tag:blogger.com,1999:blog-3668436267801191672024-03-05T19:58:40.726+01:00Aprendo en Infantil y PrimariaEl maestro que intenta enseñar sin inspirar en el alumno el deseo de aprender está tratando de forjar un hierro frío.
Horace Mann (1796-1859)Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.comBlogger488125tag:blogger.com,1999:blog-366843626780119167.post-36334227888163433492020-05-04T20:08:00.000+02:002020-05-04T20:08:02.212+02:00AJEDREZ ONLINE<br />
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<img alt="Juegos de la Matemáticas" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2066" height="200" src="data:image/png;base64,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" width="200" /></div>
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<span style="font-size: large;"><a href="http://www.disfrutalasmatematicas.com/juegos/chess.html" target="_blank">PARA JUGAR</a></span> <br />
Juega al ajedrez contra un amigo o contra el ordenador, ¿quién ganará?Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-15279147237072664132020-05-04T20:01:00.000+02:002020-05-04T20:01:58.284+02:00ACTIVIDADES LENGUAJE<br />
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<span style="font-size: large;"><a href="https://www.vedoque.com/sec.php?s=infantil#Lengua" target="_blank">INFANTIL. ACTIVIDADES VEDOQUE</a></span></div>
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<img alt="Juegos educativos Vedoque de Matemáticas, lectura, inglés y más cosas" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2406" 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" 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<span style="font-size: large;"><a href="https://vedoque.com/sec.php?s=2" target="_blank">PRIMARIA. ACTIVIDADES VEDOQUE</a> </span></div>
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<span style="font-family: inherit;"><span style="font-size: large;"><span style="font-size: small;">Sólo hay que seleccionar el curso de primaria que nos interesa para acceder a las actividades.</span></span></span></div>
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<span style="font-size: large;"><span style="font-size: small;"> </span></span><span style="clear: right; float: right; font-size: small; margin-bottom: 1em; margin-left: 1em;"></span><span style="font-size: large;"><span style="font-size: small;"><br />
<span style="font-size: large;"><a href="http://agrega.juntadeandalucia.es/repositorio/04032014/24/es-an_2014030412_9100801/NDOIAND-20080331-0002/index1.html" target="_blank">AYUDA A LA LECTOESCRITURA</a></span> </span></span></div>
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<span style="font-size: large;"><span style="font-size: small;"> </span></span><span style="font-family: inherit;"><span style="font-size: large;"><span style="font-size: small;">Gran
cantidad de actividades de lectura y escritura que ayudarán en el
proceso lectoescritor. Actividades de vocabulario, gramática,
ortografía, segmentación silábica,.... </span></span></span></div>
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" 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<span style="font-size: large;"><a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2008/escrilandia/programa/index_flash.html" target="_blank">CONSTRUIMOS CUENTOS EN ESCRILANDIA</a></span> </span></span></div>
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<span style="font-size: large;"><span style="font-size: small;"> </span></span><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><span style="font-size: small;"><span style="font-family: inherit;">Página
muy completa y divertida en la que los niños y niñas pueden inventar
finales para los cuentos, aprender a describir personajes y paisajes
siguiendo pautas concretas, ilustrar cuentos y escribir postales. Todas
las actividades realizadas se pueden guardar e imprimir. </span> </span></span></span></div>
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<br /><span style="font-size: large;"><span style="font-size: small;"><img alt="" class="rg_hi" data-height="177" data-width="284" height="177" id="rg_hi" src="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcTDY5JWSF60QTIMdk_8gpT-V-snyx8ei9XH6S4oELmKuJ8rREAx" style="height: 177px; width: 284px;" width="284" /> </span></span></div>
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<span style="font-size: large;"><a href="http://www.primerodecarlos.com/TERCERO_PRIMARIA/archivos/pikipalabra/pikipalabra.swf" target="_blank">PIKIPALABRA</a></span></span></span></div>
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<span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;"> </span> </span></span><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"><span style="font-size: small;">Enlace
en el que podéis jugar a este juego, muy parecido a "pasapalabra", pero
en el que puedes elegir entre 3 niveles de dificultad y para contestar
te da 3 opciones a elegir 1, además puede jugar un sólo jugador o dos
jugadores. ¡Que te diviertas! </span></span></span></div>
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" 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<span style="font-size: large;"><a href="http://www.dibujosparapintar.com/juegos_educativos_ventana.html?doc=archivos/juegos_ed_ahorcado.swf?800x600" target="_blank">AHORCADO</a></span> <span style="font-family: Arial, Helvetica, sans-serif; font-size: 14px; text-align: justify;"> </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 14px; text-align: justify;"></span><span style="font-family: inherit;"><span style="font-size: small;"><span style="text-align: justify;">Juega a resolver preguntas de todo tipo: matemáticas, naturaleza, geografía... intentando no ahorcar al pobre colgado.</span></span><span style="font-size: small;"> Cada movimiento en falso será un paso más hacia el no deseado destino.
