SNPTES - Académie de Strasbourg - Mot-clé - CAPN2024-03-10T06:11:49+01:00Alla Christianurn:md5:50c78884034ce91b1d57d2f45a6ddf33DotclearCAPN 2018: résultats pour l'académieurn:md5:f77dd69eabb3ef35ddfa0cc64a20c5c92018-06-11T10:48:00+02:002018-06-20T21:57:51+02:00SNPTES StrasbourgVos élusavancementCAPNLAListe<p>Félicitation à l'ensemble des collègues ITRF de l'académie promus à l'avancement au choix...</p> <h3><strong>Liste des promus dans le corps des Techniciens (TCN)</strong></h3>
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" /></p>
<p><a href="http://www.snptes.fr/CAPN-ITRF-session-printemps-2018.html?artpage=4-6#outil_sommaire_3"><img alt="http://www.snptes.fr/IMG/png/declaration_preliminaire_du_snptes_capn_tech_24_mai_2018.png" src="http://www.snptes.fr/IMG/png/declaration_preliminaire_du_snptes_capn_tech_24_mai_2018.png" />Déclaration préliminaire du SNPTES à la CAPN des Techniciens et liste complète des promus </a></p>
<p> </p>
<h3><strong>Liste des promus dans le corps des assistants-ingénieurs (ASI)</strong></h3>
<p><img 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" /></p>
<p><img alt="http://www.snptes.fr/IMG/png/declaration_preliminaire_capn_asi.png" src="http://www.snptes.fr/IMG/png/declaration_preliminaire_capn_asi.png" /><a href="http://www.snptes.fr/CAPN-ITRF-session-printemps-2018.html?artpage=5-6#outil_sommaire_4">Déclaration préliminaire du SNPTES à la CAPN des ASI et liste complète des promus</a></p>
<p> </p>
<h3><strong>Liste des promus dans le corps des ingénieurs d'étude (IGE)</strong></h3>
<p><img 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" /></p>
<p><a href="http://www.snptes.fr/CAPN-ITRF-session-printemps-2018.html#outil_sommaire_0"><img alt="http://www.snptes.fr/IMG/png/declaration_preliminaire_du_snptes_capn_ige_12_juin_2018-1.png" src="http://www.snptes.fr/IMG/png/declaration_preliminaire_du_snptes_capn_ige_12_juin_2018-1.png" />Déclaration préliminaire du SNPTES à la CAPN des IGE et liste complète des promus</a></p>
<h3><strong>Liste des promus dans le corps des ingénieurs de recherche (IGR)</strong></h3>
<p><a href="http://www.snptes.fr/CAPN-ITRF-session-printemps-2018.html#outil_sommaire_0"><img src="data:image/png;base64,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" /></a></p>
<h3><strong>Liste des promus dans le corps des ingénieurs de recherche hors classe (IGR HC au titre de 2017)</strong></h3>
<p><a href="http://www.snptes.fr/CAPN-ITRF-session-printemps-2018.html#outil_sommaire_0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjAAAABQCAIAAACI+NhLAAA7XklEQVR4nO2dBzxV/RvAz11ce2avyN5CFGVURilRElFK0dBCQyQSKb2v0qCSSom87aHImxdJw6sl3tJeUjKz7jj/e691xzn3Xv0r4nw/n/pcZzy/5zzP83t+vzMfLICAgICAgDCggCBI+R9L+ZeSAg60MghDnIAA1HAOs2F++EMSxKc/EIoxu35gB1YPBAQEBASELpABCWEIAdbdS5A8+ME9IOqUiTCacR25+aF35N5Mab+atRbSqAFRj1B+epNJ7teuPzACMhMtnP+Ybq7DS9OG+PVq3tnN/9y/Xd8J8EpYmdhFz7C1FQGeXY/T/AsVH7UuVJrWWcHmcwc2zag2LdzibY0fkKNAoIfi00izf/WvbfS05++JKvLX/bEb43XCqtwUvlEDkpCybf1iMWo8ktvfpZ//K/ZW1dM2UFBSY66De6y1ihgKzvsYmriOgtR1ts8n3I+aYYhjab+9yjfsz3Sc7e0YT/PeteSm/Jzjy3MfVLWjpZRMVrvPDtES/j1SfY+WbLoK4d6pcLP8Bvq91F02P54qi4UwrsKHS1F6l2qZm+E1ydseMBHLxuhs+2oXfaafKXAVvhX6XsrgGIPJPJXHqzug9logcZn71tk7Hl92cqNFQVOPfYWNDe12eDrY96ZHtpFXdGTD+KqxZVtmmvQ20fHUZ/3OIuvwKjeZSjYmIrfeK70cnX8n911TB4ASk9b0tJ8eba0qyZSVhwWtp09dva3rYclLv7CzPC8r89tAqUQHr8