{"id":953,"date":"2011-09-26T17:45:56","date_gmt":"2011-09-26T16:45:56","guid":{"rendered":"http:\/\/d1pierre10coups.be\/wordpress\/?p=953"},"modified":"2012-09-12T09:08:20","modified_gmt":"2012-09-12T08:08:20","slug":"barmathial-montant-de-laide-aux-collegiens","status":"publish","type":"post","link":"https:\/\/d1pierre10coups.be\/wordpress\/barmathial-montant-de-laide-aux-collegiens\/","title":{"rendered":"Barmathial: montant de l&rsquo;aide aux coll\u00e9giens"},"content":{"rendered":"<p><em><span style=\"color: #800080;\">suite de l&rsquo;analyse des chiffres bruts&#8230; (voir<\/span> <a href=\"https:\/\/d1pierre10coups.be\/wordpress\/?p=893\">pr\u00e9c\u00e9demment<\/a><span style=\"color: #800080;\">)<\/span><\/em><\/p>\n<p><em><\/em><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeMAAAEjCAIAAACO\/f7bAAAa5UlEQVR4nO2dsXKrsNZG9Vy8zd\/wHrdJujPMmbnlKfMEd4aaOr0rmtTuU\/MXGIxAgITgMxZrTYocGfN546MVeUOCaQAA4NyYpmn+\/fv3AQAA5+Pfv38PU398fLz45wUAALho\/YypAQDOC6YGADg7mBoA4OxgagCAs4OpAQDODqYGADg7mBoA4OxgagCAs4OpAQDOjq+p77mpTPuV3x2PlzfTbzDYpi6+u8Fb2W3rHLT5LbJqbRsAgIvgZerfImt1+RBoPnVneTOmyorfmcF7biqT\/dRzg+O4ypjvou524vzZAABwFQK7H2VeOYzcuE1d5r1wW\/neyplBi\/onm1u5AwBckTBTtz2QbrU7xGFqS8SdoJ2D4\/08vxwrbgCAq+Fp6oFAHa2PZmzYvGw2mrrrYjuW7bN8fX31fxvw79+\/3s8DAHgPNnU\/lloTbe\/C3MrXrKm5ggUA0iP0Kr1WxEsCfXZINvapW1lv7FNjagBIDy9T3\/NOzY8L7FqNDpRa5oNLNTqVtxvnZfPQd35vZgZt7Gs\/6p8swNqYGgDSw3NN\/ehp2K0Pa\/E7uAJ6sOJ+dEs8Bm2G11O7TmCu1AMAkBKp\/Y5iGlUAAAzB1AAAZwdTAwCcHUwNAHB2MDUAwNnB1AAAZwdTAyTIf\/bj1aVA02BqgCTB1ImBqQESBFMnBqYGSBBMnRiYGiBBMHViYGqABMHUiYGpARIEUycGpgZIEEydGJgazkhdZMYYY0wW8jdvt+2k38x947n3BFMnBqbu6Ofr8twuc5+tIJJdTP18rxYdjKkx9fnB1B2WgucUYev8wLndv5rj7OETEfkytj+dNXUkmDoxMHVHb5Usy+am92NOZ3l+9NzG1DuYOjQLU2Pq04KpO55WKYoZVT82yYry8LmNqTF1FJg6MTB1x8AqtVvVvajr2bk97o6Md9E9npejbQfbjdswo6RJxOhF7BDhuc1isTtVsWjqjTuxnpaX86Ye1fBWZyUwdWJg6o7h+s85d5+iXnx8ymCG9z8DsrFjnpstOG6qpt0jVsrptlktdqcqZvW4dSezL9x4vZtvY2tMnRiYusP6pD5VsbXOdpj62ebu5\/JzsvdjQ79MnTYwhbtvUBeZLQuHiyIjFg6KY3ix2F2qWDR18E6eB8f1E2W64nfU9yYtEkydGJi6w56KYxfbDZGJqdc+Z3fDzu0Wl34rYpj\/kbJLhHMb32J3r2IZj50sH5vpu+ms+j1UjakTA1N3jKxiT+pR53oya+eUNB7fQ6O+HeDDTO1b7O5VzL88z50srPGd76aT92iAYOrEwNQdk1ncDWRF3X07t