Un juego ideal para entretenerse al mismo tiempo que se aprende a
deletrear correctamente las palabras.</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">
</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">
Tenemos la posibilidad de jugar solos (contra la máquina) o contra algún
compañero. Podremos crear nuestras propias preguntas y respuestas y
retar nuestros amigos a resolverlas.</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">
</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">
¡Que no te pille el ahorcado!.</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">
</span></span></div>
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<span style="font-size: small;"><span style="font-family: inherit;">
Muy adecuado para el primer ciclo de primaria</span>.</span><br />
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<span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;"><img alt="Juego del ahorcado en línea" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2042" 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" /> </span></span></span></div>
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<span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;"><br />
<a href="http://www.rinconsolidario.org/palabrasamigas/pa/juegos.htm" target="_blank">JUEGA CON LAS PALABRAS</a> </span></span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">Enlace
donde puedes realizar diversos juegos como crucigramas, sopas de
letras, juegos de memoria,...Indicado, sobre todo, para primer ciclo. </span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;"><img height="137" 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" width="200" /> </span></span></div>
<div style="text-align: center;">
<span style="font-family: inherit;"><span style="font-size: small;"> </span></span><span style="font-size: large;"> </span></div>
Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-53729941320998749572020-05-04T12:56:00.001+02:002020-05-04T12:56:57.948+02:00VIDEOCUENTOSOs
recomendamos varios canales de YouTube en los que tendréis acceso a gran
cantidad de cuentos y libros para poder ver, escuchar y leer.<br />
<br />
<figure class="wp-block-image size-large"><img alt="" class="wp-image-1383" height="106" src="https://coleapa.com/wp-content/uploads/2020/04/Screenshot_2020-04-22-Érase-una-vez-1024x274.png" width="400" /><figcaption><a href="https://www.youtube.com/channel/UCEgw_dAlo9yt-bLrFCDOPtA">https://www.youtube.com/channel/UCEgw_dAlo9yt-bLrFCDOPtA</a><br /><br /></figcaption></figure>
<figure class="wp-block-image size-large"><img alt="" class="wp-image-1385" height="106" src="https://coleapa.com/wp-content/uploads/2020/04/Screenshot_2020-04-22-Cuéntame-un-Cuento-1024x272.png" width="400" /><figcaption><a href="https://www.youtube.com/channel/UCbDJr7JuJ01uL4NnW5xwFcQ">https://www.youtube.com/channel/UCbDJr7JuJ01uL4NnW5xwFcQ</a><br /><br /><br /></figcaption></figure>
<figure class="wp-block-image size-large"><img alt="" class="wp-image-1386" height="105" src="https://coleapa.com/wp-content/uploads/2020/04/Screenshot_2020-04-22-Aula-de-Elena-1024x270.png" width="400" /><figcaption><a href="https://www.youtube.com/channel/UCQZICH_X7_nGMucMHcqH2Yw">https://www.youtube.com/channel/UCQZICH_X7_nGMucMHcqH2Yw</a><br /><br /><br /></figcaption></figure>
<figure class="wp-block-image size-large"><img alt="" class="wp-image-1387" height="103" src="https://coleapa.com/wp-content/uploads/2020/04/Screenshot_2020-04-22-A-jugar-1024x264.png" width="400" /><figcaption><a href="https://www.youtube.com/channel/UCrMq2qe2HbN3RYUySkWIMJw/videos?view=0&sort=p&shelf_id=3">https://www.youtube.com/channel/UCrMq2qe2HbN3RYUySkWIMJw/videos?view=0&sort=p&shelf_id=3</a><br /><br /><br /></figcaption></figure>
<figure class="wp-block-image size-large"><img alt="" class="wp-image-1388" height="102" src="https://coleapa.com/wp-content/uploads/2020/04/Screenshot_2020-04-22-CANTICUENTICOS-MUSICA-PARA-CHICOS-1024x263.png" width="400" /><figcaption><a href="https://www.youtube.com/channel/UCNRD6I1Kzuw63yL35nAbWRQ">https://www.youtube.com/channel/UCNRD6I1Kzuw63yL35nAbWRQ</a></figcaption></figure>Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-25064231066029595662020-05-04T12:53:00.000+02:002020-05-04T20:10:20.697+02:00COMPRENSIÓN LECTORA (interactivo)<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Os dejamos este fantástico trabajo realizado por <span class="Estilo49">Nacho Verdejo García autor de los problemas y Rafael González Moreno C.E.I.P. «Ntra. Sra. de Loreto» – Dos Torres (Córdoba)</span>
que ha realizado el trabajo fantástico de darles interactividad para
ser realizados tanto en papel pues se dan en formato PDF, como
realizarlos a través de cualquier dispositivo interactivo.</span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"></span><span style="font-size: x-small;"><span style="font-size: small;">Simplemente pinchando en cada uno de los números accedéis a las lecturas y sus preguntas. También se pueden corregir.</span> </span></span><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Colección de LECTURAS COMPRENSIVAS INTERACTIVAS PRIMARIA ..." border="0" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2177" height="150" 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" 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<span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span></span></span>Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-61992582996219013942020-05-04T12:35:00.000+02:002020-05-04T20:10:52.634+02:00PROBLEMAS INTERACTIVOS<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Os dejamos este fantástico trabajo realizado por <span class="Estilo49">Nacho Verdejo García autor de los problemas y Rafael González Moreno C.E.I.P. «Ntra. Sra. de Loreto» – Dos Torres (Córdoba)</span>
