AUXERRE TV - Mot-clé - pascal henriatLa première Web Télé de l'Yonne2024-03-29T13:24:59+01:00urn:md5:e378ce404c0b8f51a27bd9bc32605d36DotclearNicolas Soret et Patrick Gendraud croisent le fer à propos du collège Bienvenu-Martin à Auxerreurn:md5:e722a172a5aae20f4c74a34d4e7328402019-03-15T08:06:00+01:002019-03-15T14:45:23+01:00Pierre-Jules GAYEPOLITIQUEcollège bienvenu-martinconseil départemental de l yonnedécision 12 avrilfaçades à refairefermera fermera pasnicolas soretpas d étude de structurepascal henriatpatrick gendraudsession budgétaire 2019video<h2>Dès le début de la session budgétaire 2019 au conseil départemental, jeudi, des élus sont entrés dans le vif du sujet de la problématique des travaux à réaliser au collège Bienvenu-Martin à Auxerre, après la chute d'une fenêtre en façade qui a motivé la fermeture partielle de l'établissement, à la veille des vacances de Noël, provoquant un déplacement d'une partie des élèves au collège Denfert-Rochereau</h2> <p style="text-align: center;"> </p>
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<p style="text-align: left;"><span style="font-size: 30px;">C</span><span style="font-size: 18px;">'est l'élu Jovinien Nicolas Soret qui a ouvert le feu. Regrettant que pas un cent ne figure dans le budget 2019 pour les travaux du collège Bienvenu-Martin. C'eut été un signe fort selon l'élu d'opposition. Or l'absence d'une ligne travaux Bienvenu-Martin en 2019 semble confirmer que la décision de fermeture serait déjà prise, dans les esprits. </span></p>
<p style="text-align: left;"><span style="font-size: 18px;">Or, insiste Nicolas Soret, l'Yonne est en sous-investissement en matière de collèges en regard d'autres départements au profil identique. La conviction de l'élu Jocinien est que le dossier Bienvenu-Martin est instruit à charge. Aucune étude de structure du collège n'a été commandée ! Et il déplore que le mandat n'aura pas eu de volonté politique, se concentrant sur la diminution de la dette, ce qui ne saurait constituer une politique.<br />
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<p style="text-align: left;"><span style="font-size: 18px;">Le président Patrick Gendraud lui a répondu en indiquant que ce n'était pas à l'ordre du jour, et d'annoncer une session spéciale le 12 avril, qui sera consacrée à la carte des collèges de l'Yonne. </span></p>
<p style="text-align: left;"><span style="font-size: 18px;">Un vote interviendra après débat pour décider si le Département lance les travaux estimés à 5,3 millions sur 4 ans au collège Bienvenu-Martin, ou s'il y renonce. Si les travaux étaient décidés par les élus du Département, une décision modificative rectifiera le budget. </span></p>
<p style="text-align: left;"><span style="font-size: 18px;">Cette session spéciale fait suite à la journée séminaire collèges du 13 février. D'autres séminaires à huis clos sont prévus sur le SDIS et les EHPAD notamment, qui incarnent la méthode Gendraud.<br />
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<p style="text-align: left;"><span style="font-size: 18px;">Des élus devaient intervenir principalement Pascal Henriat, adjoint au maire d'Auxerre qui rappela que la Ville d'Auxerre était prête à financer une partie, un gros cinquième, des travaux à Bienvenu-Martin, collège en réseau d'éducation prioritaire.</span></p>
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<p style="text-align: center;"><span style="font-size: 18px;"><strong>Les élus en session budgétaire, jeudi : un long et fastidieux marathon (DR)</strong></span></p>
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<p style="text-align: center;"><span style="font-size: 18px;"><strong>Patrick Gendraud, président du Conseil départemental (DR)</strong></span></p>
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<p style="text-align: center;"><span style="font-size: 18px;"><strong>À droite, Pascal Henriat,</strong></span><span style="font-size: 18px;"><strong> élu d'Auxerre (DR)</strong></span></p>
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<p style="text-align: center;"><span style="font-size: 18px;"><strong>Nicolas Soret, élu du Jovinien (DR)</strong></span></p>
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<p style="text-align: left;"><span style="font-size: 18px;"> __________________________________________</span></p>
<p><span style="font-size: 30px;"><u><strong>### LE BUDGET 2019 DU CD 89 ADOPTÉ</strong></u></span></p>
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<p><span style="font-size: 18px;"> (4 VOIX CONTRE ET 3 ABSTENTIONS)</span></p>
<p><span style="font-size: 18px;"> ### Pas d'augmentation de la pression fiscale. </span></p>
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<p><span style="font-size: 18px;"> Le budget total s'établit en équilibre à 475 442 862,26 euros, à 399 529 231,73 euros en fonctionnement et à 75 913 630,53 euros en investissement<br />
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<p><span style="font-size: 18px;">CONTRES : Monique HADRBOLEC (Auxerre), Nicoals SORET (Joigny), Françoise ROURE (Joigny), Christiane LEMOINE (Vincelles)<br />
ABSTENTIONS : Mahfoud AOMAR (Charny-Aillant), Pascal HENRIAT (Auxerre), Yves VECTEN (Vincelles)</span></p>
</div>http://www.auxerretv.com/content/index.php?post/2019/03/15/Nicolas-Soret-et-Patrick-Gendraud-croisent-le-fer-%C3%A0-propos-du-coll%C3%A8ge-Bienvenu-Martin-%C3%A0-Auxerre#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/10333Collège Bienvenu-Martin à Auxerre : l'épée de Damoclès tombera le 12 avril en session plénièreurn:md5:9b184bfc58e4b8cd27324b2588edd55a2019-03-14T10:19:00+01:002019-03-14T15:42:49+01:00Pierre-Jules GAYEPOLITIQUE3 millions d euros de travaux estimés5Auditauxerrecollège bienvenu-martinfermeturenicolas soretpascal henriatpatrick gendraudrefus fermeturesécuritétravaux<h2>Le sujet n'était pas à l'ordre du jour a affirmé le président de l'Assemblée. Mais le premier rapport en faisait état. Par défaut. Cela préjuge-t-il de la décision finale ... ?</h2> <p> </p>
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<p style="text-align: center;"><span style="font-size: 18px;"><strong>Les travaux sur le budget 2019 du Département se déroulent, ce jeudi, du matin au soir voire au-delà : vendredi si de besoin (DR)</strong></span></p>
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<p><span style="font-size: 30px;"><strong><span style="color: rgb(0, 0, 0);">E</span></strong></span><span style="color: rgb(0, 0, 0);"><span style="font-size: 36px;"><span style="font-size: 18px;">n session budgétaire ce jeudi, le dossier Bienvenu-Martin a été évoqué au conseil départemental. </span></span></span></p>
<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 36px;"><span style="font-size: 18px;">Le président Patrick Gendraud a annoncé que le vote sur la poursuite ou non des travaux au collège Bienvenu-Martin, aura lieu le 12 avril, en séance publique. Et non en séminaire à huis clos comme d'aucuns le pensaient. Une telle décision ne peut être prise qu'en séance publique régulière.<br />
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<p><span style="color: rgb(0, 0, 0);"><span style="font-size: 36px;"><span style="font-size: 18px;">On notera que ces travaux d'un montant total estimé à 5,3 millions d'euros, sur trois à quatre ans, ne figurent pas dans le budget 2019. Mais une décision modificative peut toujours intervenir pour rectifier le tir. <br />
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<p><span style="font-size: 18px;"><span class="text_exposed_show">Une passe d'armes a eu lieu entre Nicolas Soret mem</span></span><span style="font-size: 18px;"><span class="text_exposed_show">bre de l'opposition et les présidents et ex-président, Gendraud puis Villiers, notamment sur l'absence de crédits budgétés en 2019 pour les travaux à Bienvenu-Martin. Et l'absence de communication des deux audits sur l'état du collège que l'élue Jovinienne Françoise Roure, absente en déplacement ce jour, a pu consulter sur site.<br />
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<p><span style="font-size: 18px;"><span class="text_exposed_show">Pascal Henriat est intervenu pour déplorer la méthode. L'adjoint aux finances du maire d'Auxerre a rappelé que la Ville d'Auxerre était prête à mettre la main à la poche à hauteur de 1,5 millions si l'on y intègre les subventions demandées dans le cadre de l'Anru. Il lui fut rétorqué qu'il n'avait pas mis la main à la poche dans le cadre des 16 millions d'euros de travaux réalisés au collège Denfert-Rochereau.<br />
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<p><span style="font-size: 18px;"><span class="text_exposed_show">Le rapport budgétaire 2019 en question sur les collèges, a été adopté par l'assemblée départementale. </span></span></p>
<p><strong><span style="font-size: 18px;"><span class="text_exposed_show">Six élus ont voté contre </span></span></strong><span style="font-size: 18px;"><span class="text_exposed_show">: Monique Hardbolec, Nicolas Soret, Françoise Roure, Yves Vecten, Christiane Lemoine, Pascal Henriat.</span></span></p>
<p><strong><span style="font-size: 18px;"><span class="text_exposed_show">Quatre élus se sont abstenus</span></span></strong><span style="font-size: 18px;"><span class="text_exposed_show"> : Mahfoud Aomar, Malika Ounès, Valérie Leuger-Dorange, Michel Ducroux, ces derniers étant élus dans le quartier du collège en question et menacé ainsi que le réseau d'éducation prioritaire ... le seul à Auxerre qui fonctionne et produit des résultats objectifs.<br />
</span></span></p>http://www.auxerretv.com/content/index.php?post/2019/03/14/Coll%C3%A8ge-Bienvenu-Martin-%C3%A0-Auxerre-%3A-l-%C3%A9p%C3%A9e-de-Damocl%C3%A8s-tombera-le-12-avril-en-session-pl%C3%A9ni%C3%A8re#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/10329Pascal Henriat propose un référendum sur l'aménagement de la place des Cordeliersurn:md5:c9bf68be7fc6c2a102c2aa61af7822412018-09-27T12:25:00+02:002018-09-27T11:50:42+02:00Pierre-Jules GAYELA CITEaménagement de la place des cordeliersauxerreparking souterrainpascal henriatredynamisation du centre villeréférendum<h2>Alors que la Ville d'Auxerre nourrit l’ambition de proposer un projet de rénovation de la place des Cordeliers d’ici la fin du mandat, que des groupes de travail rendent des avis et qu'une consultation dirigée et orientée profile les contours de projets, Pascal Henriat, adjoint en charge du budget et des finances, président du MoDem 89, propose l'organisation d'un référendum sur la question</h2> <p> </p>