+ia9crOpp5tzipN7V3s7lU0kTtZ+zAwfpNWdn9qMHVi+Jr6npvKtF\/53blFXXw\/NjC3MnzQ5rfIqrVtFurZwrxn+nNzUwVo19SO9vAruh+Ra+rtVbiyQnYy7XM4n6i8QvAwMHVieJn6t8haXT4E6pja5c2YKit+H07PfuqgwXFcZcx394n1NvezYb6eLTisMvoUnA9+1vj1qSc+idKoq1N6oj710mnGfapwvISwnTheosvfzs3eDEydGIHdjzKvOs9Ox1u3tp69lSGDFvVPNr9y96tnCy6rWKr2k4LzcohwjS6OuRqq+0SMcW\/jWezuVbheQdhOJq9yfG31fIHd8Hs0PzB1aoSZuu2BfE8mj+XczsX+g4M9lbeu6VEZ94rbp54tLH9SX78OYL67udbjXbkiYbCThVNd4aZ2R4yY2car2N2rcL5dgTtxPa9rb4W+m2cGUyeGp6kHAnX9T93P1F0Xe7psn+fr6+uj4\/Pz0\/t5oxKdzQDPqwXG470DJsX5arSxpeK8ItuY5+9TbjD1XMTcgZnb5\/IOdqxixNadTNbRkycGFXhOMHVibOp+TFoTKaypARICUydG6FV6bRN5ItA9+9StrOV9aoCEwNSJ4WXqe96p+XGBXavRgVLb8bxsHr3swEEb+9qP+ieTXPsBkBCYOjE819TtUnp0PbW9+H00RuwVt\/+gzfB66ukJzNV6AC4Opk4MfkcRIEEwdWJgagARSnsqs0AApgYQobSnMgsEYGoAEUp7KrNAAKYGEKG0pzILBGBqABFKeyqzQACmBhChtKcyCwRgagARSnsqs0AApgYQobSnMgsEYOrtLNz6evavrm26xfXpbkIy+dOhntUcXsi57yCutKcyCwRg6u2Em3pwa8aQIOdf6X8RUX+4+WBTbzy8MpT2VGaBAEy9nVBTz\/wZ5C1BL2N646qZ+6M4ObSQzYdXhtKeyiwQgKm3E2bq84vEA9cdBgP0e6Cp3+HwKu2pzAIBmHo7W\/rUb47j7t4zN\/xefnqqx2cZpT2VWSDg2qa2z4zN3kprZoMAU49OwTlENXNfwKyot+52uMq0SpmmLx8H9zHJitp6oo98R4XMnP9bv\/1h+OF9xbGaoLSnMgsEXNbU7jNjvTJmb6i6+LHfqdQlB6+ELZl6dbfds7r7ua5V4TwOU5y52679cC\/Hx9Vue6cshb7qWI1Q2lOZBQIuamrXabAy72edox37nOwLXvZy93glObl9bq+NqN1aWuk2m15FMr1eYnAcVo7dWGTdvmafPXnZjlX1rM1drzDoOLzgWNko7anMAgHXNLXfNRpzt7Tuhj0E6ryJ+Whw6rfx2bFNu\/W8SXnYlW2uReW0Y+1v6lWver5TC8fhZcdqitKeyiwQcE1TL\/+CxNyjs4vheVMv9DWmMppdum3arad9Ru5dXCBanyuGr8H+kTMvsqXlrdvMnu\/UwnF40bFyobSnMgsEXNLUm5bUW0w9\/2si1lR3y2TaRQ3brZ99XLtzq3baVR6+7qwo1n8\/cPFcYVbU85Uuv1MLx+E1x8qN0p7KLBBwbVMfvab2uyrNIerlvovfbr3t43oZjgPjPCyO176w1Fx7SeX8Kta1V5\/j8Jpj5UZpT2UWCLikqZ2\/wPFkZoZOnhTS\/VjvCIQIzmO34fax9ux4eO6p9jJzUVvuXUyXvbPNkZlXu3QcXnKs3CjtqcwCAdc0tetKjqYusvFJKOe1H9MzaD4XaTjkNA4bMXs5hNduPe1jPWNFToNXOvDxdFUd1v1wHAL3ot33nZo9Dspj5URpT2UWCLioqdd6w\/PdzYFFvC6e89jVwjmv2WvRPHbrb5\/FKocsNn2ta5FXWt2zpwAc4fHv1EuOlQOlPZVZIOCypm6atV9tWz155Gfq1V05rkIetWc37db7E\/3SitbFUrOifzDQ1MO3wpUf+U697FjZKO2pzAIBvqb+LbLKmPbr5ppKt+7RypjK5Pd2uC6+p89yDobFrdTzRrjVFv7J+s1ZOcmbBkp7KrNAgJepf4vsu\/sA+G1MZbKfycnwmzFVVvzODN7z\/lnOwXFcZcx3d\/bs1nvfu543YvGv0yHqpFDaU5kFAkK7H\/VP5lznukxd5r1wW\/neyplBR0SAnaf1vBNrf\/TjCpzpVgkHorSnMgsEbDO115raEnEnaOfgeD\/PL8eK26eedyPsquTk8LqQLgGU9lRmgYAwUz\/ax65fi7AMm5fNRlN3DZZxI2WJr6+vj47Pz0\/v5wFIUdpTmQUCQkxd5tW6Q5\/tEdbUAEOU9lRmgQBvU3tpumke5wnNd1Fv7VO3sr5Mnxoug9KeyiwQ4Gdqd0dioNQyH1yq0a2F22flZfPQd35vZgZt7Gs\/6p8s5Ws\/4Doo7anMAgFepm6XydW4E20tfgdXQA9aFu1K3GfQZng99biR7VEPwAlR2lOZBQIu\/TuKAEqU9lRmgQBMDSBCac\/\/7YfgyMAqmBpABKaGzWBqABGYGjaDqQFEYGrYDKYGEIGpYTOYGkAEpobNYGoAEZgaNoOpAUQoTf1\/+yE4MrAKpgYQgalhM5gaQASmhs1gagARmBo2g6kBRCjP8mHqxMDUACIwNWwGUwOIwNSwGUwNIAJTw2YwNYAITA2bwdQAIjA1bAZTA4jA1LAZTA0gQmlPZRYIwNQAIpT2VGaBAEwNIEJpT2UWCMDUACKU9lRmgQBMDSBCaU9lFgjA1AAilPZUZoEAX1P\/FlllTPt1K11b1MX3dAP\/wdC4xXoATojSnsosEOBl6t8i+y7qpuklm\/3Uo03KmzFVVvw2zT3vN\/AfHMdVxjwSm\/Jm8ntgPQAnRGlPZRYICO1+1D+Za51b5r1bW8\/eypBBR0SAnaf1AJwQpT2VWaejzI0xxmTFZBX4vmwz9XghbDm3c7H\/4GBP5a1relTuxbtXPQAnRGlPZVYoK7dHqIvMDAj2bV1kZ7Z0mRtj8pCWbtM0oaZ+tI8nMfuZumuwZMVvaCmDegBOiNKeyqxQfEydde3WcOti6jKvZhz62jX119fXR8fn5+f6EwBegdKeyqxQAkxd5sb+3lpm10VmsqLoxvPSXpDnpfWsof0fz2pH+ud4BmVFXeb2BlteXtgPE29Tz2u6f3SnPnUra\/rUkBpKeyqzQgnqfjxWn3WRdd8\/F6XtlllRW3pf+HZgy96TgzVumeflWlAr5Oe37aYBL+\/QNbW7IzFQartBXjaPKzoCB23saz\/qn4xrPyAFlPZUZoXivaZ+rqhHveuhCocL4dGo1Qfp\/2F3R0a9ktUg57chL+9IU9\/zYUfCVA\/V2ovfdtE9aln4D9oMr6ceN7I96gE4IUp7KrNC8e9+zNi1mW65q6mXguZN7fnyJGcUz08aVUCSKO2pzAol9IyiyUurYd2zZupJf8Kl1VH3Yy3I\/W3oy8PUaVQBSaK0pzIrlABTT9rL1tm4VVM7zjA6FsD9ucDRCUZnkPvbgJfXb3nQGcU3IY0qIEmU9lRmhbJianCBqQFEKO2pzAIBmBpAhNKeyiwQgKkBRCjtqcwCAZgaQITSnsosEICpAUQo7anMAgGYGkCE0p7KLBCAqQFEKO2pzAIBmBpAhNKeyiwQgKkBRCjtqcwCAZgaLs3c78ttYDVLaU9lFgjA1HBpMHV8FgjA1HBpMHV8FgjA1HBpMHV8FgjA1HBpMHV8FgjA1HBpMHV81mlZukv58q1Xznd\/c0wNlwZTx2eF8r8ZHg+PbxXeNM3zr\/0HeLe9NficbDH1a0mjCpCBqeOzQvExdZZNbqE1GrLYeHPCWTD10aRRBcjA1PFZoXiZuihy+26KeWHfs\/x5y63hjbE6uz43Gd4+q93r5L637o0x9ZGkUQXIwNTxWaH4mbouO1U\/7hH7vLl4bS21e3f3a+rBTWVHt1d03JN8fmNMfSBpVAEyMHV8Viiepu483Kl0dHdx60a2lqnth2fk2\/3Ta+MTgKnh0mDq+KxQfE09umm45dbWor2gp6aeaHbJ1GsbnwBMDZcGU8dnheJt6k7V7T8st+Zl\/3BeWv2Obnzs2RlTe218AgJMfc9NZUzlPsFa3oypnl\/5vR2ui+9u8NY\/zzlo81tk1do2C\/UAeIKp47NC8Te1pVHXWjvLrC60va19mnDO1D4bnwBPUw9EvGDqrPidGbznpjLZTz03aNFq+rs7iXvrve9dD4AnmDo+K5QVU4MLP1OXeZUVv2UeZuoy74XbyvdWzgxa1D\/ZYFW+qR4AT+assYHVLKU9lVkgIKRPHWhqS8SdoJ2D4\/08vxwrbp96ADzB1PFZIGBXU9sdkk2m7rrY40ZKWD0AnmDq+CwQsJepe9rehbmVujX119fXR8fn5+f6EwA6MHV8FgjY3dSPS0S+i3prn7qVNX1qUICp47NAQIypB0ot88GlGt1auO1j5GXz0Hd+b2YGbexrP+qfjGs\/4CgwdXwWCPC+9sNqSrQatRa\/gyugBy2L5xPXBm2G11OPG9ke9QB4gqnjs0AAv6MIlwZTx2eBAEwNl0ZptFSzQACmhkujNFqqWSAAU8OlURot1SwQgKnh0iiNlmoWCMDUcGmURks1CwRgarg0SqOlmgUCMDVcGqXRUs0CAZgaLo3SaKlmhbISNLqz4dqfr7gImBoujdJoqWaFshI0uRsLrm4wNVwcpdFSzQplJWhs6u4mWf09uex7d7Uet29cnhVFf1uv5xJ9+KzhgGOb84Gp4dIojZZqVigrQc7uh3OhPWvqp3HtW+Fa\/+6fPd7mlGBqOB38LY73ygplJWi4kO6sbC2u7duKO039XBp3K+jBZpOfA\/Y25wRTw+nA1O+VFcpKkMvK5WZT9w9OjW\/x3Gb3encBU8PpwNTvlRXKSpBrTb0m5UHLw5ZxXWR5OXhS2fevn4y32b3gPcDUcDow9XtlhbISNHOV3nC4X\/j2Zwfzosjca+p+E0v+MycZz+ppTA0nBFO\/V1YosqCUwNRwOpSWISs+CwRgajgdSsuQFZ8FAjA1nA6lZciKzwIBmBpOh9IyZMVngQBMDadDaRmy4rNAAKaG06G0DFnxWSAAU8PpUFqGrPgsEICp4XQoLUNWfBYIwNRwOpSWISs+CwQEmPqem8qYau4vmNTFtzGVMZUxtzJ80Oa3yKq1bRbqgbdGaRmy4rNAgKepy1vnzRlTlzdjqqz4fQg9+6mDBi1aTX93fz\/8ZvJ7YD3w1igtQ1Z8FgjwM3WZV1nxW+azpi7z3q2tZ29lyKBF\/ZOZKsTO03rgrVFahqz4LBAQ0qeeN7Xl3M7F\/oPDjOfi3bhX3D71wFujtAxZ8Vkg4Gym7rrYWfHrXcPX19dHx+fnp\/fz4KQoLUNWfBYIOJupWVNDskZLNQsE7GPqXfvUrazpU18XpWXIis8CATGmHii1bVnkZfO4oiNw0Ma+9qP+ybj241ooLUNWfBYI8L72w2pKtBq1F7\/PbQYtC\/9Bm+H11ONGtkc98NYoLUNWfBYI4HcUwQvumEUWvBBMDV5garLghWBq8AJTkwUvBFODF5iaLHghmBq8wNRkwQvB1OCFcuaT9V5ZIABTgxfKmU\/We2WBAEwNXihnPlnvlQUCMDV4oZz5ZL1XFgjA1OCFcuaT9V5ZIABTgxfKmU\/We2WBAEwNXihnPlnvlQUCMDV4oZz5ZL1XFgjA1OCFcuaT9V5ZIABTgxfKmU\/We2WBAEwNXihnPlnvlQUCMDV4oZz5ZL1XFgjA1OCFcuaT9V5ZIABTgxfKmU\/We2WBAEwNXihnPlnvlQUCMPWeJDw9lKWR9V5ZIABT70nC00NZGlnvlQUCMPWeKKeHMivh0siKzwIBmHpPlNNDmZVwaWTFZ4EATL0nyumhzEq4NLLis0DAjqYub8ZUz6\/83g7XxXc3eCu7bZ2DNr9FVq1tMwVTH5GVcGlkxWeBgL1NnRW\/M4P33FQm+6nnBi1aTX8XdbeTzvt+9bwK5fRQZiVcGlnxWSDgYFOXeS\/cVr63cmbQov7JBqvyEDD1EVkJl0ZWfBYIONbUlog7QTsHx\/t5fjlW3Kv1vArl9FBmJVwaWfFZIOCwPnVeNhtN3XWxx42UWb6+vj46Pj8\/46qIQjk9lFkJl0ZWfBYIOOLaj7Z3YW4la+oDp4cyK+HSyIrPAgGHXKV3z83Dvxv71K2s6VOfJSvh0siKzwIB+5m6zAeXanRr4baPkZfNQ9\/5vZkZtLGv\/ah\/Mq79eGVWwqWRFZ8FAvZcUw+ugB60LMrcd3B2b5NG9jyY+oishEsjKz4LBPA7inuinB7KrIRLIys+CwRg6j1RTg9lVsKlkRWfBQIw9Z4op4cyK+HSyIrPAgGYek+U00OZlXBpZMVngQBMvSfK6aHMSrg0suKzQACm3hPl9FBmJVwaWfFZIABT74lyeiizEi6NrPgsEICp90Q5PZRZCZdGVnwWCMDUe6KcHsqshEsjKz4LBGDqPVFOD2VWwqWRFZ8FAjD1niinhzIr4dLIis8CAZh6T5TTQ5mVcGlkxWeBAEy9J8rpocxKuDSy4rNAAKbeE+X0UGYlXBpZ8VkgAFPviXJ6KLMSLo2s+CwQgKn3RDk9lFkJl0ZWfBYIwNR7opweyqyESyMrPgsEYOo9UU4PZVbCpZEVnwUCMPWeKKeHMivh0siKzwIBmHpPlNNDmZVwaWTFZ4EATL0nyumhzEq4NLLis0AApt4T5fRQZiVcGlnxWSAAU++JcnoosxIujaz4LBCAqfdEOT2UWQmXRlZ8FgjA1HuinB7KrIRLIys+CwS8yNR18W1MZUxlzK10PP5bZNXiBnNg6iOyEi6NrPgsEPASU5c3Y6qs+G2ae24qk\/3U1sOtpr+Luts4v3vvGlMfkZVwaWTFZ4GAV5i6zHsRt1K2V831T2aqEDsPwdRHZCVcGlnxWSDgBaa27DywdvvvW9f0qIxjub0Kpj4iK+HSyIrPAgFnM3XXws6KX+8dfn19fXR8fn5+AMBh\/P37d28lwDofJzP1O62pU80Sx5FFFqzyAlOv9albWb9BnzrVLHEcWWTBKq8wddvfyMvmce3HWMr2tR\/1T3bSaz9SzRLHkUUWrPIKUzePZfVCf2N4PbXVxV7jv\/\/9724v8qpZ4jiyyIJVXmRqAADwBlMDAJwdTA0AcHYwNQDA2cHUAABnB1MDAJwdTA0AcHYwNQDA2cHUAABn5wKmLnPzIC8dg9ngz0O5BpumqYts\/Pwjsp5Dk1dwRF1dVT6FRWQNYvzC4uoaHsSD369haetvV0BWt2draO4\/50FxM4PwKlI3dZk\/\/qO2\/0fb7+sie\/wXfH7nHuy2zrJsfebHZpW5j1z2yRrVePQxfB7JldDIrDLvnvS2WQP\/j34mzB\/YvePcg\/BKUjf1E\/fE6r+f1Vjrz+ezj8sKMXVkVl1ksizHsw\/LKnMTZLSIrOEhDKlsJatpytxkRZEPLbn1Z+zGuJlBeCWXMfVzDlvzqv8v6xxstx0\/fGRW2CfczVlWoyVMaOF1Nc+BQFFvyBpUdmzWRnuuZU03W9nygLilQXgRFzG19Z8ucDbmZRO0atqYNbeHw+qafCY+tK7NggnLsrviXm\/YTlleYetZrg03m3pj3NIgvIgrmHr8P87\/E6699PSZjtuzBnguPyOyhrO2+9hwaF0hs3571mRxfXhdz72sF+eV5dx20\/p9e9zSILyI5E3t+u\/m7N0tnyDyWlPvlOUVFpflfPy4ugI6H1FZE1MfXNegujWjeWc5Nw86exkftzAILyJxU48+oNqf\/sarZOfgA495H5sV0qaOr2swuBK2V5aPqKOzrB0c+375H8GwrNEHuaVXdVic+zXAC0nc1AAACYCpAQDODqYGADg7mBoA4OxgagCAs4OpAQDODqYGADg7mBoA4OxgagCAs4OpAQDODqYGADg7mBoA4Ow8Tf3nz58PAAA4H3\/+\/HmYGgAAzsz\/A8g0iFA+l9I2AAAAAElFTkSuQmCC\" alt=\"\" \/><\/p>\n<p>Comme le montre le tableau, le budget total de l&rsquo;aide aux coll\u00e9giens augmente d&rsquo;ann\u00e9e en ann\u00e9e et atteint cette ann\u00e9e 3.350\u20ac.<\/p>\n<p><span style=\"text-decoration: underline;\">Analysons l&rsquo;augmentation:<\/span><\/p>\n<ul>\n<li><strong>Nombre croissant de coll\u00e9giens<\/strong><br \/>\nDe 20 en 2005, le nombre de coll\u00e9giens est pass\u00e9 \u00e0 61 pour 2011; en montant de bourse constant de 30 \u20ac\/an, cela aurait amen\u00e9 le montant total de 640\u20ac \u00e0 1.860\u20ac, bien inf\u00e9rieur au montant r\u00e9el de 3.500\u20ac pr\u00e9vu cette