que ha realizado el trabajo fantástico de darles interactividad para
ser realizados tanto en papel pues se dan en formato PDF, como
realizarlos a través de cualquier dispositivo interactivo.</span></span><br />
<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="El blog de 3º del CEIP César Manrique Cabrera: Problemas interactivos." border="0" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="1934" height="139" 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" width="320" /></a><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Simplemente pinchando en cada uno de los números accedéis a la resolución del problema. También se pueden corregir.</span></span><br />
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<a href="http://www.ceiploreto.es/sugerencias/Problemas/problemas1.html" target="_blank">PROBLEMAS 1º</a></h2>
<h2 style="background-color: white; color: #444444; font-size: 1.8em; font-weight: normal; line-height: 38.34px; margin: 0px 0px 10px; text-align: center;">
<a href="http://www.ceiploreto.es/sugerencias/Problemas/problemas2.html" target="_blank">PROBLEMAS 2º</a></h2>
<h2 style="background-color: white; color: #444444; font-size: 1.8em; font-weight: normal; line-height: 38.34px; margin: 0px 0px 10px; text-align: center;">
<a href="http://www.ceiploreto.es/sugerencias/Problemas/problemas3.html" target="_blank">PROBLEMAS 3º</a></h2>
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<a href="http://www.ceiploreto.es/sugerencias/Problemas/problemas4.html" target="_blank">PROBLEMAS 4º</a></h2>
<h2 style="background-color: white; color: #444444; font-size: 1.8em; font-weight: normal; line-height: 38.34px; margin: 0px 0px 10px; text-align: center;">
<a href="http://www.ceiploreto.es/sugerencias/Problemas/problemas5.html" target="_blank">PROBLEMAS 5º</a></h2>
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<a href="http://www.ceiploreto.es/sugerencias/Problemas/problemas6.html" target="_blank">PROBLEMAS 6º</a></h2>
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<span class="Estilo69" style="color: #f99500; font-family: "comic sans ms"; font-size: x-large;"><span style="font-size: medium;"> </span></span></h2>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span>Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-43487095057105440792020-05-04T12:11:00.001+02:002020-05-08T09:58:55.304+02:00ACTIVIDADES MATEMÁTICAS<h2 style="text-align: center;">
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<a href="http://www.aprendiendomates.com/index.php" target="_blank">TODOS LOS CONTENIDOS</a></h2>
<div style="text-align: justify;">
Una pagina muy divertida con la que podréis practicar muchos
ejercicios de matemáticas distintos, desde las tablas de multiplicar
hasta problemas de geometría y ecuaciones y todo ello con la ayuda de
Pencil que os guiará a través de esta web.</div>
A continuación os adjuntamos el enlace<br />
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<img alt="Construyendo Nunca Jamás: Una de recursos en la web." class="n3VNCb" data-noaft="1" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj28mGvoDndmWY9t3ee3FotbWQYF0QLYmB_MpxApWg7IsIpdp8JXZYMUq3a_r09yhVE1LqmAwfgnGKC9kbkWseWO5oJgPtCn_JnrcucDoBfFhPKk5Ung0h6V0NEQx_CPjPfYD8nZwqYr1-f/s320/Sin+t%C3%ADtulo.jpg" style="margin: 0px;" width="320" /></h2>
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<h2 style="text-align: center;">
<a href="http://www.educa.jcyl.es/zonaalumnos/es/recursos/aplicaciones-boecillo-multimedia/mates-simpaticas" target="_blank">MATEMÁTICAS SIMPÁTICAS. PRIMARIA</a> </h2>
<div style="text-align: left;">
Es un recurso multimedia diseñado por el <span style="color: black;"><a href="http://www.educa.jcyl.es/es" target="_blank">Portal de Educación de la Comunidad Educativa de Castilla y León en España (educacyl)</a>
dirigido a estudiantes de primaria, con el
objetivo de trabajar contenidos de todos los bloques o ámbitos: numeración, operaciones, medidas, geometría, tratamiento de la información...</span></div>
<div style="text-align: left;">
<span style="color: black;">En la pestaña de cada curso aparecen diversos juegos para trabajar distintos contenidos.</span></div>
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<span style="color: black;"> </span> </div>
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<img alt="Matemáticas simpáticas para Primaria - Didactalia: material educativo" class="rg_i Q4LuWd tx8vtf" data-atf="false" data-deferred="1" data-iml="2111" height="266" 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" 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<img alt="Juegos Educativos Vedoque: El nuevo Vedoque.com" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2049" 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" /> </h2>
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<img alt="Juegos Educativos Vedoque: El nuevo Vedoque.com" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2049" 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" /></h2>
<h2 style="text-align: center;">
</h2>
<h2 style="text-align: center;">
TODOS LOS CONTENIDOS </h2>
<div style="text-align: left;">
En
los siguientes enlaces se puede acceder a todos los contenidos de cada
uno de los niveles. Para ello en la parte superior nos aparecen varias
páginas a través de las cuáles acceder a las diversas actividades de
cada página. </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<h3 style="text-align: left;">
<span style="font-weight: normal;"><a href="https://www.matematicasonline.es/pequemates/pequemates6/pequemates6-1.html" target="_blank">PEQUEMATES 1º Primaria</a></span> </h3>
