{"id":893,"date":"2011-09-18T10:30:38","date_gmt":"2011-09-18T09:30:38","guid":{"rendered":"http:\/\/d1pierre10coups.be\/wordpress\/?p=893"},"modified":"2011-11-24T10:04:36","modified_gmt":"2011-11-24T09:04:36","slug":"barmathial-les-donnees-brutes-sur-le-soutien-aux-etudes-secondaires-partie-1","status":"publish","type":"post","link":"https:\/\/d1pierre10coups.be\/wordpress\/barmathial-les-donnees-brutes-sur-le-soutien-aux-etudes-secondaires-partie-1\/","title":{"rendered":"Barmathial: donn\u00e9es brutes sur le soutien aux \u00e9tudes secondaires"},"content":{"rendered":"<p>Le but de cette analyse un peu froide (j&rsquo;avais besoin d&rsquo;explorer les fonctions graphiques d&rsquo;Excel \ud83d\ude42 ) est d&rsquo;examiner la situation et les r\u00e9sultats avec un recul de 8 ann\u00e9es.<\/p>\n<p>Les chiffres cachent des r\u00e9alit\u00e9s humaines qui m\u00e9ritent de longs d\u00e9veloppements, mais ils permettent aussi une r\u00e9flexion globale sur la scolarit\u00e9 pour d\u00e9terminer o\u00f9 concentrer les efforts et pour \u00e9valuer les besoins d&rsquo;un soutien le plus efficace possible.<\/p>\n<p><strong>Combien cette ann\u00e9e et depuis le d\u00e9but ?<\/strong><\/p>\n<p>En cette rentr\u00e9e 2011, ils sont <strong>63<\/strong> \u00e0 suivre les cours: <strong>51 au coll\u00e8ge<\/strong>, <strong>11 au lyc\u00e9e<\/strong> et <strong>1 en formation professionnelle<\/strong> en \u00e9lectricit\u00e9.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" 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A1GAHU0MtPFjSQwZMDXYwNdTCgyU9ZMDUYAdTQy3Slhzfxf\/7czgrZZn72GHqBTOIMfQZwAKmhlrELSndxT9kubsjYeoFM4gx9BnAAqbeJx4MNZchZurBDf0x9QNMfXAw9T7xYKhCUw8XY+oHmPrgYOp94sFQRaYeNKjrZ2hRDph6dSbPJxf+ds4hTD38oXTqd9IFd5zziQdDlZh6cF\/oBhlalAOmboRwgxvhSbeY2iWRe14Ith4+CnONrEviwVAFpp4uwtQPDmhqMXNq1+Hza+NgapdMDp74FNd+oelxVI7wYKh4BvlxhZOej6oZ2pUDpi4DU4fs3dQC0xvkB0cYUwfswJIeMmDqMhY0dczOY1OHF9ZiA289ORzQ1MlnTtUxtaqjfNRRY8vgwVBkeICpy2ht6tvlNL5h++Ol8VqruPqApk7KeHFT6zrKI2uV5\/BgKDI8wNRltDX1pCOkX3C7OLjMPpypn06MFfziptZ0lL883a83XZKJB0OR4QGmLqPI1HJTR2HqqebfS2ac0YaDmXq2zFv0U487yuWpgbYJgx4MRYYHmLqMpm3qmWvf4GX6qeujkF8LU486ymP95qZHg3swlIcMu7GkhwxiDH2GXNr2fqgmjiTHuOpyHFPr2qjt2tTvfcR2abrm8mBJDxl2Y0kPGcQY+gy5tDW1csLeavP6DmJqdVdCfVOPBRwXsiWLB0t6yLAbS3rIIMbQZ8ilramHP2R8\/vt8vff