<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3497898308970730652</id><updated>2012-02-13T19:19:45.921+01:00</updated><category term='Anglès'/><category term='Música'/><category term='Contes'/><category term='Català'/><category term='Festes'/><category term='Animals'/><category term='Sortides'/><category term='castellà'/><category term='videos'/><category term='Informació'/><category term='Ed. Física'/><category term='C. Medi'/><category term='Matemàtiques'/><category term='Jocs'/><category term='Ed Artística'/><title type='text'>Tercer A           CP Es Vedrà</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Tercer A</name><uri>http://www.blogger.com/profile/16000419821030957699</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>35</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-2555714939924174909</id><published>2012-02-04T21:20:00.002+01:00</published><updated>2012-02-04T21:20:03.461+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>Practica les multiplicacions sense portar</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-j06-LxOtLdU/Ty2Qa-2fNfI/AAAAAAAAAp4/4y6RLBg3JII/s1600/12por4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="232" src="http://2.bp.blogspot.com/-j06-LxOtLdU/Ty2Qa-2fNfI/AAAAAAAAAp4/4y6RLBg3JII/s320/12por4.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;per practicar multiplicacions sense portar hauràs de fer clic &lt;span style="font-size: x-large;"&gt;&lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/TERCERO/datos/03_mates/U05/01.htm" target="_blank"&gt;aquí&lt;/a&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-2555714939924174909?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/2555714939924174909/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=2555714939924174909&amp;isPopup=true' title='3 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/2555714939924174909'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/2555714939924174909'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2012/02/practica-les-multiplicacions-sense.html' title='Practica les multiplicacions sense portar'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-j06-LxOtLdU/Ty2Qa-2fNfI/AAAAAAAAAp4/4y6RLBg3JII/s72-c/12por4.png' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-3447011128202150205</id><published>2012-01-30T23:05:00.000+01:00</published><updated>2012-01-30T23:05:04.655+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ed Artística'/><category scheme='http://www.blogger.com/atom/ns#' term='Festes'/><title type='text'>30 de gener dia escolar de la no violència i la pau</title><content type='html'>Avui ens han agradat molt les activitats que hem fet el &lt;a href="http://denip.webcindario.com/"&gt;dia escolar de la no violència i la pau&lt;/a&gt;. Un bon ambient d´alegria  ,un dels moments que hem dit que ens ha agradat ha estat l´actuació de flauta. Nosaltres estarem  amb tota l´escola al costat del quadre de &lt;a href="http://es.wikipedia.org/wiki/Pablo_Picasso"&gt;Picasso&lt;/a&gt;.&lt;br /&gt;&lt;iframe src="http://player.vimeo.com/video/35908858?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="600" height="400" frameborder="0" webkitAllowFullScreen mozallowfullscreen allowFullScreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://escolaesvedra.blogspot.com/2012/01/dia-de-la-pau.html"&gt;En aquest enllaç hi ha més vídeos&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-3447011128202150205?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/3447011128202150205/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=3447011128202150205&amp;isPopup=true' title='5 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/3447011128202150205'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/3447011128202150205'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2012/01/30-de-gener-dia-escolar-de-la-no.html' title='30 de gener dia escolar de la no violència i la pau'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-6513652665023099452</id><published>2012-01-29T21:54:00.000+01:00</published><updated>2012-01-29T21:55:47.596+01:00</updated><title type='text'>VOCABULARY PRACTICE</title><content type='html'>&lt;span style="color: rgb(102, 51, 255);font-family:verdana;" &gt;Aqui teniu una altra activitat per practicar el vocabulari de la roba.&lt;/span&gt;&lt;br style="color: rgb(102, 51, 255);font-family:verdana;" &gt;&lt;div style="text-align: center; color: rgb(102, 51, 255);"&gt;&lt;span style="font-family:verdana;"&gt;Has de fer clic en la imatge:&lt;/span&gt;&lt;a href="http://www.poissonrouge.com/schoolofenglish/"&gt;&lt;img style="width: 515px; height: 308px;" src="data:image/png;base64,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" alt="" /&gt;&lt;/a&gt;&lt;span style="font-family:verdana;"&gt;  &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="color: rgb(102, 51, 255);font-family:verdana;" &gt;Després  t'has de moure amb el ratolí per damunt de les diferents torres i  clicar sobre la torre que mostra dibuixats uns pantalons vermells.&lt;/span&gt;&lt;br style="color: rgb(102, 51, 255);font-family:verdana;" &gt;&lt;span style="color: rgb(102, 51, 255);font-family:verdana;" &gt;Pots entrar en la resta de torres i practicar i aprendre un vocabulari diferent.&lt;/span&gt;&lt;br style="color: rgb(102, 51, 255);"&gt;&lt;br style="color: rgb(102, 51, 255);"&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-6513652665023099452?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/6513652665023099452/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=6513652665023099452&amp;isPopup=true' title='6 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6513652665023099452'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6513652665023099452'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2012/01/vocabulary-practice.html' title='VOCABULARY PRACTICE'/><author><name>Mar</name><uri>http://www.blogger.com/profile/12599558184216618972</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-6928100950511023017</id><published>2012-01-24T00:20:00.002+01:00</published><updated>2012-01-25T23:57:40.120+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Música'/><category scheme='http://www.blogger.com/atom/ns#' term='Català'/><title type='text'>El món seria més feliç</title><content type='html'>&lt;iframe width="620" height="415" src="http://www.youtube.com/embed/m6xPv0kq5bA" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div&gt;&lt;object id="player1007325" width="300" height="190" type="application/x-shockwave-flash" data="http://www.ivoox.com/playerivoox_ee_1007325_1.html"&gt;&lt;param name="movie" value="http://www.ivoox.com/playerivoox_ee_1007325_1.html"&gt;&lt;param name="AllowScriptAccess" value="always"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.ivoox.com/playerivoox_ee_1007325_1.html" type="application/x-shockwave-flash" allowfullscreen="true" wmode="transparent" allowscriptaccess="always" width="300" height="190"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;Per llegir la lletra  de la canço hauràs de fer clic &lt;a href="https://docs.google.com/document/d/1YnlWaljm1jsCYRcfqpXHst3zJGQ_JIBLVBTfUwXNC88/edit"&gt;&lt;span&gt;AQUÍ&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-6928100950511023017?