GRYDdTTNurZ8WhWYdt20Wf+WgKk2pT9scGPuafOtktQ1WU/PXZ0WvZdhUvM8IWelq6zr6clPj3m6VzVAUo4VNXFlveZj7bwRIZjQYLIOlLwZws3Yr5BiPYTnTAjldRCfHRnxQXTJ0fJ415/7R4a8Z+lHz0PuVGOO/PEePQgRtfFF/6hkEBZWlv3cxVeWjLSNU39jldap83e9keqc6y0iu7cx/P1Rir8FukAoZhE7KrdJkYb3BoxVSj7q3R/GKSWBjj7rRaXKLTSQZIL4oP+ZZKJATNtOAFUBghXQxsl+szOhsFGEw/4w+4VhhyEJNjLse/tToVMloODbHXi360zt7xptQ1/KNPrHIxwhHrPt6PTj/ndECoeo2VEuUoiVwYgT2QSoIN2Ue2edxuM7OcnOSkIA00PagoScxI/CAad9ZQYGBOBgYODFpUuqlgVbFNsb1U77BOrLu9Jv8LgAEG3hoY/pEyspSQ01WQF3n30PpReRVRXerW0aDH/EFrwhM1+WlxYOxppukXvc//hLHdMqPwibJ6uXkF0xZPESBV3rx+l39M3hiJ32PCO2z4XJq2RH9zlmn31BIK4pO8I9Hv5LeGh4Qp0BKIkekCh2ZAGPeqiI33TdmdzYOtN4setWlMj2g/t7/49Q5VdUHKQnL95ZKXgmbBf9poUP601zFd+2MP9afCENYQXUWz+2wAK6SloDy6L90TKy5BGpeXD6VoKUbdQPQJL4AR0lNVG0edypFfFe7kbHQ2CjCY/s0OX3WoVhiBdQzrXoT+tM7e8Z3vqeYSUJWV1aEYRk426dNd7Yv3ytutlPjJr0q+N/LY+Uhd4d9j8253zFgQmTVGvEvfaaZWIW6NBIFhNxpRQPFrRtt8CLh07or5oulCNAOArQWXzhfymUZrPY2uG2j9+kBh0SgAy8NDrDmaVw1oLQzT4O+dlWCE9aOnKqWfzD3z1SRg/DSX3NTtDxocRn/ZXVxn4BA0nn8YOnbwgpEe60EuOXns2HHVZfPEYWaWhPeHiz8KGi1fIs/TswglICIMED8ksPX+EgnYdsHWZ8kVRAtvc59vd2Mu3bznoW6Dpz6uRiIDLfWf68kagr/FWRE9MPOsnq4CtxucceHg1OVYjM6sALTp2fP9juGuda7ko3E8WADDw4P6DiNwpyTpy8lrFW2KHglm4nRXmFF8QqJ8/ZI3dMBqjPfwL9q5Js9hkpsyPwB01BSsLmmz9XWxfbNzsAxIIPH907zQ0hZ9Rwst4rugWkDdSkWCYZRBy6hpKQM3rtV0LtHVj5ogOib3Vgnu5SmiUfo4KdiOiTAQoHhHbporURF7MSCtyGrVBDWo2QL527viekBrioIw41qw7d119t6XgJt8gF/+K7xOGJmsKapMsNDLunzwZbuNNh7AiDlbKAWfOWawvXrdZDt/Q0VJ+LO2QQfEgETXVbRZ76HRgDMuHFwYnc5mEArAmJ493+cY7lvnLB9s/Vwem1+rZetthQfAlu+OPLZKkmvW1wCqDpryv91s6KeBxo+KcNNJT89On7AmQKz57Omrj6Ud7puLt78ZaM0otJZOWFFK/YGVcZuyIttRDvu1sgkAhITxTOGDwYsIAYS6NhII4A3sXMYXpM86RpadHO4giJweDToEFB0z3R/pn870ytconMjLugGpo6UZQMkI82KYlzdz8j7MWQPY/HdhVedIL3thFA7U95bL3lr0vEFLVxSF1Zq04gYqe+21kg0pJRuEdWICFm0Yxf97pAeGY2XpKn12bblpteJm108Ji+BqZ2jjwsGF0THsFIA1PYeD659j+t06pHyaRZsKx668iQFJRBDgU52S4zBSCAUQvzvy2CqJa37dQAJERPmRmwp0oOVHzwzN2RJ+vtJpwuO1j7A+K+wNcMCdgVaLCt7o5Nrpgjf3u9zAW5qoy6ABkFdQCAAamttJAMOTgaT2pmYAp8qHoYQ5RtQoYnS2zS3ZHePlILIdwsCD1bb3T3q0eenpQ/Ga/pIsq9E8/AIA2NTUQQL46TMAhgvvQ0Juqkz+j2TqpSND3U1imrnMupyi4jadqfwoAC1kM3nBnYleT58Uhh0/HZ78l/VW3/G/RdwwZDGWrkK3yjBt1bSuR79wAiMEgE+QxoWDW6PDKABvek4N98sx/W4d0vGeVPECY86smzEaR25vef/XuTSbmMZrEXMncWEEFNUQINPbdmSQshwFayKcgCgGqG5sJwJdozqxMifO8Nw7AgDIWAQ/86Pe3xqO4ORWeozZm5Tu/bKxVt1ri7YACugcaJ1ooPFyknLW03wCy3aGZ5TOWmWlzKdgKwnEV7z+OkmK7j4i+dPzqteATLB01/U5rKQ4P8AjJMeLnB4NVjAjFvnNvbj5SOTBy34s016MgLypMJD+6G2jlZg4nQ9RnL1PgGqM/LGisJAMko+H8Z2kZQ0SCQDqUp62TjHquXOMxmvoTU71eXlt98s7jaTxUr/DlTuGAYm1q/SaFSuoLqdg0JvKO6GNCwcXRifBK8DG9NwN+syOgd2sn61DO94aoI7AMmJiipTDEpcIme2YvulC0stZk7U4GoEsKsYPtNZ9obTQc7EU7Gz60A6IivFh4ZTEyzrKAqsrntVMlaMpjNWwC6o0+XruYHwUkcyVfYYmKDHtaTGjwgOfSYYttlAeZBcsUHj1zbONM1L+CnlgmGUsM99eJTbr/PZqvQR1vq7QIDc/ib7yGq+9wB3uJjnC4AMrPiZ13kPdA3fTAECZaR2PwgJzseTr5/e91wrvehAMABs/vWsSl/0e75MbLhc+B1Vm3V08WrprE9KXg7sTthf+98VAr+NTi5iMOC09gcTODiJaUIHvN4ki1us8jF1FCPo4YI2roIiDGqCwHLscCVYBNqY3NGB3bGDnuxpIx5DY7NSf1vU6oOUzQCZ1dAJoHIYbI6BV9XRkLpfuedQw0UyUNp8hvSovuAlKbdAQwQAgjJKSnk4G4QcvbHhgdMxYBEsdDUXVpDCyPMN+Ko2W8Fu4QvCN6HQF1nuhpOobu8zPkzauXx0sMyAXO1HShjO3jYpYmnmhUMvLxtov8WHsip1bXzhO8hwpQv5anX4tL4dolOZjKvebZBIEGmhZE690i2dTS5tZVvGMdvYNLN8VsX3n22kTXWRwtS9ubcmp0l8Uc44b73fW3a1+2kBLCmjeEUYCDw+8BCx9TY0lRHtOfIR9rOS2nC/Me9+2Py79g8GUSCt1mbbnSVkVfCZL7X+X+45QfZGxq3Q9qkVsrnr3Gt/3HpKMCZxxTSDHMIxaP7ocgwJWrbCmz2/W14c/NFLD3TlbvsMx3Lae+6Y1Of44q3zqK03Eby8+fhTmAdub32aezX0uYJKkRDmZQ3E0Ar+KU4LR3bmHtru9d5yjhP/yvCTm+jPJscuXy2IZz9wZfWQy98S47a7J0R9snZcZqijxdL568W/SOxAzLF+LpYdHTNtbDHINSCaRiGQSYQA/RoaR9PNyORRzPjB3fPl0xeXLItXyzkYXZnvmEABeiXEmM/Ndbe1Ef4fLLAj0oIScZi9aXp14mWUNWkAnaUPwqOwzf547dICAEpbSnDs3JI4y60UJcfZ+891FiXe7f0tPvWZ9vwyndVxXmG4LzEiTCZZnTx1473syaMbac/mLki51YkQtx/oUzOTwxu4gAnpyyNBVZKhL2h/6b3/Yu572pQYY48K1hJPpR5frU2DcX4JFcKZPftKUBH9oGDGLrKCWkO9wDHetH/wI6XgCdUBqLfOOLaNtzKuiMTYtxN2x6/IeRyOgxbz9N/JfzooozJjzDcQKKbpOW5HooAuhNmM6m+4Tfl8zJyo/b/6N+lYAEBBTcbJbmOKoPsxuIKEkTEMJpnBrecbM2dEzqmM1JoY2TfxFavWAM3aPA937/sbLO5ftd+5ZKeHs7O/sDLkjBayuyxbQ5ScriNBvqD5lusmD5tdM2rq/KzXhTUNBuoDECmkEL1gfvIBZCoqd93ltFiaCC5kWuoCTmLfDStqU7Leh/XTI0Hbox0EMHnoGJHZdxdQjHvSA2hnGuF2CWfsPW6OzUSACtGeR3md6Nr0UI6cN6RhW3b67dVb51KwHzoFTib0RunSRnOG6bIYrxAp26QzFZzjG7cwYN3i5CAgICIMb5FlhBAQEBIRBATIgISAgICAMCpABCQEBAQFhUEAdkHqr9SEg/DyGeZgN88MfkiA+/eFQBySQ+dMACAg/GBQKNZzDbJgf/pAE8ekPpPdLNMglOwQEBASEQQEyICEMIcC6U+MlZz92/6vqlLs0cwnzzxe9tadlqh+ruenDvA4BAWEw0DMgfSuarzT+b7+ypwkmvVUdWv7xUbQpWlxeFa9VGapldnrKtbIk+97CpqQ3+83U4ifdrYo3/EbNAm0pb4ttMsw0I2WOVV/1ke99kRSsv+o9yql43t37XscNzHa9p29dPari8SbVilBNk4TuwgAYca2Jvhv/iPHWEUABxE/5cYuX77hQ1YyVMnFfvT0xxF66sbutwnGHDPWiqpmPR8A972O6aIQ6VEM6DFVkGITP8NK7l3jsJZS04xLRMOr10vS370j7dHzQ7erd5nyQ8ruUFy5bpmaxr6Z7Ax4Z4+lBO5LW2kv3OKHjzdWdGzYnn7v9thUQVLFyD4qOC7KVxXHnIHglSfX3jm2J3pWR++BTB4AW07D1XLUlerHl71QlpX80nF4dd9sh0ZLhreDW8oRVmXWUUBgorQhPt5vA947//tD/DO/99nJ2HVDz8SqogA+TKGKOQOpXkshND9IjQmOPXn/aCAqq2sxduz12kZkYmhZged53qneb9cRwa+kSVctz7qXP947h+Bnj4U3rrYCRYy963H6epF8B6Yuu5AORKNh71oixxE5LgbeCbcmS+5Vxht0r2KcF6u4w7v5ppvg/4foMCSS93DdnpVPFkakj4D/GoOq+0GjdmuRrH70WKHT3ObC+eP/5r8rLffT4qJ+QE3I5lBPZY2Y0v4Jq91fGBF2O3Nhmimt6VXQwdKWPbbP8s4NWtXunO0U1zdt9Yc+o1rL0rbt3XJ1rM6+ns/Co+meXTPpGBggvDnn5pqskXNlhIQCgeKR0BYBnbBrqhlDNKHzX6/nnCu0l0RDSXkCrZ9tX3bz04KWvOBSQnXZ/m7klP6R8mvK0t4vFZp3I22zE21FXeT560UYnD6nqfH8lihs6q1NmmAbmiE0Njc+wlCe/KTwaH2x39U7GveNzFLjzEqSSpPfZfhYex5vM5oUkhRlIA7UPrh5OXDr5g9yrs9O5r7/0O4HByknX7FuVurx45ai+EuavT6xJfAHgBrCEOdveofGek/c5dUDmgFd8vXcSSwTOl2+7G2VjGf2f0YJNR+I0ce//Sd26xBWl/3Tf2F9ig2ECTPKBShQAd6n1OwFb4Nwt8INb+lH065Ld53SfJVOfZHnIws2tscqu/qNXr0jNrZm3oGsWCDaUHM5vVV3lrYMHHlH+5pXSMho9msEa7dT/cGIjtXUo2V/XUF/kwUXry2eqWpRvHb4tOOfGn0ttqAXCJ8+mFQgHewp+ovgUjCwVKD86RPMEANwIPYtx47or1rYB0A3RQXx7GUI4pDQY9dptu+c4YP3NA1faJmyJaA7fn1q2w9JaEFZ+K3XixCOhqq2jQ4lGPd2kp5nakVnlLf5KosRXaX5BOWJBf/+baNs1fZnh6WnjZ+DqH+hmd8GDq0tMEEqOVzizcN7xlhnHH2V5K3VXN/fwD9n2kSAxNEcjCihRu+iljwOiwq54ZU7v6uJgQ8HmjYUiHtET/4lmOQ3+ZcD3jtn8J7nyPrsOyBTwxBe7ICKwo+KPedH39bfeLwwzoCVE19kL1tYC0pTdvv3kox9OQCYfyETRA8fU+l10PIF192CF+wEJo+HnQUo7uWDhcYsL85Rg9sMquiweE7TkMKXP+VH7HNhw6/D1b+ohc7R42X5jmw4UFosGePh5AFqB8Hcv6ok2gj/8Thf43cJ71OtJ5+DXwuSr7RYp3j51WTHRqff+tLYR4lI+Gkc5yi5Rnf8d3VkM2J0Im9B3Mo2RnhK9ySR9+Y4zb92WMH/LnjsliS9Pxl9rM05MmK3EUN1cSm5IVzfn1QhM9D9osyZh7aR4U2oJ88q9q4802R6Ksv3XdgAHJNje4Y7KnM3Z+1x1wF4gI7D98eFDlYKul5bo907P0QKyMj/8QBFYgU4UNPrnWe75Hd3N/dGjBM03pahUmEUGzDtolbtEDXrOjpGfEjAOtehwXo3vfHkM2Fh6OK9Fe8NsdZ7uExf2gB3vC3aGHvuiv95HW0gR72MSvG6hgVXxutAV/tOMJGHqqX8POEXn7xBOr173+Tj4pSDleseYZFs55ba5eiu3HLzdZDNRmAv5YOvzs7GJz7SWJVsJA+DnB9efAer+ZhIMVsXKjLVXBvZcq2pbwn09H3olSZXrqwDVtbbyw+zZFbSwVUT85PRFa9KX/B2g+Pns2rjHGmvveyu1/zuwekH3Do8RlYs5eJ8aPdx1wB6gIpD89UHxW0ArwlB4qJ4dD15gEgWN/nmWa35Ld/crUwkYr8vccVk/NMhrl03hKujzPoysY4A12i/1+iffeXJNtw7ntuhFzFLrfZzgS6qVYGrXTwnfgtdHJ3RLqT82QfAY9QePltumq9nr9HgBQGtNzg108Nr4tA0z0zbITI7