tag:blogger.com,1999:blog-44698856140373708962024-03-18T21:53:33.078-07:00Enlaces de Ivan,Rubén y Aitor¡Lo mas entretenido para estudiar lo que quieras.Asi que no busques más, pincha y mira como es.Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.comBlogger37125tag:blogger.com,1999:blog-4469885614037370896.post-24431737235849969802017-05-11T02:08:00.004-07:002017-05-11T02:08:38.496-07:00Áreas<div class="separator" style="clear: both; text-align: center;">
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Hola chicos hoy os vamos a poner como hacer las áreas. Aquí os dejamos el <a href="http://conteni2.educarex.es/mats/11797/contenido/" target="_blank">enlace</a>.</div>
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<a href="https://matematicasparaticharito.files.wordpress.com/2015/09/poligonosreg2-9.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Resultado de imagen de ejercicios areas y perimetros 6 primaria" border="0" class="irc_mi" height="206" src="https://matematicasparaticharito.files.wordpress.com/2015/09/poligonosreg2-9.png" style="margin-top: 19px;" width="320" /></a></div>
Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-26269968439822520702017-03-28T01:53:00.000-07:002017-03-28T01:53:20.082-07:00¡Las notas!<div style="text-align: justify;">
Hola chic@s, hoy como nos han dado las notas, os enseñaremos a hacer la media.</div>
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<b>1º :</b> hay que sumar los números de los que quieras hacer la media. </div>
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<b>Ejemplo: </b>2+3+4+3=12</div>
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<b>2º: </b>hay que dividir el número que te halla salido por el número de números que hallas sumado.</div>
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<b>Ejemplo:</b>12➗4=3</div>
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Y así se calcula la media.</div>
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Un saludo: Iván y Aitor.</div>
Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-3468232820227347842017-03-13T03:36:00.001-07:002017-03-13T03:36:04.225-07:00Clases de predicados.<div style="text-align: justify;">
Hola chic@s, hoy os traemos un ejercicio de clases de predicados. Es muy entretenido y funciona bien, así que clicka <a href="http://perso.wanadoo.es/louralba/potatoes/tipos%20o%20clases%20de%20predicados.htm" target="_blank">↦aquí</a>↤ y juega.</div>
Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-9896152779468592752017-02-23T02:45:00.003-08:002017-02-23T02:45:45.190-08:00Onomatopeyas.<div style="text-align: justify;">
Hola chic@s, hoy os traemos ejercicios de onomatopeyas: <a href="http://www.aulafacil.com/cursos/l7970/primaria/lenguaje-primaria/lengua-quinto-primaria-10-anos/las-onomatopeyas" target="_blank">ejercicio.</a></div>
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Esperamos que os divirtais.</div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Un saludo, Iván y Aitor.</span></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-4422040139765810712017-01-25T02:44:00.003-08:002017-01-25T02:44:35.724-08:00Divisiones con decimales.Hola a todos, hoy os traemos una actividad para mejorar las divisiones, lo que tenéis que hacer es coger un papel hacer la división que te dice y poner lo que te a salido en la <a href="http://ntic.educacion.es/w3//recursos/primaria/matematicas/decimales/menuu7.html" target="_blank">solución</a>. Y ya está.<br />
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<tr><td style="text-align: center;"><a href="http://www.aulafacil.com/uploads/cursos/460/editor/a-4-4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="Resultado de imagen de divisiones con decimales" border="0" class="irc_mi iTFL6175_Skk-pQOPx8XEepE" height="228" src="http://www.aulafacil.com/uploads/cursos/460/editor/a-4-4.jpg" style="margin-top: 128px;" width="400" /></a></td></tr>
<tr align="center"><td class="tr-caption"><span style="font-size: large;"><b>Este es un ejemplo.</b></span></td></tr>
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Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-16467328234936022192017-01-09T02:13:00.006-08:002017-03-13T03:38:03.503-07:00Números decimales<div style="text-align: justify;">
