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Samedi 24 mai 2008 6 24 /05 /Mai /2008 09:18

 



 
 


Face à la dégradation du pouvoir d’achat des familles, François REBSAMEN, maire de Dijon annonce, pour sa ville, une mesure exceptionnelle : le gel des tarifs des prestations enfance et jeunesse pour les familles qui utilisent d’ores et déjà ces services et également celles qui s’inscriront pour la rentrée scolaire 2008-2009.

Ainsi, les tarifs appliqués aux familles, à revenus constants, pour les cantines, les services périscolaires et extrascolaires (garderies du matin et du soir dans les écoles et centres de loisirs) et pour les crèches et haltes-garderies resteront identiques à ceux de l’année scolaire 2007-2008.

A ce jour, 75 % des enfants scolarisés dans les écoles dijonnaises déjeunent à la cantine.
 
Les personnes âgées
à qui sont livrés des repas à domicile (300 000 repas par an) confectionnés par la même structure que celle des cantines scolaires bénéficieront aussi de cette mesure.

De telles décisions ne sont pas sans conséquence sur les finances communales : la ville évalue à 626 000 € le montant des mesures d’aide au pouvoir d’achat, c'est-à-dire presque un point d’impôt.

La perte de recettes consécutive à cette décision sera compensée par des économies réalisées sur le budget général de la ville.


 
Pour François Rebsamen, il s’agit de mesures de solidarité et de justice sociale, qui visent à protéger les catégories de population les plus fragiles et les plus exposées en termes de diminution du pouvoir d’achat.
 





Par Nicolas pour Médiapart.

http://www.mediapart.fr/club/blog/nicolas/140508/a-dijon-francois-rebsamen-gele-les-tarifsdes-cantines-scolaireset-des-prest








Quand les communes (ici, Dijon) ou les régions (en Poitou-Charentes où Ségolène Royal débloque 500 000 € pour les pêcheurs) doivent se substituer à l'état, une seule question se pose, non ?

Que fait donc le président du pouvoir d'achat ???
 
 
 
 



