{"id":8991,"date":"2017-10-26T11:26:17","date_gmt":"2017-10-26T09:26:17","guid":{"rendered":"http:\/\/serveiseducatius.xtec.cat\/vallesoccidental7\/?p=8991"},"modified":"2017-10-31T10:41:54","modified_gmt":"2017-10-31T09:41:54","slug":"contes-matematics","status":"publish","type":"post","link":"https:\/\/serveiseducatius.xtec.cat\/vallesoccidental7\/general\/contes-matematics\/","title":{"rendered":"Contes matem\u00e0tics"},"content":{"rendered":"<table class=\" aligncenter\" style=\"height: 2016px; width: 789px; background-color: #ffffff;\">\n<tbody>\n<tr>\n<td style=\"width: 135px; height: 180px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-large\" src=\"https:\/\/aprendiendomatematicas.com\/tienda\/1262\/semillas-magicas.jpg\" width=\"322\" height=\"400\" \/><\/td>\n<td style=\"width: 184px; height: 180px;\"><span class=\"Estilo18\"><strong><em>Las semillas m\u00e1gicas<\/em><\/strong><br \/>\nM<\/span>itsumasa Anno<\/td>\n<td style=\"width: 211px; height: 180px;\"><span class=\"Estilo18\"><strong><em><img decoding=\"async\" class=\"aligncenter\" src=\"http:\/\/www.xtec.cat\/se-vallesoccidental7\/recursos\/maletes\/mates\/la%20ola.png\" \/><\/em><\/strong><\/span><\/td>\n<td style=\"width: 247px; height: 180px;\"><span class=\"Estilo18\"><strong><em>La Ola<\/em><\/strong><br \/>\n<\/span>Suzy Lee<br \/>\n<a class=\"Estilo31\" href=\"https:\/\/www.youtube.com\/watch?feature=player_embedded&amp;v=zTTIu78vtt0\" target=\"_top\">v\u00eddeo<\/a><\/td>\n<\/tr>\n<tr style=\"height: 151px;\">\n<td style=\"width: 135px; height: 151px;\"><img decoding=\"async\" class=\"aligncenter\" src=\"http:\/\/www.xtec.cat\/se-vallesoccidental7\/recursos\/maletes\/mates\/Cinta-sense-fi.jpg\" \/><\/td>\n<td style=\"width: 184px; height: 151px;\"><strong><em><span class=\"Estilo18\">La cinta sense fi<br \/>\n<\/span><\/em><\/strong>Lourdes Figueiras i Roger Sim\u00f3<\/td>\n<td style=\"width: 211px; height: 151px;\"><strong><em><span class=\"Estilo18\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"data:image\/jpeg;base64,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\" width=\"85\" height=\"105\" \/><\/span><\/em><\/strong><\/td>\n<td style=\"width: 247px; height: 151px;\"><strong><em><span class=\"Estilo18\">Un problema de conills<\/span>\u00a0<\/em><\/strong><br \/>\nEmily Gravett<\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone \" src=\"data:image\/jpeg;base64,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\" width=\"137\" height=\"84\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><span class=\"Estilo18\"><strong><em>L\u2019Ogre, el llop, la nena i el past\u00eds\u00a0<\/em><\/strong><br \/>\n<\/span>Philippe Corentin<\/td>\n<td style=\"width: 211px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-large\" src=\"http:\/\/pfangles.cat\/museu\/interficie\/biblioteca\/fotos\/hiharesmespetit1.jpg\" width=\"250\" height=\"164\" \/><\/td>\n<td style=\"width: 247px; height: 33px;\"><strong><em>Hi ha res m\u00e9s petit que una musaranya?\u00a0<\/em><\/strong><br \/>\nRobert E. Wells<\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-large\" src=\"https:\/\/images-na.ssl-images-amazon.com\/images\/I\/31fYEUr95tL._SX258_BO1,204,203,200_.jpg\" width=\"260\" height=\"315\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><em><span class=\"Estilo18\"><strong>Re-Zoom\u00a0<\/strong><br \/>\n<\/span><\/em>Istvan Banyai<br \/>\n<a class=\"Estilo31\" href=\"http:\/\/www.youtube.com\/watch?v=_qLMUkSc1WA\" target=\"_blank\" rel=\"noopener noreferrer\">v\u00eddeo<\/a><\/td>\n<td style=\"width: 211px; height: 33px;\"><em><span class=\"Estilo18\"><strong><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"http:\/\/www.xtec.cat\/se-vallesoccidental7\/recursos\/maletes\/mates\/histeric.jpg\" width=\"102\" height=\"168\" \/><\/strong><\/span><\/em><\/td>\n<td style=\"width: 