Hola chic@s, hoy os traemos un <a href="http://www.juntadeandalucia.es/averroes/centros-tic/41009470/helvia/aula/archivos/repositorio/0/203/html/datos/05_rdi/U07/04.htm" target="_blank">juego</a> de decimales para practicar.</div>
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Que el siguiente tema es complicado y este hay que aprendérselo bien.</div>
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Ah... FELIZ AÑO NUEVO!!!!!! </div>
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<br />Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-29930956339364705362016-12-16T01:37:00.001-08:002016-12-16T01:37:45.568-08:00Matemáticas de 6º<div style="text-align: justify;">
Hola chicos hoy os vamos a <span style="background-color: lime;"><span><span style="background-color: white;"><span>traer ejercicios de matemáticas aquí os dejamos el <a href="http://www.mundoprimaria.com/juegos-matematicas/juegos-numeros-multiplicar-sumas-restas-6o-primaria/" target="_blank">Enlace</a></span><span></span></span></span></span>.</div>
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Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-41664416630935902822016-12-02T02:28:00.003-08:002016-12-02T02:28:57.031-08:00Operaciones con fracciones.<div style="text-align: justify;">
Hola chic@s, hoy os traemos unos ejercicios de <a href="http://es.onlinemschool.com/math/practice/fraction/calk/" target="_blank">fracciones</a>. Sabemos que son difíciles, pero hay que practicarlas.</div>
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<a 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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Resultado de imagen de fracciones" border="0" class="irc_mut i0mXyj0TEYdw-HwpH6ZlgJaI" height="188" 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Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-56138751632478593372016-11-09T01:28:00.002-08:002016-11-09T01:28:41.278-08:00Fracciones.<div style="text-align: justify;">
Hola chic@s, hoy os traemos fracciones para practicar. Aquí os dejamos el enlace:<a href="http://proyectodescartes.org/PI/materiales_didacticos/M_B1_suma_Fracciones-JS/index.html" target="_blank">enlace.</a></div>
Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-27136515536002035442016-11-04T03:45:00.001-07:002016-11-04T03:45:32.402-07:00Los prefijos.<div style="text-align: justify;">
Hoy os traemos una actividad de los <a href="http://www.educa.jcyl.es/educacyl/cm/gallery/recursos_odes/2007/lengua/lc007_es//lc007_oa02_es/index.html" target="_blank">prefijos</a> espero que os guste.</div>
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<img alt="Resultado de imagen de prefijos" class="irc_mut iZdsXG3i7qG0-HwpH6ZlgJaI" height="257" 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" 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Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-17848830109702453242016-10-27T01:41:00.000-07:002016-10-27T01:47:45.743-07:00Mínimo común múltiplo.<div style="text-align: justify;">
Hola chic@s, hoy os traemos una actividad de m.c.m. Que es un poco lioso.</div>
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<span style="font-size: x-large;"><u><b><a href="http://es.onlinemschool.com/math/practice/arithmetic/lcm/" target="_blank">Enlace</a>.</b></u></span></div>
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Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-37012790475545356882016-10-13T08:38:00.000-07:002016-10-13T08:40:12.021-07:00Potencias<div style="text-align: justify;">
Hola chicos, hoy os traemos un ejercicio de potencias y raíces que esta muy entretenido, y también un vídeo divertido de "Troncho y Poncho."</div>
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<strong>Enlace:<a href="https://luisamariaarias.wordpress.com/matematicas/tema-2-potencias-y-raiz-cuadrada/" target="_blank">Potencias y raíces cuadradas</a></strong></div>
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<strong>Iván 6ºB.</strong>Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-52331854695554098362016-09-27T10:16:00.001-07:002016-10-13T08:39:44.985-07:00ProblemasHola chic@s, hoy os traemos un juego de repaso de problemas. Esperemos que os guste porque es muy funcional os dejo el enlace aquí: <a href="http://www.mundoprimaria.com/juegos-matematicas/juego-factores-que-confunden/" target="_blank">Problemas</a>.<br />