ann\u00e9e<\/li>\n<li><strong>Montant de bourse croissant en fonction de la progression<\/strong><br \/>\nLa bourse annuelle pour les diff\u00e9rentes classes est de<br \/>\nColl\u00e8ge:\u00a0\u00a0 6e: 30\u20ac &#8211; 5e: 30\u20ac &#8211; 4e: 38\u20ac &#8211; 3e: 46\u20ac<br \/>\nLyc\u00e9e:\u00a0 2de: 60\u20ac &#8211; 1\u00e8re: 60\u20ac<\/li>\n<li><strong>Mat\u00e9riel &amp; cours de renforcement<\/strong><br \/>\nAvec l&rsquo;arriv\u00e9e \u00e0 partir de 2007 des premiers coll\u00e9giens en 4e et 3e, le manque de manuels scolaires est devenu critique. Une aide suppl\u00e9mentaire sous forme d&rsquo;achat de manuels et romans est devenue n\u00e9cessaire. Les cours de renforcement (principalement pour les 3e et lyc\u00e9ens) viennent compl\u00e9ter notre soutien scolaire.<\/li>\n<\/ul>\n<p>Le <span style=\"text-decoration: underline;\">syst\u00e8me des bourses<\/span> est maintenant bien \u00e9tabli. Les montants sont stables avec, en fonction de la situation chaque ann\u00e9e, des bonus\/malus de +\/- 7,5\u20ac (5000 CFA) pour encourager\/sanctionner les r\u00e9sultats obtenus). La bourse -dont le montant reste trop faible- doit aider \u00e0 couvrir les frais administratifs (inscription, etc.), les achats de fournitures (cahiers,&#8230;), le s\u00e9jour dans les familles d&rsquo;accueil et les d\u00e9penses quotidiennes (cantine scolaire,&#8230;).<\/p>\n<p>Les <span style=\"text-decoration: underline;\">achats de manuels et romans<\/span> restent n\u00e9cessaires m\u00eame si le mat\u00e9riel achet\u00e9 semble \u00eatre bien transmis et r\u00e9utilis\u00e9 d&rsquo;une ann\u00e9e \u00e0 l&rsquo;autre. Chaque manuel est mis en commun pour 2, 3 ou 4 \u00e9l\u00e8ves. La gestion du mat\u00e9riel et des fournitures scolaires peut sans doute \u00eatre am\u00e9lior\u00e9e \u00e0 travers un syst\u00e8me de coop\u00e9rative de pr\u00eat\/location. C&rsquo;est une responsabilit\u00e9 que j&rsquo;esp\u00e8re confier aux premiers lyc\u00e9ens qui auront termin\u00e9 leurs \u00e9tudes dans 2-3 ans.<\/p>\n<p>Les <span style=\"text-decoration: underline;\">cours de renforcement<\/span> doivent \u00eatre n\u00e9goci\u00e9s prudemment pour assurer leur efficacit\u00e9 tout en gardant le budget global sous contr\u00f4le.