{"id":15223,"date":"2021-01-20T09:23:33","date_gmt":"2021-01-20T08:23:33","guid":{"rendered":"http:\/\/serveiseducatius.xtec.cat\/santacolomag\/?page_id=15223"},"modified":"2021-03-11T17:19:47","modified_gmt":"2021-03-11T16:19:47","slug":"ponents","status":"publish","type":"page","link":"https:\/\/serveiseducatius.xtec.cat\/santacolomag\/cicle-de-conferencies-la-meva-area-necessita-de-les-altres\/ponents\/","title":{"rendered":"Ponents"},"content":{"rendered":"<p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft\" src=\"https:\/\/serveiseducatius.xtec.cat\/santacolomag\/wp-content\/uploads\/usu1183\/2021\/01\/AS_Front-150x150.jpg\" width=\"121\" height=\"121\" \/>Albert Sangr\u00e0 \u00e9s el director de la <a href=\"http:\/\/unescochair.blogs.uoc.edu\/\" target=\"_blank\" rel=\"noopener noreferrer\">C\u00e0tedra UNESCO en Educaci\u00f3 i Tecnologia per al Canvi Social<\/a>\u00a0a la\u00a0<a href=\"https:\/\/www.uoc.edu\/portal\/ca\/index.html\" target=\"_blank\" rel=\"noopener noreferrer\">Universitat Oberta de Catalunya<\/a>\u00a0(UOC). \u00c9s investigador del grup consolidat\u00a0<a href=\"https:\/\/edulab.uoc.edu\/ca\" target=\"_blank\" rel=\"noopener noreferrer\">Edul@b<\/a>\u00a0i professor\u00a0catedr\u00e0tic dels Estudis de Psicologia i Ci\u00e8ncies de l\u2019Educaci\u00f3.\u00a0Membre de l\u2019equip fundador de la UOC.<br \/>\nLes seves principals \u00e0rees d\u2019investigaci\u00f3 s\u00f3n els usos de les TIC en l\u2019educaci\u00f3 i la formaci\u00f3 i, en particular, les pol\u00edtiques, l\u2019organitzaci\u00f3, la gesti\u00f3 i el lideratge en la implementaci\u00f3 de l\u2019educaci\u00f3 online i la garantia de la seva qualitat, i el desenvolupament professional docent per a l\u2019ensenyament en l\u00ednia.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxISEhUQEhIVFRUVFRUVFRIXFRUVFRAQFRUWFhUVFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0dHR0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0rLS0tLS0tKy0tLS0tLS0tN\/\/AABEIAQQAwgMBIgACEQEDEQH\/xAAcAAAABwEBAAAAAAAAAAAAAAAAAQIDBAUHBgj\/xABBEAABAwIDBQUFBwEFCQAAAAABAAIDBBESITEFBkFRYRMicYGRBzJCUqEUYnKxwdHwgiMzU+HxFSRDY3OSorLi\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAECAwQF\/8QAIBEBAQACAwACAwEAAAAAAAAAAAECEQMSITFBBBNRIv\/aAAwDAQACEQMRAD8A1jtnfMfVDt3cz6pu6F1hutNQ527vmPqh2zvmPqmkLo3RqHhM75j6o+2d8x9UzdHdHajUO9q75j6pXaO5n1TF0YKN0tHu1d8xR9o75j6pnEhdHajR7tDzPqh2pHxH1TJkH+SZdLc2Gg\/P9kt09RNEx+Y+qBlPM+qrhUtbq63icvqm\/wDa0V7GSM+DgnujUWwlPM+qPtDzPqoENbG73XN8OKfbKCjdGok4zzPqh2h5n1SELJbo1C+0PMo+0PM+qQgjdPULxnmfUodoeZSUEbo1Cu0PMo8Z5lIQsjdGoX2h5lBJQRujUQUESIpEO6O6SiQC7oApF0SAduhdIumKuraxpcSABqToE9A7JKL2v49FT7S3kgguXuGXAuF\/RZ9vpv4buigIHN\/G384LNpawyuLnPz5m5v5JzENkqPahTi5ax7tbWsPDVcZtr2h1c1wx3Yt5NzcR1cf0XFSnLI\/Q5JiVhHI8inoLWbacr\/flkd4vP7pj7S4aOcCeAPDrZVZcRw+qcbLbhbzT0Nrui3hqYsmTPA5E3t4Lq9je0yojIEwxty81nrD1SxcJWB6K2BvvDUC7bDmLjLyK6eGpDswvK1LOWm7TZw4jK3JaTudv27KGoIv8Mpy5ZHmVOjbMCgFXbP2m1wFyLHRysQUgOyFkaCRggULIIAkEaCAgXRX6IiUklUku6SXJN0RQCgUZfZNgonHI+CAKqqQxpccsuKyjf3e5ziYYyMr5jh\/9deCs\/aDvSGAxRkYzYDpe4J8VlE8hvbib5qoDb7E2Lh+ZQEjRomWw201RlzraXHVUCnzc800armP2SDY9Cm3XGTkFT+IHRNloOqaDBqMk41yZEkFuYPknYqgHI5I7hIkgvmEU0km2unNPxSdLqrhlLTY6KezgRolYe3fbjb2mBwinOJjsg4knCOS2qhqQWjkRkeY5heX2O4ei072bb42tRzm\/COQ8D8pWdhtgaUaj08t8jwtnbUcCn0gUgiRXSA7IIXQQasRFApDiqSUUV0glJLkAshc\/vNtRkUTnvJDQDxtc8lbVc1gsd9oG3TPL9nae6wjEOvX+cUw5usqnSuMrtScgeDeChAZk+iVLIPL81J2dAX96xPAAc+AT3o8ZukQUhPU8lMOyThuR\/kul2TsawudePQ8lciiHu4bjwWN5P468eGMsnpC02TJbwK7rbWxb3sFyNVSOabEZq8eTbLk4uqsMdvD8keFSZIif2TYatZWOjYGaejdwScPDjwKSQRmi0qVPBcJFG\/CcBUqE3UesjscQRCqYCApMUmFwcPXkeBChQSYmp2DO44pWKb9uFvAamFof3ZWNDXD\/ABW2ye3ncfquxAXnPdPbrqWZj8y0HCc8gw2v4WOa9B0NUJGNe0ghwBHUHiooSkEQRqQFkEEEGqSUglG4pDiqSBKbc5G4piR+EXQHNb87bFNEXA943a0cblYs6Q2c69y4\/U5ldJv1tQ1FQRe4Zdo\/FfvH1XI1c+dhoB9VUh\/AnPubdQtC3YoQGB3FZrSXLwOZH5rYNhR4WAcgPNZ83jX8eLeKIAJQCcCWQuZ2odRTYlze19jh2dvPkuwLclHnguiU7JWV1dAWm3H81XvZ08Voe1dmA8LdVyO1KItOY9Fvjna5s+LXwrOyxC3HgmpIrjkfzsnwLeSdY29yttsNbVkTrGx\/nJSpG4h14pqqhz87oRyW73DR3gU9s74ZgOFxHAqa8WNx\/Ama6K2YztmOoT7H4m38EAtjw0jkc\/Xgtk9k228cTqV578Xejv8AHC69wPBYvhu0jkuh3N2wYZ4ZODTY\/gdkbpG9Ftcdcku6ZppQ4YgciLjqE6oBSJC6CApXJBSneaQUyJcVzm+O1exheQbHMDqSMl0LjxuVkntF2mCcN7\/FblqmHEVNRmXHUk38VUOde59U9VSErrPZ\/RQVDJ6eUZuLLHiL3ALfA\/mtPibTlVPujRdpOCdG5+a1qhbYWXI7E2G6jmkje5riH2aQ5t3DgbcFcT7Ve0ljIXuPzW7v0XNy7yydfD1xxdKwJy64mbeWpAFoXeJBAUaLfl7TaRiz\/XW37I0HEicAud2ZvXFLloVfMlDhcKLLGsss8MVkF2m2tsvFcz9ge5h7UZ3PmF15GSjSwggpylYzPaOzXMJAF7Zj7zeKixC3e1adeY6LutrbOxjLJwuQefRcjNTFpLg3T3m8xzW2Oe\/GPJhr4RJ4LgkH\/RVRGE9NCrdrsN8\/XUdPFQq1nHmtMbqsMpKbYbjBz909BmWpFM62JvLPyKbp33yvmPdT0re813BwIP4lbI5E6zvHJHE7C63mE1Jz8EKg5h38CWiehNwNqdrTx3N7XYehAXWhZD7J9pOIkiPEBzfxtyt6LXY3XAPMXUGVdBEgglIUhxRPemXuVaBjak4bG93ENJtfXosF3jqi+TXxzv1sOQW0byS4YJCPhb9XZfqsG2jJ3ndMrpwRXTOuT4qdu5tR1LURzszLHe78wORCripWzIcUjG83ALW\/CZN1dVVHJNWFpu10jjJc5lrHG9wV19LujEwXM097aiTD5p5lIBXxZZGldb+lwH6qbvPHKYcMJsTkTb4fHguXLK+OrHGRQVPYxd1tfOCPhLmyAHwIUCone4f3sUrf+ZFhJ\/qaoDdj5O7VxY8DugN7rvPW6a2dHKHYW3ve2F3uubxPRaav0m3f0linwd90b4wfjYccZ9Mwuv3Z2ldlsQcOBBv6qhoajASBofebfQpvaVIBE+piPZyMGK7cg8A6EaXUXHt40luHrSGSgjJEXgDNZpsjfh7e49hcfmDrX8RZToNr1VQXdkxoDfee5xsPpmVn+rKLnNKtttbeZGCBquOqttve64jPjhP1HJWVXTStu+Spa3o2IEk9LlVTq6QG3bu8cIB+i0xwZcmdqNLVONrstxvYg+abfMT1CuaaYzd3t23IyDmW\/wDJM7Q2XLGO+GEcwQqs1Uac299nKxecTMQ1GfmEirpBoTY2vmhSMewhrxYOvZ3AhaM\/sJcxccRdCfNvgfz\/AGQcCARyuPK6JpviHNv1ShOq9nVa5tTG0H3jhA66rf8AZ0nd10J9DmF5i3dqcErHaFj2uv8AhcCV6a2W4FrrG\/eFjzaWghRYE3EghZBSHOFIcjLv5dNSu\/l1oSk3uJFJJ1wg+bgsHq9XeK2\/fiUilcAbXtx4LDZ+P4j+ScP6RFabAFpmE\/MFWNFyuh2NT\/20I++2\/hdPkvh8U9aVXN7OWmnOgc6KQ8GRytyceQxNaL9VbTRnMH0\/mqXLGHNLXAFpBDgRcObyIVdHRSRf3Mvd4RSgyNaOTXXDmj1XHvbv62emqmkbxbfra\/ooElLEDcNzVx9tkA\/tKYnrDIx1\/wCmS1vUqNJXxaujnHQw4vq0pzY8UMdFc37Pj72n04qHtdhfgo4\/elcC77sV8yeV\/wBFb1m1DpFBI53wueBGxviLklSt1tjFjzPIcUrveceHgOAVzLXtRceyS7dKFtKWBjbhl8Vs725qg3RaTTyMGREpv5aX8lpRZ3SOYWfbLh+z1skLvdnAczkZW3uPT8lOOW97PLj6\/Ct2lSuL\/htfmbkcuiqW7CeJLtZkb5WOh6rQpaFjjpn+ScigwaG\/iE5yaTeLs4HbGyAI2GKJzXgWc4nI+AStqMeaPvixAAzzuBxWifZMY7wb6Km3p2Z\/u7w1tzhsABq46J\/s7ZRP6tSszpH4YQ93zuAvn3Q3PXqoVVXl5YBkGCzRyzuSrLeJgjbHE3Rowl3zvGb3f935KhGq657647uXS8ebm\/MAqMw5j0Su19wdAEiU2cPEKFHaR1njoV6V3OeXUsbjbMAeQaLLzQ33\/Er0rue+9NEbe9Gw25HCFGQdCgmroKA5xxTMjk45yakctCcnv9JeCS2gsFjk0eWLhdbFvw0mnePA9Mj\/AKLIpWkx\/hcSf6kYn9KxdHu\/Xgywgt7xkaMXQLnnK23dAM8DR7wkBvwI\/gWmUlxLC2ZNwicM0RaFEZKQSEszjRec9bE6YxootRGBmTYeiKeva0ZlUtdM+bLMN5cSmqp1NPE51m524q8oWWIVVS0Aa1tuNldQNtZBa2s36W5qj29saOdtnWvqM7G40IcMwVd6gKurqUuaTn4oFx257sqmPJzmygf4owv8O0Zr5hSYa4271NJ4xyMePK9il0dcb9nJnyPMKzihbqAjsX60aLaQtlBU9B2Y\/dMVnbzNMbYTA12s0haXhvERxtJzI4nRXcUQunKgAAnpdPt\/Im4eesP9oMbWVAibk2NgAA4cVysYzCvd6p+1mllPxSOA8AbfoqFpXdx76PN5ddvDs0ney4KTUuuWnmAoKmgXwDoE6mJDP70DqF6S3HZ\/ucXRoz8sl5yoY8U7QBcl7G+ZIC9Q7IphHCxjcgGgfQLLI0zCiRoKA5ZzkzIUtxTTytEqHeKHG0s5gj6g\/osicLGRmuq2naEd7uA0GXksm3qiwyl4+IAeSIccs8Kw3Zdaqh\/6jfrkoL0KWbA9rx8Lg70N1p8wp5W5EZ5Kv21JIwANt3ja\/JTaecPa17cwQDfxF0\/tSDHFflmF5l8r1sb4pKOPFne\/1KntjXO7w0MrGipp3OBA77RoQONkrdreKWZtnNDi02IGp8AtLjubhdtXVX7JXsOt2jh+ysqbaDXW1HRVX2yN2pLT10CdiAOjmnzU7q46eCtbbVIlnc4YdBy4lQKRlsyR6qaamMZl7beKm2i7U+0dn30yI0PJJ2dXkHA\/I\/8Ask1m9dE295w62VmAuJPIKm2tX9o0OjY5hcRgJyPonZfsY5bd1TTgqLvBU4aeVw+FjzfrhKibELi0F\/L6qNvnVCOgmeeIwjxdkEYe5TSeW6xrENoSkmxNyBmeZOaihS6otIBw4XHPUm44ZHRRV6cmo8i30qNtzZWLGWcOgufHgmKKG5UuOPEcI1kdYfhGqjKqxni\/9n2zzLVRHk9r+ebXDVejmC2XRZ9uBu4YG9o5oDjG3DzFjfPxWhN0WVu1F3QRWQSDj3FMPK5yt3\/oGGwlc8\/cY4j1IsqGu9p8Yyhp3u6vcGjxsAVr1rPbu3u6LN9+acBgdYgghunDNUm0d+K2U5S9m35YwB9TmVUVG0ppb9pK9\/4jdPrREd7UzZPF2SbdzVRVaf7Pa\/tKfszrGcP9J90rrr3YQsy3PnMEjSdHix68lpUDr+YXn80\/1t6PFf8AKHE3ulp6hco\/ZZgm7WK4zu5o0Od8l10gsUzNThyMctT1rJL8hS1tO9jY5cIeSC7LIAm+ZUn\/AGLTl47OS1xewcD6KC6lb8bL9QlNoIjmGHLof0R0n9aTjn9Xjdn07BITJdrRldwvi8AuS3rrS+1PSsN7Zvt4cVd0tAy+UV\/p+asabZYBBIAA0Azt4ok63ZZYT7rkt09zGxWlm7xGYadMXNW7qTtagZZNyC6OVuWEJNPTAHHZRnydkY4yfBxkNm2Guizn2wbWAbFRNOeUr7cswwH6laBtfacdLC+olNmtGQ4vd8LR4lee9sbRfUzPnk957ibfKODR0AW\/43Hu7cv5PJqaRp5nON3G5sB5DIIoW5omsKl0lOSSbZAErtyrhkP02QJXWbo7HGNr5SWWF2lwOEh3I2S9xt0X1RY92UI7x+9hOnmtqo6BneuzLIWysMICwyaHdhyNc2zXYgAAbZj1Vq0JmJgAsBYctE+CpAII7oIDxw4oXRFBdbIAja6yIIkwsdn7OdKCW8Dmjp6B5dh6q43GILns5gFdIaAYxYAZ3XJycnW6dWHH2xlQaSiOAZZt9QV1Ox627QDq3I+CabSNtfioQaWOuPPquW3bqk06cgOSOz4KFs6uByKswRqo01lJbCnI2m+iejCksYE1hThPlyNjLJ1rOKVFIZFlcoVEjWMLnEBoFyTkABqhUVLWgucQ0NzLjkAOKyLf3fX7STTU5IhB7zhkZiOA5N6cVXHxXO+MeXlmMVu\/+9hrZcLLiCM9wfOdC8\/ouXjjJVjSbDmkzbGbaA2IxFdBV7pSxNIw5DDidbidQvQ3MZqPN3cruueo6Qu0HC5PLqtL3O3Ma+MmZhOJt2tOWIm4B\/Cpmxd2GxygFvdkhYL4b2NrnP8Amq7unh7MscBkGBhHLPVRaEXczZjqaAQuHuFw5XF8l0LR\/OaRHbX+FOtUgsJxqaCcYkC7IIv5xQQbxwUSNBdjESCCNBrrdCowVDeTrhaRTRYn35BZHRy4Htf8rgVs2x2XaH\/ML38Vxfk4+yuz8a7mj5YoVVDxVm5qblZcLkdKmMXLVTKWuczJwJ6pOCydjaq2qLCHaLSNVLgrQSqkUzTw9MlIioWdfVLauy8bVs4n6pt9aXZNGXNRIqZo0CkuHBK0rlVPtqh+0tMchOD5b2ueF1xFPuM4zOxjBEL2zuX8vBaThzTNfK2NjpHaBpJPhwV4cmWPkY5YS\/LNthb0v2dPJTyt7eJr8wTZzfvNPgdOi13ZNZT1cQlhcHsIzF82k8Hjgc15zrasySPlOr3E+APBWG6+8EtFMJIjcHJ8ZzZI3k4fqvR67jz7fXpKGIAAWGQsE+1vgud3V3qp65l4yWyAd+B1u0YeJA4t6roYysrNHs+wJ0JlpTgUmdCcaE2xOhAHdBC6JI3jlBBBdjISNAI0AAth3Dqu2pGfMy7D5HK\/lZY8uz9mW1BHO6Bx7swFuXaNuR6hc\/Ph2wa8OVmTTTGm8Cnht0BAvNj0NKaWPog1isqinUXsrKlG44yp0MSRAxS2tSBTAhIE7GxCZqAaYxZ77Tdt2aKVpzfm7owaLutr1zYYnyOIAa0n\/JYPteudPK6V2rjcdG8Aun8fDeW65+fPWOohlHEe8PFE8I4feHivQcCTT1D2PEkbyx7TcPaSHfRa3uP7TWS4aetIZKbBs+jJeQePhPXRY482cSjICm47D1i3+dfDmnWrAtxPaJLRYYJ8UtOMgPjhH3DxaPl9FutBWxzRtlieHseLtcMwR+\/TgsLjqrlTmBOBNtTgKkwugggkbxy1HZE1KXWyJCUgggCTtPK5jg9ps5pDmnkRmE0jQG+bt7WbVU7JhqRZ4+WQe8FcALGfZ5vEKafspDaKUhpPBklxhf4aArZrrzebj65PR4c+2JuVqjmK+SluCOOHiVk2NRRWCW1qklqQWpGJpUaSXNPvabLgN+97BCHU8LrykWc4f8IeOhKrHC5XUZ55zGbUftG3g7R\/2aN12tPfI0LvlXDalKcb59fXqij1C9TDCYTUebnlcruhLqhBqiKOM2zVpE9KakowgDcup3L3vqKF39m68ZN3QuuWEdOR8FyjinKZ1ilZKHpzdXeynrm3jOGQDvwOtjHVvzN6hdAF5Woq98L2yxvLHtIc1zTYtI4hbr7P9+G1zexms2oaL8mzN+Zv3ubVjnhpUrtboIiRz+hRrJTx4EaIILs0zC6UEhON0SBKCCCANpWq+zneoShtHM7+0aLROJykaPhJPxgeqyoJyN5aQQSCDcEGxa7gQeBU8mEynq8M7jXpJgSiVw25O+7Z7QVLg2bRshybN58HeOq7R8lgTl+y83LjyxunpY8mNmzuNIklABJIAGZJ0A6lcztzfKmpsi\/G\/wCRmZv946BZpvFvfUVfdJ7OPhG0kX\/EdT+SvDgyyrPPnmM8dZvlv+BeCkNzmHTcBzDOZ6rMnPJJJzJN78STqUSAXdhxzD4cOfJchORwDNE5Lp1oglwRJTkhyAIJTikgonIAFPxi2qRAwalKe++iAfa66epal0bmvY4tc0gtcNWuGhCiMCJ0qVmw06P2w1YABjgJAALiDdx4k5oLNBAgp\/XD2iokaCsCCWEEEEJKCCCQBBBBMqcaMwP4LclOm2zUvZgdPIWt7obi4deaJBRYrG+ICAQQWmKMiSgggg4Jyep+PgggkZD0go0EAhEUEEA67QINQQQCnoQtu4AoIICegggmH\/\/Z\" width=\"120\" height=\"160\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Digna Couso \u00e9s professora agregada per la Universitat Aut\u00f2noma de Barcelona, Departament de Did\u00e0ctica de la Matem\u00e0tica i de les Ci\u00e8ncies Experimentals.<\/p>\n<p>Directora del\u00a0<a href=\"https:\/\/crecim.cat\/\" target=\"_blank\" rel=\"noopener noreferrer\" data-saferedirecturl=\"https:\/\/www.google.com\/url?q=http:\/\/www.crecim.cat\/portal\/index.php\/ca-ES&amp;source=gmail&amp;ust=1611843834020000&amp;usg=AFQjCNFYryyNileEbNa4J3UyZhVse5qgHg\">CRECIM<\/a> (Centre de Recerca per a l&#8217;Educaci\u00f3 Cient\u00edfica i Matem\u00e0tica).