tag:blogger.com,1999:blog-80487484219959278452024-02-19T08:41:24.862-08:00El planeta de 3º y 4ºpaleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.comBlogger15125tag:blogger.com,1999:blog-8048748421995927845.post-70374556131359444712019-05-05T02:17:00.001-07:002019-05-05T02:17:17.246-07:00<span style="color: red; font-size: large;">palabras compuestas</span><br />
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<a href="https://luisamariaarias.wordpress.com/lengua-espanola/tema-3/palabras-compuestas/" target="_blank"><img src="https://nuestroblogde5primaria.files.wordpress.com/2011/03/simples-y-compuestas-e1350818696311.jpg?w=500&h=365" /></a>paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-90520059524858508002019-01-29T11:58:00.001-08:002019-01-29T11:58:22.179-08:00<span style="color: blue;">Actividad Día de la Paz- 3º primaria</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisELT6D0ZdwO7wC2RTcE_9XeDi3tc3TFUWLCAxNnB9YbfdQjFqc7xXQHtpPaVGhf0wIvr9YssPQDzzxylGixlKQgDBOLWhyM7vU3YcHRIAOcQyqm70rvTTGLLuFZiGlXgaD5b1o6bc98g/s1600/IMG-20190129-WA0000-semaforo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1254" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisELT6D0ZdwO7wC2RTcE_9XeDi3tc3TFUWLCAxNnB9YbfdQjFqc7xXQHtpPaVGhf0wIvr9YssPQDzzxylGixlKQgDBOLWhyM7vU3YcHRIAOcQyqm70rvTTGLLuFZiGlXgaD5b1o6bc98g/s320/IMG-20190129-WA0000-semaforo.jpg" width="250" /></a></div>
<br />paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-4503007285776572312018-11-29T11:24:00.001-08:002018-11-29T11:25:00.001-08:00"Primos y compuestos" (pincha en la imagen)<br />
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<a href="https://luisamariaarias.wordpress.com/category/0-3-matematicas/0-6-0-multiplos-y-divisores/0-6-5-numeros-primos/"><img alt="Resultado de imagen de imagen primos compuestos" src="https://i.pinimg.com/originals/4e/a2/a0/4ea2a0c576435917658036701c806dc4.jpg" /></a>paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-70868992642154802432018-11-29T11:20:00.002-08:002018-11-29T11:20:17.593-08:00" Grupo Nominal" (pincha en la imagen)<br />
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<a href="http://rimasdecolores.blogspot.com/2014/09/los-sustantivos-y-el-grupo-nominal.html"><img alt="Resultado de imagen de imagen grupo nominal" src="https://tusejemplos.com/wp-content/uploads/2016/05/grupo-nominal.jpg" /></a>paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-74948699562838523872018-11-29T11:16:00.001-08:002018-11-29T11:16:16.899-08:00Para practicar " Múltiplos y divisores" (pincha en la imagen)<br />
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<a href="https://luisamariaarias.wordpress.com/matematicas/tema-4-multiplos-y-divisores/"><img alt="Resultado de imagen de imagen de multiplos y divisores" src="https://s3-sa-east-1.amazonaws.com/assets.abc.com.py/2014/06/02/_541_464_1091837.jpg" /></a>paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-35709251203756942642018-11-29T11:06:00.002-08:002018-11-29T11:06:44.459-08:00<div>
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<span style="color: red;">Como bien sabes las palabras derivadas proceden de otra "primitiva"</span></div>
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<a href="https://luisamariaarias.wordpress.com/lengua-espanola/tema-4/palabras-primitivas-y-derivadas/palabras-primitivas-y-derivadas/"><img alt="Resultado de imagen de palabras derivadas" src="data:image/jpeg;base64,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" /></a> si quieres jugar pincha en esta imagen</div>
paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-55314511021151670412018-11-12T04:17:00.000-08:002018-11-12T04:17:05.565-08:00SI quieres practicar las potencias (al cubo y al cuadrado)<br />
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<a href="https://luisamariaarias.wordpress.com/category/0-3-matematicas/0-4-potencias-y-raices/1-potencias/"><img alt="Resultado de imagen de numeros con potencia" src="data:image/jpeg;base64,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" /></a><br />
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Te divertirás!!!!!<br />
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<br />paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-55657709519818042812018-11-12T04:12:00.002-08:002018-11-12T04:12:54.634-08:00<span style="color: #38761d;">Si quieres practicar los sinónimos y antónimos !!!</span><br />
<span style="color: #38761d;"><br /></span>
<a href="https://luisamariaarias.wordpress.com/lengua-espanola/tema-2/sinonimos-y-antonimos/"><img alt="Sinonimia, antonimia y polisemia" src="https://miclaseenlanube.files.wordpress.com/2010/09/sig-sino_4.jpg?w=470&h=299" /></a><br />
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<span style="color: red;"> pincha en la imagen!!!!!!</span>paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-32677052810373288902018-11-12T04:07:00.003-08:002018-11-12T04:08:36.183-08:00<span style="color: blue;">Practica las palabras agudas con tilde y sin tilde</span><br />
<span style="color: blue;"><br /></span>
<a href="https://www.cerebriti.com/juegos-de-lengua/palabras-agudas-con-acento-#.W-lqjZNKi70"><img alt="Resultado de imagen de imagen de palabras para imprimir" src="https://images-na.ssl-images-amazon.com/images/I/61DKOlfQU4L._SY355_.jpg" /></a><br />