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/6928100950511023017/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=6928100950511023017&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6928100950511023017'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6928100950511023017'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2012/01/el-mon-seria-mes-felic.html' title='El món seria més feliç'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/m6xPv0kq5bA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-1145931575587896846</id><published>2012-01-18T12:35:00.000+01:00</published><updated>2012-01-18T12:35:00.122+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>Repassem les taules de multiplicar</title><content type='html'>&lt;div style="width:620;text-align:center;font-size:x-small;"&gt;&lt;iframe src="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/taules2/jclic/taules2.jclic.zip&amp;skin=@mini.xml&amp;lang=ca" frameborder=0 width=620 height=450 scrolling="no"&gt;&lt;/iframe&gt;&lt;br&gt;&lt;a href="http://clic.xtec.cat/db/act_ca.jsp?id=1326"&gt;zonaClic - actividades - Repasemos las tablas de multiplicar&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-1145931575587896846?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/1145931575587896846/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=1145931575587896846&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1145931575587896846'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1145931575587896846'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2012/01/repassem-les-taules-de-multiplicar.html' title='Repassem les taules de multiplicar'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-6119199894951958613</id><published>2012-01-17T12:06:00.001+01:00</published><updated>2012-01-17T12:06:26.934+01:00</updated><title type='text'>ENGLISH - UNIT 3 - CLOTHES</title><content type='html'>Aqui teniu unes petites activitats per practicar el vocabulari de la Unitat 3.&lt;br /&gt;Per començar fes clic &lt;a href="http://www.angles365.com/classroom/fitxers/3r/clothes/clothes2/clothquiz.swf"&gt;AQUÍ&lt;/a&gt;&lt;br /&gt;Has d'arrossegar cada paraula i posar-la al costat de la peça de vestir que pertoca.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-6119199894951958613?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/6119199894951958613/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=6119199894951958613&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6119199894951958613'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6119199894951958613'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2012/01/english-unit-3-clothes.html' title='ENGLISH - UNIT 3 - CLOTHES'/><author><name>Mar</name><uri>http://www.blogger.com/profile/12599558184216618972</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-6334996621133860348</id><published>2012-01-12T20:39:00.000+01:00</published><updated>2012-01-12T23:41:01.996+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='videos'/><category scheme='http://www.blogger.com/atom/ns#' term='Contes'/><title type='text'>Molts anys i bons  2012   Un any per compartir</title><content type='html'>&lt;iframe src="http://player.vimeo.com/video/33670490?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="600" height="425" frameborder="0" webkitallowfullscreen="" mozallowfullscreen="" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;p&gt;&lt;a href="http://vimeo.com/33670490"&gt;The Artists&lt;/a&gt; from &lt;a href="http://vimeo.com/giantcreative"&gt;Giant Creative&lt;/a&gt; on &lt;a href="http://vimeo.com"&gt;Vimeo&lt;/a&gt;.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-6334996621133860348?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/6334996621133860348/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=6334996621133860348&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6334996621133860348'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6334996621133860348'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2012/01/molts-anys-i-bons-2012-un-any-per.html' title='Molts anys i bons  2012   Un any per compartir'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-6612033412140705775</id><published>2012-01-12T20:10:00.000+01:00</published><updated>2012-01-13T01:11:23.528+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Jocs'/><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>A enfonsar les taules ¡¡¡¡¡¡</title><content type='html'>Na Irene ens ha portat un joc molt divertit . Si fas doble clic damunt aquesta imatge veuràs més gran el joc d´enfosar les taules, així podràs practicar i divertir-te amb les taules de multiplicar&lt;a href="http://2.bp.blogspot.com/-3gbwtuYlB80/Tw9wIuDGK0I/AAAAAAAAApk/06fhOyGRlBI/s1600/a_enfonsar_les_taules_gran.jpg"&gt;&lt;img src="http://2.bp.blogspot.com/-3gbwtuYlB80/Tw9wIuDGK0I/AAAAAAAAApk/06fhOyGRlBI/s200/a_enfonsar_les_taules_gran.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5696895348749249346" style="display: block; margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; text-align: center; cursor: pointer; width: 248px; height: 300px; " /&gt;&lt;/a&gt;pots imprimir en aquest &lt;a href="http://dl.dropbox.com/u/40263372/a_enfonsar_les_taules_gran.jpg"&gt;enllaç la taula d´enfonsar&lt;/a&gt;&lt;br /&gt;INSTRUCCIONS DE JOC:&lt;br /&gt;Joc per 2 jugadors amb una taula cadascun. On pintaran uns vaixells en els quadres en blanc de la taula. Cada jugar haurà de descobrir la flota de vaixells de l´altre jugador. Per fer-ho cada jugador demanarà triant primer la casella de la esquerra i després de dalt (per exemple hauràs de dir jo disparo a 3X9= 27) Si encertes un vaixell el teu company dirà TOCAT i podràs repetir el tir , si no encertes dirà AIGUA i pasaràs el torn al teu company .&lt;br /&gt;&lt;span style="font-weight: bold; "&gt;A divertir-te amb les taules de multiplicar ¡¡¡¡¡¡¡&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-6612033412140705775?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/6612033412140705775/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=6612033412140705775&amp;isPopup=true' title='2 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6612033412140705775'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6612033412140705775'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2012/01/enfonsar-les-taules.html' title='A enfonsar les taules ¡¡¡¡¡¡'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-3gbwtuYlB80/Tw9wIuDGK0I/AAAAAAAAApk/06fhOyGRlBI/s72-c/a_enfonsar_les_taules_gran.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-7031830668852400852</id><published>2011-12-22T23:31:00.003+01:00</published><updated>2012-01-19T00:06:31.315+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Música'/><category scheme='http://www.blogger.com/atom/ns#' term='Festes'/><title type='text'>Festa de nadal, CP Es vedrà.</title><content type='html'>&lt;iframe src="http://player.vimeo.com/video/34094263?