Par Ghis - Publié dans : Contrer la présidence sarkozienne. - Communauté : Soutiens à Ségolène Royal
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LQpVktbTgEpQs5kKPdJ7Q9etJSw2ZffuvmrTSlPBRSU+jlMKk9AO+rXvXrWH2gU84Q2w2AVqMkwI66kk1FN0eGoWi4xDJC715akk6kNhXZHvmaDgbN/J6ZQAq+dU6vq20cqPvHtK/KpR/gcwrJkFuP2g4rP75/hUK367wHWnE2NutTcJCnVpVCjPJMjUDqfZSewvHH7d0OsuLbcBnMDz9ff7aBi7x9y6rNBuLQqdYT56Veegd8jzk+yRUF2OwD55esW5JAdWAojonmfyFWm2Mxv59YMPqGrqO2I0nkrTuOtKPZbBm7XaxTLQhCSspHdmbzR6hNB3t5e6mwZw515hrguMJzApUTm5CFAkz36RUO2I3HvXjSH33Aw0sZkgDMtQ7+gSD4z6qaG/N4owd3KSMy0JPiCoSKS+D748QtrcW7biClAhClNgqSO4E6aeINA3rHcNhiEwtLrp9JThH5JAFRfbbcI2hlx6xWsqQMxZXrIGpyq5zGoBrk7H7MYpizqLm5uHksBYVxFLIzZTP0aRHqzaAU59rdqGsPtVvOqAgEISTqtUaJHf4n10FQVV81kuF5lE95J9+tY6AooooCiiigKKKKAooooCvK9ryg9ooooCiiigKKKKAoor0UE73Vbu/5TuCXJFuzBcI5qPRA9fU9BT/x7aG0wm2TnytNpGVtpA1UR9VKf1J076gm4LaC1TZrtytDb/EKlBSgCsGMpE9w0qc7TbA2WIKS5coK1JTlSQ6RAmdADGvfQV1273i3GJufSfRspP0bKToPFXpK8fdTr3FYrxcKQiRmYWpBA5wTmTPiZPurP/gTwkJjgHl53GVPr86PypX4XtQ3gOLXDTKi9ZlQSvtAmIBkEaFSSSPHUUGnv0wVTOKLcg5LhIWlR5EgQoD1fxpfMslRCQJKtABzJPIDxq2rV7h2LMgFTFyg65VEZgT4HtJVWDD9hMLw9XGQ000pOocW5JT6ismPZQb+wuCG0w+3YVopDYz/tHVX60pNm8VTcbWrcR5pLiQZmciCmfbE11N5G+xpLa7fD1BxawUqfHmoB6I9JUdeVKTYjHRa4hbvqJyocBVr0Oij+c0Fh99dkXcHfgjsFKzPckifbSv3Nbs03ijd3KczDaoQ2eTih3/2U93WmrvQxBpeDXKg4gpW32DmEKkgpy981obndo7VeGsMocQl1pOVxskJVMkzB5g94oOttnt/a4W0OIZcKfo2EaExoPBKR3n2VW3bLbO4xF/ivnlohCfNQnuH8SdTVkdod1+H3rqnrhtRcVEqDqhoNAImAK5V7uTwnIRwi3p54eVKfHUke+grHRW5jFsht9xttfEQhZSlfpAGAfbWnQFFFFAUUUUBRRRQFFFFAV5XteUEvwndXiNyyh5ljO2sSlXESJ9hM1t/4FcV/q3/MR8VOvdWXf5ItcobjIYzEye0e6tHbreyrC30NOWwdK0Z5S5EakdQe6gRDew92bw2Qb/xgc28w6Cecxyrtf4FcV/q3/MR8VTXdjiqsQxq6vkNBP0XmqV5pVCeceHdTeViDiVJSpLQUucqeIZMc/q0FTdo9j7mwWlF03wysSntAz06HnXQwTdjf3bKXrdjO2skBWdI5GDoTPMUx/lAYQotMXKm0pVnyKKVTMjSZA7oqR7nFvfyQwENtqTmXBU4UnzzOgSf1oEnd7tb5q4at1sw8+CW0509oJ56zAjxrfd3M4olJUbaAkEn6RHIanrTU2rW6McwyUICghzL2yQfWcszU4xO4uCw7LLYHDVP0uvmn+zQVpwfdlf3LSXWGQtKhKfpEgxMciZroq3WYukpSW1JJ0SOONeuna7qlOwe+TgtWtim1zqSQ0HC7ElSu7KY505y4/wDZNfin4aCsuMbvcUtWVvPoWltA7R4wPMxyCp5mofnmm3t7vnFzb3Fl81yEkoz8SfNV3ZRzilFNA3MO+T8+ttt1N20niICxCFSMwB5j11sP/J5u1DtXrSo6KCz/ABNN3Z5535pbw2kjgo1z6+aPCoi/tRdp2hFsD9CpnNwSoZZicwMc/CgS+2e7O7w0BT4SppRgOoMpnuMwQfXXc2M3KP39qi5S+hoLJASpJJgGJ08aa2+BTisIuM7aQkBJnPJBzJiBFb27y1eYw21bS0mOGFSXde32jIy6c6BdK+TrckAG9bgchkVA9QmlXj2FLtLp1hZlbKykqGnLkRVtLHF3HS5lbSeG4W1S51SATHZ8aQW9rDi3jiVLSEh4trgGQdQDJjwoOhspuUvLptDr9ybdCxmSntKcIPKRICdNedSG5+T1KSE4g7JH1kSPcFTTUD7saNo5faf/AFpYWm2j2F396cT4vCeUFMaFSIk+aRoNCNNKBV7cbuLnDSkvZVtrMJdQZBPcQdQY6VE4p0b0N6Fnf2CmWpLmdKkygiI58x3Ul6DfwfAX7pzh27S3Vn6qRPtPQDxNS8bjMVieCj1cVM/rTU3LWXBw1tTbSCp4la154J1hIMjlHSuhfbaPpxm3sghsNuNqUsTJnUjtRpy5UFcsd2VubNQTdMraJ5ZhofUoaGujgG7e+vWuNbM8RuSnNnSNRz0JmrHbdYUbqwfbdaQQG1KBz6pKQSFDs8xH51GdwZX/ACWcqUkcVWpVHd4UCYxPdtfW7jLbzORVwvI2M6TmV3aHTn1roHctio/1bl/tEf8AWm1vOUv59hEpSD8507XPzeZjSmCtbkGUJ5H6/h6qCpmz+wl5elwWzXELRhYzAQfafCux/gWxX+rf8xH/AFqe7h1rDt/kSk/SayqI1V4a1O9tdtnMNtvnDluhxOcIhLvUz3p8KCseObMXFmpKblstlQkA9Y9Vcs1Nd5O8IYqtpQZLPCSUxmzTJnuFQo0Fr90f9D2n7B/eNZ9prfClOp/lD5rxAns8cpzZfCelYN0P9D2n7B/eNKj5RQ/x9n+4/wDkaCeboMOaD2JPMhHCVcZGyjzcqRPZjprXQ2nxgJxzDWSeaHT98QB/w187kLDhYQ0erilL95gfkK7eMYxYt3jLdxwxdOfzJU3KuZGio01nrQcjfLhXFwh+NS3lcH/6kT+Rr43Hf0Mx+0v981LNoLAP2j7R/wBI0tPvSahu4y4T/JLaJlTbi0qHccxMH2GaDHth/wDkOFfsOVPcXH+Lvf3av3TUO2mwZ5zG8OfQ2S0yhwOL6JJ5T66leP3SUWr6lEBKWlEk/smgqTsj/SNr/vCP3xVtMVxBLKmyUuKLqsiciVKAJ9KNEp8TVQsDccF0ypkZnA6koT3qzDKPfVx7ZSilJUkBRHbAOgMagd+tBTfHifnL+YQrirkeOY1oA1v7Qf50/wD3q/3jWijnQXH2aQE2bBGktIPtyj/yK4q9o8JS+blbzDdwAUFa+y5A0IhQBjTurDu424try1QlCsrrSUoU0o9oQAJEfVJ/70m9+jGTFViSZQlWvSek91BNd6G860u7b5lauF5T60pUtKTlSnMOUgFSvACmuzcJabQkyAlIAOU9B17uXWqr7ssO4+K2iYkBwKPqR2v4VbRa/dQL3c9jHHF+QZ/xxaxPOF8v0qJfKOw3tWj4ETmbJ9yk/wAaZ2yW2tnfKdTaky1GeW8nOQPXyrgb77IKw9LpE/N30L9SZhR91BDtgt+HDQhi/QohICUvpTJgaDOnrHen3U37e4t75iUlu4ZWPBST4EHkfAwaz2yGloStKEQpIUOyORAPdS/2AwG7YxfEVrbUi2dUSknRKiVSkpA8OtBDt7m6Zq0aN3aSlsEBxokkJzclJPOJ0INJ9VWu3tPpGD3WYgSgAT3lQgeuqoigtfumQDhFof8AZn941Hsfcjaiy0/0B/8AlXY3MX4cwi3AIJbzIIHQgnn4wawYzgTy9oLS5S2osoZUFOdAddD3HWg7FxivGtLoDmhDgV6spj21HPk/f0Wf75f8KmG1l4hmxuVqISngr56CSkge0k1Bfk8XgOHuIntIeMjqAoAj2EzQbu9L/P8AB/8Aeh+qaYzvmn1GoLvCwd5+8wxbTalpZuMzhH1RoZPhpU2urlKUKKjACSSTyAA1PqoFBuA/ncR/vB+qqZm0zNmpmL/g8HMI4xATm6c+tLL5PiwpzECNQXAQfAlUVNN62yT2I2QYt8gWHArtqgQJ6gHXWgR++JqyTeNiw4HD4IngwU5sypmNJiKgJqU7ZburnDA2bktHikhPDWTy5zKRUWoGRs5vuurK2btm2WFIaEAqzSdZ118aju2+27mKPJdeQhCkIyAImCJnqfGnNsJuYs27dt27b47ziQpQUTlTOoASOZHUmpA3stg1w45bot7VTjMcRCUAKTPeRBoFBgu/a6tbdphthgpaQEgqzSY66Go/tBvFeu71q8cQhK2cuVCZy9kz1M6mpjvh3XsWTKbq1zJQV5Ftk5gM3IpPMDpBrJuN2Gtbxm4du2UvBKwhAVOmknkR3igwH5Rt4f8AV7f/AIv+tQrAtv7qzuHHrZQRxVFS2yJQZMwQe6efOrFDdThX9Sb96vipF75dmmrLEcjCA20ttK0pTMDmDzJ6igkiPlHXIGtqyT351D8qiu2W9e8xFJbWUtMnUtN6A/tHmfVypvbEbuMNew+2cdtWluLaClEqVJPU6KroubusF4oZNswHVJzBviKCiO8DNqKCsmHX6mXUPIjM2oKTIkSkyKk1jvPvE3Xzhxxx1WbMEF1SWwT/AGQYjwph7yNzNs1auXNiFIU0My28xUlSesTqFD1xWTc9sNYXeHBy5t23HOIoZiTMDlyUKBH390XXFuEQVqKiB3qM+6sSDBp1b29grRk2Tdky2yt94oUQTy055ieXOpo7u3wi3aCn7dgJQkBS1LUJPfJWBrQV1dxwhaVMJ+b5UweGpUq6qJJM6npyrNtdtU5iD4fdSlKghKITMdkROvU1NdhtgmcVvLh5QDFm2uEoQYJ9FIJJgRqTrTLxfYPBWGcjrbLIdIQlZUSrNyBBmZk+o91BW/C8Uct3EusrU24jVKkmCP8Azupl+UNeZcvBYMiCYVPKJ58+taeLblnELVw7llSAYC19mY0IJ1SFE+amZVRum2RZdv37e9ZSstIIyrMBKwYmARPvoOBsTvDewxx1bSELLwhQXMc5kRHfXe2g343N5bOW7rDAQ6nKSM0jxEmp81sxhTS2re7s7ZN24TlbbWspXEwQSrsgjlmPOaiOE7E26tol2620C2CS4G80py5eyJnv8aDh7I747ywbDXYfaT5qHJlI7goGY8NaljnykV5ezZJzd5eJHuyz+dT9/dpg6BJtWYH9tXx0