, sans-serif;"><b><br /></b></span></div>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-6575888146591839232012-05-24T03:06:00.000-07:002012-05-23T04:53:42.474-07:00LUNES ¡No más faltas!<div>
<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOOh7U70vYN0xEOFvOmefyS7bPsKFHnvKT5PxH1l7UaIwutYxn8DAzBxbODZUwfQc9pRuUyld9Lz3ErX-rpQDtRWIOJtQxuSL9Amy8IBm8dj_dIKg_FDfsOxnBv_E7wwR9f5WT6QGwxKtk/s1600/IMG_0037%5B1%5D" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOOh7U70vYN0xEOFvOmefyS7bPsKFHnvKT5PxH1l7UaIwutYxn8DAzBxbODZUwfQc9pRuUyld9Lz3ErX-rpQDtRWIOJtQxuSL9Amy8IBm8dj_dIKg_FDfsOxnBv_E7wwR9f5WT6QGwxKtk/s200/IMG_0037%5B1%5D" style="cursor: move;" width="200" /></a></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #6fa8dc; font-family: Verdana,sans-serif;">Este lunes comenzamos haciendo unas pruebas mandadas por la Consejería para ver cual es nuestro nivel ortográfico.</span></div>
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<span style="background-color: white; color: #6fa8dc; font-family: Verdana,sans-serif;"><br /></span></div>
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<span style="background-color: white; color: #6fa8dc; font-family: Verdana,sans-serif;"><br /></span></div>
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<span style="color: #6fa8dc; font-family: Verdana,sans-serif;">Después hicimos unos dictados interactivos, ¿en qué consiste ésto?, la semana anterior distintos compañeros del CRA grabarón unos dictados, uno para cada ciclo de primaria, y se colgaron en la página del CRA. El lunes los vimos e hicimos los dictados, fue una actividad muy motivadora a la vez que interesante.</span></div>
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<span style="color: #6aa84f; font-family: Verdana,sans-serif;"><i>Aquí os dejo el dictado para primer ciclo que grabaron los compañeros de Tiñosillos por si queréis repetirlo en casa.</i> </span></div>
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<span style="color: #6aa84f; font-family: Verdana,sans-serif;"><br /></span>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-34734041849135808412012-05-23T04:52:00.000-07:002012-05-23T04:54:51.327-07:00REPASAMOS LA ORTOGRAFÍA<div style="text-align: justify;">
<b><span style="color: purple; font-family: Verdana,sans-serif;">Como esta semana es la semana de ¡NO MÁS FALTAS!, aquí dejo algunos recursos sacados del blog "cajón de clase" de Sandra para seguir practicando.</span></b></div>
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" /> </a><a href="http://contenidos.educarex.es/mci/2007/29/" target="_blank"><img alt="" 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" /></a><a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2010/ortografia_natural/actividades/menu.html" target="_blank"></a>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-28307287591843303542012-05-23T04:42:00.003-07:002012-05-23T04:42:59.670-07:00LA TABLA DEL 9<div style="color: #351c75; font-family: Verdana,sans-serif; text-align: justify;">
<b>Chicos/as aquí teneís el vídeo de la tabla del 9 que hemos estado practicando en clase, espero que os ayude a repasar en casa.</b></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/qBd2K8sjqE8?feature=player_embedded' frameborder='0'></iframe></div>
<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-23356485438605534932012-05-22T02:19:00.001-07:002012-05-22T02:23:18.211-07:00¡HOY RECOMENDAMOS LIBROS!<span style="color: #3d85c6; font-family: Verdana, sans-serif;"><b>En este último trimestre estamos cogiendo libros de la biblioteca del Centro y nos los llevamos a casa para seguir disfrutando con la lectura. Teniendo en cuenta que uno de los objetivos que nos planteamos para primer ciclo es el trabajo de la expresión oral, hemos decidido recomendar libro para así trabajar ese objetivo, esperamos que os guste y ahí van nuestras recomendaciones de la semana.</b></span><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/3b8ByTm7nqc?feature=player_embedded' frameborder='0'></iframe></div>Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-29632988169592421332012-05-15T07:49:00.001-07:002012-05-15T07:54:23.057-07:00PRACTICAR LA LECTURA<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.cuentosparaconversar.net/calendario.htm" target="_blank"><img border="0" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIIoGooEnA_D4MGpkTISMUUqwDOBCR2sSPOKsB1P1poiZK7nLRvYH-K3c7msg8OW4ulP_ck5LdxrW1hYiqiHQgqa1kLvbU-NzFaXFSKa9Avg-w2zGVxwyljMRy3NMGXiBqomONLsShM-0j/s320/CUENTOS+1.jpg" width="320" /></a></div>
<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com2tag:blogger.com,1999:blog-8855229345724487334.post-74122587754237870182012-05-15T07:47:00.000-07:002012-05-15T07:47:42.140-07:00EL USO DE LA MAYÚSCULA<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.edu365.cat/primaria/muds/castella/ortografiate/ortografiate3/contenido/sd01/sd01_oa01/index.html" target="_blank"><img border="0" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_-XSHBiYli8nh30xjDtw4GC-fFiMyqoe16zBp254F8pM0Yf0dHOlIsxstJbID6WJCAS0arikzaHllnJlf0wkTBU9-2mUFb_N6qm9XgBXGVwnIDDmbWe56rhL4WS9cs1Ld8CB1nlOBR0dA/s200/MAYUS.jpg" width="200" /></a></div>
<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-70743998266901218512012-05-15T07:31:00.001-07:002012-05-15T07:31:28.382-07:00PRACTICAR LOS PROBLEMAS DE MATEMÁTICAS<div class="separator" style="clear: both; text-align: center;">
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<br />Beahttp://www.blogger.com/profile/00253156242728702667noreply@blogger.com0tag:blogger.com,1999:blog-8855229345724487334.post-73055521364881974632012-05-15T07:24:00.001-07:002012-05-15T07:24:57.697-07:00Mate 2º PRACTICAR LA DIVISIÓN<div class="separator" style="clear: both; text-align: center;">
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