<br />
<br />
<h3>
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcT_7TFgYr-rqceH1y-4GLxPPLLPB5FvEQV2Mw28at9EP9o-pLKl&usqp=CAU" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Matemáticas Online todos los niveles – Lecturas Comprensivas" border="0" class="rg_i Q4LuWd tx8vtf" data-lt="" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcT_7TFgYr-rqceH1y-4GLxPPLLPB5FvEQV2Mw28at9EP9o-pLKl&usqp=CAU" height="237" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcT_7TFgYr-rqceH1y-4GLxPPLLPB5FvEQV2Mw28at9EP9o-pLKl&usqp=CAU" width="320" /></a><a href="https://www.matematicasonline.es/pequemates/pequemates7/pequemates7-1.html" target="_blank"><span style="font-weight: normal;">PEQUEMATES 2º Primaria </span> </a></h3>
<br />
<br />
<h3>
<span style="font-weight: normal;"><a href="https://www.matematicasonline.es/pequemates/pequemates8/pequemates8-1.html" target="_blank">PEQUEMATES 3º Primaria</a></span></h3>
<h3>
</h3>
<h3>
<span style="font-weight: normal;"><a href="https://www.matematicasonline.es/pequemates/pequemates9/pequemates9-1.html" target="_blank">PEQUEMATES 4º Primaria</a></span> </h3>
<h3>
</h3>
<h3>
<span style="font-weight: normal;"><a href="https://www.matematicasonline.es/primaria5/5primaria1.html" target="_blank">MATEMÁTICAS 5º Primaria</a></span> </h3>
<h3>
</h3>
<h3>
<span style="font-weight: normal;"><a href="https://www.matematicasonline.es/primaria6/6primaria1.html" target="_blank">MATEMÁTICAS 6º Primaria</a></span></h3>
<h3>
<span style="font-weight: normal;"> </span></h3>
<h3>
</h3>
<h2 style="text-align: center;">
<a href="https://www.vedoque.com/juegos/granja-matematicas.html" target="_blank">CÁLCULO MENTAL</a></h2>
<h2 style="text-align: center;">
<img alt="Granja Matemática - Juego educativo gratis de Matemáticas de Vedoque" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="1960" 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" /> </h2>
<h2 style="text-align: center;">
</h2>
<h2 style="text-align: center;">
</h2>
<h2 style="text-align: center;">
<a href="https://vedoque.com/html5/matematicas/SerieNumerica/" target="_blank">SERIE NUMÉRICA</a></h2>
<h2 style="text-align: center;">
<img alt="La Serie Numérica - Juegos educativos Vedoque" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2006" 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" /> </h2>
<h2 style="text-align: center;">
</h2>
<h2 style="text-align: center;">
<a href="http://duendecrispin.com/gusanito-de-seda/bertin-matematico.html" target="_blank">BERTÍN MATEMÁTICO (problemas interactivos)</a></h2>
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<img alt="Bertín matemático » Recursos educativos digitales" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="1926" 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" /> </h2>
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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-27323433571182021872020-04-13T19:40:00.000+02:002020-04-13T19:40:07.067+02:00¿DE DÓNDE VIENE LA ENERGÍA?<br />
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<a href="https://www.youtube.com/watch?v=62yHkyArjmc" target="_blank">PINCHA AQUÍ</a></div>
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Acompañá a Manu y descubrilo - YouTube" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="1727" 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" 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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-313394557400904622020-04-13T19:35:00.004+02:002020-04-13T19:35:57.841+02:00FUENTES DE ENERGÍA<div class="" style="clear: both; text-align: center;">
<a href="https://www.youtube.com/watch?v=zdt0dkWjapo" target="_blank">PINCHA AQUÍ</a></div>
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" 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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-59663960969976362452020-04-13T19:30:00.000+02:002020-04-13T19:30:59.866+02:00ARTE DE LA CARA<div style="text-align: center;">
<a href="http://dadaenfantterrible.blogspot.com/2013/08/art-face.html" target="_blank">PINCHA AQUÍ</a></div>
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<img alt="Le DADA de l'Enfant Terrible: Art face Collage amb la cara | Arte ..." class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2032" height="320" 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" 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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-25531731960296079352020-04-13T19:17:00.001+02:002020-04-13T19:17:26.903+02:00CUERPOS GEOMÉTRICOS<div class="" style="clear: both; text-align: center;">
<br /><a href="https://www.youtube.com/watch?v=9v7nFXV5cfo" target="_blank">PINCHA AQUÍ</a></div>
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" 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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-89285371694870124362020-04-13T19:09:00.000+02:002020-04-13T19:09:19.728+02:00PASTA DE SAL<div style="text-align: center;">
<a href="https://www.youtube.com/watch?v=R_DpDb4swPM)" target="_blank">PINCHA AQUÍ</a></div>
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" /></div>
Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-3372489185795710372020-04-13T19:06:00.000+02:002020-04-13T19:06:38.478+02:00FISHING WITH SAM<div class="" style="clear: both; text-align: center;">
<br /><a href="https://youtu.be/xMnx_3BC7EM" target="_blank">PINCHA AQUÍ</a></div>
