{"id":3068,"date":"2026-01-29T14:01:43","date_gmt":"2026-01-29T13:01:43","guid":{"rendered":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/?page_id=3068"},"modified":"2026-01-31T12:04:13","modified_gmt":"2026-01-31T11:04:13","slug":"innovamat-2","status":"publish","type":"page","link":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/projecte-educatiu\/que-aprenem\/innovamat-2\/","title":{"rendered":"Innovamat"},"content":{"rendered":"\n<h2 class=\"wp-block-heading has-text-align-left\"><strong>Innovamat a la nostra escola&nbsp;<\/strong><img loading=\"lazy\" decoding=\"async\" width=\"69\" height=\"69\" 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\"><\/h2>\n\n\n\n<p style=\"border-style:none;border-width:0px;margin-top:0;margin-right:0;margin-bottom:0;margin-left:0;padding-top:0;padding-right:0;padding-bottom:0;padding-left:0;line-height:1.5\">A la nostra escola entenem les matem\u00e0tiques com una eina per pensar, raonar i comprendre el m\u00f3n. Per aix\u00f2, des d\u2019I3 fins a 6\u00e8 de prim\u00e0ria treballem amb la proposta <strong>Innovamat<\/strong>, un projecte educatiu que posa l\u2019alumnat al centre de l\u2019aprenentatge i promou unes matem\u00e0tiques m\u00e9s significatives, competencials i inclusives.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Qu\u00e8 \u00e9s Innovamat?<\/strong><\/h3>\n\n\n\n<p>Innovamat \u00e9s una proposta basada en la recerca educativa i en l\u2019experi\u00e8ncia a l\u2019aula que ajuda els infants a <strong>construir el coneixement matem\u00e0tic pas a pas<\/strong>, de manera progressiva i coherent al llarg de totes les etapes.<\/p>\n\n\n\n<p>A trav\u00e9s de la manipulaci\u00f3, la conversa, la resoluci\u00f3 de problemes i la reflexi\u00f3, els infants aprenen matem\u00e0tiques amb sentit, entenent el perqu\u00e8 de les coses i no nom\u00e9s memoritzant procediments.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large p {  text-align: justify; }\"><a href=\"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/image.png\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"445\" src=\"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/image-1024x445.png\" alt=\"\" class=\"wp-image-3105\" srcset=\"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/image-1024x445.png 1024w, https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/image-300x131.png 300w, https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/image-768x334.png 768w, https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/image.png 1400w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/a><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Com treballem les matem\u00e0tiques amb Innovamat?<\/strong><\/h3>\n\n\n\n<div class=\"wp-block-media-text has-media-on-the-right is-stacked-on-mobile\"><div class=\"wp-block-media-text__content\">\n<ul class=\"wp-block-list\">\n<li><strong>A Educaci\u00f3 Infantil<\/strong>, l\u2019aprenentatge parteix del joc, de l\u2019experimentaci\u00f3 i de situacions properes a la vida quotidiana. Els infants manipulen materials, observen, fan hip\u00f2tesis i comencen a expressar el seu pensament matem\u00e0tic de manera natural.<\/li>\n\n\n\n<li><strong>A Educaci\u00f3 Prim\u00e0ria<\/strong>, es consoliden i s\u2019amplien els aprenentatges a trav\u00e9s de reptes, problemes i activitats que fomenten el raonament, la comunicaci\u00f3 i la connexi\u00f3 entre conceptes matem\u00e0tics.<\/li>\n<\/ul>\n<\/div><figure class=\"wp-block-media-text__media\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"670\" src=\"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/bmath.png\" alt=\"\" class=\"wp-image-3115 size-full\" srcset=\"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/bmath.png 1024w, https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/bmath-300x196.png 300w, https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/bmath-768x503.png 768w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure><\/div>\n\n\n\n<p>En totes les etapes es treballa de manera equilibrada:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>la <strong>resoluci\u00f3 de problemes<\/strong>,<\/li>\n\n\n\n<li>el <strong>raonament i l\u2019argumentaci\u00f3<\/strong>,<\/li>\n\n\n\n<li>les <strong>connexions<\/strong> entre idees matem\u00e0tiques i amb el m\u00f3n real,<\/li>\n\n\n\n<li>i la <strong>comunicaci\u00f3 i representaci\u00f3<\/strong> del pensament matem\u00e0tic.<\/li>\n<\/ul>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Una proposta que at\u00e9n la diversitat<\/strong><\/h3>\n\n\n\n<div class=\"wp-block-media-text is-stacked-on-mobile\"><figure class=\"wp-block-media-text__media\"><img loading=\"lazy\" decoding=\"async\" width=\"943\" height=\"484\" src=\"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/innnovamat-1.png\" alt=\"\" class=\"wp-image-3114 size-full\" srcset=\"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/innnovamat-1.png 943w, https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/innnovamat-1-300x154.png 300w, https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/innnovamat-1-768x394.png 768w\" sizes=\"auto, (max-width: 943px) 100vw, 943px\" \/><\/figure><div class=\"wp-block-media-text__content\">\n<p>Innovamat permet adaptar l\u2019aprenentatge als diferents ritmes i necessitats de l\u2019alumnat. A trav\u00e9s de materials variats, propostes graduades i eines de seguiment, cada infant pot avan\u00e7ar des del seu punt de partida, amb reptes ajustats i suports quan cal.