247px; height: 33px;\"><em><span class=\"Estilo18\"><strong>Contes num\u00e8rics una mica hist\u00e8rics<br \/>\n<\/strong><\/span><\/em><span class=\"Estilo18\">Alegria Juli\u00e0<\/span><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-large aligncenter\" src=\"https:\/\/www.altair.es\/es\/imagenes\/9788497\/978849787036.JPG\" width=\"100\" height=\"150\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><em><span class=\"Estilo18\"><strong>En?iny3. Reptes d\u2019agudesa mental<br \/>\n<\/strong><\/span><\/em><span class=\"Estilo18\">\u00c0ngels Navarro<\/span><em><span class=\"Estilo18\"><strong><br \/>\n<\/strong><\/span><\/em><\/td>\n<td style=\"width: 211px; height: 33px;\"><em><span class=\"Estilo18\"><strong><img loading=\"lazy\" decoding=\"async\" class=\"alignnone aligncenter\" src=\"https:\/\/images-na.ssl-images-amazon.com\/images\/I\/71eAHL7uOIL.jpg\" width=\"117\" height=\"183\" \/><\/strong><\/span><\/em><\/td>\n<td style=\"width: 247px; height: 33px;\"><strong><em><span class=\"Estilo36\">Mati<\/span>\u00a0y sus mateaventuras. Hasta el infinito y m\u00e1s all\u00e0<\/em><\/strong><br \/>\nClara Grima y Raquel Garcia<\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><\/td>\n<td style=\"width: 184px; height: 33px;\"><\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><a href=\"http:\/\/serveiseducatius.xtec.cat\/vallesoccidental7\/wp-content\/uploads\/usu1104\/2017\/10\/Triangles-mortals-o-la-sala-dels-difunts-11884.jpg\"><img loading=\"lazy\" decoding=\"async\" class=\"wp-image-9001 aligncenter\" src=\"http:\/\/serveiseducatius.xtec.cat\/vallesoccidental7\/wp-content\/uploads\/usu1104\/2017\/10\/Triangles-mortals-o-la-sala-dels-difunts-11884.jpg\" alt=\"\" width=\"108\" height=\"160\" \/><\/a><\/td>\n<td style=\"width: 184px; height: 33px;\"><strong><em><span class=\"Estilo36\">T<span class=\"Estilo18\">riangles mortals o la sala dels difunts<br \/>\n<\/span>Olga Xirinacs<br \/>\n<\/span><\/em><\/strong><\/td>\n<td style=\"width: 211px; height: 33px;\"><strong><em><span class=\"Estilo36\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"https:\/\/imagessl0.casadellibro.com\/a\/l\/t0\/30\/9788420464930.jpg\" width=\"118\" height=\"196\" \/><\/span><\/em><\/strong><\/td>\n<td style=\"width: 247px; height: 33px;\"><strong><em><span class=\"Estilo36\">El se\u00f1or del cero<br \/>\n<\/span><\/em><\/strong><span class=\"Estilo36\">Ma Isabel Molina<\/span><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone \" src=\"https:\/\/imagessl9.casadellibro.com\/a\/l\/t0\/29\/9788448919429.jpg\" width=\"127\" height=\"191\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><strong><em><span class=\"Estilo18\">L\u2019assassinat del professor de matem\u00e0tiques<\/span>\u00a0<\/em><\/strong><strong><em><br \/>\n<\/em><\/strong>Jordi Sierra i fabra<\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\" aligncenter\" src=\"https:\/\/s-media-cache-ak0.pinimg.com\/originals\/11\/5d\/37\/115d371c8572d9ae39ba0f5d19c16af2.jpg\" width=\"120\" height=\"171\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><strong><em><span class=\"Estilo18\">Breve historia de los n\u00fameros<br \/>\n<\/span><\/em><\/strong><span class=\"Estilo18\">Esteban Rodr\u00edguez Serrano<\/span><\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-large\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSwJekHXPzQQ3kMf46OzvNu2mk1gjP1u13wpxCLBhiX3FXC1Go6ag\" width=\"183\" height=\"276\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><span class=\"Estilo18\"><strong><em>El curi\u00f3s incident del gos de mitjanit<\/em> <\/strong><br \/>\n<\/span>Mark Haddon<\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-large\" src=\"https:\/\/imagessl6.casadellibro.com\/a\/l\/t0\/16\/9788484606116.jpg\" width=\"1225\" height=\"1845\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><span