\/f7+BNnUlcnp8a5t66mVMXTPDbizpIYMYQ58hl9am7ka91dMBftMgv5HdmzpzYK6uqaUwmLpmht1Y0kMGMYY+A1jYuamFe7bMfGXG1lksy8S8K\/RTj5+38uTxI+\/+99yYOqYnTI2pG7NzU8cd3NjUiaZ947kf0eet\/Hx9fHx9fWJqhZ4wNaZuzM5N7YOZHhhZySZR59\/H7nl3pG9MrdETpsbUjcHUtVFP4g7Xqf4bxbGpX4bG1Co9YWpM3RhMXRddR3lkNcPAZp6pez9japWeMDWmbgymrouuo1xY09hDnmXq789RsudLmDqmJ0yNqRuzN1N7sIMHsvup++W0qcd4sGTlDONpP8G396CeYOq1wNQCuzZ15Hkr\/QmKqcfUs2R\/MIIDIS6saurxtJ+fr4\/XvoM\/5Rj6DGABUy9vBw94KAcPGXyb+vvz6cbAh8Ezf8PH\/1Y09WTaz\/ApaYPLL0y9Fph6eTuQ4YFvS7rK0NtwYMlAkvUyTKf9\/Hx9DIebMfX6YGqBHVjSQ4aNWHLNDO+ODrkJG2i7VgZp2g+mdgimFtiBJT1kcG5JTxl+vj5OYd\/DdCChUgZx2s+k96P\/B6ZeC0wtsANLesiwEUv6yCBOxgkkWT\/DNyOKnsHUAjuwpIcMm7HkWhm+P98ODAcPXwyWNTX1oGE\/iIWp1wJTC+zAkh4yuLakiwyBDwd904IjPZSDGEOfASxgaoEdWNJDBt+WJAOm3hKYWmAHlvSQYTeGIkMihj4DWDiWqYU76Eu\/mt2BJT1k2I2hyJCIoc8AFo5jaukO+pEx7h1Y0kOG3RiKDIkY+gxg4TimfjAwdexXszuwpIcMuzEUGRIx9BnAwtFNLf4Wq6olj9MDsxtDkSERQ58BLGDqlqY+Vg\/MbgxFhkQMfQawcHRTi7+arWzJo\/TA7MZQZEjE0GcAC4c29Urt2Rbt+t3YgQx+Mogx9BnAwnFMLd\/4RvxFGKaOnZbHNBQZEjH0GcDCcUydwaq9H8v0wOzGDmTwk0GMoc8AFjC1QEtTV+qB2Y0dyOAngxhDnwEsYGqBaqZu1wOzGzvUyyA9rnBwgBrex24bx0KMoc8AFtYw9f16Hty8\/HJbbtu+Td0uw27sUC3D+5aj4ZXMcNTgEOVgjaHPABZam\/p2OU05X+9Lbd+DJT1k2I0dGmQIeqMwdXYMfQaw0NTU78b0sBV9uy3XqPZgSQ8ZdmOH+hnGDy6c9kQdoxwKY+gzgIWWpn62p5fs7JjgwZIeMuzGDrUziE\/F+jfsEzlCORTH0GcACw1N\/RB1VU\/7sKSHDLuxQ9UMwymSQwKF774cLDH0GcBCO1M\/uj4W7JIW8WBJDxl2Y4d6GaRHF\/aEr+67HIwx9BnAQjtTv5vUo0HFZRvZHs4KTD2bQZohJ99TsFaG4YTJ5w77AINgHizpIYMYQ58BLLQ2tciCDW0PZwWmnssgzZCL\/ALIg6HIkIihzwAWmpt6aOXXbJDFGtYezgpMrc\/w7g2O3VPQg6HIkIihzwAWVuj9GLJw9\/VuzopjZOiNHLtT1THKYRsZxBj6DGChtaknSsbUx80wmsmMqZ1nEGPoM4CF1WfpRQReym7Oit1nGM2Qi91TcPflsKEMYgx9BrCwwi9fAisv3k29n7Ni3xmEGXKMKLrPIMbQZwAL6\/yafMiS8\/R2c1ZUzTB56m7be8iJM+Qi9xTc\/bHYUAYxhj4DWGh+L72qs6l3dFZUyyA9dZc7E5GhNIY+A1jY2\/2pd3NWVM6AqcmAqbcEpnZ6VjQ39bTz4wjlQAZrDH0GsICpnZ4VbU3dw2geGbJi6DOABUzt9KxYy9TcQ44MWTH0GcDCsUw9mfMgL\/RwVqxlau4hR4asGPoMYGFJU\/u+34U450Fc2HiGXNt7yIlP3eUecmQojaHPABaOY+oHYluymamlLwZ+8UGGjWQQY+gzgAVMLSysfFYMdsc95MiwlQxiDH0GsICphYWNTc2diciwiQxiDH0GsICphYWYukk5kGFjGcQY+gxgAVMLCxubmnvIkWETGcQY+gxgYUlT+66R0pwHeWHbGXKMKJJhIxnEGPoMYOE4pvaQQf5i4B5yZNhEBjGGPgNYWMXUDzWN7k\/sqEaSgQxkUMbQZwALK5j65+vj4+vrE1OTgQybyiDG0GcAC81N\/RxB+8bUZCDDtjKIMfQZwEJrU78MjanJQIaNZRBj6DOAhbam7v2MqclAho1lEGPoM4CFpqYObwQ0vhuQpxpJBjKQQRlDnwEsrDVLjzY1GciwsQxiDH0GsICpyUAGMpTH0GcAC\/zyhQxkIEN5DH0GsFBi6r9\/\/\/4CAIjw9+\/fitI6JL929nQuAID9gakBALyDqQEAvIOpAQC8g6kBALyDqQEAvIOpAQC8g6kBALyDqQEAvIOpAQC8g6kBALyDqQEAvIOpAQC8s7yp79fz+5kul5uwdGZh13Xd7SIubpThvfcVM4xynK\/3xhnCt5pCWMshPBqFh2LJDKURcjK8dxguip4sDTNEFkIDFjb1\/Xp+ns\/Pw\/\/41+3y+rP\/S174euv5fC6tEeYMozjrlIM9xCLH4sHj\/Cw4GNYMj3ddbj4yPP4qOSjZGcTvivgBapfB+F0BpdTr\/XhWh8ttUAX6ai8u7LrHC5db8Ylpz7CAqZfJsNj5UHwsgndbC6QoQ1ALhGBNMoT7XaIkFBnO1\/uo+qcPULMM04XQitqmPl\/vw7r1qhniwuef5+u9vAllz1DD1JkZHn+cX1ely1gy+1h0\/QL7uWk4FqfT+XJZ7tsiL0O6cBbP8FxrWOgeMqQWQn1qmTr41s45M+\/X8+AUNdWIwgyjfurFWi\/Zpn4uNZ+ZpeXQ9f82n5qGDH036nJXWIXHwt6mns3wXK+mqcsypBZCfeqY+nE4h6ea4qy4BcvMNaIwQ3gChFW6bYYwjPFy11YOy\/R8FGfod3+zDmUZymH41W0oDUWGwZo1TF2aIbUQ6lPB1MOq8F6i6BMcnRGG86I8w8xmGmUIzweLqa3lYCoAe4apR1Yqhyf9JV+9DOHKi\/dTWzIkFkJ9lja12AYTR8pmhs8MNcKY4XZ5vdXgKWs59B+\/\/My0Hwv7aWnLEL67vHW\/bJ0sE7U+Q7CrfsFMsCYZEguhPgubWmgVh+YZiU9cOHitpEbYM\/Q9o7b2tKkcghCWdqQhg7nzZ4lyGGyhKIo1Q3AgjO1pVYbJqs8XUidLkwyxYNAEfqMIAOAdTA0A4B1MDQDgHUwNAOAdTA0A4B1MDQDgHUwNAOAdTA0A4B1MDQDgHUwNAOAdTA0A4B1MDQDgHUwNAOCd3tS\/f\/\/+BQAA\/vj9+\/fT1AAA4Jn\/B4vPb\/c0Yuj0AAAAAElFTkSuQmCC\" alt=\"\" \/><\/p>\n<p>Depuis 2004, <strong>78 \u00e9l\u00e8ves<\/strong> (53 filles et 25 gar\u00e7ons) sortis de l&rsquo;\u00e9cole primaire de Barmathial auront \u00e9t\u00e9 ou seront subsidi\u00e9s pour poursuivre leurs \u00e9tudes dans le secondaire.<\/p>\n<p><strong>Que sont devenus les autres ?<\/strong><\/p>\n<p>15 abandons ont \u00e9t\u00e9 enregistr\u00e9s :<\/p>\n<ul>\n<li>\u00a0 2 gar\u00e7ons pour insuffisance de r\u00e9sultats<\/li>\n<li>13 filles pour des raisons diverses (1 d\u00e9c\u00e8s, 1 d\u00e9part en France, 2 r\u00e9sultats, 1 maladie, 8 mariage\/grossesse)<\/li>\n<\/ul>\n<p><strong>\u00a0Ils sont en quelle classe ?<\/strong><\/p>\n<p><strong><\/strong><img decoding=\"async\" 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\" alt=\"\" \/><\/p>\n<p><strong>11 lyc\u00e9ens<\/strong> donc: 4 filles, 2 gar\u00e7ons en 2de et 2 filles, 3 gar\u00e7ons en 1\u00e8re, \u00e0 2 ans de l&rsquo;\u00e9preuve du <strong>Bac<\/strong>.<\/p>\n<p><strong>Comment r\u00e9ussissent-ils ?