JztxgJcqtrnANdcMDJRz+Vh+UelTItX8n/91pvs9eGo0jT/XWDd56oKTB3lEUBSmfttOn5LEiqRgygUgG+CwictaNoVY3b/lMrW4uLcRc3VxYRghoq2vsBAHGu5vcKYn7XNZAAETkRYfZeARQU/+shNBYw/CI606BOWsv432urjLAD3wJc8jeodJ5hZP3u6cz7DogS8CzRmCI1OdmACUjJQh7XehDkjk/0wf0B/eEenDCmnxgE0X3Htyk1v5CauHk7kFIb6pCoVEASGZ8z4v6N2U53fjKq70yI+my7tJQz3ibTNa68VTQ0pMCbTBzU/Nq5ro+SsttMYpyG9l3eiA8PS032oR2wQgnrtZ34UjI9eTNGMHDM1z2CFu6W3eXTMNK2YSk31m992luStjiteFuodYvDupyeWBwDfUdOavwQ+PhqjVAqket9pqXXNBpuneSDMXnGJVpXlrr4g4UNzhMFUNByd9NHZEkvM+UxI3Gk9u/PPpro6+N8cdrD1ImCUpSq5vXNpMAhsLxpOZPzQBeVZha9JCzg1iV5BMXxQHVH5t6qpt3VsaaGW58SK1u7lvw7OiEoVycAq+3MtFnr/Ni79KPteP3brEXRwGtA60TdO/Ac+H9HuA7IGvAs0Tg2MIxAgDY9KmFBMDUWRrhe6YgsucJLqC9PNx65o0fefjDBBZfwCeK3n0gPEt6mzxaaUnXWT3K7nx9vh1rU2zSAoZfnIO7ByE9qRUrqiAK1L/+0gn0zsXBttoPzQBlOcP8Gqe26GjKRZ35kZ5b/KCPEi1lH2CHm3M476lUTm6LyVZXZToBPJLqegYGrDMArLCcqq511MHAUzbhS9Nn5fr37YQR1nAKTT10+5pj6Z0aArcDElxDTDAKHz8KZjNo9Ugfr6YUEkFygCrfclrVWAIl1b9O+efrFNeeRwYY5VOrm2OFZBQUFfkBQEk5ZNe6dM3IpNs7J9sZ2KoC8dfufQ1Wp3t+gfip5O/XgHawJmVrEmcHsSopqOOoA6y+WlSzSY+mMI/GipxK9zfnPC2jOri8pff7ghKzj4oZlxFYpBJ2ykd5sJwkQvQOFImj94l9AuA6IFzA00VgWec8U2kg/Up54yIFccjLODgRhZGqqr2PfdeK/MDL5EMZkNhJArA8mG6jMvuC9B42UdA5jMWzGJlZJ8vNmqk9FYUVHSUEsMIub/OK63Nw9yCkp5/yqjpNltmSvufyh4lz5GjWILw6s+cmWX3DBBn64tnUXZTmpqZd0vU4CVE3ngZKwjZwEu+svYl/PvtmFu+iyHUuQAlbb97tljEzJOTitCxXwQ9VX8S0lLoLhH/7RsSOUBD+QXkFbH0HLbyTW/VmSKFJ7y+n3ATN/rh7aqZ0V2ogvDroPH57yo0v05w7/uOsPLnzWyeAwWFRAK/W/JXmsSsjtt90TrAW6a5u/jk3OuYeflK6O/U+J5ZLBzEqOdIzbGr47E0bLrgec6MWncUIyqlp4GT5B+1rCD8UrIrfiRzBcvnpRqxnyITqPQ7m4YSNpfnBWjwQ+/40IHoHlqP3ifQSOHZAKpARLmMywUsx+c+IfQ/tww27bnSTG/970KRkpDikn3L52ZAanlbWAVIaUtDjN5tEMX0q/YbMnsVJaBhJ0K1vYRHNNm/zj1gA6+7BOkD15kh+s7AE15Nzvca6PVo/Z7Twl5IjMX8USc6/tFyHt/vR5z4wsu770n0Lpx6rhRaKErMOcOCdciAPM+7wFHmG86iO2qr7Zfi+J/S1taTpV6OlpyVss9JYujyyQMs00nDRB5dNkQvHyzTeTFp1lc/tvL0k13aEaAjfuzPpfeYcQ//+C+9Tr9Bun1X9xQO3UZapHsYqvcco4+Ovt2VjSt7Dxv3mEMpTX2nqrHtR+USYj9xeez8zLOG5hFvSaEFqdfPFRxMvmq2YMPrF+mDPMbLkt8Xp23fmdLqmHZjdFWhcO4hBSRv3AycWjnN1N/iwPHzZdFMl/rZXt/5KekDGqP42J/H/DzyKE70VIdeAZAKBSCQQyL/8a2QQvQPH0fuMQHVAxoDnBW4FWi7/yByBAhIbDwWedYgYZ/s2epWLNl/traNbYvP1M6vPzRzEjwIPYoifb1/IKbt7PPw2yjRxImVqSJs6MPkC/AcuUeTXOmsyyOOUWil8e3W36J8G2iQKLahqasomLQCjYd0tNUjnpH2TdqyC98ky/i2rIlKWzakjY6WMXKNzEtc5Qr+rhR7hlJi5vHgya914GiixcQFTRE5nGwU4Mj1Y33zR3+pi719dX2pg2AA30m/f5kMm4UtP3LlyJS48bNeiKVGdODnL+QcLdrpQlKkDuAOiob4vNWAUfLKufA5hEc6ZHvUCdyw4LXmwDG9/3FEGQ7/aPdByw+oDj1JPXolbyyy/jTog1Wd7m2bTNhZQmTA/rWC7Y9fpNF5r+cXHajs3RCcHe8a1AQLK42Ym5McG2cn1zLq4d1CfkovLY4ynHyi/bxsX9WfC/D3vqNXNFc2cVpxIWW89FG8goSQ8igiQ1Y2p8I/Z+7Gn2jSPxuqiptW/SC1GoHoHR+8zwdoBmQP+fu6VuDDWCJeYnHS7YFTwuj83eh1oRwmPsp17oDDOjZKekPeQvgOw8WbM/HmXmkWMFhzJCFDDdZ/LMvpCxVHzFUyiSM6t3ckkkkNqBYDPmYsmZ3b/1oh+8iiCTVpAw7p7sMJwFQmvOmPrhRlbWbfCG+94zVw3Xsw26Tmhu268RxFzjXORSScbwJMMi/hME9+BiRA6UISDO+ga099YRthI+2mWMXEd08YSzG3x6m5+Bm7mqiE6cHIT17EKh5KGh1fvPriKeX/syGUlhGW0n6zyqQkR3AurEwqv7Lwxw3kjvNZsHQSjJMVVIobe2854b4OXi/Brgegd7L3PoQPCBLwhVIQDWKkJwemlwelMiwWsj9QxnS3yW+yvAffDHwYCSsL1YhOD1bhJPlToEgU7zzIiaHOiATzBuhwuLdAagnb3YGWw3OtFQEBAQBjmIAMSAgICAsKgABmQEBAQEBAGBdQBCYUarM8AIgwhhnmYDfPDH5IgPv3hUAeklBSkEC/CzyUgADWcw2yYH/6QBPHpD4RizK4fyCU7BAQEBIRBATIgIQwhwLp7CZIHP7gHRJ0yEWYuYd780Dtyb6a0X81aC2nkUgsCwiCkt3p20ZEN46vGlm2ZadL7Kl7HU5/1O4usw6vcZCpPR5r9q39to6c9f09XJn/dH7sxXiesyk3hGzULEFK2hdrcidW8KHIsZoWPaG82AOsrUkftrp4XtsnrdpRZfgN96+oumx9Plaw4vckk92vXEoyAzEQL5z+mm+vwogByU37O8eW5D6ra0VJKJqvdZ4doCTV2txUyrniL3iWW95l5TfK2LxC9EA7VkCzDJ2IYhBt7yb1OLP0CKU3iMox6vbRX+Yb9mY6zvR3jaY6DlN+lPL7s5EaLgqYe0wsbG9rt8HSw782cxK9X885u/uf+7fpOgFfCysQueoatrQiGOwfBK0luvVd6OTr/Tu67pg4AJSat6Wk/PdpaVXLwvh33f9J6+tTV27oelrz0CzvL87IyB/ztT4iooH5Ritz+Lv38X7G3qp62gYKSGnMd3GOtVcRQNKdXmt+J8TTrcXrrixOq8ffd12/dOxIsSF1n+3zC/agZht1r+xEkaAFZh3FTd00brY4jlkMvRwbt/gCRBAjlsGlz3Rlc6mjo9BUwEcsmD3RNuSgJcP1iMRK8fEpalnl8ios0ONjoRwnzLwVzsnQr5huMgA1UjKqJldGZ7OSKRq9xYj1FmluL/3nwVcLWRw5H/Ugg3uDQiqlG3a2i+cV66gTxGhwJdjPFtL16Vhyaddi2XfSZz6jaG/ucLrXPm71sj1RnWemV3bmP52pY8vW2ZbW4RKeTDJBeFB/yLZVICJppwQugMEK6vLQS5nANdUOqZhS+66vluVBtSRSEtBfQ6mn2lTB/UXzpGwYFlKW9dTNX5YGUT1PelLqGf/SJVS5GOGLdx/vR6eecDghVr7FSoowNxNqU/bGBj/mnTnbLUBUlf3129Fq2XcXLjLCFc+DLYjAAqSTYkH1km8ftNjPLyUlOCtJA04OKksSMxA+icWcNBYZkysGgRaWbClYV2xTb931bjFh3e03+FwAzgCXMAZioGCtPeBWVEB/9SXHB1Plx0pj3T4u3ZuxHyUfvU/sJKnQHSfub6sI1mQfHfxOs9FGDWa4lOiTj4+cAlQQA+LSJHgmXvjD9ygOc0jKHNDj46F8J89K0Jfqbs0xFYEuYSxj5K59acfNJjeU4+a7i0W3PD1d1qtqb6+BoJcyxQloKyqMZpq6095Qx/CNlZCnZX1dBXuTdQ+tH5VWdErdKXgqaBf9po0GtwaxjylzCXEzRkvrxdqLoE14AI6SnqjYOTycQoiE6yPWXIYTDS2NVj6jZPQ8CW28WPWrTmB7Rfm5/8esdquqCsPI7qSXMsQKqsrLUrxjJySZ9uqt98V55u5USP/lVydGgx/xBa8ITNbs+fWrsaabpF73P/4Sx3TJTri4xQSiprvDvsXm3O2YsiMwaI95dwtzUKsStkSAwNEcjCih+zWibDwGXzl0xXzRdiHaUYGvBpfOFfKbRWk+juf321E8AOiqIFXlHot/Jbw0PCVOgJTIj0wUOzYAwJXY7frwOfUGiIFv/n3F+fvFMNXno5VpT+TmKQ6ABmQR6gEqbcOmL/KpwZ3/zALu0zD4NDkL6UcJceqwHueTksWPHVZfNE4eZs6PFXKxHBp24mdtk6Ue9agc2vCi53iEVYibDC3D5QAoKi0YBWB6erhrM9Z/ryRqCP/zi0vcL71GvV1Lrs+QKooW3uc+3uzGXbt7zULfBcykfjePBAhgeaglzYs3RvGpAa2GYRt+HuDHC+tFTldJP5p75arJEAk4IWyVJX05eq2hT9EgwE2coYS4kOqQ/7ozVGO/hX7RzTZ7DJDdlagnzmoLVJW22vi62b3YO5IAEGRWE94eLPwoaLV8i3xtTKAER4Z+vDU5ZRQIg1L9pI8vDLAeGyVfh/2+gkwANrtJmL5zzAPOI1D/5g59+lDDnHblprkRF7MWAtCKrVRPUoCfYaHn98eNQ6YefNPmOFcWAbaU3n7TIOs2WwnafarAHJL5/mhda2qLvaKGNF8NbKAWfOWawvXrdZDt/Q0XJH/h9aoyY83cIp1evO8GDX/4rvE4Ymawpqkyw0Mu6fPBlu402ngv5YOvn8tj8Wi1bbys8ALa8u14LqFupMMYbWkZNSxm4ca2mkzUQuVKSXLO+BlB10JT//QO1X6DxoyLcdNLTs9MnrAkQaz57+upjaYf75uLtbwZULaioIH97V1wPaE1R+OV1pokfPzQCWEl5PJq75QhwwCQBGtylzR5BbRzzAPPJTr/k/wb0r4S5omOm+yP905le+RqFE6HPAzEiugGjUH43Kz9ZWsq1vTj8pENvymi13mZablqtuNn1U8Ii+LWfRvdX71tLJ6wopSkk4zZlRbajHLWE+aQVN1DZa6+VbEgp2SCsExOwaMMormf2cA11g4USDj8hhFKPCtj8d2FV50gve2EUDtT3lsveWvS8QUtXFAUpn2aFpsKxK29iQBIRBPhUp+Q4jKSWMO9ophaxFsYzF7HGiwgBhLo2EsiNo1iUxDW/biABIqL8w+9ZSrT86JmhOVvCz1c6TXi89hHWZ4W9AW7AS5hDREWIUAu1zrQwL+yMqOGG+XKmsq3/9/kT2Pm6Kjfw6icx45lW/MAbmOUIXAGbBLrXc5M2uyBxzgMQsJPPIQ0OPvpKmNMKeTEdMLUULsPbyFhte/+kR5uXnj4Ur+kPXcIcJTxpggYm9WZe4xjX9yW5HYpRxnR30vCGaaumdT0ChBMY0Te84I1Orp0ueHO/yw28pYl6dyVntJDN5AV3Jno9fVIYdvx0ePJf1lt9uK0YC9dQLxDCfcfDRQuketRnpiqT/yOZeunQlkhMM5dZl1NU3KYzlR8FJd+TKl5gzJl1M0bjyO0t7/86l2YT03gtYu4kXkFqEevmdhLA8LAyqb2pGcCp8lErUXJ2EKuSOAFRDFDd2N5TwpxYmRNneO4dtYS5RfAzP42hWIGiB5zcSo8xe5PSvV821qp7bdEWQLGtvviLYImKcaEjqXWmmzpIAD/0mCRkcSbYpec5OqD9zTnrlP/gxHMOkt5ZC4DVMJ2d660vgSK+gV7+/xznMAI+CfRuwkXapIHhIg9AAS+fYxocbPQMSBhRMX6gte4LiaJ49yKws+lDOyAqxscwv8aMWOQ39+LmI5EHL/tBn1CgpLTG22EOHa78JPX4SYuSq6sE3XZYQXU5BQPWvI/Gy0nKWU/zCSzbGZ5ROmuVlTK6b5WG3uRUn5fXdr+800jidkCCa4ilXXrh46VgN4NSj/yxorCQDJKPh/GdpGUCEsV8dSlPW6cY9TwywCifWsIcwysjJqbIAwDiEiGzHdM3XUh6OWuyloKtJBBf8frrJCm6+5bkT8+rXgMywdKUrcmcHcSqJF7WURZYXfGsZqocTWGshl1QpcnXcwfjo4hkLg3524IS054WMyo88Jlk2GIL5UF1/YkuKu4Rx5oKA+mP3jZaiUHXmcbwKUhKqvY+9t3EB/+gFBe9mFc/dZWrGR+PuBjjRTm45QgcYJME6J6v5pw2qaD