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="600" height="420" frameborder="0" webkitAllowFullScreen mozallowfullscreen allowFullScreen&gt;&lt;/iframe&gt;&lt;br /&gt;Avui hem acomiadat el trimestre amb la festa de nadal ,en el festival de nadales tot el Centre, des d´Infantil de 3 anys fins a 6è curs  ha cantat una nadala. Tercer A i B hem cantat "Allà dalt de la muntanya" amb l´ajuda d´Isaak . GRÀCIES. En aquest video podeu veure la nostra actuació.&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://player.vimeo.com/video/35255926?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="600" height="420" frameborder="0" webkitAllowFullScreen mozallowfullscreen allowFullScreen&gt;&lt;/iframe&gt;&lt;br /&gt;MOLTS ANYS I BONS   2012&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-7031830668852400852?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/7031830668852400852/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=7031830668852400852&amp;isPopup=true' title='1 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/7031830668852400852'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/7031830668852400852'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/12/festa-de-nadal-cp-es-vedra.html' title='Festa de nadal, CP Es vedrà.'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-2173479126213801575</id><published>2011-12-11T23:48:00.002+01:00</published><updated>2011-12-11T23:51:50.886+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Català'/><category scheme='http://www.blogger.com/atom/ns#' term='Contes'/><title type='text'>La gallineta vermella</title><content type='html'>&lt;object id="player823463" width="240" height="133" type="application/x-shockwave-flash" data="http://www.ivoox.com/playerivoox_ee_823463_1.html"&gt;&lt;param name="movie" value="http://www.ivoox.com/playerivoox_ee_823463_1.html"&gt;&lt;/param&gt;&lt;param name="AllowScriptAccess" value="always"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="wmode" value="transparent"&gt;&lt;/param&gt;&lt;embed src="http://www.ivoox.com/playerivoox_ee_823463_1.html" type="application/x-shockwave-flash" allowfullscreen="true" wmode="transparent" allowscriptaccess="always" width="240" height="133"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;Per escoltar aquest conte hauràs de fer clic en el triangle on posa PLAY.&lt;br /&gt;&lt;br /&gt; A més de la gallineta,  qui son els personatges d´aquest conte ?&lt;br /&gt;&lt;br /&gt;Què haurien de fer els personatges que acompanyen a la gallineta per menjar pa?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-2173479126213801575?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/2173479126213801575/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=2173479126213801575&amp;isPopup=true' title='3 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/2173479126213801575'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/2173479126213801575'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/12/la-gallineta-vermella.html' title='La gallineta vermella'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-194164033087440097</id><published>2011-12-05T22:30:00.003+01:00</published><updated>2011-12-05T22:32:47.528+01:00</updated><title type='text'>Aqui teniu unes activitats de Nadal. Començeu pel nivell 1.                      Merry Christmas!!! Mar</title><content type='html'>Has de fer clic &lt;a href="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/xmas/jclic/xmas.jclic.zip&amp;amp;lang=en&amp;amp;title=English+Christmas&gt;AQUÍ&lt;/a&gt;&lt;div&gt; &lt;/div&gt;"&gt;&lt;span style="font-weight:bold;"&gt;AQUÍ:&lt;span style="font-weight:bold;"&gt;&lt;span style="font-weight:bold;"&gt;&lt;span style="font-weight:bold;"&gt;&lt;span style="font-style:italic;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; &lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-194164033087440097?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/194164033087440097/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=194164033087440097&amp;isPopup=true' title='3 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/194164033087440097'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/194164033087440097'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/12/aqui-teniu-unes-activitats-de-nadal.html' title='Aqui teniu unes activitats de Nadal. Començeu pel nivell 1.                      Merry Christmas!!! Mar'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-1368455731790458978</id><published>2011-12-01T20:00:00.005+01:00</published><updated>2011-12-02T01:19:17.436+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='C. Medi'/><category scheme='http://www.blogger.com/atom/ns#' term='Animals'/><title type='text'>Animals  VERTEBRATS</title><content type='html'>&lt;iframe src="http://www.xtec.cat/ceipalber/ciencia/vertebrats.htm " frameborder="0" width="730" height="650"&gt;&lt;/iframe&gt;&lt;br /&gt;En la classe de &lt;a href="http://esvedratercerb.blogspot.com/2011/12/els-animals-vertebrats.html"&gt;3rB també estudien els  vertebrats&lt;/a&gt;  fes clic &lt;a href="http://esvedratercerb.blogspot.com/2011/12/els-animals-vertebrats.html"&gt;&lt;span class="Apple-style-span"&gt;aquí&lt;/span&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-1368455731790458978?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/1368455731790458978/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=1368455731790458978&amp;isPopup=true' title='3 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1368455731790458978'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1368455731790458978'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/12/animals-vertebrats.html' title='Animals  VERTEBRATS'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-938988383876080114</id><published>2011-11-29T23:12:00.003+01:00</published><updated>2011-11-29T23:16:16.933+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='C. Medi'/><title type='text'>Invents sobre energies renovables,  Revista Explora 1r Trimestre</title><content type='html'>&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="700" height="567" flashvars="host=picasaweb.google.com&amp;amp;hl=es&amp;amp;feat=flashalbum&amp;amp;RGB=0x000000&amp;amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Fesvedratercera%2Falbumid%2F5679058116366963329%3Falt%3Drss%26kind%3Dphoto%26hl%3Des" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-938988383876080114?