<\/p>\n\n\n\n<p>A m\u00e9s, el centre participa en <strong>programes d\u2019intervenci\u00f3 i millora de l\u2019alumnat<\/strong> amb un alt impacte educatiu, que permeten detectar dificultats de manera preco\u00e7 i actuar-hi de forma preventiva.<\/p>\n<\/div><\/div>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Acompanyament i formaci\u00f3 constant<\/strong><\/h3>\n\n\n\n<p>Un dels grans valors afegits d\u2019Innovamat al nostre centre \u00e9s el <strong>suport continuat a l\u2019equip docent<\/strong>:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>assessorament pedag\u00f2gic regular per part de l\u2019equip d\u2019Innovamat,<\/li>\n\n\n\n<li>formaci\u00f3 espec\u00edfica per al professorat,<\/li>\n\n\n\n<li>i participaci\u00f3 en <strong>jornades per a equips docents i directius<\/strong>, que permeten compartir experi\u00e8ncies, reflexionar i millorar la pr\u00e0ctica educativa.<\/li>\n<\/ul>\n\n\n\n<p>Aquest acompanyament garanteix una aplicaci\u00f3 rigorosa i coherent de la proposta a l\u2019aula.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Resultats i beneficis<\/strong><\/h3>\n\n\n\n<div class=\"wp-block-media-text has-media-on-the-right is-stacked-on-mobile\"><div class=\"wp-block-media-text__content\">\n<p>L\u2019aplicaci\u00f3 d\u2019Innovamat a la nostra escola contribueix a:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>una millor comprensi\u00f3 de les matem\u00e0tiques,<\/li>\n\n\n\n<li>una actitud m\u00e9s positiva i segura davant dels reptes,<\/li>\n\n\n\n<li>i <strong>bons resultats en les proves externes a final de 6\u00e8 de prim\u00e0ria<\/strong>.<\/li>\n<\/ul>\n<\/div><figure class=\"wp-block-media-text__media\"><img loading=\"lazy\" decoding=\"async\" width=\"305\" height=\"165\" src=\"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/innovamat-X-good.png\" alt=\"\" class=\"wp-image-3117 size-full\" srcset=\"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/innovamat-X-good.png 305w, https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-content\/uploads\/usu1763\/2026\/01\/innovamat-X-good-300x162.png 300w\" sizes=\"auto, (max-width: 305px) 100vw, 305px\" \/><\/figure><\/div>\n\n\n\n<p>Els infants guanyen autonomia, confian\u00e7a i capacitat de raonament, habilitats clau tant dins com fora de l\u2019escola.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Fam\u00edlies, part activa de l\u2019aprenentatge<\/strong><\/h3>\n\n\n\n<p>Innovamat tamb\u00e9 ofereix recursos pensats per a les fam\u00edlies, amb orientacions clares i v\u00eddeos breus que ajuden a <strong>acompanyar els infants des de casa<\/strong> de manera respectuosa i coherent amb el treball que es fa a l\u2019aula.<br>Podeu trobar aquests recursos a:<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li><a href=\"https:\/\/www.innovamat.com\/ca\/families\/?utm_source=chatgpt.com\">https:\/\/www.innovamat.com\/ca\/families\/<\/a><\/li>\n\n\n\n<li><a href=\"https:\/\/www.innovamat.com\/ca\/recursos-families\/?utm_source=chatgpt.com\">https:\/\/www.innovamat.com\/ca\/recursos-families\/<\/a><\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Innovamat a la nostra escola&nbsp; A la nostra escola entenem les matem\u00e0tiques com una eina per pensar, raonar i comprendre el m\u00f3n. Per aix\u00f2, des d\u2019I3 fins a 6\u00e8 de prim\u00e0ria treballem amb la proposta Innovamat, un projecte educatiu que posa l\u2019alumnat al centre de l\u2019aprenentatge i promou unes matem\u00e0tiques m\u00e9s significatives, competencials i inclusives. [&hellip;]<\/p>\n","protected":false},"author":63,"featured_media":0,"parent":3064,"menu_order":4,"comment_status":"closed","ping_status":"closed","template":"","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":"default","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":"set","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 center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"class_list":["post-3068","page","type-page","status-publish","hentry"],"post_mailing_queue_ids":[],"_links":{"self":[{"href":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-json\/wp\/v2\/pages\/3068","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-json\/wp\/v2\/users\/63"}],"replies":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-json\/wp\/v2\/comments?post=3068"}],"version-history":[{"count":5,"href":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-json\/wp\/v2\/pages\/3068\/revisions"}],"predecessor-version":[{"id":3118,"href":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-json\/wp\/v2\/pages\/3068\/revisions\/3118"}],"up":[{"embeddable":true,"href":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-json\/wp\/v2\/pages\/3064"}],"wp:attachment":[{"href":"https:\/\/agora.xtec.cat\/escolasantamariacervello\/wp-json\/wp\/v2\/media?parent=3068"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}