<p style="text-align: center;"><img width="680" height="507" src="http://www.auxerretv.com/content/public/cordeliers(2).jpg" alt="" /></p>
<p style="text-align: center;"><span style="font-size: 18px;"><strong>Aujourd'hui, la place centrale carrefour d'Auxerre stocke les voitures en surface uniquement ce qui limite le stationnement (DR)<br />
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<p><span style="font-size: 30px;"><strong>A</strong></span><span style="font-size: 18px;">ménager le coeur de ville c'est très bien. Mais la question des parkings ne peut être évacuée non plus que saupoudrée.<br />
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<p><span style="font-size: 18px;">Pour l'élu du MoDem, ancien suppléant de Jean-Pierre Soisson, cette question du stationnement à Auxerre est fondamentale et ne peut être évacuée.</span></p>
<p><span style="font-size: 18px;">L'adjoint au maire d'Auxerre estime que la consultation organisée par la mairie est tronquée car les questions étaient orientées. Exemple : voulez-vous un parking souterrain, mais cela va coûter très cher....Etc etc. La voie du milieu et de la raison raisonnable, sans heurter, n'est aux yeux de Pascal Henriat sans doute pas la bonne.</span></p>
<p><span style="font-size: 18px;">Le projet de fameux parking souterrain de plusieurs étages afin de stocker les véhicules et permettre d'accueillir les Auxerrois du grand Auxerrois, les touristes et les salariés, n'a jamais été tranché par les maires successifs d'Auxerre, de Jean Moreau à Guy Férez en passant par Jean-Pierre Soisson et Jean Garnault. </span></p>
<p><span style="font-size: 18px;">Jean-Pierre Soisson qui eut pu (du ?) le faire, a été échaudé à deux reprises. Suffisamment pour qu'il décide de ne plus jamais bousculer Auxerre. </span></p>
<p><span style="font-size: 18px;">La première opération qu'il mena fut la destruction du marché couvert au coeur de la cité, en 1971, au prétexte de désordres dans la structure métallique. En fait, le jeune premier magistrat répondait à une demande forte de parkings des commerçants du centre ville. Certains reprochent encore aujourd'hui à JPS d'avoir abattu le haut lieu symbolique du marché, privant la cité de soirées événementielles mémorables et d'actes républicains pour n'évoquer que le fameux discours sur la séparation de l'État et des églises, prononcé par le petit père Combes.</span></p>
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<p style="text-align: center;"><strong><span style="font-size: 18px;">L'inauguration du marché couvert construit par l'architecte Auxerrois Eugène Fijakoswski et arrivée du cortège d'Emile Combes le 4 septembre 1904 (DR)<br />
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<p><span style="font-size: 18px;">Le président du Conseil allait prononcer son fameux discours pour la séparation des églises et de l'Etat. D'anciens Auxerrois soutiennent que le marché couvert fut détruit par Jean-Pierre Soisson jeune maire, en juillet 1971 non parce que sa rénovation coûtait trop chère, mais parce qu'un accord avait été conclu avec l'abbé Deschamps... la merveille d'architecture métallique du début du siècle aurait fait de l'ombre à la cathédrale St Etienne située juste derrière la place des Cordeliers (cette hypothèse, évoquée par certains, restera sans doute <em>non élucidée</em> !)</span></p>
<p><span style="font-size: 18px;">La deuxième fois que le dynamique maire de la cité de Paul-Bert fut echaudé, en 1974, c'est-à-dire dans la foulée de la destruction du marché couvert qui ne fut jamais vendu aux États-Unis, ce fut l'aménagement des promenades le long du boulevard du 11 novembre. Cette réalisation très critiquée à l'époque, coûta à Jean-Pierre Soisson son élection au conseil général, le cousin PS Étienne Louis lui ravissant le siège qu'il ne décrocha qu'en 1982. Dès lors, vacciné, l'animal politique comprit qu'il ne fallait rien bousculer dans la cité.</span><span style="font-size: 18px;"> </span></p>
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<p><span style="font-size: 30px;"><strong>Creuser</strong></span></p>
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<p><span style="font-size: 18px;">La vérité d'un jour n'est pas celle du lendemain. Et tandis que le centre ville se meurt à petits feux en dépit de nombreux efforts des uns et des autres, commerçants compris, la question du parking souterrain central revient régulièrement sur la table. En 2001, feu Jean-Louis Hussonnois, tête de liste de la droite à Auxerre avait inscrit le creusement d'un parking aux Cordeliers parmi les priorités. Il ne fut pas élu la droite et le centre divisés, c'est la liste de gauche emmenée par Guy Férez qui prit la ville et la maintint durablement.</span></p>
<p><span style="font-size: 18px;">Si Guy Férez avait voulu creuser un parking aux Cordeliers ne l'aurait-il pas déjà fait ...? <br />
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<p><span style="font-size: 18px;">Pour Pascal Henriat, le chemin est clair : creuser et confier à un délégataire de service public le stationnement dans la cité. Beaucoup de villes ont procédé de la sorte permettant d'absorber le coût en le faisant supporter par l'investisseur. <br />
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<p><span style="font-size: 18px;">L'élu centriste de proposer clairement un référendum local sur cette question précise, pour savoir ce qu'en pensent les Auxerrois et s'ils considèrent qu'un parking souterrain digne de ce nom en centre ville est la condition nécessaire pour redynamiser la cité commerciale de Paul-Bert, Joseph Fourier et Marie-Noël.</span></p>
<p><span style="font-size: 18px;">À suivre.</span></p>
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<p style="text-align: center;"><strong><span style="font-size: 18px;">P-J. G.</span></strong></p>
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" /> <span style="font-size: 18px;"><strong><br />
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<p style="text-align: center;"><span style="font-size: 18px;"><strong>Pascal Henriat, adjoint en charge du budget et des finances à Auxerre, président du MoDem 89 (DR)</strong></span></p>http://www.auxerretv.com/content/index.php?post/2018/09/27/Pascal-Henriat-propose-un-r%C3%A9f%C3%A9rendum-sur-l-am%C3%A9nagement-de-la-place-des-Cordeliers#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/9916Cafouillage au SDIS qui a du réélire les membres du bureauurn:md5:ac87490455baea1aac3dae947128807c2018-01-26T14:28:00+01:002018-01-31T19:19:34+01:00Pierre-Jules GAYEPOLITIQUEbonnefondindemnitésnouvelles électionspascal henriatSDISyonne<h2>Le président et le bureau ont été élus par des conseillers départementaux qui n'étaient plus compétents. L'affaire a été rectifiée, lors du conseil d'administration du service départemental d'incendie et de secours, lors de sa réunion de jeudi 25 janvier 2018</h2> <p> </p>
<p> </p>
<p style="text-align: center;"><img width="507" height="285" alt="" src="http://www.auxerretv.com/content/public/che6(4).jpg" /></p>
<p style="text-align: center;"><span style="font-size: 18px;"><strong>Christophe Bonnefond, président du Sdis (</strong><em>Photo Auxerre TV</em><strong>)</strong></span><strong><br />
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<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p><span style="font-size: 30px;"><strong>S</strong></span><span style="font-size: 18px;">uite à la démission d'André Villiers, élu député et à l'élection de Patrick Gendreau à la présidence du département de l'Yonne, il a été oublié de renommer les nouveaux membres du conseil départemental de l'Yonne dans la foulée de l'élection du président du CD 89, au SDIS, service départemental d'incendie et de secours.</span><span style="font-size: 18px;"><br />
</span></p>
<p><span style="font-size: 18px;">Donc cela veut dire que le bureau du SDIS et le président ont été élus (lors du CA du SDIS dans la foulée de l'élection de Patrick Gendraud à la tête du département) par des conseillers départementaux non renouvelés. </span></p>
<p><span style="font-size: 18px;">Avaient-ils compétence pour agir ?<br />
</span></p>
<p><span style="font-size: 18px;">Il a donc fallu refaire les élections qui ont finalement confirmé l'élection non "régulière". </span></p>
<p><span style="font-size: 18px;">Elles ont eu lieu dans un climat tendu ponctué d'échanges violents, selon des témoins présents à ce CA.<br />
</span></p>
<p> </p>
<p><strong><span style="font-size: 18px;">- Président </span></strong><span style="font-size: 18px;">: Christophe Bonnefond, vice-président du conseil départemental délégué par le président Patrick Gendraud, maire de Venoy.</span></p>
<p><strong><span style="font-size: 18px;">- 1er vice-président </span></strong><span style="font-size: 18px;">: Gilles PIRMAN, maire de St Clément, conseiller communautaire du Grand Sénonais, représentant des communes et représentant de l’AMF ;</span></p>
<p><strong><span style="font-size: 18px;">- 2ème vice-président</span></strong><span style="font-size: 18px;"> : Pierre MARREC, maire de St Agnan, vice-président de la communauté du Gâtinais, représentant des communes et représentant des maires ruraux ;</span></p>
<p><strong><span style="font-size: 18px;">- 3ème vice-présidente</span></strong><span style="font-size: 18px;"> : Madame Dominique SINEAU, vice-présidente du conseil départemental, conseillère départementale ;</span></p>
<p><strong><span style="font-size: 18px;">- Membre supplémentaire</span></strong><span style="font-size: 18px;"> : Madame Colette LERMAN, maire de Deux Rivières, conseillère départementale.</span></p>
<p><span style="font-size: 18px;">Patrick Gendraud président du département est statutairement membre de droit et de droit le président. Il a donné délégation à Christophe Bonnefond. Patrick Gendraud siège cependant comme simple conseiller de base...<br />
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<p> </p>
<p><span style="font-size: 30px;"><strong>La charge de Pascal Henriat</strong></span></p>