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href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><img alt="Fishing With Sam - Animated Short Film - YouTube" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="1836" height="179" 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" 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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-31922305720232692092020-04-13T17:22:00.001+02:002020-04-13T18:41:56.850+02:00LA MULTIPLICACIÓN<br />
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<a href="https://www.youtube.com/watch?v=T_xPg35MXo0" target="_blank">PINCHA AQUÍ</a><br />
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<img alt="www.matecitos.com: 2º primaria: La Multiplicación - YouTube" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="1653" height="179" 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" 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<a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /></div>
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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-11768496231986741802020-04-13T17:20:00.000+02:002020-04-13T18:43:23.969+02:00LOS CUADRILÁTEROS<div style="text-align: center;">
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<a href="https://www.youtube.com/watch?v=tEeSvfvEUu4" target="_blank">PINCHA AQUÍ</a><br />
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<a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img alt="Figuras planas: clasificación de cuadriláteros - YouTube" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2295" 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" /> </div>
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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-9424785677706940932020-04-13T17:17:00.000+02:002020-04-13T18:44:35.718+02:00CÍRCULO Y CIRCUNFERENCIA<br />
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<a href="https://www.youtube.com/watch?v=Mco4xC2_BZQ" target="_blank">PINCHA AQUÍ</a></div>
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<a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img alt="Círculo y Circunferencia | Videos Educativos para Niños - YouTube" class="rg_i Q4LuWd tx8vtf" data-atf="false" data-deferred="1" data-iml="1933" 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" /></div>
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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-23297874390658565282020-04-13T17:15:00.000+02:002020-04-13T18:45:37.690+02:00LOS TRIÁNGULOS<a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
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<a href="https://www.youtube.com/watch?v=RGeOmrvRmFc&t=15s" target="_blank">PINCHA AQUÍ</a><br />
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<img alt="Los Triangulos | Videos Educativos para Niños ☁ - YouTube" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="1890" 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qp9rDC5o7l6ogLSoU19hKFK3Il0Ds3eSbzlOkk75K5zXaBaWzIw2EEcV4ja9MVcaKY956VLTm2VdOus7zo2HRbJY48nH4XNljbRIdUut3IxmCxWAqvbMoGan6RRdHS/HeLGwNjymgyWk2jEY3WI4t4/fyVYtkgcHacimcL20xC2zCm4/ylT5qbDymdL0YpHDsFzfjceo+qst2lKNbFex2HtdMTTLqCpUhWU65SRca8QdbHoZym0tmS0Lw1xu06H80K06epbMLjVaMzFaRBCBFQsiYauoghdJVI3GSMlezQppYDqvA7UxZ+1vVFiVq5hfddCLXHL1Z7JsmM/w+JruLB6/9rkKo/z3Ec/kt7Ym0MTtCu1KrVtTNOrUqBUpj1cpGhIJ9pl4ylVbPo6JhqA3tA3uSddedlIyeaUiO+WixNm7RrYKq4sL29HURr2axBB89QevIzQqKeDaNMM8jmCFFG99PJfiF3j9oV8fVRAtyTlSmt7XO8k+Gp4Ad8ZQ7Pg2dG4g+JKWad85F/Je027jBs/DUaVPKxS1PW9mY3eq+nM38xObEA2tXODiQ1oOnkPzuV0ONNCDxKwK/bhnXK2Gpt/nPpF/KyzUh2A+I9mocB+d5Vd9Y12rAs/stsqpisSpVQqLUFSowFkpqGDEDkeAH0mtVzsp4DiPDjqe/wC6qsaXuyX0rFAOW00JJHS5nlc7WyuJtkSV0LCWgLOrYYru1Hy75lTU7mZjMKcPBXgu0xzYor/kTzAP/wCp6j0UZg2Uw8y4+pH0WDtA3nPwX1HFVwarjiGI77Tg6mcOqXtOoK0mNswFfNqyB9qKrAFWxdJSDqCDUQEEcrXnpdBduzGW/R9FjTZzHxVm39j1MDW9LRJ9HmIU78n/AG35jv398q0NfBtSJ1NOBi0I5jmPzJPkjdC4PantpYs19ntWyFQWVNdxZXW+XmP+RwnO0GxXbO23GAbsOKx4+ycj3q1LUb2nPPL5pLZuHFTZeIBa3osQtYcbk0soXxtadbVTGKtiIF8XZ+t/gqTBdh7s1V2X7PpiUq1Kjui0zTUZApLM+a49bkAPOM2ztcbNjDy2/ciCHemy4p0kwe0KdyTTSrSe7WByGxzG2mmvlJKSsG0KHesFsQOX0SPZupMJTX7P/wDxFfrhav8A9lE/pKfSb/419vzIqSk/qhZXaXZn2eqQPZZfSJ0Bvp4G/wAJPsHaDq2ja9/tDJ3iOPxCbUxbt5A0TPaWg+HxmcaEmnXRu9Vb4NceEu0kjJoS3lcH88FG8EOur8b2hoVmNWrhBUqkADNVqCmlrn2VILC53GUKLZlRSlzGyjdk3Aw9rPvUskzH2JbnZaH7P9jl6pxlRQKdMsaelhUqm4AUfdW5PeByMNs17aeAsBzP56op4i9yR7WipQx3pwdSyVkY7syZQQeeq7uREbsKobVUWBxuRcH46H85J1VHgkuNCp292tNekaa0/R5tXOa+g1yjQaXkdB0fZS1G+Lr2vYW0vzTpqwyR4LeKabAnC7MqZxariWpsVO9aStdARwJNz3R8ta2XaUUDDpcn4A/W3kU1sRELnnuC8/s7bNWgjpTKgVCpYlQT6l7Wvw9YzQrtmwVzQycEgcL2+SihnfEbs1WttbZ1V8FRxTsXYmoW0UBKVwqGygcVJvyaZ1EKShqzSwtwhwvqdR48Tf0U8plmj3jzeyXwfairTpqmRGKrkRmvdVHsggaNbcOgEK3o5S1dT1h978RwP2Sw18kUeBq0ewOzGq1zi6lylIl7n/ErG+VRzsTmPKwk21aqOkpt23LKwHIKKnjdLJmmtp9sno13RUDKpy3zMrFretqL8bjdwmNQ9HxPTtmLy1xzy9FemrsDyzCCAsHbvaH7StjQpIb3zgKandnsDab9Ds59Mbulc7uOn58VQmmbJowBes7DbJehQqVKoKmsaeRDo2SnmOcjhfNYd3WYfSWrje0RtNyFc2dG7HiW9OOWyiCECKhZzYVh17pmOpZBpmrIlaqmQjeCJA5jm6hPDgdFEalVNLBYdf8Ay1FiSSWdDUJJNyTmJHHlN5nSTaDIxG1+QFtPtZUHbNgc4uI1V9Iqmb0dKjTzDKxp0aKFluDYsq3tcCVanbNbUsMcr7g8FJHQwRuxNGaWxODpVP4lNX4a5gQP8ykN4XhQbYrKLKF+XI5jyS1FHFN7Qz58U9ss0cOCKNBKZIsWXMzkcs7kkDoDL0/SSpqBhkNvBVWbNjYbjPxV9bD0K1s6JUtewcXIvvtxG4buUbR7SkgcXQPtfXv8Qlmpw8WeFVS2Dg1NxhaV/wARqsPys5E1T0hriLYh5Kp1GILSD2UIoVUG5EVUQdyrpMyermnN5HXU7IWM9kKJWTiiCQrNfYGGLtVNEPULBrs9XKCALeqpA4cZqxbcq6enEEVrDRVX0zHvxOU4h2Llm0YkseGp5TkZ5HvlL3ZEm6vNADQAu8HSo5wxoUfSBg4c0qRfMDcNmIvmvrebdHt2rbGId4bafDl+yqSU0ZOKydr0ldSrgMrAggi4IMGTPjeJGGzgb3CCARYrP2rgkemlFltRUKqopK2CkEi++5tqd8JdsVUVY2rJBI05Z6/H8smiBhYWLrZ+z8MtN6SYdArlWZWNSoGyXy3DkjS54S27pHVVbgScJbmCNfPJRimYxWvhadKmVpU1QM4dgtxdgpUaXsNOAlLa+0qiqia2U3sfv90+GNrD2VOHwNEstVqSNUChVZhmy2JIKg6X132vJ9n7TqKemEUbuyc7fn/SSSJrnXOqowWAo0Dko0US65Gf1mqFTYsM7EmxsIV23qyqPV3kYTr+aeiI6djO0EzX2bQqOHqUUqELlHpBmUC9/ZOh8RJqTadRSMLIjYFD4mvNyo2hhExH8VFZRuBFtbW9UixUW00tIYNo1Uc5mjfbnyPiOSc6JhbhISuH7NYJDcYZWP43quv5S1j43mu7pJWObbJRCjjWs9Qmw4AWAAACjkANAJizTyTOxPNyrLWBosFn7SWk65aiLUG+xFwDzvwPdrIWbTfSPxQus7u+qkMAkFnDJZuDwGGpMHTC0841BY1agU8CFdiL9Zck6WV72YSR42TBs6EG+abr4L05vWXOMwYhy1mI3XAINuko0NVVwz9Za7tHIk8vzwViWONzN2dEwuy8MNPsuG8aNNv9wM2jtyuP/wBhVXqcPJNG1guVQqrkCqqqqqPdCgWAlCaokmfjebnmrEcbWCzRksw9nsGWzHDIT0NVR+VWC/CakXSCtY3CXX8dfNV3UMRN9FplvVVFCqiiyogCqo6ATOqKqWodikN1YihbGLNWfW2JhXJL4emSSST66kkm5JKMLmXoNtVkLQ1r7gc81HJRRPNyFfg9n4eiQaWHoow3NkzuOoZySITbbrJRYuTW0MLeCZdyTckk8zMtz3ON3G5VtrQ0WCiNTkQQgRUIiIRBCqq0ksSQLAXJ6CN6u2RwaG5lLjLRe6pGGRgCraHUEEEEdDIZaDA4tNwRwKcye4vqq2wbcLH4Ss6keNDdSiYcVS1FhvBkLont1CdjaeK4EjSqYiaVamIYcfPWSsne3ionMBTNPGjiLd0ssrB7wUTozwTKVAdxEsska/2SoS0jVdx6jRESLmrSDb/7SOSNsgs5GKyRrUCvUc/rMyWB0fgnhwKvw2J4N5/WWIKn3XqNzeSYqpmFpYljEjcKjDrJKk2Vte4zNicYpM1Icwm8WPVPh85eqheMqNuqML7I/rjFp84wh2q4w4uzN1sP68pHAMT3P+CcTlZMGW00FRaKE665qOBqTGvkawXJTgCUlWxJOg0HxMz5alz8m6KZrQNVzTwjHfoPj5QjpXuzOSfvAE3SoKvDXmZfjgYzRMLyVYZMhQYJyIqVQYJVBioUwTkQSoghEEKtqyj3h5xjpWDUpQ0nguDi16+RkfWo+fonbtyvk6YiCFRjv4b/AORv9plmi/1Mf+TfmFHL/Td4FeXwOJelrTOm8ofZbqPunqPIz0baGzIK0fzBZ3Bw1H3HcVx1HtKSnNtRyXo9n7SStu0Yb0PtDr1HUTgtobLnonfzBdvBw0P2PcV1dNWR1DbsPwTczVYKhqYO8CMcxrtQgOI0VTYRTzEhdTRnRO3rgqmwR4Hzld1GfdKUS81U2HYcPLWQup5BwS7xpVfwkJBBSaq+niWHG/fJWVMje9RuYCmaeMB3i3xEssrGn2hZQlhV6uDuN5Za9rtCoiCF1FKalq2F4r5SjNSg5s8kofzUUMRbRv7d8bDUFpwPQ4cQusZS94eP1jqqK4xhNB4LmpiFFFmY2Cqb+AkkR3sOHjonxxukkDG6lGBxAaiHXcQSIMBjiIOouiaN0chY7UJiillAksTMDAFGTcruSIS9bE8F1P8AXnKslSAbMzKka3mqhh2bVjb5/wDEjbTySHE8qTGBomKdFV3DxlxkLGaBJiJXclQiKlCiCcFBgnBRBKEAi4HORyyhjSU7hdc4qqqMQd/KxkMNSBGBJ7Wh8UsbS9twljjRwB+UU1beAU4hK4bGNwAkRrHcAniEcVW2IY8fKRGokPFOEbRwVZYneTIy4nUpwAC5jUqmKELXm0qSIIS+0f4VT/Tf/aZbof8AVR/5N+YUU39N3gfkvKLuHdPVV56dUFdxuQRqCNCD0MY9jXtLXC4OoOikilfE7Ew2K1sBtu3q1vCoN3/rHu9+7unH7T6NkXkpMxxbx+HPw18V01FtdslmS5Hmt1TOSIINitoZqYiQoERIpgmoIvwiEA6pt1W2GU8Ld0gdTRngjGVU2C5HzkDqIe6Uu8VZwzjd8DIDTSNzHokxgqVruu/4j9YonlZ7XqmEAphMWp36SdlWx2uSjLV3Upq4/USR8bJQm3sqkJTRtV5yu0uh7MmbeaDmsPaZz1fQg+otnfqd6J+vlL9BS2eXcFt7Pi3Ue+dqcm+HE/RX7Lq+jqeiPsVDmXo41ZfG1/A85YrIc7jRNr4d5HvRq3I944H4LceoB1PIb5TfIG+PJYoCqamze1oOQ/WQmOST2jYck8EBWJTA3CTMjaz2QjESujJUqgmFwNUoVbV1HEfOROnjGpUgaVU2NXqZGaxg0uVIIyqmxx4D4yM1h4BSCJVti25/CRmqkKkEYVTVGPE+ciMjzqVIGgJ3YlHNUvy1ixMxytb338lBVvwx25q3tDRswbmLeUlq2YZj35/RNoX3aWrJEgWgpghEEIghEEIihC15tKkiCEttP+DV/wBN/wDaZc2f/q4v82/MKGf+k7wPyXlV3DunqhXnx1TrbKrCj9oKD0Wmt/WsTlDFbeze2t+N7W1lAV8e93fqrZon7vH6JP8ArmT0txlxzg1uIqq1pc4AJ/LiMGVDIQrDMKbFSLAjNkYE5WFxcbtfGYVVRUm1Lkdl497n4jiPULcgq56Owkzb8ltYHHJVF1Oo3qdGXvH67pxdds+ejfhlHgeB8D+Fb8FRHO3EwpoSiplMVNKmImlERNUwTSiImqYiQrhqKnh+khdDG7UJLlVnCgbiRIjSgG7SQjElNp4xqNMscrE+qo4sx3D9fCPYyUnCSCFYpKbrEoboNT4LLwOHyLqbsTmY82O+bsTBG0NC3ZHhxy0GQ8F3iaOZbXsdCDxVhqCPGOe0PFkjHYTc6cfBamy8aKlO+U5wcrgcHG/Xkd46GYrm7okBuaw6un3EuEaHMeCaNVuCHxIkRkk4MVcAKstU5AeUjLqg6AJwDVWyVDx+P0jDHUO1PqpAWhcfZGPLzMb1SU62808PCPsTcx8Yoo38wnbwI+wnmPjHCidzS7wI+wn73wjupH9Xon71T9h/F8P+Y4Uf+70ThL3I+xDmfhF6m3mUb08lrbHwwQE8zH0sIbK4jhYfU/RU6qQuICs2rQDprwN5JWRhxY487ef72TaZ5a/JY4wa9fON6rGtESuUjCJy+Jjuqx8kb1yn7MnL4mL1aPkk3juan7On3RF3EfJGN3NSKC/dHlF3MfIIxu5qfRLyHkI4Rs5BJiPNVfbF6+Uh61Gn7pyg41eR+ETrbO9G6cldpYwehqaH+G/L7plvZtW01kIsfbb/AOQUVTERC89x+S8+u4T10rzritLEdoxdcNnvROy6gf2Mi4hFVUQW1FXSpdTvBW24zlcDxJex1+q6PE0stfgltnVFWtSZyAq1abMSQAAHBJJO4Df4TfrQTA6yxKMgTC6H7QHF4fM7Zim0K9FLmnnNIUma5CaZQ11B4gLe5mTs3Kf4FadeP5PxSwuCGUlWG5hvH1HQ6TdlhZKwskALTwKyIZ3xOxMK1MNtxvZqZQdwYD1W7/un4Tgts9HqiC8tJ2mcW+8P/YevcuqoNqRTdmTJ3oVoHFvz+AnF9alWyY2o+1Pz+AiGpl5pu7aj7Q/3vlGdYk5ppYEenb7xjd/J+pNLQpVnPFvjAOldoSmEAKxaLnn4mSCKY8/NMJC7XCtxb5mPFI86uTC8Lo4dR7TGKaaNou9ybiJWAzitWLj+HTuqfib3n/QTWoaZjBjAXQwRdXhwn2nZnuHAJuaKREEKqnX9DVD+49kqch9x/Dceh6SpVREjEEk0O/iwe8Mx9QvQFyN6+WszS9w1HkufsoWup4+ekQTxnK6XCV3JwbpURUoUQTkGKnKIJyiCcECISALlKtjDpZQIUjSIgTqc/PNUXm7iV1UW4I6SSdmOMtGvDx4JrTY3WIRaRxvxtDhxWmER6ciCEQQiCECKhZEw1dRBCX2j/Cqf6b/7TNDZP+vg/wA2/wDkFBVf0H/4n5LLXcJ7WvMjqpvw110AFzfS+4dAfKRve1gu42TmMc82ahRfQAk8gCx8hrGGoit7Q808QS/pKhbHX9LH4yRpa4Ympjg4GxUx6YgiIluu8NiGp6D1k+7xX/IT8j8Jze2OjdPX3kZ2JOY0P+Q+oz53W3Q7YfF2JM2/Jb+BWnVXMr3G4i1ip5MDqDPP6rY0tLJgnyPofA8V0kdUyVuJmYTi4VeV/EyEUsY4ILyrVpqNwHlJGxsboEwkldx6YVy9QDeYx8jWalIASl2xJOiiUjUuecMYTsIGqzdu1CqimDerU9UfgX3m/Tx6SxT0eJ4L8ytDZ0Ae8yO9lvqeAVFFAgVFVjYbkR3IHMhQbDqdJ0LIjazVcmnaHYnnVWqwIuDcHiOMaRbVKDfMKHcAEkgAakk2A7zAC6CbLk5XUjQg6HxG4xSw6FDH+80prYmO0NFz6yWAJ95PdPfwPd1mPPaJ+E8eKobRp7OErBk70PH7rWdAd4Ejcxr9RdZ4uEu2F+6SJA6ktmw2UgfzXBNRevx/5kd6iPvCeA0oXHcx5RW1v6gnbvkrFxSnjbvlhtVGeNkm7IVoYHcbydrgdCixQYqVWYZLsBK9Tm0M/Ubff0TXmzbrYl8CyooioWTjEs566ynD2S5nI/PNaEDrsVEmUyIIRBCIIRFQsiYauoghUbRQ+hq6H+G/D8JmpsaNxr4Mvfb8wqtW4bh/+J+Syl3CezLzU6rtGZSGUlWBDAjepBuCP6tI5Y2yNLXJ8Ujo3Ygt2t2vxLIVyorEWNRS1x1VDuPibcpmDZYxZnJaJ2hlkM1gATWaABYLMJJNyi0VIi0EWRBFkU2ZWzoSrDiOI5MPeHQyCopoqhm7lbcfmYPAqeCpkgddhW/s3bSuQlSyOdB9xz+Enceh8Lzhtp7AlpryQ9pnqPEfUei6al2gycWORWnUrBd58OM5l8rWalaAaSlamMJ3afOUZKtx9nJPEY4opYYtqdPmYkdM5+bsvmmucAmmZaaljooBJPQS81jWCwUbWukcGt1K81hWNV2rsNW0QH3aY3Dx3zUp48IuuicxsLBC3hr3lel2NtKlhcK2IqBsrVsjsBfIqt6MM2uiDUk9SZt07bMC5mveXTEcln7XoejxNZRaxZagA4Z1BbzYOfGVaoWetPZ7y6HPgu9h00avmcZlpUzWy2vdrgJYcSPWsOeXlHUjQSSotpyEMDRxXW2MbSxKYbF0b5ayuhuMrerdgrjgylagt1MlqgMN1Bsx5xlvBY2MUqVqrvTeB7yH2l/XvExauATMst5rQ9pidofQ8CtihibAEHMrAMDzB4j6TAEkkDsLswsN8VnFp1Cep1A2oMvRva8XCitZdGPSqupSU7xGuiY/2gnhxCWqYLkfOVnUY90qUSc0u9Fl4eIlV0MjOCma4FQtdhx/WK2aRuhT8AW1sQlgWPcJapXummu73R6n9lQqrNyC1ZqKmiCEjtNNx8JUeMMwPMeo/YlWqZ2ZCQkquIghEEIghAioVK4ZRwkAp4xwTzI7mrFQDcBJQ0DQJhJKKtMMCrC4IIIPEHQiSRyOjcHsNiMwe9I4BwsUl+5sP/KXymj/ABuv/uuVbqVP+gKf3Ph/5KeUT+M1/wDed5o6lT/oHkj90Yf+Sn5RE/jFf/ed5o6nB+geSn904f8Ak0/yiJ/GK/8AvO80nVIP0DyUjZOH/k0/yLE/i9d/ed5lL1WH9A8gj91UP5NP8ifSN/itd/ef/wAim9Vh/QPIKRsvD/yKX/tp9In8Urf7z/8AkUdWh/SPILipgsMv+DS7hTp/SQybZqmazP8A+R+6UUsZ90eQS1ShSO6hSA/06d/lKEm2652QleP/ANH7qUUkQ90eQVtKkW3D6CZjY3yuuPNSOs1P0MMF6mX4qdrMzmVA511cTLBIGZUdl5zbWJNZxQX2RZ6ndwHjEpWmZ+LgFtbPh3TDO7XRv3VwFpsJ6zu0mGrYnB1MErCmruKgqBmuBoXpsgHrAm5vm47tJciqA1tisyooDLIXgrSrV3qVC7gD1KdMAMWuEBuxJA3ljpIppQ83Cs0lOYWlpN10mIdM+S93pVKVwQDTLAFagvoSpA06x0EoYTdNraYzNAbwWTsXC1KODwmFa7NRq1q1SpcWc1BW0AvffVH5TJJp2vbYKCko5IZMTraLUlJaa52S4RzQb2Wu9Lod7oPmPGZtVADkdCoa6PGwTt1GTvofonaiMh/XnMV7HwuyWeCHBM0MUDodD8DLkNSHZOyKa5ltEwZbTQognIgnBVPRU7x9ZG+Fj9QnhxC19n0ciARtAwBhcOJPloFRmfieSmZeUSIIVGOplqbAb7XHfKlaDusQ1bn9/RSwuwvF15lcW3Qyk2reNc1smFquXGjiD85O2sbxCYYTwVq4hTx89JM2eN3FMLHDgrAZKmqYqEREIghEEIghEEIgkUQSKYiRVVcQq9TyEhknYxOEZKVq4pj0HT6yjJUvdpkFKIwFSJX1SlNUMJxbylyKlvm9QOk5JxVA0EvBoaLBQFdQKasna+0QiFuA3D7zcBKD3md+Buit0tMZXhv4As7ZuHKrdvbY5mPU8J0EMQjYAFrTPBOFugyCbkqhRBCrWuLBtQDuJV1B6i41Ek3TuSi38fMIqVsqlstQqASStKq4AG8kqptARP5JOsR3tiCskZUyIIS+MpFh6psykMp5MN0bIzG2ykjcAbO0OR8Fs7PxS16Qa3Rh91hvEynxg9lyyKiF0Ehb5d4VGIoFe7nMqaAxnuSscCpoYojQ6j4iSRVJZk7MIdHfRPI4IuDNFj2uF2qPDbVSY5KuqS3IEhqXFsRtqch4nJITYXWm+ckU6eUNbMWYFlVb2HqggknW2o3HlY6tDRh7cOgAAWa96nD1SSysAHRsrW3G4DKw6EHwII1teJPCYnYShrrorVGzBKahnNzqSFVRa7MQCeIAA334C5DqenMxtoEjnWU0qhOZWFmU5WF7jUXBB4gg/PlI6mnLCWHilY668vjaJR2FtL6TmWtcBnwy8l0ELw9gKoiqVEEKVYjcbRQ4jQpCAVYMS3P5ScVEnNN3bVpTTVVEEIghEEIghEEKirilHU9PrIJKhje8pwjJSlTEs3QchKMlQ9/cpmxgKqQJ1lbRoFu7nJY4HP00Ub3hqeo0Qu7zmhHC1mirOcSrpKoyiCRJYrEX0G7j1mdUT4uy3RSsZxKwGb01b/t0j4M//E0NnU9hiK2YmbiH/c70C0ZrlQoiIRBCd2TtmphgVyGpSJLBQQHpkm7ZcxCspJvYkW137hciqA0WKzKmgxuxMVm1dutiF9GKb00uC2c08zgahQEZgFvvubm1raxZagEWakpqAsfies6UlqIghEEKnDVvQVr/AOHVsrfhf3W8dx8JUqGZ4glni38NvebmO8cQvQsL6GVCARYrGGSzsRh8uo3fKZs0BZmNFZY66qSoVNxIWPcw3apC0HVPUMSG03H5900oahr8jkVA6MhaOz0u1+UHjHOxnLteWQ9Sq05s2yz+1m0fs9DFv6RlY4dCgRlWp6jVMxpk7yM6/wBGdNs4jAR3rOfqmOzW1PtNOnWJXPUwmFqVALerUcVCwPLukW0faBSx6lKdttpnC4XF1g7o32dAhTLnDB3W65tPaqU79JJs4jC4JH6rQ2PjTVKuws74PCVXtuDP6a4+cj2kM2nxSx6ldbST1r85ggYZXN52P0PyWlTO7NlnvhVPC3dB9PG7grjZHBLvgyNxv8JVfSOHsm6kEw4pdlI3i0rOY5uoUoIOiiIEq15tKkltoY1aNNqj7lHC1yeAHWWaWmfUyiJmp/LlV6moZTxmR+gWXS7VYc6Pnp6X9detrDLeasvR6rbmyzvA/dZ0e3KZ2T7t8R9ltq4IuDpvvwmG5pabOyWu1wcLhU1cWBu1+UqyVTG5DNTNjJSlSuzbz4SlJO9+qmbGAq5CnoVSTYRQ0uNgmk2TlHCcW8peipQM3qu+Xkm7S0oSiKmqREQlMXiPdHif0lGpn9xvxUjI+JWLtjFmmnq+02gtw5mQU8eJ2egWhRwCSTtaBLYPGUqaBRm0/A+p4ndOiZLG1tgVclike4uNvMK/96U/xfkf6R+/j5pnVn93mEHalP8AF+R/pE6xHzR1Z/d5hA2pT/F+R/pDrEXNHVn93mEfvOn+L8j/AEi7+Pmk6u/u8wj950/xfkf6RDPGOKOrv7vMI/edP8X5H+kUTx80dXf3eYR+80/H+R/pDfM5o6u/u8wg7Up/i/I/0iGoj5o6u/u8wq6+NpOpU5rEW9h/pEM8Tha6eyKRjg4W8wtjs9jjUp2a+ZPVJIIzD3W15j4iUisuupxFJduhz8OYWmYhF1TSGJw9tRu+Uzp6ct7TdFZY++RS8rBTL0uyEIpgnedfpNDZ4LsUh8B4D91kVTrvsE6yA7wDbdpu7ppXVeyAoG4Wv03wuhV18KlS2dFe27Mqta++1xpFDiNEhAKKGGRL5EVb2vlVVvbde3K8C4nUoAAVW0Uut+UqT9l7H99vP97KxTus+yzJIr6IIUEQIvqhVHCry+ciNPGc7J2NyukyasjtNhPTUTTBUNdWGYgcbDXgTqPhNXY9SKWoEzwcNiDbwv6arO2nSuqacxstfIi68k2zaobNlckDLb2gSVI9V83s3N76EX8Z1Q27s9zbb1tjnyPxFte7iuZdsmsa6+A5ZfhvotXs5h6yK4qXALXC3FgdSxAG695yHSmvpap8fViDYZkfCwPNdFsCkqIGP34tnkPmVsTk10SIIV1HDFugliKmc/M5BRukA0T1OkF3TQZG1gs1V3OLtV1HpimIkUwSJXF4i2g38TylOont2W6qVkd8ykpnqZWUKeY285JFGZHWTHHCFpqLaCawAAsFVOam8VNSWPqagctfOZ9Y+5DVNG3K64wQu3dr+kjpW3kSyeytC81FXsqMb7PiJWqv6afGO0pwTep5xaU/y0PGauvLCak8em5vA/pKFXHmHqaI8EvRqlTfz7pXikMbrqUsuFphrzWBBFwq9rIioRFShKVcHdhl3Ei45dZnVUOBpe3RTiWzc16WktgBNCli3cLW93rxWO43N11LCRZooJTZs6OUZi4ema11LG7K4pm++5DWtY2NrC+lTSwubhkAuFA8EHJS2Ho1WTJTNkYOXqLVvddVVDU132JI00tx0Wqlia3CwC55IYCTcrRmYp1zVW4IkNQzHEQNeHiMwnNNiCsQiNjeHtDhxC0wbhEclRBCIqEpVxg90X68JTkqwMmqVsROqxto3Z7lGbRQCLDL6xJ7raecuUdS4wlplDb4rg8eyAPr4EKKV7onjCwu008c/LJLbORqWUik9hcastxe5JNhuu3SJPBBITedt/A2+aSSsnlGcRF+8JjC1C1VyyFSQD0HD4/pIKunZFTsLJA4XI7/AMChoyTO/E0g2H58fpotBEJ0AmcxjnmzQtNzgNU7RwoGp1Pwl+KmazM5lVnSEpiWUxEEKIJLIgkVGJxGXQb/AJSrPPgyGqkjjvmUhM1T2UgQAJNgkK0sPSyjrxmrDFu224qq91yrbyVMQTC9gkssp2uSecxXuxOJVoNsE3gF3nwl2jbkSopeSbl1Q2VOM9g+HzEgqv6Z+CfGO0qsAdCOv9fKRUZ7JCdKE1LijsuaqZgRGSMxtITmmxusqY5FsirabwVb3T4fSXqWX3D8FFIzinJeUNlBglV+CS7StUDG5kXM5+AzUUzrNWtNBUUQQiCEQQiCEQQsjGJZj5ylB2cTORPkcx81oQuuxUydTIghAioWRMNXUQQiCEzRwhOp0HxluKlJzdkonS20TiIBoBL7WhosFXJvquoqEQQiCEQQqMTXy7t/ykE8wYLDVPYzEs68zCSTcqwpjUJ3BUfePh9Zfpobds/BV5XcAm7S4oEQSJfGPZbc9PDjK1S7Cy3NSRtuUhMxWFo4RbKPOalM20YVaQ9pXSdMVWK9g/1xkNQP5ZTme0EtgDqe7+vnKtGe0QpZRldOzQUCmCFn4ynZr89fHjM6pjs+/NWozcKgG0ri4zCkstKjVzC/nNaJ+Nt1Vc3CbKySpqlKhG6QS00cpBcNO8pC0HVd+nbnI+ow8j5n7o3beSqr1qlrq3hYayKWgZa7L+ZTmxx3zCT/AHhV+98B9JQ3Q7/Mqx1eLkj94VfvfBfpDdN7/Mo6tHyQu0an3r+AitjaDnfzP3QaaPknKONLcdeWkvR09O/QHzP3Vd0IbqF2zE75aigZFfDx70BoGi5kyciCERUL/9k=" /></div>
Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-56261000980378174102020-04-13T17:11:00.000+02:002020-04-13T18:46:50.090+02:00LOS POLÍGONOS<br />
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<a href="https://www.youtube.com/watch?v=AwdOocKn6m0" target="_blank">PINCHA AQUÍ</a></div>
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<a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img alt="Los Polígonos | Videos Educativos para Niños - YouTube" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="1971" 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" /></div>
Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-77777609304782212492020-04-13T17:07:00.000+02:002020-04-13T18:48:32.167+02:00PRONOMBRES PERSONALES<div style="text-align: center;">
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<a href="https://www.youtube.com/watch?v=yNmJTCP-qTs" target="_blank">PINCHA AQUÍ</a></div>
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<a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"> </a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img alt="Pronombres personales/Los pronombres personales/Lengua Tercero ..." class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2234" 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" /></div>
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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-32039213210019852182020-04-13T17:02:00.000+02:002020-04-13T18:53:14.621+02:00RESTAS CON LLEVADAS<div class="separator" style="clear: both; text-align: center;">