<\/strong><\/p>\n<p>Bien -sinon tr\u00e8s bien- en tenant compte de leurs conditions d&rsquo;\u00e9tudes:<\/p>\n<ul>\n<li><span style=\"text-decoration: underline;\">2010-2011<\/span>\u00a0:<strong> 60<\/strong> subsidi\u00e9s &#8211;<strong> 39<\/strong> ont<strong> r\u00e9ussi (65 %)<\/strong>\u00a0; 13 redoublent\u00a0; 8 abandons<\/li>\n<li>2009-2010\u00a0: 44 subsidi\u00e9s &#8211; 24 ont r\u00e9ussi (54 %)\u00a0; 18 redoublent\u00a0; 1 abandon\u00a0; 1 r\u00e9orientation en professionnel<\/li>\n<li>2008-2009\u00a0: 37 subsidi\u00e9s &#8211; 27 ont r\u00e9ussi (73 %)<\/li>\n<li>2007-2008\u00a0: 29 subsidi\u00e9s &#8211; 21 ont r\u00e9ussi (72 %)<\/li>\n<li>2006-2007\u00a0: 20 subsidi\u00e9s &#8211; 15 ont r\u00e9ussi (75 %)<\/li>\n<li>2005-2006\u00a0: 21 subsidi\u00e9s\u00a0 &#8211;\u00a0 8 ont r\u00e9ussi (38 %)<\/li>\n<\/ul>\n<p><em><strong>A suivre:<\/strong> les \u00e9volutions des montants financiers attribu\u00e9s aux bourses, aux achats de mat\u00e9riel et aux cours de renforcement&#8230;<\/em><\/p>\n<figure id=\"attachment_941\" aria-describedby=\"caption-attachment-941\" style=\"width: 461px\" class=\"wp-caption aligncenter\"><a href=\"https:\/\/d1pierre10coups.be\/wordpress\/wp-content\/uploads\/2011\/09\/mIMG4464b.jpg\" data-rel=\"lightbox-gallery-gCoEWLsa\" data-rl_title=\"\" data-rl_caption=\"\"><img loading=\"lazy\" decoding=\"async\" class=\"size-full wp-image-941  \" title=\"\" src=\"https:\/\/d1pierre10coups.be\/wordpress\/wp-content\/uploads\/2011\/09\/mIMG4464b.jpg\" alt=\"\" width=\"461\" height=\"280\" srcset=\"https:\/\/d1pierre10coups.be\/wordpress\/wp-content\/uploads\/2011\/09\/mIMG4464b.jpg 512w, https:\/\/d1pierre10coups.be\/wordpress\/wp-content\/uploads\/2011\/09\/mIMG4464b-150x91.jpg 150w, https:\/\/d1pierre10coups.be\/wordpress\/wp-content\/uploads\/2011\/09\/mIMG4464b-300x182.jpg 300w\" sizes=\"auto, (max-width: 461px) 100vw, 461px\" \/><\/a><figcaption id=\"caption-attachment-941\" class=\"wp-caption-text\">Les 5 premiers dipl\u00f4m\u00e9s du secondaire inf\u00e9rieur (BFEM) de juillet 2010<\/figcaption><\/figure>\n<p style=\"text-align: center;\">\n","protected":false},"excerpt":{"rendered":"<p>Le but de cette analyse un peu froide (j&rsquo;avais besoin d&rsquo;explorer les fonctions graphiques d&rsquo;Excel \ud83d\ude42 ) est d&rsquo;examiner la situation et les r\u00e9sultats avec un recul de 8 ann\u00e9es. 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