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/938988383876080114/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=938988383876080114&amp;isPopup=true' title='3 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/938988383876080114'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/938988383876080114'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/inventes-sobre-energies-renovables.html' title='Invents sobre energies renovables,  Revista Explora 1r Trimestre'/><author><name>Tercer A</name><uri>http://www.blogger.com/profile/16000419821030957699</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-1010603150134999088</id><published>2011-11-26T15:59:00.004+01:00</published><updated>2011-11-27T02:02:22.373+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='castellà'/><category scheme='http://www.blogger.com/atom/ns#' term='Contes'/><title type='text'>En el silencio del bosque</title><content type='html'>&lt;div&gt;Este es un cuento para contar . &lt;/div&gt;&lt;object style="width:700;height:650"&gt;&lt;param name="movie" value="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf?mode=embed&amp;amp;documentId=110807091350-c8a232d91bce4ec79a5b9cf300093729&amp;amp;documentUsername=Abuenpaso&amp;amp;documentName=en_el_silencio&amp;amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Flight%2Flayout.xml&amp;amp;showFlipBtn=true"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;embed src="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf" type="application/x-shockwave-flash" allowfullscreen="true" style="width:700;height:650" flashvars="mode=embed&amp;amp;documentId=110807091350-c8a232d91bce4ec79a5b9cf300093729&amp;amp;documentUsername=Abuenpaso&amp;amp;documentName=en_el_silencio&amp;amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Flight%2Flayout.xml&amp;amp;showFlipBtn=true"&gt;&lt;/embed&gt;&lt;/object&gt;  puedes ampliar a pantalla completa &lt;div&gt;&lt;h1 style="margin-top: 10px; margin-right: 0px; margin-bottom: 20px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; width: 600px; font-family: Cardo, Georgia, 'New Times Roman'; text-align: -webkit-auto; "&gt;&lt;span class="Apple-style-span" &gt;&lt;span class="Apple-style-span"&gt;En el silencio del bosque  &lt;/span&gt;&lt;span class="Apple-style-span"&gt;Cristina Pérez Navarro&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div class="description" style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; font-family: Cardo, Georgia, 'New Times Roman'; line-height: 16px; text-align: -webkit-auto; "&gt;&lt;p style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; outline-width: 0px; outline-style: initial; outline-color: initial; vertical-align: baseline; background-image: initial; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: transparent; line-height: 1.3em; "&gt;&lt;span class="Apple-style-span" &gt;¿Qué te puede pasar si tu pelota rueda colina abajo y se pierde en un bosque?&lt;br /&gt;Pasado el susto inicial, la niña protagonista de este hermoso libro descubrirá las maravillas del bosque, sus colores y paisajes de la mano de sus dos nuevos amigos: un oso y un pájaro.&lt;br /&gt;A lo largo del día que pasan juntos habrá aventura, peligro y momentos divertidos e inolvidables. Pero al final la niña vestida de rojo tendrá que salir del bosque, ¿cómo?&lt;br /&gt;He ahí la vuelta de tuerca, ¿es este cuento real o fruto de la imaginación de un oso y un pájaro que se sentían solos?&lt;br /&gt;Un delicado cuento sin palabras, hecho de ilustraciones realistas en las que los colores desprenden el calor de las emociones intensas.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-1010603150134999088?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/1010603150134999088/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=1010603150134999088&amp;isPopup=true' title='4 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1010603150134999088'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1010603150134999088'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/en-el-silencio-del-bosque.html' title='En el silencio del bosque'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-1198566683208125506</id><published>2011-11-25T23:29:00.003+01:00</published><updated>2011-11-25T23:34:58.728+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>Quadrats màgics</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-sdPbMy7vtco/TtAXFBAZYsI/AAAAAAAAAUs/2bS2DxSFKuo/s1600/QUADRAT_taula%2Bdel%2B1_constant15.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 400px;" src="http://4.bp.blogspot.com/-sdPbMy7vtco/TtAXFBAZYsI/AAAAAAAAAUs/2bS2DxSFKuo/s400/QUADRAT_taula%2Bdel%2B1_constant15.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5679064505051079362" /&gt;&lt;/a&gt;&lt;br /&gt;Quina és la seva constant màgica ? .Quin nombre és el mico ? i la sargantana? i la serp ? i la pantera? i el cérvol?  Deixa el teu comentari.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-1198566683208125506?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/1198566683208125506/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=1198566683208125506&amp;isPopup=true' title='14 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1198566683208125506'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1198566683208125506'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/quadrats-magics_25.html' title='Quadrats màgics'/><author><name>Tercer A</name><uri>http://www.blogger.com/profile/16000419821030957699</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-sdPbMy7vtco/TtAXFBAZYsI/AAAAAAAAAUs/2bS2DxSFKuo/s72-c/QUADRAT_taula%2Bdel%2B1_constant15.jpg' height='72' width='72'/><thr:total>14</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-5124174678580187170</id><published>2011-11-16T21:36:00.002+01:00</published><updated>2011-11-16T21:39:20.460+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Català'/><category scheme='http://www.blogger.com/atom/ns#' term='Contes'/><title type='text'>El petit inuit</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-OZm1SZt4uY4/TsQfQNt3Y1I/AAAAAAAAAj8/Ijc3h3owVg8/s1600/el_petit_inuit.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 182px;" src="http://2.bp.blogspot.com/-OZm1SZt4uY4/TsQfQNt3Y1I/AAAAAAAAAj8/Ijc3h3owVg8/s320/el_petit_inuit.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675695793814070098" /&gt;&lt;/a&gt;&lt;br /&gt;Si vols escolar el conte del petit inuit hauràs de fer clic &lt;a href="http://www.super3.cat/unamadecontes/conte/el-petit-inuit/catala/1190"&gt;AQUÍ&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-5124174678580187170?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/5124174678580187170/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=5124174678580187170&amp;isPopup=true' title='4 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/5124174678580187170'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/5124174678580187170'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/el-petit-inuit.html' title='El petit inuit'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-OZm1SZt4uY4/TsQfQNt3Y1I/AAAAAAAAAj8/Ijc3h3owVg8/s72-c/el_petit_inuit.png' height='72' width='72'/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-853103222424026566</id><published>2011-11-16T09:24:00.001+01:00</published><updated>2011-11-16T21:34:30.485+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Català'/><category scheme='http://www.blogger.com/atom/ns#' term='Anglès'/><category scheme='http://www.blogger.com/atom/ns#' term='Contes'/><title type='text'>El núvol juganer</title><content type='html'>&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 420px; height: 310px;" src="http://3.bp.blogspot.com/-iMHeWL2M0Ts/TsL1VRYBM-I/AAAAAAAAAjw/ybZjcOcc0rE/s320/nuvol_juganer.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5675368226230449122" /&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;Si vols escoltar aquest joc hauràs de fer clic &lt;a href="http://www.edu365.cat/primaria/contes/contesweb/nuvol/index.htm"&gt;AQUÍ&lt;/a&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;Si vols escoltar en &lt;b&gt;anglès &lt;/b&gt;hauràs de fer clic &lt;a href="http://www.edu365.cat/primaria/contes/e_tales/playful/index.htm"&gt;AQUÍ&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-853103222424026566?