4OOYBGODkc5kGBw89gw1WVU9H5nLpnkcNE81EaTM10qvygpug1AYNEeYS5uJjUuc91D1wF7aEuYBmoA52VkH+n7UdZm4GilyHNwqvvnm2cUbKXyEPDLOMeD/UtIjJiHfXYO7sIKIFFfh+UFcBO99BCydxq56xEJrccLnwOagy6+7i0dJdepG+HNydsL3wvy8Geh2fOCtPJnV0AmgchnqRbb69SmzW+e3Vegnq3eWFyc1Poq+8xmsvcKfeq0Rz6SBGJSU9nQzCD17Y8MDomLEItYQ5r6iaFEaWZ3jMftESfgtXCL4Rna7AmsNJ1Td2mZ8nbVy/OljmV13RhIw6YcUJ5mLJ18/ve68V3vWUHQA2fnrXJK6g2O9HdLnoxRiBUfIK+qwZCm45AnvYJAFDffoNOaZN2kYc8wDso2FcyR/89JUwV3FKMLo799B2t/eOc5TwX56XxFx/Jjl2+XJZ1ucR0LImXukWz6aWNkMLRfFbj9flTSrKQ6sd1hdluBBBbK569xrf91y8jBbD9XCUtOHMbaMilmZeKJBRidyS/sFgSqSVukzb86SsCj6TpfaCXGdSiIb63vQjNdyd8z3C+9Qr1PKyan144CVg6WtqLNF7jMI+VnJbzhfmvW/bHwchn/pKE/Hbi48fhXnA9ua3mWdznwuYJCnxUkuYW/slPoxdsXPrC8dJniNFyF+r06/l5RCN0nxM5WiBzrWDGJS0MZl7Ytx21+ToD7bOywxVlHg6X734N+kdiBm6r8XSwyOm7S0GuQYkk0hEMonwCz9GBhN1vBLOvoHluyK273w7baKLDK72xa0tOVX6i2LOmXDxCmNn3d3qpw20+EPzjjBV5r4XI/wAiPWwSSC/WY+xPDmntEkFwzEPwAMln20aHIz0TQ7RYt7+G/kvZ0UUZsz5BmKFFF2nrUh00IV+3wol5DR70fLqRNgS5mrjp/D9m6043lGE0YrtD/23P+z9q+tLDQwbYCT9vFwOxZxfemfclaAZ4efyFyVd6sSIWo71KZhJffmL26d2IRrqe0UZI2aRFdQSwiKcMz3qBeZanRYsKsNpHdcVphtxMSNNJliePXXgve/JoBlrmeUTqANSa5l3bBltY14VjbFpIe6OXZf3cDLLl0Wq5Z2NLsz2zCEAvBLjTGbmu9ra9cY59w7qU3J8+XTF6T7h9zVzovLz5t+op5YwF1NxsluY4qg+FG8goSRMQwmmcGt5xszZ0ZOVsRoTQ5sm/iK1uoCNOgGdpA3Bo7LP/Hnu0AECSlhKc+7ckDjKKTg37yE1312UeLf7t/S0J5um9KMXI/y/kF7fh00CyU+amcuTc0ibNDjmATawymebBgcjDFcrcJIzXJfNcGXdCmfsHsd8lsSvmbR1f3cJc9NQkCkL8GmfTExhLNKMM/WIZ650ToMiHHTv+xMv71y235n2UyVD24FpYwnmtrC6LltAF64aogMjp+3AKhxSGrx6EaA9y/6SNiX7bWg/WeVTEyI4B1YnFE7C2dnf2Rlea7YOglGSemXacIzbmTFu8HIRfg1wUQdghTSCF6wPXsC0mNd6/h/MZcVVvWtSvLt+2yxMBBeyCuM2SDgtR+AIRs2efRJglza7tmVJOOzzAIouAaLZp2Uu0uDgY/g9EIyAgICAMChBBiQEBAQEhEEBMiAhICAgIAwKqANSb7U+BISfxzAPs2F++EMSxKc/HOqABDK/2o2A8INBoVDDOcyG+eEPSRCf/kB6vySCXLJDQEBAQBgUIAMSwhACrDs1XnL2Y/e/qk65SzOXMP980Vt7Wqb6sZqbPszrEBAQBgM9A9K3ovlK4//2K3uaYNJTyQNo+cdH0aZocXlVvFZlqJbZ6SnXypLse6sWkt7sN1OLn3S3Kt7wGzULtKW8LbbJMNOMlDlWfdVHvvc1LrD+qvcop+J5d+97HTcw2/WevnX1qIrHm1QrQjVNErq/OIwR15rou/GPGG8dARRA/JQft3j5jgtVzVgpE/fV2xND7KUbu9sqHHfIUC+qmvl4BNzzPqaLRqhDNaRD90YY95mLvWVGlXor2JYsuV8ZZ9i7tsuYed53qneb9XzOsLV0iarlOffS53vH0L652PHm6s4Nm5PP3X7bCgiqWLkHRccF2criuPCFER7CLCL3V3E85OFDw+nVcbcdEi0ZXv1tLU9YlVlHsctAaUWhvZwu1NHi2g4LNu+KnqXOB9R1R/XtxQqEcnZ9zYgaEdDBQ67YrAfTI/6aKPTrDnI4Qqq/d2xL9K6M3AefOgC0mIat56ot0YstJTEgnWfbCiByRevtZWoW+2q6/+KRMZ4etCNprb00JTG33YPu1JAJcya4Q38oeL8fJcxf7puz0qniyNQRsLNLnKr7QqN1a5KvffRaoNBTwry+eP/5r8rLffT4qN+JE3I5lBNp1O0PNL9Cz0cjBV2O3Nhmimt6VXQwdKWPbbP8s4NWtXunO0U1zdt9Yc+o1rL0rbt3XJ1rM68nw/Oo+meXTPpGBggvDnn5pqskXNlhIQCgeKR0BWglzOEaYmCAMldndcoM08Acsamh8RmW8uQ3hUfjg+2u3sm4d3yOAkeHEKohzDKbuoarQx76YLBy0jX7VqUuL145qq+E+esTaxJfALiBLWFOoyvUeZrfFKWsCZo9vl6i8qAd4xZs+xps8KS7wvcIhJ8I8X22n4XH8SazeSFJYQbSQO2Dq4cTl07+IPfq7HRxriSIzTqRt9mIt6Ou8nz0oo1OHlLV+f5KXZmA24Qp9zBySHi/fyXM032WTH2S5SELW8Jc2dV/9OoVqbk18xZ0nSOBDSWH81tVV3nr4GklzHmltIxGj2awUTv1P5zYSG0diu10DfVFHly0vnymqkX51uHbgnNu/LnUhlrvefJs5hLmCkaWCpQfHaJ5AgBuhJ7FuHHdn8VrA6AbYmaAMhfxVZpfUI5Y0N//Jtp2zYFneHra+Bm4+ge62V3w4HA1ifj2MoRZ2qhTLC4OeTiAErWLXvo4ICrsilfm9K6MDjYUbN5YKOIRPfGf6JcDrV9vqBsYyr67YZyYWJxgZ8myFUxf4xA8MD0C4edB+pC1cN7xlhnHH2V5K3WlkWke/iHbPhIkJFBclsnmkVDV1tHhBwA93aSnmdqRWeUt/kqitFXcJsyzr5OSLBWB3977/ShhruHnQUo7uWDhcYsL85Rg9sMquiweE7TkMGVE8qOOSGDDrcPXv6mHzNHiZfshbTpQWCwa4OHnAWj1nt+9qCfaCP6cO10Dk7k6/zu6sxiwOxE2ofeKDICRnhK9ySR9+Y4zb92WsP9UL/jTzfL7w6sRmOh/0GZNwtpJ8abUEuaVe1cfabI9