rNq9nbNrHrVltptFssIK05jlIVMyZn86CKbZbybvEoD6kpbBkNIEJnvOpKj66iuarPsbD4EtJWlm2KQYKuIYBHjnrk41stgarS6Vat2ynGmlkFDhMKAMR2omaBKbLba3WHrKrZzKFecgiUKjvSeviNaduwm+1i4aUMQcat3UnSAQlSfDnr4Vo7qdg8PusMaduLdtxxSlAqUSDofBQ6VGd72wtvav2ztohCWXSELQlUgKBHieYNBIdulYVf53F4sskJKkMhz6PMBoAkp0k0n9m9rLmwe4ts5kURChEpUO5QPOrHHdjhPDn5ozOWfPV3ftUkd3G75OJXLgcXw2GT2yCMx1OVKZ7wOfSgkzPyjLkJAXasKPeFKT+Umo5tZvgvL9tTRyMtK85DcyrwUomSPDrToVsbgtgzndZtkoEArdOeZ5edOvsrHi+6zCbtBKG22ioSlxlWXmNDE5SOsQKBHbDbyHsKDvBbbXxYnPOmXugjvqV+Ube/1e3/4virk7L7FNtY6LK6CHm0lU69lQyyk6Ee6nC7u5wYKCRa2+ZR5F0g+zt60CL263lPYqlsPNto4RJGSdc3rPhUONWB3l7EYZbYa+4yyw29A4ZCzPnJmAVGTE1X9XOgt3szdMX1qzcpCV5kJB15Ec0mDzB8KiuM7CXNpc3F5hoYeVcDtsPzp17BCgDJHJVRfZDdji9pletLphAcAUUlSilQMHtJKY/j40xNkdufnFw9ZPoCLq38/IZbUBEqQTr15GgR22G390825aXNqywZGaELSsFPLzlkR7KbW5HBUpwlClIBLq1L9YmE/pXu+7Ztt7DnH8v0tv2krHPKSAoE+jry76lOwthwMNtW4gpZTI8SJ/jQamHvoXiV0xlENNNE+teY9/dFLb5ReDpT81eSAPObPjyUP41P8ABNl7lrF7u8cW2pq4SEJAJzDLGWREcp61zt/GG8TCVq0llxK/YTlP60G3u8wRo2Nq4tpJWphIzRrAnmfbXxiOxSnMYt7pKGxbtMlKtdSozAA68+ddndwP8lWf9ymubim07zeOW1mkjgvMlShGoImCDz6cqD3b26trbDrjiFCCptSUokZipQgBI6864m4iwbXhYUpCSriq1I10iNa728vZW3ubC4U62OI02paHAO2kpE6Hu6Ryrk7gf6JH96v+FBKMU2TYcdaeW0ghgLITkmSoRMdSBMA99QLffiTLFiloMt5nyAgkapA1UY5JPTn1pm3mKpQ+yyebwUU6+gASPcag++jY/wCd2JdSDxLYFaY1lP1kgT7fZQcr5P8AhLa7B1a0JUS8RJSDoANNeYr636WKENWZQhCSbkCQgDoImBqPCtj5PDg/k50Do8fzAijf2forH/eh+goJ7Z4KgoAdZYkkKIS2IJHI6p50ptkbRX/qDEg2hpZGYw6NPOHKAY91OtudO6B+lKDYZrPtHigCinQ6jmO0nv08KCfXGz1oshVxas5lwjVIPTkD1HjzqLObqkpxBtdslti2Q2A4hTXEDnaJKe1yMdake3l5wG7ZfddtD3mD+tSdxkHnyGvu5UC4xTCRcIuGrfD0NpaXkS4Msr1GYt6gCOs1BceTaubQWSWCytmEJVkAyEiQoEd885ptburzj2anD9d90/8AGR/ClrtnaIb2ptAhITmLalQIkmZJjqY50DJVsdauvFS7djKg9kBiJHWToD7qR+1O6O+Z+cXJbaSwhSl6OjREmAB4CNKs0U61XfbLfRcupubRTLIQoraKhmzQCRPOJ0oGFuVskLwllRSknMsagel+tdna3Yhu5tHGkttJVotBDaUkKSQdSBrPI1z9x39Ds/tr/eqS4djoXeXFr9ZkIWPFKwdfYRFBkVgzQa/mmwcnRCfR5cuU0q9wOHNuN3pWhCiHQAVIBjQ8pFOW58xX7J/SlJ8nZQ4d6P8AbDT2Gg2d99ihGFEhttKuMgSlsJ7+4V2NnNp8JTaMpcfswrhJCwoomQkTOnP11p7/AM/5K/8A7I/jUVwj5P7T7LbhvFguISsp4I0zCfSoMiX7Z/alk2xZcZLQHYAKJCVTy0mm7eYAwUKAYZzFJA+jTzIMaxprST2Y2SThu0jFslwugIzZinL5ySYgE0+rt0pQpQ5hJInwE0FW9pN1F9ZsruH0NpbQdSHATqYGg9dQlVMba7fLcX1s5ausspSsiSnNPZMiJMcxS5NBaXdpt/b3doy3xEIfaQlC21KgykRmTPMGJ0rp4ZsKwxfvX6VL4jwgpJGVPLMR11jrVd9kd3ruIiWHmkKBgJcKgSYnQgEcta71zuou0OBleIWyXCCeGq4WDCRKjBHIDXWgkm+Dat1dwizt308N1IQtCSkhaioaLVzSIpt4fiLaWUJW40FBABCXBEgAGNeVV4c3NPJCSq+sAHPNJf0VrGhjXXTSvq+3I3bSVkPWrimk51oS7CgkiQTI0npMUDDwTeO85jz1ot1v5qnOEaJHmgR2+vWphtqWrjD7poONFS2lZQXE8wJHXvFVww7d1dOgLPCaZJjjuPoDYPcSFc/DnXdb3JXKssXVmCqIBdIJzeaQI1CunfQOrd1iTScLtApxsEMpkFYn261GcevGztLZKDiMoYVJzCB53MzFL1O464K1Ni8sitAlaA92kgcyREgDxr4f3KvoSla72xSlzzFKfgK/ZJEH2UD32xxFpVhdAONklhcALT6J8aiO4i9bRhQCloSeKvRSwD07zS6G4y55i7s9Of0x01ju765G1u666w9riultxGbLLaiY8SI0FA2N7e0ibd/DbhC0q4T5KsqgTlIAVy7wTTDVijC0RxWylSfTTyI9fcapkefhXWc2WuQ423wllboCm0gSVA9YHLTvigb27vaNjCr27w99YQ2p3Oy6T2SDyBI0Eg8+Ug0xNqNlGMTQznWqGnA6lTahBI6HmINVd/8ATFwULWGyQ2vhqAMkKHPQdPVXWw/Y68U0pbbiUtpbzn6fLy5oidHB6JoLK7RbX21i0VvuJTlGiJBWo9AlPOTSi3L42l7F724cKW+MhS4KgB2lgwCecVDGtgnXGU3CrlnK4sNgkrUSs/VnL075jxr6VuvuEvqYUttDqUZ4UYBA/tcgTzAMTQODfhijf8mgocSSl9sjKoE6GehqU3m0zXzBTwcR/m5WBnEyUT386roN2zvAU8q4YSEKCSklUyTpEJgzPfX0/uyeSWwp5oB5RQ2ZPaWPqwNQemsCdKB0bmsQQnCWc7iEqKlmCsA6qJ6moftvcIVtRZqCklI4cqChH1uZ5Cogzugui7wVLbaXkz/SGABMakTlPcDE1nTuafLi2/ndoFtkBSVLUDJ5RKdQZ5jSgsgcUZ+1b/ET/wBaimJbGYQpLiyxalZClE5hMwTPnd9KRjcFeOCUXFqsd6XCR+QrL5PF/wDbW/31fDQMbcretowhkLcQk5l6FYB87umo3i+1KbbalKwtJaebQ0s5gR2gYM8tDFR4fJ3v/trf7yvhoPyeL/7W3+8r4aB9v4m1kUOK35p+unuPjSC3L7aM2N0+1cKCG7g6OHklSSYB7gZ516r5PF+B/O25PdnV8NalzuJxBtBWSwQkEqhzkBz+r3UDz2q2cYxa04KnDwyoLC21A8uXeI1rNeYjbYewniuoaQ2gJBUoSQkdBzJMchVdHN3mIN26H2gpxlw6Fhwn2wnp41nwLdPf32YqlpSP6wFCR/ZMGaDu7N7Vpvdpk3PmtmUozQISlJAnxPP2093MRYUCC60QRBHETqDz61X5Pyfr+SOKwI/tK19XZ/WtJW5e6SVBbzKMhg5g5rHUEIIIoGltbsbhSLG5W0xahxLSygpInNBIjtc5qtKjTNY3DXq0pUh63UkiZClaDoYKZqC7QYAq1uHGFONrU2QCpCpTqAdD4TB8QaDubvd4rmGOyBxGV/zjWmpiAUnooVMdod7+H3zSkXNm6SoEBaSgLTOvZVz9nI1K/J0sPtrn7yfgo8nSw+2ufvJ+CgWlhttZWpbNo06MiFIPzlKHQQshRUkApCVAj1d9a97toytT7gXc8a6BQ8opRkKDEBKAQQUwOseFNPydLD7a5+8n4KPJ0sPtrn7yfgoFdZbbW7TgdQg5kqzBpTYUwSU5FKKFLzFxQ1KprwbcMpQ4hHECHeGVZmwVJLRzQ0QqEJkkgHlTS8nSw+2ufvJ+CjydLD7a5+8n4KBcHeS2GnGEFxDThVKgygvqS4rMoKdnnqQCB3TNatttnbNrSEm5LCEKbS2pLanAhZBUlKz2Ukn6wTMGmj5Olh9tc/eT8FHk6WH21z95PwUCqvNp7FxwqCLlCQIbSgiUdsKhRJ7YgRr66lmI77LdxJbRbOBtSSFJUUkEqPaMeqpT5Olh9rc/eT8FHk62H21z99PwUCtRj+EcQKNpcgTmIDieY+qAdAnr39KyXm2GHnItlm6aWgiPpQeyDMZpzddPHwpneTpYfa3P30/BR5Olh9tc/eT8FAvnd4tkt1TjjN0okjQOgA5fNKgOavGuCcfsy2rMl8v8QrQ4SCiCeS0EyrTSSZpv+TpYfbXP3k/BR5Olh9tc/eT8FAsk7ZWKWkttpvOzrC1pKAolKipKRASZHjzroXu9K3dtV2ym3TLgWHDGZcGcr+vbHTSNO6p75Olh9rc/eT8FHk6WH21z95PwUELwTevZW1gq0TbvLzpUFLUUxKpiEzyToBrOgrSZ3jWabRTAZfzLAlZIV2gQStJJzJkicoMTrTB8nSw+2ufvJ+CjydLD7a5+8n4KCDXu9a3ctl2/DehSwviKylS4+q/B+kB5SI0iopim2CVhtKG5DaMgWonPzKtCD2QJygdEinJ5Olh9tc/eT8FHk6WH2tz95PwUCRwnbK4tVSw4pAmcoUYPgRMRp66n2G7/ABxJTxG1EAdqCCT3BM8vWZ9tTDydLD7a5+8n4KPJ0sPtbn76fgoNFHykbYD/ADR776a+vKTtv6o999Nbnk6WH21z95PwUeTpYfbXP3k/BQaflJ239Ue++mvlXyj7Y/6q+PHMmt7ydLD7W5+8n4KPJ0sPtbn7yfgoONY7/rNkEN2jwk5j2kCSeZgaD2AV9j5Q1vMli4OsxmSAB3f9663k6WH21z95PwUeTpYfa3P3k/BQRi/+UKr/AEDECeS+7ukGa4+I/KAv3NG0sMiZEIzEfeJHtip/5Olh9tc/eT8FHk6WH21z95PwUCXxXeLf3Iyu3bykn6oVlGvgmJFRtRqxnk6WH21z95PwUndvNlWrK/etmlLKGymCogntISozAA5qNBbeaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyaJqodFBbyarFvfH+Wbr1o/9puuBXFxD+cV/wCdBQf/2Q==

 

 

 

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