class=\"Estilo18\"><strong><em>Matemagia<br \/>\n<\/em><\/strong>Fernando Blasco<\/span><\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone \" src=\"https:\/\/images.gr-assets.com\/books\/1493752004l\/1641324.jpg\" width=\"135\" height=\"147\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><span class=\"Estilo18\"><strong><em>El hombre que calculaba<br \/>\n<\/em><\/strong>Malba Tahan<\/span><\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\" aligncenter\" src=\"http:\/\/www.xtec.cat\/se-vallesoccidental7\/recursos\/maletes\/mates\/apin.jpg\" width=\"102\" height=\"161\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><span class=\"Estilo18\"><strong><em>Ap\u00edn, capon, zapun amaric\u00e0 (1134)<br \/>\n<\/em><\/strong>Pere Roig i Jordi Font<\/span><\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-large\" src=\"http:\/\/www.xtec.cat\/se-vallesoccidental7\/recursos\/maletes\/mates\/aja.jpg\" width=\"155\" height=\"204\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><span class=\"Estilo18\"><strong><em>\u00a1Aj\u00e0! Paradojas. Paradojas que hacen pensar <\/em><\/strong>Martin Gardner<\/span><\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-large\" src=\"http:\/\/librosdeingenio.wdfiles.com\/local--files\/libros:aja-inspiracion\/aja-inspiracion.jpg\" width=\"250\" height=\"307\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><span class=\"Estilo18\"><strong><em>\u00a1Aj\u00e1! Inspiraci\u00f3n<br \/>\n<\/em><\/strong>Martin Gardner<\/span><\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"https:\/\/images-na.ssl-images-amazon.com\/images\/I\/81S0Qq5cA7L.jpg\" width=\"172\" height=\"124\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><span class=\"Estilo18\"><em><strong>L&#8217;erugueta goluda<\/strong><\/em><br \/>\n<\/span><span class=\"Estilo17\">Eric Carle<\/span><\/p>\n<p class=\"Estilo31\"><a class=\"Estilo33\" href=\"https:\/\/www.youtube.com\/watch?v=eVtKl4dJYi8\" target=\"_blank\" rel=\"noopener noreferrer\">v\u00eddeo<\/a><br \/>\n<a class=\"Estilo33\" href=\"https:\/\/www.youtube.com\/watch?v=P7e1H76ojr4\" target=\"_blank\" rel=\"noopener noreferrer\">v\u00eddeo<\/a><\/p>\n<\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone \" src=\"http:\/\/4.bp.blogspot.com\/-BHnsbLn0UjI\/TblqkOT5jRI\/AAAAAAAAAoM\/yy-IDUXn8Y0\/s1600\/globus_vermell.jpg\" width=\"142\" height=\"133\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><span class=\"Estilo18\"><em><strong>El petit globus vermell<br \/>\n<\/strong><\/em><span class=\"Estilo17\">Iela Mari<\/span><\/span><\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<tr style=\"height: 33px;\">\n<td style=\"width: 135px; height: 33px;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-large\" src=\"https:\/\/images-na.ssl-images-amazon.com\/images\/I\/81mtUVt7KzL.jpg\" width=\"1370\" height=\"1650\" \/><\/td>\n<td style=\"width: 184px; height: 33px;\"><span class=\"Estilo18\"><em><strong>\u00bfNo duermes, osito?<br \/>\n<\/strong><\/em><span class=\"Estilo19\">Martin Waddell<\/span><\/span><\/td>\n<td style=\"width: 211px; height: 33px;\"><\/td>\n<td style=\"width: 247px; height: 33px;\"><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p class=\"Estilo17\">\n","protected":false},"excerpt":{"rendered":"<p>Maleta amb llibres que tenen com eix tem\u00e0tic com\u00fa &#8220;les situacions matem\u00e0tiques&#8221;.<\/p>\n","protected":false},"author":1,"featured_media":9008,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_bbp_topic_count":0,"_bbp_reply_count":0,"_bbp_total_topic_count":0,"_bbp_total_reply_count":0,"_bbp_voice_count":0,"_bbp_anonymous_reply_count":0,"_bbp_topic_count_hidden":0,"_bbp_reply_count_hidden":0,"_bbp_forum_subforum_count":0,"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center 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