<p> </p>
<p><span style="font-size: 18px;">Pascal Henriat, conseiller départemental d'opposition Modem, est intervenu pour observer que parmi les cinq membres qui composaient le nouveau bureau, il y avait 4 conseillers départementaux et que les communes étaient sous-représentées alors qu'elles sont majoritaires contribuant à 52% du budget du Sdis.</span></p>
<p><span style="font-size: 18px;">En outre trois élus sont du nord.<br />
</span></p>
<p><span style="font-size: 18px;">Pascal Henriat avait fait valoir le souhait d'ouverture et de tolérance souhaité par Patrick Gendraud, nouveau patron du Département. Ce que Christophe Bonnefond a refusé. Bernard Moraine maire de Joigny a recueilli 9 voix, ouvrant une brèche puisqu'il n'y a que quatre représentants de l'opposition au Sdis.</span></p>
<p><span style="font-size: 18px;">Par ailleurs, Pascal Henriat a demandé ce qu'il en était de la validité et la légalité des décisions prises par le bureau "non compétent" pendant la période de cinq mois depuis le changement de président à la tête du conseil départemental en septembre 2017, ceci afin d'éviter tout recours ? Il lui fut répondu que cela ne posait pas de problème.</span></p>
<p><span style="font-size: 18px;">La Communauté d'agglomération sénonaise et la ville d'Auxerre - qui sont en conflit juridique avec le Sdis dont les délibérations portant sur une nouvelle répartition des charges aux dépens des deux villes principales de l'Yonne ont été annulées par le tribunal administratif voilà peu - ont décidé de </span><span style="font-size: 18px;">remettre ce dossier, complémentaire aux dossiers contentieux en cours, dans les mains de leurs avocats.</span></p>
<p> </p>
<p><span style="font-size: 30px;"><strong>Indemnités controversées<br />
</strong></span></p>
<p> </p>
<p><span style="font-size: 18px;">Pascal Henriat a en outre proposé que les membres du bureau renoncent à leurs indemnités de fonction.</span></p>
<p><span style="font-size: 18px;">Le conseiller départemental MODEM a argué du fait que les temps étaient difficiles au Sdis avec des dépenses qui augmentent plus vite que les recettes, et en dépit des efforts remarquables du directeur du Sdis, le colonel Coste qui s'emploie à redresser la barre.<br />
</span></p>
<p><span style="font-size: 18px;">Il argua aussi que dans les autres organismes où siégeaient des conseillers départementaux, ces derniers ne percevaient pas d'indemnités. Par exemple le président de Domanys, bailleur social ou encore le président de Brennus Habitat, les présidents des conseils de surveillance des centres hospitaliers de Sens, d'Auxerre, Avallon, Tonnerre etc.<br />
</span></p>
<p><span style="font-size: 18px;">Pascal Henriat estime en outre que ces indemnités "en sus" étaient comprises, ou devraient l'être, dans les indemnités que les conseillers départementaux perçoivent en tant que conseillers départementaux pour assumer leurs charges dans l'exercice de leurs fonctions. Ce cas de figure ne concerne pas Colette Lerman, membre supplémentaire donc "bénévole" au Sdis, Pascal Henriat épinglant au passage une situation inéquitable au sein même du bureau.</span></p>
<p><span style="font-size: 18px;">L'indemnité mensuelle du président du conseil d'administration du Sdis représente la moitié du montant de l'indemnité d'un conseiller départemental soit 1 706 euros net par mois divisé par deux (de l'ordre de 600 euros de plus pour les vice-présidents au nombre de 12). Qui donc s'ajoute à l'indemnité de vice-président du conseil départemental qu'est par ailleurs Christophe Bonnefond, également indemnisé en tant que juge au tribunal de commerce d'Auxerre et maire de Venoy. <br />
</span></p>
<p><span style="font-size: 18px;">L'indemnité de chacun des trois vice-présidents (Corinne Lermann exclue) représente le quart de l'indemnité d'un conseiller départemental de base, soit 426,50 euros par mois.</span></p>
<p><span style="font-size: 18px;">La proposition de Pascal Henriat a été repoussée. </span></p>
<p><span style="font-size: 18px;">Celle du président Christophe Bonnefond de servir les indemnités en question a été approuvée à la majorité des voix moins 5 contre et 3 abstentions.</span></p>
<p> </p>
<p style="text-align: center;"><strong><span style="font-size: 18px;">P-J. G.</span></strong></p>
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<p style="text-align: center;"> <img width="535" height="300" alt="" src="http://www.auxerretv.com/content/public/municipales-a-auxerre-balle-au-centre-avec-pascal-henriat-ferez-ps-x240-GI9(1).jpg" /></p>
<p style="text-align: center;"><span style="font-size: 18px;"><strong>Pascal Henriat, administrateur du Sdis, estime que les prestations des pompiers telle celle à Chronospan pendant 13 jours, devraient être facturées à l'entreprise </strong><em>(Photo Auxerre Tv)</em><strong><br />
</strong></span></p>
<p style="text-align: center;"> </p>
<p><span style="font-size: 18px;"> </span></p>
<p><span style="font-size: 30px;"> Autres dossiers</span></p>
<p><span style="font-size: 18px;"><br />
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<p><u><strong><span style="font-size: 18px;">Exposé d’ouverture </span></strong></u><span style="font-size: 18px;"><br />
</span></p>
<p><span style="font-size: 18px;">Le conseil d'administration a ouvert la séance du SDIS en revenant sur l’actualité. Dans un premier temps, un hommage aux 4 sapeurs-pompiers décédés en opération depuis le 1er janvier 2018 en France a été rendu et également une pensée pour tous les sinistrés, les sapeurs-pompiers et les différents services qui luttent contre les inondations en cours. </span></p>
<p><span style="font-size: 18px;">Ensuite, un film résumant l’incendie de l’entreprise Kronospan à été présenté démontrant l’excellent travail des sapeurs-pompiers sur cet incendie hors norme. L’intervention d’une durée de 13 jours a nécessité la mobilisation de 450 sapeurs pompiers, venant de 25 centres de secours du SDIS, de 10 corps communaux et de la direction, qui se sont relayés jours et nuits pour assurer l’extinction et la surveillance du sinistre jusqu’au 9 janvier à 17h26. </span></p>
<p><span style="font-size: 18px;">Mathieu AUGER, Directeur de l’usine a déclaré : « grâce à l’intervention des sapeurs-pompiers de l’Yonne, c’est une unité de production dans laquelle 35 millions d’euros ont été investis qui a été préservée, garantissant ainsi les 120 emplois du site et ce, sans déplorer aucun dommage physique aux intervenants sapeurs-pompiers comme aux personnels de l’entreprise».</span></p>
<p><span style="font-size: 18px;"> <br />
</span></p>
<p><u><strong><span style="font-size: 18px;">Débat d’orientation budgétaire </span></strong></u><span style="font-size: 18px;"><br />
</span></p>
<p><span style="font-size: 18px;">Le contexte global de baisse des dotations de l’Etat aux collectivités qui financent le SDIS, a amené le CASDIS dans le cadre de la délibération du 17 octobre 2017, relative à l’évolution des ressources et charges prévisibles du service pour l’année 2018, à ne pas proposer de hausse des contributions communales qui sont bloquées par la loi pour l'heure, ni d’évolution de la participation du conseil Départemental.</span></p>
<p><span style="font-size: 18px;">Le budget devrait s’établir à 26 000 000 d’euros en fonctionnement et 4 000 000 d’euros en investissement avec un niveau d’endettement maitrisé.</span></p>
<p><span style="font-size: 18px;">Le SDIS poursuivra ses efforts de gestion financière engagés pour assurer l’équilibre financier 2018 sans perturber ses capacités opérationnelles.</span><span style="font-size: 18px;"> <br />
</span></p>
<p> </p>
<p><u><strong><span style="font-size: 18px;">Ajustement du règlement opérationnel sous l'égide du colonel Coste</span></strong></u><span style="font-size: 18px;"><u><strong> directeur du Sdis</strong></u><br />
</span></p>
<p><span style="font-size: 18px;">Après un travail important avec tous les acteurs, le CASDIS a délibéré sur un ajustement du règlement opérationnel pour pouvoir le proposer à la validation de Monsieur le Préfet. Ces ajustements, mineurs, ont pour but d’adapter en permanence les disponibilités des sapeurs-pompiers aux besoins opérationnels du département.</span><span style="font-size: 18px;"> <br />
</span></p>
<p> </p>
<p><u><strong><span style="font-size: 18px;">Plan volontariat 2020 </span></strong></u><span style="font-size: 18px;"><br />
</span></p>
<p><span style="font-size: 18px;">Initié en 2017, un plan participatif de développement du volontariat a été présenté et validé par le CASDIS. Il vise à travers des fiches actions, à permettre aux différents centres d’incendie et de secours du département d’atteindre leurs effectifs cibles et de favoriser la disponibilité de sapeurs-pompiers 24h/24h toute l’année. Cette mission est indispensable dans notre pays où les secours s’appuient sur 20% de pompiers professionnels et 80% de pompiers volontaires. Ces 2 types d’engagements sont complémentaires et indispensables pour pouvoir secourir les Icaunais dans de bonnes conditions. (<strong>communiqué officiel du SDIS)</strong><br />
</span></p>
<p><span style="font-size: 18px;"> </span></p>http://www.auxerretv.com/content/index.php?post/2018/01/26/Cafouillage-au-SDIS-qui-a-du-r%C3%A9%C3%A9lire-les-membres-du-bureau#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/9323Pascal Henriat réélu président du MoDEM 89urn:md5:4d361bc6c8d1f84d9ec056667b9f44dc2018-01-05T23:27:00+01:002018-01-07T19:47:16+01:00Pierre-Jules GAYEPOLITIQUE2017-2018bureaulaurenr devellemodem 89pascal henriatélections annuelles<h2>Laurent Develle est proposé comme délégué départemental</h2> <div> </div>
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" alt="" /></div>
<div style="text-align: center;"><span style="font-size: 18px;"><strong><br />
</strong></span></div>
<div style="text-align: center;"><span style="font-size: 18px;"><strong>Pascal Henriat, ici avec son binôme au conseil dépértemental (DR)</strong></span></div>
<div style="text-align: center;"> </div>
<div style="text-align: center;"> </div>
<div style="text-align: center;"> </div>
<div> </div>
<div><span style="font-size: 21px;">L' élection du Modem 89 a eu lieu début décembre.</span></div>
<div> </div>