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/853103222424026566/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=853103222424026566&amp;isPopup=true' title='2 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/853103222424026566'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/853103222424026566'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/el-nuvol-juganer.html' title='El núvol juganer'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-iMHeWL2M0Ts/TsL1VRYBM-I/AAAAAAAAAjw/ybZjcOcc0rE/s72-c/nuvol_juganer.png' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-5537558645163086833</id><published>2011-11-14T23:42:00.001+01:00</published><updated>2011-11-14T23:44:16.107+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>Quadrats màgics  constant 30</title><content type='html'>&lt;iframe src="http://player.vimeo.com/video/31984341?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="600" height="400" frameborder="0" webkitallowfullscreen="" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 21px; background-color: rgb(255, 255, 255); "&gt;La pasada setmana el grup Arquímedes ha estat practicant amb quadrats màgics .&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 21px; text-align: -webkit-auto; background-color: rgb(255, 255, 255); "&gt;Podeu dir que val l´oranella? i L´àguila ? i l´ànec ? i el mico ?&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-5537558645163086833?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/5537558645163086833/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=5537558645163086833&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/5537558645163086833'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/5537558645163086833'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/quadrats-magics-constant-30.html' title='Quadrats màgics  constant 30'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-867729066778086858</id><published>2011-11-11T23:28:00.001+01:00</published><updated>2011-11-11T23:31:04.220+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Jocs'/><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>Quadrats màgics</title><content type='html'>&lt;iframe src="http://player.vimeo.com/video/31930850?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="600" height="400" frameborder="0" webkitallowfullscreen="" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;div&gt;&lt;div style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 21px; text-align: -webkit-auto; background-color: rgb(255, 255, 255); "&gt;Aquesta setmana el grup Arquímedes ha estat practicant amb els quadrats màgics.&lt;/div&gt;&lt;div style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 21px; text-align: -webkit-auto; background-color: rgb(255, 255, 255); "&gt;Podeu dir quin nombre és el mico ? i la girafa ? i el ren ? i la pantera ? deixa els teus comentaris.&lt;/div&gt;&lt;/div&gt;&lt;div style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 21px; text-align: -webkit-auto; background-color: rgb(255, 255, 255); "&gt;Visca els quadrats màgics¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-867729066778086858?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/867729066778086858/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=867729066778086858&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/867729066778086858'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/867729066778086858'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/quadrats-magics.html' title='Quadrats màgics'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-7075067498913053651</id><published>2011-11-06T18:00:00.000+01:00</published><updated>2011-11-06T23:01:31.490+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Sortides'/><title type='text'>Trencada i sortida a can Frare Verd</title><content type='html'>&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="600" height="467" flashvars="host=picasaweb.google.com&amp;amp;hl=en_US&amp;amp;feat=flashalbum&amp;amp;RGB=0x000000&amp;amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F102295267665635731969%2Falbumid%2F5671988844970497841%3Falt%3Drss%26kind%3Dphoto%26hl%3Den_US" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;div&gt;Per celebrar aquest moment de canvi en la natura hem celebrat la TRENCADA,  compartint amb el 2n cicle i l´escola , tallers , històries, fruits secs  i bunyols.  Després  hem fet  una visita a can Frare verd. En aquesta visita hem trobat algunes sorpreses ,&lt;a href="https://docs.google.com/Doc?docid=0AcSlOJZLBTHiZHdzaDNyel80OGd3OG16cmQ0&amp;amp;hl=en&amp;amp;pli=1"&gt; els barrugets &lt;/a&gt; ens han deixat algun missatge......... &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-7075067498913053651?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/7075067498913053651/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=7075067498913053651&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/7075067498913053651'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/7075067498913053651'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/trencada-i-sortida-can-frare-verd.html' title='Trencada i sortida a can Frare Verd'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-5029642983900399270</id><published>2011-11-05T09:25:00.001+01:00</published><updated>2011-11-05T17:15:09.861+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>Practica LA RESTA</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-x7eEmWlMII4/TrR0divzTiI/AAAAAAAAAXQ/Mw_5350YnK4/s1600/restar.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 162px;" src="http://4.bp.blogspot.com/-x7eEmWlMII4/TrR0divzTiI/AAAAAAAAAXQ/Mw_5350YnK4/s320/restar.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5671285881658625570" /&gt;&lt;/a&gt;&lt;div style="text-align: left;"&gt;Per practicar la resta hauràs de fer &lt;a href="http://agrega.caib.es/visualizar/ca/es-ib_2011101021_9134816/false"&gt;clic AQUI&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-5029642983900399270?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/5029642983900399270/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=5029642983900399270&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/5029642983900399270'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/5029642983900399270'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/practica-la-resta.html' title='Practica LA RESTA'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-x7eEmWlMII4/TrR0divzTiI/AAAAAAAAAXQ/Mw_5350YnK4/s72-c/restar.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-6462523046850214256</id><published>2011-11-03T22:56:00.001+01:00</published><updated>2011-11-03T22:59:05.346+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'></title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-CK5caeFYI7I/TrMOHqC4jPI/AAAAAAAAAW4/KOv5b1sFY2M/s1600/suma_2.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 232px;" src="http://4.bp.blogspot.com/-CK5caeFYI7I/TrMOHqC4jPI/AAAAAAAAAW4/KOv5b1sFY2M/s320/suma_2.