FGX7r+3AD0h94JXNlIH2928aSUwDEmxf4xw8SEz8WggvT8ZfazNOTJitRHdBAsUnJfddxYfQOErmo2S/fkyHexLmwJ/7/wj6UcJc0HxTikqFWWTAvINWuUvUoCfyGPkpAeNQiw7n1fjOl8eAjaWH81q0N8xW5+k+cWEP2PG+YGfosS/66320hRTxPibB6xYaWBWvC13hP81I8sdfgRqAzAU2PLj+DFD3N5NgMCBWZqy9MrDnWlXbEvale3CKzj/dLL89aGGriPjJ6YvWpC/5O0Dx89m1cY811t73Vmr/d6A1Y6DzY8VHgEdVXoj5igNcX+MieH6j2wVDgm+VeVWA6lpb+R8wEwBbn5+NTXymtSzZisuTG/qEiee8+W9A/0qYG6/L3HFZPzTIa5dN4Sroa0MYWccAa7Rf6vVPvvPkmm4dzm3Ri5il1ntv/UuqlWBq108J34LXRyd0S6k/NkHwGPUHj5bbpqvZ6/SoJczX5NxAB6+NT9swM22DzOSY7MwNVqLc6grXECM/MXN9SDLnT2JcJEP5R2r5TK1SLM2chDDCMkJAW11jJwiwjyweKLPQduHukIcHGPlZCaGxhuER150Cc9ZexvtcXWWAH/AS5nSQW1/nJwRueyrmthMyqCH7GhfBMwhukg0nyG1fGwiAiLzo/zUefUoeK5KKIROIZIDPIiJn3RihXi/2J2EOBfpKmKNRAEhmvORJ/ZuynC7EebVXZiRd1l0a6hlvkwldixctPSnQBjM3Na9mruujtNwWoyi3kX2TeOHpabnRJrSzWZy4Wt9ZrZDryZsxgodnuOwRtnS37i6ZhpWyCUm/s3rv09yUsMVrw91CrV8c5LZiLFxDzHDOXNxZhoURvmcKInsfp2kvD7eeeYPanqAktUpxbTMJkKGf5pKaPzUDeFVatRIOLUKYJYm/H4c8PMDrrUz02eu82Lv0Y+34vVvsxVFA60DrRKM3lQA8Gh67cpOdKac7UEVVIPoaN8GD8CtB84mL4oDqj01EineoCzorY80MNz4kUKafvgXPjo7nSoqE95mSuNF4cvuXR39t9LUx/njtQcrkruch+pUwhwC9FWNFFUSB+tdfOoHeCTrYVvuhGaAsZyxRobboaMpFnfmRnlv8oJ9tQEvZB9jh5hzOeyqVk9tistWV/ro2j6S6noEB69QdKyynqmsddTDwlE340vRZuf59O2GENZxCUw/dvuZYeqeGwO2ABNcQKxwyF9eWYQInojBSVbX3se9aka5RGSViYKsKxF+79zVYne75BeKnkr9fA9rBmpSRhcRVi4xmsenXIQ8LUGL2UTHjMgKLVMJO+QyieyuCU1LzYs2E+cUVVOSFu9SCufXN0te4CB6EX4ugjqMOsPpqUc0mPVqM8WisyKl0f3PO0zKqg8u75tTqIzIKiooU7ykph+xal64ZmXR752QnWsL4joT5W9NzFLyqTpNltqTvufxh4hw5WvATXp3Zc5OsvmGCDHMJc6W5qWmXdD1OwpYwl7ANnMQ7a2/in8++mcW7KHJtKZSw9ebdbhkzQ0IuTstyFfxQ9UVMS6m73vO3b0TsCAXhn2F19pmLvWX6X4WTV2v+SvPYlRHbbzonWIt0Vyn+nBsdcw8/Kd2degcby65FsPXdLzLL7w9Wxe9EjmC5/HQj1tNFQvUeB/NwwsbS/GCtX/uyFk5ilL6BPnfzBua+xjl4EH4t2JGeYVPDZ2/acMH1mBu1Li9GUE5NAyfL/52vXpM7v3UCGByWq3NdhoQ5Q2oovO3dV8LcLCzB9eRcr7Fuj9bPGS38peRIzB9FkvMvLdfh7X7QsA+MrPu+dN/CqcdqoYWixKwDHHinHMjDjDs8RZ7hPKqjtup+Gb7vsXptLWn61WjpaQnbrDSWLo8s0DKNNFz0wWVT5MLxMo03k1Zd5XM7by/J9TUJiIbwsDuzy1zsLUMbkL69ulv0TwMtraEFVU1N2L98gFNbfDTxotmKCaNfrA/2HCNLflucvn1nTqdr2oHZXeMPmxZJ7w/PMfRnNcvr/h7y8IBHcaK3IuQakEwgEIkEAnmQf42Mqa9xDh6EXwtaxv3AiYXjXN0NPiwPXzbdVIm/7dWtv5IekDGqUP5gzhUS1F+ddS8qnwjzkdtr72eGJTyXcEsaLdiddblOmIV2+2xEfv/u3jenwip4nyzj37IqImXZnDoyVsrINToncZ0j9Guw6BFOiZnLiyfDljAfFzBF5HS2UYAj03sUzRf9rS72/tX14jHDBriRfvs2HzIJX3rizpUrceFhuxZNierEyVnOP1iw02UE9NV2KCAaYvfZAvjMxYVlPmcumpzZ/Vsj+smjNRx0w2stv/hYbeeG6ORgz7g2QEB53MyE/NggO7mee21sWlTwybryOYTZLO2v+3/IQxGUhEcRAbZKJv+YvR97Tml5NFYXNa3+RWr9XzD1NY7Bg/CLwchOP1B+3zYu6s+E+XvetQKAgKKZ04oTKeutKaMKcxV65lwRTP1Rn+1tmk1bJKAyYX5awXZH8Z6hheuEGbhjcXmM8W9/55jhJB+vOmPrhRlbWbfCG+94zVwrV8w26Tmhu4S5RxFzrVyRSScbQMYS5nymie/ARAgdKMLBHXSN6W8sI2yk/TTLmLiOaWMJ5rZ4dTc/Azdz1RAd3GeuLp3gLCNoc6IBPMGy+Egdc+Vpi/014P6+5vHKzhsznDfCKwjbIk5u4joWs3BzyAgDDp4p1HtA0UU1hn1fAzgHD2uPQPjJoEUMvbed8d7GuobOszC5Yu9HcC+k0O9ImMBv733kqjMCAgICwqAAGZAQEBAQEAYFyICEgICAgDAooA5IKLYveCIg/BCGeZgN88MfkiA+/eFgkSq8CAgICAiDAeSSHQICAgLCoAAZkBAQEBAQBgX/A6qUp/3OrOJ5AAAAAElFTkSuQmCCAA==" /></a></p>
<p> </p>
<h3><strong>Liste des promus dans le corps des ingénieurs de recherche hors échelle B (IGR HEB au titre de 2017)</strong></h3>
<p><a href="http://www.snptes.fr/CAPN-ITRF-session-printemps-2018.html#outil_sommaire_0"><img src="data:image/png;base64,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" /></a></p>
<p> </p>
<p> </p>