<div><span style="font-size: 21px;">Pascal Henriat, seul candidat, à la présidence, a été élu à l'unanimité des adhérents.</span></div>
<div> </div>
<div><span style="font-size: 21px;">Cette élection donne place au conseil politique du mouvement.</span></div>
<div> </div>
<div><span style="font-size: 21px;">Laurent Develle sera le délégué départemental ( nommé par le bureau politique national, sur proposition du bureau de l'Yonne).</span></div>
<div> </div>
<div><span style="font-size: 21px;">Le bureau départemental élu par les 84 adhérents votants est le suivant :<br />
</span></div>
<div> </div>
<div> </div>
<div>
<table style="width: 331px;" cellspacing="0" cellpadding="0" border="0">
<tbody>
<tr style="height: 12.75pt;">
<td style="padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; width: 103pt; height: 12.75pt; background-color: transparent;" width="137">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">DEVELLE</span></p>
</td>
<td style="padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; width: 46pt; height: 12.75pt; background-color: transparent;" width="61">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">Laurent</span></p>
</td>
</tr>
<tr style="height: 12.75pt;">
<td style="padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; height: 12.75pt; background-color: transparent;">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">DEGLIAME PELHATE</span></p>
</td>
<td style="padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; height: 12.75pt; background-color: transparent;">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">Sarah (maire adjointe d'Auxerre)<span class="Apple-converted-space"> </span></span></p>
</td>
</tr>
<tr style="height: 12.75pt;">
<td style="padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; height: 12.75pt; background-color: transparent;">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">BAYOT DUPONCHEL</span></p>
</td>
<td style="padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; height: 12.75pt; background-color: transparent;">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">Pascal</span></p>
</td>
</tr>
<tr style="height: 12.75pt;">
<td style="padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; height: 12.75pt; background-color: transparent;">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">LIEGEY</span></p>
</td>
<td style="padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; height: 12.75pt; background-color: transparent;">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">Monique</span></p>
</td>
</tr>
<tr style="height: 12.75pt;">
<td style="padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; height: 12.75pt; background-color: transparent;">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">FONTAINE</span></p>
</td>
<td style="padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; height: 12.75pt; background-color: transparent;">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">Charles</span></p>
</td>
</tr>
<tr style="height: 13.5pt;">
<td style="color: rgb(0, 0, 0); font-family: Helvetica; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; height: 13.5pt; background-color: transparent;">
<p style="margin: 0cm 0cm 0pt;"><span style="font-size: 21px;">FEHR LECLERCQ</span></p>
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<td style="color: rgb(0, 0, 0); font-family: Helvetica; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; padding: 0cm; border: rgb(0, 0, 0); border-image-source: none; height: 13.5pt; background-color: transparent;"><span style="font-size: 21px;">Corinne<br class="Apple-interchange-newline" />
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</div>http://www.auxerretv.com/content/index.php?post/2018/01/05/Pascal-Henriat-r%C3%A9%C3%A9lu-pr%C3%A9sident-du-MoDEM-89#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/9263Auxerre : le compte administratif 2016 dégage un résultat substantielurn:md5:652abe7d61262ac15a86965921c6717a2017-06-24T09:50:00+02:002017-06-26T07:51:12+02:00Pierre-Jules GAYELA CITEabstention de l oppositionauxerrecompte administratif 2016conseil municipaljean-pierre bosquetpascal henriatrésultat positif<h2>L'étude du compte administratif 2016 de la ville d'Auxerre est fort instructive. S'il dégage un résultat important surprenant compte tenu de la conjoncture et de la poursuite de la baisse des dotations, il témoigne de la constance de la réduction et de la compression des dépenses de fonctionnement, d'une baisse du niveau d'endettement pour la troisième année consécutive et de ressources exceptionnelles telles la vente de terrains ou d'actions. Cela va permettre à la ville de poursuivre ses efforts pour pouvoir encaisser les baisses de dotations programmées. À noter que l'opposition s'est abstenue alors qu'elle a voté contre le budget. Dans une salle chauffée à 30°, les esprits étaient ramollis </h2> <p> </p>
<p style="text-align: center;"><img width="526" height="395" src="http://www.auxerretv.com/content/public/19420375_10212493034179389_2037077708064961321_n.jpg" alt="" /> </p>
<p style="text-align: center;"><span style="font-size: 18px;"><strong>En face, le banc décimé de l'opposition (DR)</strong></span></p>
<p style="text-align: center;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong>S</strong></span><span style="font-size: 18px;">i l'on regarde rapidement les chiffres principaux de compte administratif 2016, qui acte la gestion réelle de la ville et plus précisément le différentiel entre les prévisions budgétaires et le réalisé effectivement, on peut avoir l'impression d'une forme d'incompréhension voire d'un tour de bonneteau. </span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Le résultat est étonnamment positif ce qui pose question. Des opérations n'ont-elles pas été menées qui étaient prévues ? Non semble-t-il. Pourquoi ce résultat n'a-t-il pas été prévu, anticipé pour la confection du budget 2016 ? Dès lors que certains éléments telles des ventes de terrain à la communauté d'agglomération pour le pôle environnemental ou à l'association culturelle et sportive turque. La hausse de la fiscalité pour la première fois depuis 2010, a aussi permis de faire face à la conjoncture.<br />
</span></p>
<p style="text-align: justify;"><u><strong><span style="font-size: 18px;">Les produits exceptionnels</span></strong></u></p>
<p><span style="font-size: 18px;"><br />
Les produits exceptionnels sont constitués essentiellement du produit des cessions et des recettes liées aux assurances dommages-ouvrage. Ils sont en augmentation en 2016 (+ 23,86 %) en raison notamment de l’encaissement de 300 538,70 € pour le complexe sportif Serge Mésonès et 29 430 € pour le bâtiment hébergeant la société Armatis dans le cadre des assurances dommages-ouvrage.</span></p>
<p><span style="font-size: 18px;">Le produit des cessions (1 172 394 €), qui connaît une légère baisse en 2016 (- 4,25 %), est notamment constitué de :<br />
• la vente de l’ensemble immobilier situé 1, place Achille Ribain à la SARL Le Moulin des Prés pour la création de la maison du vélo : 350 000 € (en vertu de la délibération n° 2015-047 du 14 avril 2015) ;<br />
• la vente d'un terrain situé sur le parc des Boutisses à la Communauté de l’Auxerrois pour la réalisation du pôle environnemental communautaire : 260 000 € (en vertu de la délibération n° 2015-143 du 25 novembre 2015) ;<br />
• la vente d'un terrain rue Lafayette à l’Association Culturelle et Sportive Turque d’Auxerre (ACSTA) pour édifier un centre culturel et des locaux à usage cultuel : 257 883 € (en vertu de la délibération n° 2015-080 du 25 juin 2015) ;<br />
• la vente à la Communauté de l’Auxerrois des parts de la Ville d’Auxerre dans le capital de Yonne Équipement : 216 061 € (en vertu de la délibération n° 2016-161 du 8 décembre 2016).</span></p>
<p> </p>
<p> </p>
<p align="center" style="margin-left:35.4pt;text-align:center;
text-indent:35.4pt" class="MsoNormal"><a href="http://www.auxerretv.com/content/public/cdsc CA 2016 Rapport de présentation definitif.pdf"><span style="color: rgb(0, 0, 0);"><span style="font-size: 21px;"><b style="mso-bidi-font-weight:normal"><u><span style="line-height: 115%;">Compte Administratif 2016 AUXERRE </span></u></b><span style="line-height: 115%;"> </span><strong><span style="line-height: 115%;">TÉLÉCHARGER ICI </span></strong></span></span></a></p>
<p align="center" style="margin-left:35.4pt;text-align:center;
text-indent:35.4pt" class="MsoNormal"><span style="font-size: 21px;"><span style="line-height: 115%;">22 juin 2017 </span></span></p>
<p align="center" style="margin-left:35.4pt;text-align:center;
text-indent:35.4pt" class="MsoNormal"> </p>
<p><u> </u></p>
<p align="center" style="margin-left:35.4pt;text-align:center;
text-indent:35.4pt" class="MsoNormal"><u><span style="font-size: 21px;"><span style="line-height: 115%;">Le rapport de Pascal Henriat, adjoint aux finances </span></span></u></p>
<p><u> </u></p>
<p> </p>
<p><u> </u></p>
<p style="text-align:justify" class="MsoNormal"><span style="font-size: 18px;"><span style="line-height: 115%;"> </span></span></p>
<p style="margin-bottom:10.5pt;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Monsieur le Maire, chers collègues,</span></span></p>
<p style="margin-bottom:10.5pt;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);"> </span></span></p>
<p style="margin-bottom:10.5pt;text-align:justify;line-height:
normal;background:white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Tout d’abord je tiens à remercier les services municipaux d’Auxerre, pour la qualité et le professionnalisme des documents qui vous ont été transmis.</span></span></p>
<p style="margin-bottom:10.5pt;text-align:justify;line-height:
normal;background:white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);"> </span></span></p>
<p style="margin-bottom:10.5pt;text-align:justify;line-height:
normal;background:white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Le vote du compte administratif est un moment important. Il permet d’étudier les comptes de la ville et de faire le point sur les résultats comptables de l’exercice 2016, par rapport aux prévisions émises lors du budget primitif de cette même année.</span></span></p>
