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<w:BrowserLevel>MicrosoftInternetExplorer4<\/w:BrowserLevel>\n  <m:mathPr>\n   <m:mathFont m:val=\"Cambria Math\"\/>\n   <m:brkBin m:val=\"before\"\/>\n   <m:brkBinSub m:val=\"&#45;-\"\/>\n   <m:smallFrac m:val=\"off\"\/>\n   <m:dispDef\/>\n   <m:lMargin m:val=\"0\"\/>\n   <m:rMargin m:val=\"0\"\/>\n   <m:defJc m:val=\"centerGroup\"\/>\n   <m:wrapIndent m:val=\"1440\"\/>\n   <m:intLim m:val=\"subSup\"\/>\n   <m:naryLim m:val=\"undOvr\"\/>\n  <\/m:mathPr><\/w:WordDocument>\n<\/xml><![endif]--> <\/p>\n<p align=\"center\" style=\"text-align: center; background-image: none; background-attachment: scroll; background-color: lime; background-position: 0% 0%; background-repeat: repeat repeat;\" class=\"MsoNormal\"><strong><span style=\"font-size: 18pt; font-family: Arial, sans-serif;\">CRITERIS AVALUACI\u00d3 EXTRAORDINARIA DE<br \/>\nL&#8217;ESO SETEMBRE<br \/>\n2013<\/span><\/strong><\/p>\n<p style=\"background-image: none; background-attachment: scroll; background-color: lime; background-position: 0% 0%; background-repeat: repeat repeat;\" class=\"MsoNormal\"><span style=\"font-family: Arial, sans-serif;\"> <\/span><\/p>\n<p class=\"MsoNormal\"><span style=\"font-family: Arial, sans-serif;\"> <\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">DEPARTAMENT DE LLENGUA<br \/>\nCASTELLANA<\/span><\/p>\n<\/p><\/div>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\"> <\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">DEPARTAMENT DE MATEM\u00c0TIQUES<\/span><\/p>\n<\/p><\/div>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">La prova de setembre ser\u00e0 un recull problemes<br \/>\ni exercicis de la tipologia plantejada en el dossier d\u2019estiu que han de<br \/>\npresentar.<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\"> <\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">DEPARTAMENT DE CI\u00c8NCIES<br \/>\nSOCIALS<\/span><\/p>\n<\/p><\/div>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">El dossier d\u2019activitats proposat vol<br \/>\nser una guia per tal de preparar la prova escrita, ja que cont\u00e9 els continguts<br \/>\nprocedimentals treballats durant el curs i no s\u2019aparta dels continguts<br \/>\nconceptuals (temari) treballats.<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\"> <\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">DEPARTAMENT EDUCACI\u00d3 F\u00cdSICA<\/span><\/p>\n<\/p><\/div>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\"> <\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">DEPARTAMENT LLENG\u00dcES<br \/>\nESTRANGERES<\/span><\/p>\n<\/p><\/div>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\"> <\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\"> <\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">DEPARTAMENT CI\u00c8NCIES NATURALS<\/span><\/p>\n<\/p><\/div>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">Ci\u00e8ncies naturals:<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">F\u00edsica:<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">La prova de setembre ser\u00e0 un recull<br \/>\nproblemes i exercicis de la tipologia plantejada en les activitats que han<br \/>\ntreballat durant el curs.<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\"> <\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">DEPARTAMENT DE LLENGUA<br \/>\nCATALANA<\/span><\/p>\n<\/p><\/div>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\"> <\/span><\/p>\n<div style=\"border: 1pt solid windowtext; padding: 1pt 4pt;\">\n<p style=\"text-align: justify; line-height: 150%; border: medium none; padding: 0cm;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">DEPARTAMENT D&#8217;EXPRESSI\u00d3-TECNOLOGIA<\/span><\/p>\n<\/p><\/div>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">Projecte de Recerca<\/span><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\"> (4t ESO)<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">La prova de setembre estar\u00e0 basada en<br \/>\nla creaci\u00f3 d\u2019un breu muntatge audiovisual<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">M\u00fasica<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">La prova de setembre estar\u00e0 basada en<br \/>\nles activitats del dossier d\u2019estiu que han de presentar.<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span lang=\"CA\" style=\"font-family: Arial, sans-serif;\">Educaci\u00f3 Visual i Pl\u00e0stica<\/span><\/p>\n<p style=\"text-align: justify; line-height: 150%;\" class=\"MsoNormal\"><span 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