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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Resultado de imagen de problemas" border="0" height="320" 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" width="274" /></a></div>
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Un saludo Iván, Aitor y Rubén.<br />
<br />Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-62041887475239989882016-09-22T01:48:00.001-07:002016-09-22T01:48:22.093-07:00Lios números romanos.Aquí os traemos una actividad para los números romanos, <i><a href="http://www.elabueloeduca.com/aprender/matematicas/romanos/numeros_romanos.html" target="_blank">los números romanos</a></i>.<br />
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<a href="https://i.ytimg.com/vi/ObNppP4D1KU/maxresdefault.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen de tabla completa numeros romanos para niños pequeños" border="0" class="irc_mi ib0BchyFnIEU-pQOPx8XEepE" height="200" src="https://i.ytimg.com/vi/ObNppP4D1KU/maxresdefault.jpg" style="margin-top: 28px;" width="320" /></a><br />
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<a href="https://i.ytimg.com/vi/ObNppP4D1KU/maxresdefault.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de tabla completa numeros romanos para niños pequeños" border="0" class="irc_mi ib0BchyFnIEU-pQOPx8XEepE" height="125" src="https://i.ytimg.com/vi/ObNppP4D1KU/maxresdefault.jpg" style="margin-top: 28px;" width="200" /></a><br />
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Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-5948928651210056342016-06-02T02:02:00.000-07:002016-06-02T02:02:16.159-07:00Como aprender ajedrez.<div style="text-align: justify;">
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR7flgr2EUUd9svjvtQN8XDHzmOMOsEquRzgC4YoPp2Yz4jlkGfZg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="irc_mut i0fylTpoZuos-HwpH6ZlgJaI" height="208" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR7flgr2EUUd9svjvtQN8XDHzmOMOsEquRzgC4YoPp2Yz4jlkGfZg" style="margin-top: 20px;" width="320" /></a>Hola chic@s , hoy os traemos un vídeo de ajedrez bastante interesante.Aquí os dejamos el enlace <a href="https://www.youtube.com/watch?v=CBYk6qlIdrw" target="_blank">Ajedrez.</a></div>
Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-74713830418186363832016-05-11T02:53:00.000-07:002016-05-11T02:53:18.504-07:00Cuerpos geométricos.<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQQ-zteBe0I3l1s2RJMYgrOy3_U0HUaEzqRVsb1EzutLOLxinY5Zw" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="irc_mut ivMokn5P40b0-HwpH6ZlgJaI" height="200" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQQ-zteBe0I3l1s2RJMYgrOy3_U0HUaEzqRVsb1EzutLOLxinY5Zw" style="margin-top: 0px;" width="200" /></a></div>
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Hola chic@s, hoy os traemos un juego para practicar los cuerpos geométricos. Aquí os dejamos el enlace <a href="http://wikisaber.es/Contenidos/LObjects/3D_shapes/index.html" target="_blank">cuerpos geométricos.</a></div>
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Un saludo :Iván, Aitor y Rubén</div>
Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-5584030600501777332016-04-19T01:38:00.001-07:002016-04-19T01:38:13.174-07:00¡500 Entradasss!Gracias a todos por estas 500 visitas nos hace mucha ilusión. <br />
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<img alt="Resultado de imagen de 500 visitas" class="rg_i" data-sz="f" name="vLbUDu47v-U4ZM:" 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" 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" 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"> </a><br />
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Gracias Rubén,Iván y Aitor.<br />
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Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-40357824624505093462016-04-14T01:49:00.001-07:002016-04-14T01:51:26.189-07:00Ángulos de matemáticas.Hola chicos, hoy os traemos un juego de medir ángulos. Aquí os dejamos el enlace <a href="http://lessons.e-learningforkids.org/efk/Courses/ES/M1108/index.html" target="_blank">juego de medir ángulos.</a><br />