<p><span style="font-size: 18px;"> </span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Un cadeau empoisonné, avec la <b style="mso-bidi-font-weight:normal">baisse des dotations aux collectivités dans le cadre du redressement des comptes publics, nous a été offert par l’Etat pour les périodes 2014 à 2017.</b></span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Pour notre ville, cela a représenté une perte de plus <b style="mso-bidi-font-weight:normal">de 1,3 M€ en 2016</b>, soit <b style="mso-bidi-font-weight:normal"> 5.5 millions d’€</b> de moins en cumulés sur 3 <b style="mso-bidi-font-weight:normal">ans,</b> de recettes pour nos budgets.</span></span><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);"><br />
</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Un nouveau président, un nouveau gouvernement et maintenant un nouveau parlement (dont tu fais de nouveau partie Guillaume), décideront prochainement à quelle sauce les collectivités locales vont être mangées.</span></span><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);"><br />
</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">J’’espère de tout cœur, qu’une pause interviendra dans ces ponctions financières et que nos budgets à venir, retrouveront de la sérénité.</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Notre CA 2016 a principalement était impacté par la diminution des recettes ou l’augmentation des dépenses suivantes :</span></span></p>
<p style="margin-left:53.4pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;
background:white" class="MsoListParagraphCxSpFirst"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">-<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Arial; color: rgb(34, 34, 34);">Baisse de notre dotation forfaitaire de 18 % soit – 1.3 M€</span></span><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);"><br />
</span></span></p>
<p style="margin-left:53.4pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;
background:white" class="MsoListParagraphCxSpMiddle"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">-<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Arial; color: rgb(34, 34, 34);">Baisse des participations du CD 89 de 73 % soit – 450 k€</span></span><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);"><br />
</span></span></p>
<p style="margin-left:53.4pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;
background:white" class="MsoListParagraphCxSpMiddle"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">-<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Arial; color: rgb(34, 34, 34);">Hausse des cotisations retraites, des revalorisations des grilles des agents de la fonction publique, du GVT, de la médecine professionnelle et de l’assurance statutaire ont représenté pour 441 300 k€ au chapitre 012</span></span><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);"><br />
</span></span></p>
<p style="margin-left:53.4pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;
background:white" class="MsoListParagraphCxSpMiddle"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">-<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Arial; color: rgb(34, 34, 34);">les dépenses lié à la rémunération des surveillants d’études pour 49 K€</span></span></p>
<p class="MsoListParagraphCxSpMiddle"><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Arial; color: rgb(34, 34, 34);"> </span></span><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Arial; color: rgb(34, 34, 34);"><br />
</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Soit un total d’un <b style="mso-bidi-font-weight:normal">montant de plus de 2 M€ (de dépenses en plus ou de recette en moins)</b> qu’il a fallu trouver pour boucler le budget 2016.</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Nous avons optimisé nos recettes au maximum et diminué tant que possible nos dépenses de fonctionnement.</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">A titre d’exemples :</span></span></p>
<p style="margin-left:53.4pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;
background:white" class="MsoListParagraphCxSpFirst"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">-<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Arial; color: rgb(34, 34, 34);">le poste électricité a baissé de 18 % (soit 322 K€),</span></span></p>
<p style="margin-left:53.4pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;
background:white" class="MsoListParagraphCxSpMiddle"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">-<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Arial; color: rgb(34, 34, 34);">le poste des carburants de 13 %, </span></span></p>
<p style="margin-left:53.4pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;
background:white" class="MsoListParagraphCxSpMiddle"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">-<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Arial; color: rgb(34, 34, 34);">les contrats de prestations de services de 10 % (-338 K€), ainsi que les contrats de maintenances, de fournitures d’entretien et des transports collectifs.</span></span></p>
<p style="margin-left:53.4pt;mso-add-space:auto;
text-align:justify;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;
background:white" class="MsoListParagraphCxSpLast"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">-<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Des dépenses exceptionnelles de 559 K€ ont impacté malheureusement ces économies réalisées (travaux gymnase Mésonés, déambulatoire cathédrale, Armatis)…</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-family: Arial; color: rgb(34, 34, 34);"><br />
</span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Nos dépenses de personnels, malgré les différentes augmentations subies, décidées par l’Etat, (citées plus haut), sont maitrisées. (-0.27 % au CA 2016 après les – 1,22 % en 2015)</span></span><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);"><br />
</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Notre encours de dette a diminué de 0.62 % en 2016. Depuis 2013 cette baisse représente 8.37 % soit – 5,429 M€.</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Parallèlement nos frais financier ont baissé de 16.88 % entre 2015 et 2016 soit une diminution de 286 K€</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Grâce à une épargne nette positive (ou autofinancement) de 2.39 M€ notre recours à l’emprunt se retrouvera réduit en 2017.</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);">Malheureusement toutes ces mesures (diminutions des dépenses et augmentations des recettes) n’ont pu éviter, pour la 1ere fois depuis 2010, une hausse de notre fiscalité, pour équilibrer notre budget et retrouver des marges de manœuvre pour les années à venir.</span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 18px;"><span style="font-family: Arial; color: rgb(34, 34, 34);"> </span></span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"> </p>
<p><span style="font-size: 18px;"> </span></p>
<p style="text-align:justify;line-height:normal;background:
white" class="MsoNormal"><span style="font-size: 30px;"><u><span style="font-family: Arial; color: rgb(34, 34, 34);">Conclusion </span></u></span><u><span style="font-family: Arial; color: rgb(34, 34, 34);"><br />
</span></u></p>
<p> </p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;vertical-align:top" class="MsoNormal"> </p>
<p><span style="font-size: 18px;"> </span></p>
<p style="line-height: normal; vertical-align: top; text-align: justify;" class="MsoNormal"><span style="font-size: 18px;">Ce compte administratif a préservé et préparé les réalisations des années à venir dans tous les domaines d’activités à savoir :</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Le culturel, l’éducation-jeunesse, les sport, la solidarité, les soutiens à la vie associative, le patrimoine... </span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Malgré la contraction de plusieurs ressources financières, dont en particulier les dotations d’état, l’exercice 2016 est celui d’une année consacrée à la poursuite de nombreux projets et actions qui répondent à l’attente de nos habitants.</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Pour y parvenir, nous sommes bien entendu restés rigoureux sur notre gestion et nous avons renforcé nos efforts budgétaires, condition indispensable au maintien d’un service public adapté aux attentes de nos concitoyens.</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Nous préservons ainsi la qualité de vie à laquelle les Auxerrois sont particulièrement attachés et que la dynamique de la communauté d’agglomération contribue à faire vivre ». </span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Alors mes Chers Collègues, après ces petites piqûres de rappel, destinés à vous montrer les difficultés à boucler un budget et les efforts encore réalisées, je vous invite à passer en détail notre CA 2016. </span></p>
<p style="text-align: center;"><span style="font-size: 18px;"> </span><strong><br />
</strong></p>
<p style="text-align: center;"><strong><span style="font-size: 18px;">Pascal HENRIAT</span></strong><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;"><br />
</span></span></p>
<p style="text-align: center;"><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;">Adjoint aux finances</span></span></p>
<p style="text-align: center;"> </p>
<p style="text-align: left;"><u><strong><br />
</strong></u></p>
<p style="text-align: left;"><u><strong><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;">Intervention de Jean-Pierre Bosquet élu de l'opposition</span></span></strong></u><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;"><br />
<br />
</span></span></p>
<p style="text-align: left;"><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;">"Monsieur l’Adjoint aux Finances<br />
</span></span></p>
<p style="text-align: justify;"><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;">"Je vous remercie pour tous ces chiffres et ces détails qui nous éclairent sur votre politique. L’efficacité des services est réelle.<br />
La municipalité d’Auxerre (que vous dirigez) mène une politique qui trouble les Auxerrois. Elle est incompréhensible.<br />
<br />
"Vous augmentez les impôts de manière très importante 8% en 2015 alors que nous constatons aujourd’hui que ce n’était pas nécessaire. C’était même votre promesse lors des élections de ne pas le faire.<br />