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<a href="https://www.youtube.com/watch?v=SML7oXkB3tc" target="_blank">PINCHA AQUÍ</a></div>
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<img alt="Forma fácil y rápida para aprender a restar llevando o con llevada ..." class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="1711" src="data:image/jpeg;base64,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/><img alt="Forma fácil y rápida para aprender a restar llevando o con llevada ..." class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="1711" height="179" 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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-25082490746780460772020-03-26T19:52:00.000+01:002020-03-26T19:55:19.519+01:00"COCODRILO SE ENAMORA"<br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img alt="Resultado de imagen de COCODRILO SE ENAMORA" border="0" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2425" height="169" 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" width="200" /><br />
Cuento "Cocodrilo se enamora" de la editorial Faktoria de libros.<br />
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<a href="https://www.youtube.com/watch?v=J4VKFFix800" target="_blank">PINCHA AQUÍ </a></div>
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Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-91063557136342513522020-03-26T19:41:00.000+01:002020-03-26T19:41:45.482+01:00"LAS JIRAFAS NO PUEDEN BAILAR"<br />
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<img alt="Resultado de imagen de LAS JIRAFAS NO PUEDEN BAILAR" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2621" height="149" 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" width="200" /> </div>
<br />
Todos los años, en África, se celebra el Baile de la Selva… ¡y a los animales les encanta bailar y hacer piruetas!
Chufa quiere participar en ese famoso Baile, pero como todo el mundo sabe, ¡las jirafas no pueden bailar! ¿O sí…?<br />
<br />
<a href="https://www.youtube.com/watch?v=VFLiD25KwSA" target="_blank">PINCHA AQUÍ</a><br />
Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-44914926871361536952020-03-26T19:36:00.000+01:002020-03-26T19:36:25.122+01:00"EL CAZO DE LORENZO"<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de el cazo de lorenzo" border="0" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="2744" height="112" src="data:image/jpeg;base64,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" width="200" /></a><span class="style-scope yt-formatted-string" dir="auto">En éste video podemos ver un ejemplo de como existen personas muy especiales que pueden ayudar a otras dentro de los equipos de trabajo a ver el lado positivo, a hacerlos crecer de forma personal y profesional.</span><br />
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<span class="style-scope yt-formatted-string" dir="auto"><a href="https://www.youtube.com/watch?v=5pUmAOTQqCg" target="_blank">PINCHA AQUÍ</a> </span><br />
<span class="style-scope yt-formatted-string" dir="auto"> </span><br />
<span class="style-scope yt-formatted-string" dir="auto" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"> </span>Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-79922468455498728402020-03-26T19:23:00.001+01:002020-03-26T19:42:48.879+01:00"EL PEZ ARCOIRIS"<br />
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<a href="https://www.blogger.com/blogger.g?blogID=366843626780119167" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de pez arcoiris cuento" border="0" class="rg_i Q4LuWd tx8vtf" data-atf="true" data-deferred="1" data-iml="3021" height="200" 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" style="cursor: move;" width="148" /></a>Un libro bellamente ilustrado que nos enseña la importancia de saber compartir.<br />
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<a href="https://www.youtube.com/watch?v=_VRevZ3npig">PINCHA AQUÍ</a><br />
<br />Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-78189473984204474282016-11-09T19:20:00.001+01:002016-11-09T19:20:46.758+01:00APRENDIZAJE COOPERATIVO. TAREA DE IMPLANTACIÓN 2 #CooparaMooc<br />
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<img alt="Resultado de imagen de aprendizaje cooperativo intef" height="170" src="http://mooc.educalab.es/c4x/INTEF/INTEF168/asset/CAJA_PORTADA__352X300.jpg" width="200" /></div>
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<h3>
<a href="https://drive.google.com/file/d/0Bwcy_iU2gXVESzZ2U016VHFNaTQ/view?usp=sharing">TAREA 2</a></h3>
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1. Establece las normas</div>
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2. Distribuye roles</div>
Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0tag:blogger.com,1999:blog-366843626780119167.post-57546198108838041672016-11-08T11:53:00.000+01:002016-11-08T11:53:35.294+01:00PRACTICAMOS LA DIVISIÓNEnlaces en los que podremos practicar de una forma muy sencilla.<br />
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<h2>
<a href="https://www.matematicasonline.es/flash/divisiones/division1.html">1 Cifra</a> <a href="https://www.matematicasonline.es/flash/divisiones/division2.html">2 Cifras</a> <a href="https://www.matematicasonline.es/flash/divisiones/division3.html">3 Cifras</a> </h2>
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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Resultado de imagen de la división de dos cifras luisa maría" border="0" 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" /></a></div>
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<br />Mariluz Sánchez Díazhttp://www.blogger.com/profile/09310351272122358876noreply@blogger.com0