<h3><strong>Liste des promus dans le corps des ingénieurs de recherche hors échelle B (IGR HEB au titre de 2018)</strong></h3>
<p> </p>
<p><a href="http://www.snptes.fr/CAPN-ITRF-session-printemps-2018.html#outil_sommaire_0"><img src="data:image/png;base64,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" /></a></p>
<p><a href="http://www.snptes.fr/CAPN-ITRF-session-printemps-2018.html?artpage=2-6#outil_sommaire_1"><img alt="http://www.snptes.fr/IMG/png/declaration.png" src="http://www.snptes.fr/IMG/png/declaration.png" />Déclaration préliminaire du SNPTES à la CAPN des IGR et liste complète des promus</a></p>
<p> </p>
<p> </p>
<p> </p>[ACADEMIE] Calendrier 2016 : Conseil National, Conseil Académique, CAPN 2016urn:md5:0101786f22aed237275f3f99920db0672015-11-10T17:04:00+01:002015-11-18T00:43:16+01:00SNPTES StrasbourgAcadémie de StrasbourgcalendrierCAPACAPNConseil AcadémiqueConseil National<h2 class="sectionedit15" id="calendrier_previsionnel_conseils_academiques">Calendriers prévisionnels</h2> <h3 class="sectionedit15">Conseils Académiques</h3>
<div class="level2">
<ul>
<li class="level1">
<div class="li">Les réunions se tiennent sur convocation du Secrétaire Académique généralement un lundi de 13h à 17h au <a class="urlextern" href="https://maps.google.fr/maps?q=43+rue+goethe+strasbourg&hl=fr&sll=48.599123,7.587081&sspn=1.078949,2.526855&hnear=43+Rue+Goethe,+67000+Strasbourg,+Bas-Rhin,+Alsace&t=m&z=16" rel="nofollow" title="https://maps.google.fr/maps?q=43+rue+goethe+strasbourg&hl=fr&sll=48.599123,7.587081&sspn=1.078949,2.526855&hnear=43+Rue+Goethe,+67000+Strasbourg,+Bas-Rhin,+Alsace&t=m&z=16">local syndical 43, rue Goethe à Strasbourg</a></div>
</li>
</ul>
<ul>
<li class="level1">
<div class="li">lundi 1er Février 2016</div>
</li>
<li class="level1">
<div class="li">lundi 6 juin 2016</div>
</li>
<li class="level1">
<div class="li">lundi 17 octobre 2016</div>
</li>
</ul>
<pre class="code">
Ces dates sont prévisionnelles
et la réunion du conseil à d'autres dates en fonction de l'actualité n'est pas exclue.</pre>
</div>
<h3 class="sectionedit16" id="calendrier_conseils_nationaux_2016">Conseils Nationaux 2016</h3>
<ul>
<li>
<p class="western" style="margin-bottom: 0cm; line-height: 100%"><font color="#000000"><font face="Arial Narrow, sans-serif"><font size="3" style="font-size: 12pt">du 19 janvier, 14h au 21 janvier, 17h (3 jours, dont une journée de formation)</font></font></font></p>
</li>
<li>
<p class="western" style="margin-bottom: 0cm; line-height: 100%"><font color="#000000"><font face="Arial Narrow, sans-serif"><font size="3" style="font-size: 12pt">du 24 mai, 14h au 25 mai, 17h</font></font></font></p>
</li>
<li>
<p class="western" style="margin-bottom: 0cm; line-height: 100%"><font color="#000000"><font face="Arial Narrow, sans-serif"><font size="3" style="font-size: 12pt">du 11 octobre, 14h au 12 octobre, 17h (Conseil national élargi).</font></font></font></p>
</li>
</ul>
<h3 class="sectionedit17"> </h3>
<h3 class="sectionedit17" id="calendrier_capn_2016">CAPN 2016</h3>
<div class="level3">
<ul>
<li class="level1">
<div class="li">Remontée des dossiers Liste d'Aptitude à l'administration centrale (DGRH) pour le 12 février 2016</div>
</li>
<li class="level1">
<div class="li">Remontée des dossiers Tableau d'Avancement à l'administration centrale (DGRH) pour le 9 septembre 2016</div>
</li>
</ul>
</div>