Ils pourraient peut-être comprendre si vous leur donniez des explications. Si cet impôt était un investissement pour sortir la ville de ses difficultés. Ce n’est pas le cas.<br />
<br />
Je vais vous parler de notre attractivité<br />
<br />
Cet effort demandé aux Auxerrois ne permet pas de développer l’attractivité de la ville. Pas de nouvelle possibilité de construire, la population diminue et passe en-dessous de la barre des 35 000 habitants. Pas plus d’emploi, ni d’entreprises et le commerce est de ce fait asphyxié.<br />
Et les taux d’imposition affectent eux aussi gravement notre attractivité.<br />
Ils font partir certaines populations, ils empêchent d’autres de venir<br />
<br />
Les principaux projets financés dans l’année sont concentrés à nouveau pour trois d’entre eux dans les opérations de renouvellement urbain des quartiers (RNU)<br />
La quatrième étant l’IUT . . . dont on peut douter de la rapidité et de l’efficacité.<br />
<br />
Vous semblez ignorer ce qui pourrait booster l’économie de la ville.<br />
Vous fabriquez un déséquilibre. <br />
<br />
Les pistes</span></span></p>
<p style="text-align: justify;"><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;">D’abord réaliser des économies d’échelle avec la Communauté d'agglomération et mettre en place des synergies véritables, qui marchent . . .<br />
Entre les adjoints<br />
Les directeurs, les services <br />
Tirer la barque dans le même sens<br />
<br />
Ensuite de vrais projets réalisables pour le Centre-Ville<br />
Des projets très forts pour le tourisme, tourisme d’affaires, tourisme fluvial.<br />
Oui le Port fluvial mais pour que cela soit concret et efficace, n’oubliez surtout pas la CCI qui est l’interlocuteur majeur.<br />
Des initiatives, l’année Marie-Noël maintenant, l’année FOURIER en 2018<br />
<br />
Nous ferons des propositions en ce sens.<br />
<br />
En fait cet effort financier est dédié au désendettement ce qui pourrait être vertueux mais qui est curieux car nous savons tous pour l’avoir constaté 2 fois déjà que vous ré-endetterez la ville dans les « 2 dernières années du mandat » pour favoriser votre ré-élection.</span></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: left;"><strong><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;">Jean-Pierre BOSQUET</span></span><br />
</strong></p>
<p style="text-align: left;"><strong><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;">Élu de l'opposition municipale</span></span></strong></p>
<p style="text-align: left;"><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;">Les membres présents de l'opposition se sont abstenus sur le compte administratif 2016<br />
<br />
<br />
<u><strong>Réponse de Pascal Henriat</strong></u><br />
</span></span></p>
<p style="text-align: left;"><em><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;">« Si j’étais dans l’opposition j’aurais pu dire la même chose, je serais d’accord avec vous ».<br />
</span></span></em><span style="font-size: 18px;"><span style="line-height: 115%; font-family: Verdana; color: black;"><br />
<br />
</span></span></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>http://www.auxerretv.com/content/index.php?post/2017/06/24/Auxerre-%3A-le-copte-administratif-2016-d%C3%A9gage-un-r%C3%A9sultat-substantiel#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/8825Débat Chablis vs Maulnes pour le départ de l'étape Paris-Niceurn:md5:3cc16aa623e30addc68e581210c8a8f92017-02-21T19:35:00+01:002017-02-22T11:06:19+01:00Pierre-Jules GAYEPATRIMOINEandré villierschablischristophe bonnefonddébatdépart étapefrançois bouchermaulnesnicolas soretparis-nicepascal bourgeoispascal henriatpatrick gendraudvaléie leugervideoxavier courtois<h2><span style="font-size: 18px;">Chablis sera bien la ville de départ de
l'étape du 7 mars. Les coureurs passeront également par
Noyers-sur-Serein, à côté de Montréal et à Guillon. Le département aurait voulu vendre la traversée de l'Yonne et de ses trésors. Hélas, le rapport était sur table ce qui signifie que les conseillers l'ont découvert dans l'instant. Après coup, sans concertation, décision prise<br /></span></h2> <p style="text-align: justify;"> </p>
<p style="text-align: center;"><img width="597" height="166" src="http://www.auxerretv.com/content/public/m2(1).jpg" alt="" /></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><span style="font-size: 18px;"><strong> Après les travaux de mise hors d'eau et de consolidation qui ne sont pas terminés, le conseil départemental s'interroge sur ce qu'il va faire de Maulnes, un édifice qui inspire l'humilité et la prudence. C'est le château mystérieux en tant que tel qui est la vedette et le fil conducteur. Un édifice le seul au monde où le pentagone constitue le plan masse et conduit le jeu architectural et de lumières. Pour comprendre le château ludique, il faut regarder le plan d'époque dessiné par Andruet du Cerceau dans le premier livre d'architecture (1576) français recueil des 30 plus excellents bâtiments de France, où figure Maulnes en Tonnerrois dans l'Yonne<br />
</strong></span></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><span style="font-size: 18px;"><img width="566" height="565" src="http://www.auxerretv.com/content/public/m1(1).jpg" alt="" /></span></p>
<p style="text-align: center;"><strong><span style="font-size: 18px;">L'hélicoptère qui couvre Paris-Nice relayant les images dans le monde entier aurait pu passer au-dessus de Maulnes et survolera peut-être un jour l'édifice d'exception dans son paysage sublime des plateaux du Tonnerrois, un vrai lieu (</span></strong><span style="font-size: 18px;">Photo JLHUSS, 28 juillet 2007, AS-tu bien pris tes comprimés)</span></p>
<p style="text-align: center;"> </p>
<p style="text-align: justify;"><span style="font-size: 18px;"><br />
<span style="font-size: 30px;"><strong>C</strong></span>ette annonce que les conseillers départementaux de l'Yonne, appelés à subventionner à hauteur de 22 800 euros, ont découverte par voie de presse, a provoqué un débat au sein de l'assemblée départementale. Les oreilles de Patrick Gendraud ont du siffler. Le maire de Chabis, président de feue la comcom du chablisien fraîchement battu pour la présidence de l'interco, était absent à l'assemblée départementale dont il est le premier vice-président.</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Deux points d'achoppement : la clé de répartition de la subvention essentiellement à charge du CD 89, la ville de Chablis se contentant d'un apport de 3 000 euros. Les conseillers estiment que l'intercommunalité du chablisien pourrait aussi mettre la main à la poche.</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Le second point concerne le départ de l'étape à Chablis qui jouit déjà d'une réputation et d'une notoriété mondiale.<br />
Les conseillers départementaux se sont interrogés sur l'opportunité d'organiser le départ au château de Maulnes qui appartient au département et que ce dernier entend désormais promouvoir après s'être désengagé à Tanlay.<br />
Le CD 89 veut écrire une nouvelle page culturelle dans l'Yonne.</span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: center;"><span style="font-size: 18px;"><img width="640" height="358" alt="" src="http://www.auxerretv.com/content/public/m6.jpg" /></span></p>
<p style="text-align: center;"><span style="font-size: 18px;"><strong>Nicolas Soret a mis Maulnes en lumière, André Villiers a éclairé les membres de l'assemblée (DR)<br />
</strong></span></p>
<p style="text-align: justify;"><span style="font-size: 18px;"><strong> </strong></span></p>
<p style="text-align: justify;"><u><strong><span style="font-size: 18px;">Interventions</span></strong></u></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 18px;">- <strong>François Boucher</strong> sur la clé de répartition inégale des subventions pour l'étape Paris-Nice<br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">- <strong>Nicolas Soret</strong> propose le départ de l'étape à Maulnes pour un gros coup de projecteur<br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">- <strong>André Villiers</strong> ne pas se précipiter les travaux ne sont pas terminés. À voir plus tard, bonne idée<br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">- <strong>Pascal Bourgeois</strong> Chablis a profité du désistement au dernier moment d'une ville<br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">-<strong> Xavier Courtois</strong> suggère un coup de projecteur sur les communes traversées par les coureurs<br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">- <strong>Valérie Leuger</strong> veut associer le tourisme et créer des besoins pour donner l'envie de Maulnes<br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">- </span><strong><span style="font-size: 18px;">Anne Jérusalem </span></strong><span style="font-size: 18px;">la commission travaille sur un programme</span><strong><span style="font-size: 18px;"> </span></strong><span style="font-size: 18px;">d'animation</span><strong><span style="font-size: 18px;"><br />
</span></strong></p>
<p style="text-align: justify;"><span style="font-size: 18px;">- <strong>Yves Vecten</strong> suggère un coup de projecteur sur une zone blanche qui du coup bénéficierait d'un pylône<br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">- <strong>Christophe Bonnefond</strong> fait rire tout le monde<br />
</span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 18px;"><iframe width="700" height="480" frameborder="0" allowfullscreen="" src="http://www.auxerretv.com//www.dailymotion.com/embed/video/x5cn3wc"></iframe><br />
</span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"> </p>
<p style="text-align: center;"><img width="640" height="477" src="http://www.auxerretv.com/content/public/m5.jpg" alt="" /> </p>
