{"id":394,"date":"2012-02-14T18:50:43","date_gmt":"2012-02-14T16:50:43","guid":{"rendered":"http:\/\/blocs.xtec.cat\/vanessainfantil\/?p=106"},"modified":"2015-11-12T13:29:37","modified_gmt":"2015-11-12T12:29:37","slug":"el-llibre-dels-peixos-de-colors","status":"publish","type":"post","link":"https:\/\/agora.xtec.cat\/escolamediterrania\/general\/el-llibre-dels-peixos-de-colors\/","title":{"rendered":"EL LLIBRE DELS PEIXOS DE COLORS!!"},"content":{"rendered":"<p>\u00a0AQU\u00cd US PRESENTEM EL LLIBRE FET AMB TOTS ELS MATERIALS DEL PROJECTE DELS PEIXOS DE COLORS!!<\/p>\n<p>ESPEREM QUE US AGRADI!!!<\/p>\n<p><a href=\"http:\/\/hipolit2.xtec.cat\/llibres\/valmendr_2584\/llibre\" target=\"_blank\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" 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\" 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