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5670891880497843442" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;Per practicar la suma amb nombres més grans  hauràs de fer &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/TERCERO/datos/03_mates/U02/02.htm"&gt;CLIC AQUÍ&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-6462523046850214256?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/6462523046850214256/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=6462523046850214256&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6462523046850214256'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6462523046850214256'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/per-practicar-la-suma-amb-nombres-mes.html' title=''/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-CK5caeFYI7I/TrMOHqC4jPI/AAAAAAAAAW4/KOv5b1sFY2M/s72-c/suma_2.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-6475341643843858192</id><published>2011-11-01T22:58:00.005+01:00</published><updated>2011-11-05T00:27:56.051+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>Activitats de numeració</title><content type='html'>&lt;div style="width:600;text-align:center;font-size:x-small;"&gt;&lt;iframe src="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/clicmat/jclic/clicmat.jclic.zip&amp;amp;skin=@mini.xml&amp;amp;lang=ca" frameborder="0" width="620" height="540" scrolling="no"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;a href="http://clic.xtec.cat/db/act_ca.jsp?id=1283"&gt;zonaClic - actividades - Activitats de numeració per al cicle inicial de primària&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;practica la numeració amb aquest programa&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-6475341643843858192?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/6475341643843858192/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=6475341643843858192&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6475341643843858192'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6475341643843858192'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/11/activitats-de-numeracio.html' title='Activitats de numeració'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-2555301397967705489</id><published>2011-10-27T23:45:00.000+02:00</published><updated>2011-10-27T23:46:44.972+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Català'/><category scheme='http://www.blogger.com/atom/ns#' term='Contes'/><title type='text'>l´AMIC LECTOR  votacions</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-p7dJO3oTCbo/TqnPnnj9d1I/AAAAAAAAAVc/iF8708c3J3I/s1600/27102011766.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 520px; height: 340px;" src="http://3.bp.blogspot.com/-p7dJO3oTCbo/TqnPnnj9d1I/AAAAAAAAAVc/iF8708c3J3I/s320/27102011766.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5668289885564139346" /&gt;&lt;/a&gt;&lt;br /&gt;Després de fer les votacions amb els comapnys i companyes de 3r  B ,els temes per preparar els contes per la visita a Ed. Infantil seran :  ELS ANIMALS  amb 35 vots  i  LA CAIGUDA D´UNA DENT  amb 19 vots . Ara comença el més divertit , fer contes i llegir¡¡¡¡¡¡&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-2555301397967705489?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/2555301397967705489/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=2555301397967705489&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/2555301397967705489'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/2555301397967705489'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/10/lamic-lector-votacions.html' title='l´AMIC LECTOR  votacions'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-p7dJO3oTCbo/TqnPnnj9d1I/AAAAAAAAAVc/iF8708c3J3I/s72-c/27102011766.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-8991689370336976441</id><published>2011-10-26T22:09:00.001+02:00</published><updated>2011-10-27T23:45:32.953+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Català'/><category scheme='http://www.blogger.com/atom/ns#' term='Contes'/><title type='text'>Preparant l´amic lector</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-9fCxYyV6CI0/TqhlZSXQHZI/AAAAAAAAAVE/CEVolBiPGCQ/s1600/amic%2Blector%2B26%2Boct.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 520px; height: 340px;" src="http://4.bp.blogspot.com/-9fCxYyV6CI0/TqhlZSXQHZI/AAAAAAAAAVE/CEVolBiPGCQ/s320/amic%2Blector%2B26%2Boct.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5667891616146267538" /&gt;&lt;/a&gt;&lt;br /&gt;Aquest trimestre estem preparant uns contes per anar a contar-los a Educació  Infantil i avui amb els companys i companyes de 3r B  hem preparat una llista per  triar quins temes pensem els interessa. Aquesta és la nostra LlISTA.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-8991689370336976441?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/8991689370336976441/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=8991689370336976441&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/8991689370336976441'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/8991689370336976441'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/10/preparant-lamic-lector.html' title='Preparant l´amic lector'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-9fCxYyV6CI0/TqhlZSXQHZI/AAAAAAAAAVE/CEVolBiPGCQ/s72-c/amic%2Blector%2B26%2Boct.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-1374182391842403944</id><published>2011-10-22T09:50:00.001+02:00</published><updated>2011-10-22T09:50:00.228+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Contes'/><title type='text'>El cazo de Lorenzo</title><content type='html'>&lt;iframe width="680" height="400" src="http://www.youtube.com/embed/K0usZT3LGOQ" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-1374182391842403944?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/1374182391842403944/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=1374182391842403944&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1374182391842403944'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1374182391842403944'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/10/el-cazo-de-lorenzo.html' title='El cazo de Lorenzo'/><author><name>Tercer A</name><uri>http://www.blogger.com/profile/16000419821030957699</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/K0usZT3LGOQ/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-7307426875318677159</id><published>2011-10-21T09:00:00.000+02:00</published><updated>2011-10-21T09:00:14.582+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>Sumar</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-fRjRWS7UK50/TqCSUV95QWI/AAAAAAAAAU4/k-CsUYXYWuU/s1600/sumar.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 233px;" src="http://1.bp.blogspot.com/-fRjRWS7UK50/TqCSUV95QWI/AAAAAAAAAU4/k-CsUYXYWuU/s320/sumar.png" border="0" alt=""id="BLOGGER_PHOTO_ID_5665689209423872354" /&gt;&lt;/a&gt;&lt;br /&gt; FES CLIC &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/TERCERO/datos/03_mates/U02/01.htm"&gt;AQUI &lt;/a&gt; per practicar LA SUMA&lt;br /&gt;&lt;br /&gt;En aquest altre practicaràs el càlcul mental en una màquina  &lt;a href="http://www.edu365.cat/primaria/muds/matematiques/maquina_calcular/maquinaCalcular.html"&gt;CÀLCUL AL MINUT  AQUÍ&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-7307426875318677159?