<p style="text-align: center;"> <strong><span style="font-size: 18px;">Tous les chemins mènent à Maulnes sur le plateau de Cruzy-le-Châtel. par beau temps, on peut apercevoir la colline éternelle. Jules Roy a failli acheter Maulnes avant de se retirer à Vézelay. Le général Pershing (des fusées du même nom), chef du corps expéditionnaire américain pendant la grande guerre, a séjourné à Maulnes en 1917 avant l'attaque percée en Picardie.<em> "Lafayette nous voici ...!</em> annonça le général en chef. C'est lui qui a inspiré la construction du Pentagone en 1943. Un hasard ... ? (DR) </span></strong></p>http://www.auxerretv.com/content/index.php?post/2017/02/21/D%C3%A9bat-Chabis-vs-Maulnes-pour-le-d%C3%A9part-de-l-%C3%A9tape-Paris-Nice#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/8515Auxerre : débat dans le coeur du budget 2017urn:md5:d3be1d1163fb83bd0f818808024b64a52016-12-26T14:20:00+01:002016-12-26T15:17:48+01:00Pierre-Jules GAYELA CITEauxerrebudgetcoeur de villeconseil municipaldébat budgétaireguillaume larrivéguy férezmaud navarrepascal henriatvaulabellevideo<h2>Si les écologistes sont satisfaits de l'absence d'augmentation de la pression fiscale et de la politique de développement durable, l'opposition aurait préféré un autre phasage des investissements en 2017, au profit d'actions en faveur du coeur de ville et de l'aménagement de l'obsolète salle Vaulabelle. La baisse des charges de fonctionnement et notamment les subventions aux associations et organismes a permis de trouver 1,6 millions d'économies manquantes pour équilibrer le budget sans augmenter la pression fiscale</h2> <p style="text-align: justify;"> </p>
<p><iframe width="700" height="480" frameborder="0" src="http://www.auxerretv.com//www.dailymotion.com/embed/video/x567jek" allowfullscreen=""></iframe></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong>A</strong></span><span style="font-size: 18px;">près la présentation illustrée par des diagrammes du budget par l'adjoint aux finances Pascal Henriat au conseil municipal d'Auxerre, le leader de l'opposition municipale du soir Guillaume Larrivé (LR) a exprimé l'idée qu'il aurait voulu un autre phasage des investissements au profit du coeur de ville et de la salle Vaulabelle, quitte à suspendre et reporter, d'un an (et deux ?), les investissements dans les quartiers ainsi qu'à Auxerrexpo.<br />
<br />
Le maire a expliqué que la ville est liée par convention dans les deux cas et que ce n'était pas possible de ne pas respecter le calendrier défini. <br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Les écologistes par la voix de Maud Navarre en l'absence de Denis Roycourt, ont exprimé leur satisfaction devant le maintien des taux d'imposition et face aux investissements de développement durable à l'image de la chaudière à bois biomasse (*) qui alimente les Hauts d'Auxerre et représente une baisse des charges de 25 %. </span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Maud Navarre a indiqué que les Verts demeureraient particulièrement vigilants pour la suite : pas question d'augmenter les impôts et pas question de déroger à la politique engagée de développement durable. Menace à peine déguisée ou maladresse de langage ?<br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Le budget 2017 a été adopté à l'unanimité moins les voix des membres de l'opposition qui a voté contre.</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Parmi les 15 millions d'investissement prévus en 2017, notons la part importante prise par la construction du dernier bâtiment de l'IUT.</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">___________________________________</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">(*) </span>Depuis décembre 2015, la nouvelle délégation de service public AUXEV permet d'appliquer un tarif de l'ordre de 78,45 € /MWh grâce à la chaufferie biomasse (soit une baisse d'environ 9 % par rapport à l'année précédente). Sachant qu'en 2014 déjà, une baisse notable de 20 % avait été relevée : 86,36 €/MWh, contre 108,93 €/MWh en 2011 avec l'ancien prestataire. Au total, c'est donc en réalité une baisse d'environ 30 % qui est aujourd'hui réalisée.</p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><strong><span style="font-size: 18px;">Les taux votés en 2016 s'élevaient à :</span></strong><span style="font-size: 18px;"><br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Taxe d’habitation 21,14 %<br />
Foncier bâti 24,76 %<br />
Foncier non bâti 74,27 %<br />
</span></p>
<p style="text-align: justify;"><strong><span style="font-size: 18px;">Pour l'année 2017, les taux proposés à l'approbation du conseil municipal pour l'année 2017<br />
s'établissent à :</span></strong></p>
<p style="text-align: justify;"><span style="font-size: 18px;"><br />
Taxe d’habitation 21,14 %<br />
Foncier bâti 24,76 %<br />
Foncier non bâti 74,27 %</span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong>Subvention 2017 aux associations et divers organismes</strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong><img width="905" height="626" alt="" src="http://www.auxerretv.com/content/public/su1.jpg" /></strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong><img width="931" height="663" alt="" src="http://www.auxerretv.com/content/public/su2.jpg" /></strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong><img width="915" height="633" alt="" src="http://www.auxerretv.com/content/public/su3.jpg" /></strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong><img width="916" height="641" alt="" src="http://www.auxerretv.com/content/public/su4.jpg" /></strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong><img width="920" height="649" alt="" src="http://www.auxerretv.com/content/public/su5.jpg" /></strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong><img width="906" height="646" alt="" src="http://www.auxerretv.com/content/public/su6.jpg" /></strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong><img width="913" height="651" alt="" src="http://www.auxerretv.com/content/public/su7.jpg" /></strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong><img width="916" height="339" alt="" src="http://www.auxerretv.com/content/public/su8.jpg" /></strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong>Le théâtre municipal objet d'un avenant à la baisse</strong></span></p>
<p style="text-align: justify;"> </p>
<p><span style="font-size: 18px;">La Ville d’Auxerre a délégué la gestion du théâtre d’Auxerre à l’association AIDA - </span><span style="font-size: 18px;">Le Théâtre au moyen d’un contrat de Délégation de Service Public (DSP), établi pour une période de 5 années entre le 1er janvier 2015 et le 31 décembre 2019.<br />
</span></p>
<p><span style="font-size: 18px;">Ont été confiées au délégataire un ensemble de missions relatives à la diffusion de spectacles dont le nombre ne peut être inférieur à 30 pour 60 représentations couvrant toutes les esthétiques du spectacle vivant, la médiation et l’accompagnement des publics, au soutien à la création et aux artistes par du compagnonnage ou de l’accueil en résidence, à la gestion administrative, financière et technique de l’équipement et à sa valorisation au travers<br />
d’opérations de communication.<br />
</span></p>
<p><span style="font-size: 18px;">A ce titre, l'association a perçu en 2016 une compensation de service public de 694 000 €.<br />
La Ville souhaite revoir certaines de ces missions, ainsi que le montant de la compensation</span> <span style="font-size: 18px;">financière versée au délégataire dans le cadre du contrat de DSP.<br />
</span></p>
<p><span style="font-size: 18px;">Pour l’année 2017, le nombre de spectacles à programmer sera de 25 pour 50 représentations, le nombre de jours mis à la disposition de la Ville sera revu à la baisse, l’accompagnement du théâtre amateur sera concrétisé uniquement par une manifestation annuelle de valorisation des compagnies auprès du public. Enfin, le débit de boissons du théâtre pourra ouvrir en dehors des temps de spectacles cinq fois dans l’année.<br />
En contrepartie,le montant de la compensation financière sera de 644 000 €.<br />
</span></p>
<p><span style="font-size: 18px;">Le conseil municipal a traduit ces nouvelles dispositions votées dans un avenant.</span></p>
<p> </p>
<p><span style="font-size: 30px;"><strong>La Fenice, pas de subvention de fonctionnement</strong></span></p>
<p> </p>
<p><strong><span style="font-size: 18px;">Convention de partenariat avec l'association Ensemble La Fenice – Avenant n°1<br />
Rapporteur : Isabelle Poifol-Ferreira<br />
</span></strong></p>
<p><span style="font-size: 18px;">La Ville d’Auxerre a signé une convention de partenariat avec l’association La Fenice, établie pour une période de 3 années entre le 1er janvier 2015 et le 31 décembre 2017.<br />
</span></p>
<p><span style="font-size: 18px;">L’association La Fenice s’est engagée à mettre en oeuvre un ensemble de missions dans le cadre de sa résidence artistique à Auxerre : promouvoir la musique baroque, décloisonner les genres et les publics, cultiver les talents dans le cadre de master class et de stages, pratiquer ensemble dans le cadre du Noël Enchanté ou de Classics for Kids, construire un projet européen pour s’exporter et véhiculer l’image d’Auxerre comme une ville dynamique au plan culturel.<br />
</span></p>
<p><span style="font-size: 18px;">A ce titre, l’association La Fenice, installée en résidence dans les locaux du Conservatoire de Musique et Danse de la Ville d’Auxerre, bénéficie d’un espace de travail de 115 m² et d’une subvention de fonctionnement d’un montant de 16 000 €, ainsi que d’une subvention de 4 000 € pour le pilotage de l'opération Noël Enchanté.<br />
</span></p>
<p><span style="font-size: 18px;">La Ville souhaite revoir les moyens qui sont attribués à l’association La Fenice dans le cadre de</span> <span style="font-size: 18px;">ce partenariat.<br />
</span></p>
<p><span style="font-size: 18px;">Pour l’année 2017, la Ville ne versera pas de subvention de fonctionnement pour les actions de La Fenice. La subvention de 4 000 € pour l’organisation du Noël Enchanté est maintenue, sous réserve du vote du budget 2017, ainsi que les moyens matériels, dont les locaux de 115m² au sein du Conservatoire de Musique et de Danse.<br />