<\/p>\n<p>&nbsp;<\/p>\n<p><a href=\"https:\/\/serveiseducatius.xtec.cat\/santacolomag\/wp-content\/uploads\/usu1183\/2021\/02\/Carme-1-e1612357106574.jpg\"><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-15347\" src=\"https:\/\/serveiseducatius.xtec.cat\/santacolomag\/wp-content\/uploads\/usu1183\/2021\/02\/Carme-1-253x300.jpg\" alt=\"\" width=\"121\" height=\"144\" \/><\/a><br \/>\nCarme Dur\u00e1n \u00e9s professora de did\u00e0ctica de la llengua i la literatura de la Universitat Aut\u00f2noma de Barcelona.<\/p>\n<p>Actualment compagina la doc\u00e8ncia a secund\u00e0ria (IOC), la doc\u00e8ncia al Departament de Did\u00e0ctica de la Llengua i la Literatura de la Universitat Aut\u00f2noma de Barcelona com a professora associada, i la formaci\u00f3 permanent del professorat<\/p>\n<p>&nbsp;<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft\" src=\"data:image\/jpeg;base64,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\" width=\"119\" height=\"119\" \/><\/p>\n<p style=\"font-family: 'Open Sans', Arial, Helvetica, sans-serif; font-size: 16px; color: #444444;\">Dimas F\u00e0bregas \u00e9s mestre especialista d\u2019Educaci\u00f3 Art\u00edstica: Visual i Pl\u00e0stica. Director de l&#8217;<a href=\"https:\/\/www.lanovaimmaculada.cat\/index.php\/2013-08-20-15-34-35\/l-artista-de-la-setmana\">Escola La Immaculada de Vilassar de Dalt.<\/a> Formador\/Assessor en aprenentatge interdisciplinar i processos de transformaci\u00f3 educativa.<\/p>\n<p style=\"font-family: 'Open Sans', Arial, Helvetica, sans-serif; font-size: 16px; color: #444444;\">Membre de l\u2019Equip de Formadors d\u2019<a href=\"https:\/\/magnet.cat\/\">Aliances MAGNET<\/a> de la Fundaci\u00f3 Jaume Bofill, facilitador del Laboratori de Transformaci\u00f3 Educativa del Departament d&#8217;Educaci\u00f3 i membre de la Comissi\u00f3 Coordinadora d&#8217; <a href=\"https:\/\/elsfutursdeleducacio.cat\/\">Els Futurs de l&#8217;Educaci\u00f3<\/a> impulsat per la UNESCO.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Albert Sangr\u00e0 \u00e9s el director de la C\u00e0tedra UNESCO en Educaci\u00f3 i Tecnologia per al Canvi Social\u00a0a la\u00a0Universitat Oberta de 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