<\/p>\n<p><strong>Conclusion<\/strong><strong><\/strong><\/p>\n<p>Le nombre de coll\u00e9giens et lyc\u00e9ens devrait se stabiliser autour de 65-70 dans les prochaines ann\u00e9es pour un budget global qui plafonnera \u00e0 4.000 \u20ac.<\/p>\n<p><span style=\"color: #800080;\"><em>Dans le 3\u00e8me \u00e9pisode de ces petites analyses, nous examinerons le financement de ce projet: dons, brocantes, Bibione,&#8230;<\/em><\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<p>suite de l&rsquo;analyse des chiffres bruts&#8230; (voir pr\u00e9c\u00e9demment) Comme le montre le tableau, le budget total de l&rsquo;aide aux coll\u00e9giens augmente d&rsquo;ann\u00e9e en ann\u00e9e et atteint cette ann\u00e9e 3.350\u20ac. Analysons l&rsquo;augmentation: Nombre croissant de coll\u00e9giens De 20 en 2005, le nombre de coll\u00e9giens est pass\u00e9 \u00e0 61 pour 2011; en montant de bourse constant de [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[4],"tags":[],"class_list":["post-953","post","type-post","status-publish","format-standard","hentry","category-barmathial"],"_links":{"self":[{"href":"https:\/\/d1pierre10coups.be\/wordpress\/wp-json\/wp\/v2\/posts\/953","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/d1pierre10coups.be\/wordpress\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/d1pierre10coups.be\/wordpress\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/d1pierre10coups.be\/wordpress\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/d1pierre10coups.be\/wordpress\/wp-json\/wp\/v2\/comments?post=953"}],"version-history":[{"count":0,"href":"https:\/\/d1pierre10coups.be\/wordpress\/wp-json\/wp\/v2\/posts\/953\/revisions"}],"wp:attachment":[{"href":"https:\/\/d1pierre10coups.be\/wordpress\/wp-json\/wp\/v2\/media?parent=953"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/d1pierre10coups.be\/wordpress\/wp-json\/wp\/v2\/categories?post=953"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/d1pierre10coups.be\/wordpress\/wp-json\/wp\/v2\/tags?post=953"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}