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/7307426875318677159/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=7307426875318677159&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/7307426875318677159'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/7307426875318677159'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/10/sumar.html' title='Sumar'/><author><name>Tercer A</name><uri>http://www.blogger.com/profile/16000419821030957699</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-fRjRWS7UK50/TqCSUV95QWI/AAAAAAAAAU4/k-CsUYXYWuU/s72-c/sumar.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-6087447040931591075</id><published>2011-10-14T09:59:00.001+02:00</published><updated>2011-11-03T23:01:27.226+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>Quadrats màgics</title><content type='html'>&lt;div&gt;&lt;div style="text-align: center;"&gt;Ahir, en el taller de matemàtiques del grup  Arquímedes  hem explicat com funcionen els quadrats màgics,  i com són màgics quan trobam la seva constant màgica. Aquí us deix una mostra , aixó vol dir que tots els costats  sumen el mateix :  en aquest la seva constant màgica és 15 es a dir (2+7+6=15, un altre 2+9+4=15, un altre 4+5+6= 15&lt;/div&gt;&lt;img src="http://4.bp.blogspot.com/-2BjyEU2q8f0/TpdcRlFEaUI/AAAAAAAAAUs/W-4MfPGSiGw/s320/quadrat_de_15.png" style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 210px; height: 155px;" border="0" alt="" id="BLOGGER_PHOTO_ID_5663096513522592066" /&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;en aquest altre programa podeu practicar més :&lt;/div&gt;&lt;div style="text-align: center;"&gt;visca els quadrats màgics¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡¡&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="width:560;text-align:center;font-size:x-small;"&gt;&lt;iframe src="http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/quadrats/jclic/quadrats.jclic.zip&amp;amp;skin=@mini.xml&amp;amp;lang=ca" frameborder="0" width="660" height="540" scrolling="no"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://clic.xtec.cat/db/act_ca.jsp?id=1324"&gt;zonaClic - activitats - Quadrats màgics&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-6087447040931591075?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/6087447040931591075/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=6087447040931591075&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6087447040931591075'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/6087447040931591075'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/10/quadrats-magics.html' title='Quadrats màgics'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-2BjyEU2q8f0/TpdcRlFEaUI/AAAAAAAAAUs/W-4MfPGSiGw/s72-c/quadrat_de_15.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-3476466935476599224</id><published>2011-10-08T23:25:00.003+02:00</published><updated>2011-10-08T23:36:24.250+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>Taps : unitats, desenes i centenes</title><content type='html'>&lt;div&gt;Aquest dies hem començat amb les unitats, desenes, centenes.....&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;iframe src="http://player.vimeo.com/video/30243039?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="600" height="400" frameborder="0" webkitallowfullscreen="" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;p&gt;&lt;a href="http://vimeo.com/30243039"&gt;Taps.... unitats,  desenes i centenes&lt;/a&gt; from &lt;a href="http://vimeo.com/user8841193"&gt;esvedratercerb&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;/p&gt;&lt;div&gt;Enhorabona molt bona feina , sembla que ho tenim clar .&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-3476466935476599224?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/3476466935476599224/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=3476466935476599224&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/3476466935476599224'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/3476466935476599224'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/10/taps-unitats-desenes-i-centenes.html' title='Taps : unitats, desenes i centenes'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-2612558894721782224</id><published>2011-10-07T10:51:00.003+02:00</published><updated>2011-10-07T17:34:27.968+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Contes'/><title type='text'>For the birds</title><content type='html'>&lt;object type="application/x-shockwave-flash" data="http://zappinternet.com/v/yivVjuMniT" height="400" width="500"&gt;&lt;param name="movie" value="http://zappinternet.com/v/yivVjuMniT"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/object&gt;&lt;br /&gt;&lt;a href="http://www.zappinternet.com/video/yivVjuMniT/For-the-birds-animacion-3D"&gt;For the birds (animacion 3D)&lt;/a&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Si voleu veure el conte  &lt;a href="http://esvedratercerb.blogspot.com/2011/10/en-pere-sense-por.html"&gt;EN PERE SENSE POR  &lt;/a&gt;  està en el bloc de tercer B  pitjar &lt;a href="http://esvedratercerb.blogspot.com/2011/10/en-pere-sense-por.html"&gt;AQUÍ&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-2612558894721782224?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/2612558894721782224/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=2612558894721782224&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/2612558894721782224'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/2612558894721782224'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/10/for-birds.html' title='For the birds'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-1045896051807379532</id><published>2011-09-30T21:26:00.006+02:00</published><updated>2011-10-06T23:43:43.338+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Contes'/><title type='text'>Por cuatro esquinitas de nada</title><content type='html'>&lt;iframe width="730" height="550" src="http://www.youtube.com/embed/OVf1GhKDtW8" frameborder="0" allowfullscreen=""&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span"&gt;Que et sembla aquest conte ?&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En la classe de tercerB  hi ha un altre conte,  fes clic &lt;a href="http://esvedratercerb.blogspot.com/2011/09/el-barret-magic.html"&gt;AQUÍ&lt;/a&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-1045896051807379532?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/1045896051807379532/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=1045896051807379532&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1045896051807379532'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/1045896051807379532'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/09/por-cuatro-esquinitas-de-nada.html' title='Por cuatro esquinitas de nada'/><author><name>Tercer B</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/OVf1GhKDtW8/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-7283569914758220783</id><published>2011-09-21T23:59:00.005+02:00</published><updated>2011-09-22T22:23:48.651+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ed. Física'/><category scheme='http://www.blogger.com/atom/ns#' term='Jocs'/><category scheme='http://www.blogger.com/atom/ns#' term='Matemàtiques'/><title type='text'>El joc dels convidats</title><content type='html'>&lt;div&gt;&lt;div&gt;Hi havia una vegada a Sant Agustí des Vedrà una casa on convidaven a dinar  a tothom,  a la gent del poble  li agradava anar perquè amb poc menjar quedaven satisfets . El secret estava en el tamany dels ciurons i llentíes del seu hort, eren molt grans .