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<span style="color: red;"> pincha en la imagen para jugar!!!!!!</span>paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-41343137393797202602018-10-10T10:50:00.000-07:002018-10-16T02:56:33.513-07:00<span style="color: purple; font-size: large;">Estudiamos las tablas de multiplicar (3º)</span><br />
<span style="color: purple; font-size: large;">si pinchas en la imagen podrás jugar!!!</span><br />
<span style="color: purple; font-size: large;"><br /></span>
<a href="https://www.tablasdemultiplicar.com/juegos/"><img alt="Resultado de imagen de tablas de multiplicar" src="https://tablas-de-multiplicar.org/wp-content/uploads/tablasdemultiplicar.jpg" /></a>paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-80730782866891767792018-10-07T14:20:00.000-07:002018-10-08T03:44:19.185-07:00<span style="color: blue; font-family: "georgia" , "times new roman" , serif; font-size: large;">Repasamos el diptongo y el hiato</span><br />
<span style="color: blue; font-family: "georgia" , "times new roman" , serif; font-size: medium;">si pinchas en esta imagen podrás repasar con actividades</span><br />
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<a href="https://www.cerebriti.com/juegos-de-lengua/diptongos-e-hiatos#.W7p3BUBYfIU"><img border="0" data-original-height="1131" data-original-width="1600" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHEdwUlq6EtAmvcLyp_SsjcFF2qlPwT8jHzQq7c4-THbrocr8yY6wAnO2G2atzG2-qeFuG9u5GpDhUjc-_7qF28BWoSxK8bp0mIzFG-aQqPdBOu9mPtQ8aUbJVYNWwhMdr2MW4hgf_YU0/s320/diptongo.png" width="320" /></a></div>
paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-62225703213328424252018-10-07T12:41:00.000-07:002018-10-08T03:45:38.739-07:00<span style="color: orange; font-family: "georgia" , "times new roman" , serif; font-size: large;"><br /></span>
<span style="color: orange; font-family: "georgia" , "times new roman" , serif; font-size: large;">Repasamos los números 6 y 7 cifras</span><br />
<span style="color: orange; font-family: "georgia" , "times new roman" , serif; font-size: large;"><br /></span><span style="color: orange; font-family: "georgia" , "times new roman" , serif; font-size: medium;">si pinchas sobre esta imagen podrás repasar con actividades</span>
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<img alt="https://4deprimaria.webnode.es/matematicas/numeros-de-6-y-7-cifras/" border="0" data-original-height="382" data-original-width="862" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp05_8TmDJUVGBKSnBhRqkW3w66jkaIkn_KR3zbBmy8OI3XLTwye4r86BH_hCO4EZbNToTxlptxzmyT_SmDT6fvNSKKCtgM_RW-x_RvWu1mUhqHQFm6wee0IDSVokmwl4rY4kLF91WBmo/s320/numeros2.jpg" width="320" /></div>
<br />paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-89610583391834265152018-09-24T11:23:00.001-07:002018-09-26T14:25:28.543-07:00<span style="color: red; font-family: "georgia" , "times new roman" , serif; font-size: large;">Tutorias Octubre</span><br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen de mes octubre 2018" border="0" class="rg_ic rg_i" id="eyXhveYlpoDbPM:" jsaction="load:str.tbn" src="data:image/png;base64,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" 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<span style="color: blue; font-size: 16.0pt;">M.Eugenia</span><span style="color: black; font-size: 16.0pt;">: los
jueves 4 y 18 (de 15.30-18.30) curso</span><span style="color: blue; font-size: 16.0pt;"> 4º</span><span style="color: black; font-size: 16.0pt;"><o:p></o:p></span></div>
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</span><span style="color: #00b0f0; font-size: 16.0pt;">Juan Antonio: </span><span style="font-size: 16.0pt;">los Martes alternos (consultar con el profesor)-curso <span style="color: blue;">3º</span><span style="color: black;"><o:p></o:p></span></span></div>
<br />paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-38604443731244995362018-09-18T11:00:00.000-07:002018-09-24T03:56:36.935-07:00<span style="font-family: helvetica neue, arial, helvetica, sans-serif; font-size: x-large;">Hola a tod@s!😊</span><br />
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<span style="font-family: helvetica neue, arial, helvetica, sans-serif; font-size: x-large;">El objetivo de este <span style="color: lime;">blog</span> es manteneros informad@s sobre las <span style="color: lime;">actividades</span> que vamos a ir realizando a lo largo del curso (2018/2019), también añadiremos <span style="color: lime;">noticias</span> e informaciones de interés.</span><br />
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<span style="font-family: helvetica neue, arial, helvetica, sans-serif; font-size: x-large;">INCIAMOOOSSS..EL CURSOOO</span><br />
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paleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0tag:blogger.com,1999:blog-8048748421995927845.post-24873960574579832162018-09-18T03:02:00.000-07:002018-09-18T03:02:59.107-07:00bienvenid@s a nuestro nuevo blogpaleeuhttp://www.blogger.com/profile/08315901872949735114noreply@blogger.com0