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Un saludo Rubén, Aitor e Iván. Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-91704243591757010412016-02-14T13:32:00.000-08:002016-02-14T13:33:12.309-08:00AYUDA A VALERIAHola chicos, hace poco estamos recaudando tapones para mi prima Valeria. Nació con atresia pulmonar, necesita varias operaciones que solo se pueden realizar en Boston.<br />
Aquí os dejo el enlace del mapa con los puntos donde recogemos tapones <a href="https://www.google.com/maps/d/viewer?mid=z80BFd4St1_U.kEUSC3HbfMYQ" target="_blank">mapa de recogida</a>.<br />
¡AYUDA A VALERIA!<br />
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<br />Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-59242647641533975362016-02-06T02:54:00.003-08:002016-02-06T02:54:58.663-08:00Mapas interactivosHola chicos, hoy os traigo un juego de mapas interactivos muy buenos, podéis estudiar el relieve de España, los ríos, las comunidades autónomas...<br />
Aquí os dejo el enlace <a href="mailto:http://serbal.pntic.mec.es/ealg0027/mapasflash.htm" target="_blank">mapas interactivos</a>.<br />
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Un saludo, Iván.Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-6687260545798064462016-01-27T03:24:00.001-08:002016-01-27T03:24:14.348-08:00Aula 365Hola chicos, hoy os traemos un juego que es de todo en general y muy completo. El juego va prácticamente de lo que quieras estudiar. Aquí os dejo el enlace<a href="http://www.aula365.com/aulalandia" target="_blank">Aula365.</a><br />
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<i><b> </b><b>UN SALUDO</b></i>Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-14712337776957682382015-12-17T02:09:00.001-08:002015-12-17T02:11:26.471-08:00Mecanografía<div style="text-align: justify;">
Hola chicos, hoy os traemos un curso de mecanografía entretenido, lo hemos probado y a muchos os ayudara. Hay diferentes niveles, es un poco lioso pero mola. Aquí os dejamos el enlace <a href="http://www.mecanografia-online.com/es/aspx/selectexercisewithcharacters.aspx" target="_blank">curso de mecanografía</a>.</div>
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Un saludo Rubén e Iván.</div>
<br />Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-68644337561770274902015-12-04T02:04:00.003-08:002015-12-04T02:25:40.794-08:00¡ Bien 400 visitas !<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRijd_zXLXQibu0GZmKKMY1k1ZIrSp19oeBU3On2yPwjKayaxdc03l78dQ1sTMRD6IgwqhYpF-T8-MjoxJcXAFTWdEuiSoH2Lh4Gn1Vp9W5MEz2KewYq0cltlnngPlZac_NGxyJlJLRMUa/s1600/viva.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRijd_zXLXQibu0GZmKKMY1k1ZIrSp19oeBU3On2yPwjKayaxdc03l78dQ1sTMRD6IgwqhYpF-T8-MjoxJcXAFTWdEuiSoH2Lh4Gn1Vp9W5MEz2KewYq0cltlnngPlZac_NGxyJlJLRMUa/s320/viva.jpeg" width="320" /></a></div>
Muchas gracias a todos por esas 400 visitas.<br />
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Gracias Iván,Aitor y Rubén<br />
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<span id="goog_821643782"></span><span id="goog_821643783"></span>Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-30049654288412348322015-12-04T00:55:00.001-08:002015-12-04T00:55:18.542-08:00Mundo Primaria<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.marketingdirecto.com/wp-content/uploads/2015/07/MUNDO-PRIMARIA1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" id="irc_mi" src="http://www.marketingdirecto.com/wp-content/uploads/2015/07/MUNDO-PRIMARIA1.jpg" style="margin-top: 65px;" width="200" /></a></div>
Hola chicos, hemos encontrado una página de actividades que se llama <a href="http://www.mundoprimaria.com/juegos-de-ingles/" target="_blank">Mundo primaria</a> esperamos que os guste, pero estamos seguros de que alguno de vosotros lo conocerá.<br />
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Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0tag:blogger.com,1999:blog-4469885614037370896.post-14987760298452516702015-11-03T03:13:00.002-08:002015-11-03T03:13:21.553-08:00Un nuevo miembro de nuestro blog.Chicos tenemos una gran noticia, ¡tenemos un nuevo miembro! Se llama Rubén. Nos ayudará a poner <b>enlaces</b>, es muy majo.Juanhttp://www.blogger.com/profile/08219309161377184376noreply@blogger.com0