{"id":25395,"date":"2011-11-23T12:33:10","date_gmt":"2011-11-23T12:33:10","guid":{"rendered":""},"modified":"2011-11-23T12:33:10","modified_gmt":"2011-11-23T12:33:10","slug":"Equation-du-salaire-Tunisien-l","status":"publish","type":"post","link":"https:\/\/plumeseconomiques.com\/fr\/chroniques\/Equation-du-salaire-Tunisien-l\/","title":{"rendered":"Equation du salaire Tunisien !"},"content":{"rendered":"<h4><img decoding=\"async\" src=\"https:\/\/www.plumeseconomiques.com\/images\/stories\/smigsmag.jpg\" border=\"0\" style=\"float: left;\" \/><\/h4>\n<p>\u00a0<\/p>\n<p>\u00a0<\/p>\n<p>\u00a0<\/p>\n<p>\u00a0<\/p>\n<p>\u00a0<\/p>\n<p><span style=\"font-size: x-small;\"><span style=\"color: #000000;\">Salaire minima d&rsquo;un Tunisien, c&rsquo;est l<\/span><\/span><span style=\"font-size: x-small;\"><span style=\"color: #000000;\">&lsquo;\u00e9quation difficile, la mission impossible de la majorit\u00e9 des tunisiens.<\/span><\/span><\/p>\n<p><span style=\"font-size: x-small;\"><span style=\"color: #000000;\">Pour les SMIGeurs et les SMAGeurs, r\u00e9soude cette \u00e9quation est devenu le r\u00eave de leur vie,\u00a0 ils pensent que c&rsquo;est une matrice avec une solution impossible.<\/span><\/span><\/p>\n<p><span style=\"font-size: x-small;\"><span style=\"color: #000000;\">prenons l&rsquo;exemple de la SMIG, <\/span><\/span><span style=\"font-size: x-small;\"><span style=\"color: #000000;\">avec 286.000Dt, soit 9.5Dt par jour<\/span><\/span><span style=\"font-size: x-small;\"><span style=\"color: #000000;\"> celui le plus favori pour voir l&rsquo;<\/span><\/span><span style=\"font-size: x-small;\">\u00e9ligibilit\u00e9<\/span><span style=\"font-size: x-small;\"><span style=\"color: #000000;\"> face \u00e0 la vie quotidienne, comment peut-il rejoindre la fin du mois, tout supposons qu&rsquo;il ne va d\u00e9penser que 1Dt pour chaque besoin de sa vie quotidienne (loyer,STEG, SONEDE, transport,soin, nourriture,&#8230;), Certes, il ne va pas faire des \u00e9conomies, mais il va penser a s&rsquo;endetter.<br \/><\/span><\/span><\/p>\n<p><span style=\"font-size: x-small;\"><span style=\"color: #000000;\">Ci joint le tableau d&rsquo;\u00e9volution de SMIG et SMAG pour trois ann\u00e9es\u00a0 depuis 2008: <\/span><\/span><strong><span style=\"font-size: x-small;\"><span style=\"color: #000000;\"><br \/><\/span><\/span><\/strong><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" 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