&lt;div&gt; En aquella casa tothom col·laborava  a l´hora de servir el menjar.  &lt;div&gt;&lt;b&gt;1 persona prenia la comanda&lt;/b&gt; de quantes persones venien a dinar,&lt;b&gt; &lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;un altre preparava el menjar&lt;/b&gt;, &lt;/div&gt;&lt;div&gt; &lt;b&gt;un altre preparava la taula&lt;/b&gt;  &lt;/div&gt;&lt;div&gt;i &lt;/div&gt;&lt;div&gt;&lt;b&gt;finalment el cap dels cambrers posava la quantitat de  ciurons o llentíes  de cada taula&lt;/b&gt;. &lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span"&gt;I sempre al final un encarregat comprovava la solució&lt;/span&gt;.&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="650" height="467" flashvars="host=picasaweb.google.com&amp;amp;hl=en_US&amp;amp;feat=flashalbum&amp;amp;RGB=0x000000&amp;amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F102295267665635731969%2Falbumid%2F5654585998802544929%3Falt%3Drss%26kind%3Dphoto%26hl%3Den_US" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;Per veure les fotos més poc a poc haureu de fer clic en les  fletxes de la presentació&lt;/div&gt;&lt;div&gt;En alguna foto no surt el resultat  pero esta bé el nº de plats i de menjar.&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;b&gt;Pero atenció hi ha una foto que no coincideix el resultat amb els plats i menjar .&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;b&gt;Quina foto és ?&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;la resposta podeu deixar-la en els comentaris&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;activitat realizada amb el grup de 3rB&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-7283569914758220783?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/7283569914758220783/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=7283569914758220783&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/7283569914758220783'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/7283569914758220783'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/09/el-joc-dels-convidats_21.html' title='El joc dels convidats'/><author><name>Tercer A</name><uri>http://www.blogger.com/profile/16000419821030957699</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-7812371572143516522</id><published>2011-09-13T11:54:00.006+02:00</published><updated>2011-09-21T01:44:59.928+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Informació'/><title type='text'>2n dia...</title><content type='html'>Aqui estam! repartint llibres, etiquetant, recollint material....encara no ens ha donat temps ni a fer una activitat de grup!&lt;br /&gt;Després de pati jugarem amb els nostres paral.lels, 3rB.&lt;br /&gt;Una abraçada a tothom&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-7812371572143516522?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/7812371572143516522/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=7812371572143516522&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/7812371572143516522'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/7812371572143516522'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/09/2n-dia.html' title='2n dia...'/><author><name>Tercer A</name><uri>http://www.blogger.com/profile/16000419821030957699</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-2218774006958600190</id><published>2011-09-12T18:40:00.002+02:00</published><updated>2011-09-21T01:45:49.516+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Informació'/><title type='text'>benvinguda de la tutora</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-045h26bVkEM/Tm421_BfTwI/AAAAAAAAATM/tBBGv9hOjOI/s1600/mrgmuu2.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 308px; height: 250px;" src="http://3.bp.blogspot.com/-045h26bVkEM/Tm421_BfTwI/AAAAAAAAATM/tBBGv9hOjOI/s400/mrgmuu2.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5651514883475197698" /&gt;&lt;/a&gt;Som na Margot Mercadé, la tutora de 3r. Enguany estaré treballant amb aquest grup i esperque ho passem molt bé. Durant 9 anys m'he dedicat a l'educació especial perquè som especialista en audició i llenguatge, logopèdia. La imatge que vos present és el meu logo...perquè pensau que tenc aquesst logo....???&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-2218774006958600190?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/2218774006958600190/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=2218774006958600190&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/2218774006958600190'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/2218774006958600190'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/09/benvinguda-de-la-tutora.html' title='benvinguda de la tutora'/><author><name>Tercer A</name><uri>http://www.blogger.com/profile/16000419821030957699</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-045h26bVkEM/Tm421_BfTwI/AAAAAAAAATM/tBBGv9hOjOI/s72-c/mrgmuu2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3497898308970730652.post-4450197335390772034</id><published>2011-09-12T05:34:00.000+02:00</published><updated>2011-09-11T21:45:49.560+02:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Informació'/><title type='text'>Canvi en el bloc del curs passat 2010-2011</title><content type='html'>&lt;span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; background-color: rgb(255, 255, 255); "&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; background-color: rgb(255, 255, 255); "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;Hem fet un canvi en el bloc del curs passat 2010- 2011, si voleu visitar-lo haureu de fer clic en&lt;div&gt;l´enllaç &lt;span class="Apple-style-span"&gt;&lt;a href="http://esvedratercera20082011.blogspot.com/"&gt;TERCER A CURS 2008 -2011&lt;/a&gt;&lt;/span&gt; esperem que aquest proper curs 2011 -2012 ens ajudeu a començar en aquest nou 2n cicle de primària . Gràcies&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3497898308970730652-4450197335390772034?l=esvedratercera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://esvedratercera.blogspot.com/feeds/4450197335390772034/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3497898308970730652&amp;postID=4450197335390772034&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/4450197335390772034'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3497898308970730652/posts/default/4450197335390772034'/><link rel='alternate' type='text/html' href='http://esvedratercera.blogspot.com/2011/09/hem-fet-un-canvi-en-el-bloc-del-curs.html' title='Canvi en el bloc del curs passat 2010-2011'/><author><name>Tercer A</name><uri>http://www.blogger.com/profile/16000419821030957699</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>