Le conseil municipal a traduit ces nouvelles dispositions dans un avenant.</span></p>http://www.auxerretv.com/content/index.php?post/2016/12/26/Auxerre-%3A-d%C3%A9bat-dans-le-coeur-du-budget-2017#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/8355Budget 2017 d'Auxerre : 15 millions d'investissement sans augmentation des taux d'impositionurn:md5:d5036d1d5e2462d1933c10a207606e012016-12-22T15:21:00+01:002016-12-23T09:49:30+01:00Pierre-Jules GAYELA CITEauxerreconseil municipaldéviation sudpascal henriatvente du campingvideovote du budget 2017<h2>Le préambule de Pascal Henriat, adjoint aux finances, au vote du projet de budget 2017, jeudi soir, au conseil municipal d'Auxerre est à la fin de l'article. Le budget a été adopté à l'unanimité moins les voix de l'opposition qui a voté contre, selon cette effroyable logique partisane sectaire et bornée qui anime encore l'Yonne et la France. Seule saillie de la soirée, de Férez, cette remise en cause du devenir des centre villes. Comment les penser avec l'e-commerce qui gagne du terrain à 2 chiffres chaque année... Cela a cloué le bec à tout le monde, personne n'a exprimé la moindre première idée ...</h2> <p> </p>
<p style="text-align: center;"> <img width="640" height="480" src="http://www.auxerretv.com/content/public/bud1(1).jpg" alt="" /></p>
<p style="text-align: center;"><strong><span style="font-size: 18px;">Lorsque les images défilent, les élus de l'exécutif aussi. N'apprécieraient-ils pas les camenberts qu'ils soient au lait cru ou pasteurisés par Pascal Henriat ... ? (DR)</span></strong></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><img width="480" height="640" alt="" src="http://www.auxerretv.com/content/public/bu2(2).jpg" /></p>
<p style="text-align: center;"><strong><span style="font-size: 18px;">Guillaume Larrivé (</span></strong><span style="font-size: 18px;"><em>troisième mis en abyme</em></span><strong><span style="font-size: 18px;">) a dit d'entrée, consensuel, qu'au contraire d'une partie de la presse (</span></strong><span style="font-size: 18px;">en l'espèce AUXERRE TV pour ceux qui n'auraient pas compris Ndlr)</span><strong><span style="font-size: 18px;">, il n'avait pas trouvé le débat d'orientation budgétaire, <em>pauvre</em>.</span></strong> <strong><span style="font-size: 18px;">Dont acte, mais question : comment trouve-t-il le débat sur le budget où le député a fait des efforts pour couvrir le terrain ... ? Juge et partie est-il en situation de pouvoir objectivement apprécier ? (DR)</span></strong></p>
<p> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong><span style="color: rgb(0, 0, 0);">L</span></strong></span><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">e leader de l'opposition municipale du soir Guillaume Larrivé (LR) aurait voulu un autre phasage des investissements au profit du coeur de ville et de la salle Vaulabelle, quitte à suspendre et reporter, d'un an (et deux ?), les investissements dans les quartiers et à Auxerrexpo.</span></span></span></p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Le maire a expliqué que la ville est liée par convention dans les deux cas et que ce n'était pas possible de ne pas respecter le calendrier défini. </span></span></span></p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Un débat chaud avec un crescendo maîtrisé par Férez, a ensuite opposé le maire au député sur la déviation sud, le serpent de mer, instrumentalisée par le second. Séquence <em>"vérité" et sincérité</em> : le premier a indiqué que c'est François Patriat président PS de la Bourgogne qui a bloqué la poursuite de l'opération en ne l'inscrivant pas à l'ordre du jour du CRB ni au contrat de plan État-région. Et que le député soi-même lui avait dit entre deux portes que c'était plié, ce que dénia sans force ni vigueur ce dernier.</span></span></span></p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Le maire affirme se concentrer sur la prolongation de la déclaration d'utilité publique (DUP) qui aura fait son temps au printemps.</span></span></span><span style="font-size: 18px;"> Sans quoi ce serait la fin du projet, il faudrait tout recommencer.<br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 18px;">Guillaume Larrivé se faisant insidieusement insistant (s'exprimant tout bas tête basse) pour que les collectivités réaffirment <em>leur vo-lon-té de s'in-sci-re dans l'opération</em> (serpent de mer version 10 ?), Guy Férez cueilla et épingla son opposant (ils sont assis dans un face-à-face lointain) expliquant que depuis qu'il était député ; il n'avait strictement rien fait pour aider à mener à bien ce chantier tant attendu par la population. Les deux hommes coqs <br />
</span></p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Rien ne pourra en tout cas être réalisé avant le prochain contrat de plan 2020-2025. Nous y reviendrons.<br />
</span></span></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong>5 euros le m2 de terrain à Auxerre</strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong><span style="color: rgb(0, 0, 0);">A</span></strong></span><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">utre point de débat, la vente du camping à un privé pour mieux l'exploiter en synergie avec la Maison des randonneurs et la Maison du vélo. </span></span></span></p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Jean-Pierre Bosquet élu de l'opposition, pointa une anomalie, à savoir environ 8 000 m2 qui n'ont pas fait l'objet de l'estimation demandée aux Domaines mais qui figurent pourtant bien au cadastre du projet de délibération pour la cession. Une bande de terrain située entre le parking AJA et le camping municipal. En somme, plus de 27 000 m2 étaient proposés à la vente pour 200 000 euros ce qui revient à la louche à 5 euros le m2, un prix jugé pas cher même en zone inondable, fut-elle non constructible. </span></span></span></p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Les élus, à l'exception de ceux de l'opposition se partageant entre le vote contre et l'abstention, ont adopté la vente mais les Domaines vont devoir compléter ou réviser leur estimation (240 000 euros sans la bande oubliée). Un avenant à la délibération pourra être soumis aux élus en février. L'investisseur Laurent Richoux qui était parmi le maigre public, est dans les "startings blocks" pour reprendre la formule du maire. Il était donc important que la vente soit actée, ce jeudi soir.</span></span></span></p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Enfin, les moyens financiers alloués à la<em> Fenice</em> et sa résidence vont diminuer (- 15 000 euros) et un redéploiement des activités est en cours d'étude. Guillaume Larrivé, qui clairement aime le baroque, dit regretter cette diminution de moyens. La baisse inégale des subventions touche aussi le théâtre (- 50 000 euros), le Silex (- 135 000 euros) ou encore la crèche mutualiste de l'Auxerrois (- 131 000 euros). Il faut se réorganiser.<br />
</span></span></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 30px;"><strong>Vérité et sincérité </strong></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Comme le regrettent aussi des membres de l'Office municipal des sports (- 150 000 euros), qui subit aussi la baisse des moyens. Ils étaient présents dans la salle parmi le public. Le maire expliqua que finalement, l'OMS voyait ses moyens réduits mais qu'en fait, il disposerait toujours de la même chose. On avouera n'avoir pas tout bien compris. Ou plutôt, trop bien. Ces personnes là, 9, dans la salle avaient des salaires payés. Demain (un jour ou l'autre au cours de l'année) ils n'en auront plus. Que celui qui conteste lève la main... avec autant de dignité que ces sacrifiés sur l'autel de l'austérité républicaine et du monde dit moderne et civilisé. Libéral (les plus belles valeurs). Oui. Locke, Hobbes, Tocqueveille, Hume... The Bill of rights.<br />
</span></span></span></p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Guy Férez maître de la séance, invoqua les concepts de vérité et de sincérité au moment le plus fort et fut le plus convaincant. Mais quelle vérité et pour quoi faire ? </span></span></span></p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Tous ensemble, faut-il tenter de lever le voile (il en existe beaucoup et ils peuvent constituer de vrais murs successifs), pour acquérir une vue plus aiguisée ?<br />
Dans les aventures de Télémaque, Fénelon écrivait que toute l’assemblée crut être transportée au plus haut de l’Olympe à la face de Jupiter, dont les regards sont plus puissants que le tonnerre ...</span></span></span></p>
<p style="text-align: justify;"><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Qu'en pense Maud notre chef de file auxerroise écologiste mise en lumière à la faveur de l'absence du pape Denis Roycourt ? Elle qui a réaffirmé les exigences : pas de hausse d'impôt et poursuite des investissements de développement durable qui procurent des baisses de charges à terme. La fameuse chaudière à bois qui étend son rayonnement dans les hauts d'Auxerre, en constitue l'exemple le plus frappant. Pas question de déroger à cette ligne en 2017 et 2018. À bon entendeur ...<br />
</span></span></span></p>
<p style="text-align: justify;"> </p>
<p style="text-align: center;"><strong><span style="font-size: 21px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 18px;">Pierre-Jules GAYE</span></span></span></strong></p>
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<p style="text-align: center; line-height: normal; background: rgb(242, 242, 242) none repeat scroll 0% 0%;" class="MsoNormal"><img width="650" height="404" src="http://www.auxerretv.com/content/public/redressement_budget_1.jpg" alt="" /></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"> </p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">"Mesdames et Messieurs les Elus, <span style="mso-spacerun:yes"> </span>Mesdames et Messieurs les Spectateurs, </span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"> </span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">Voici arrivée la présentation du 3<sup>ème</sup> Budget Primitif municipal élaborée par notre municipalité.</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">Il traduit la volonté politique de l’équipe en place, mais il<span style="mso-spacerun:yes"> </span>a su tenir compte des contraintes actuelles que connaissent toutes les collectivités françaises, qu’elles soient du Centre, de Droite ou de Gauche (j’omettrai volontairement l’extrême droite).</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">Les orientations budgétaires 2017 de la Ville, présentées au Conseil municipal du 8 décembre dernier, ont permis de dresser le tableau de la conjoncture économique nationale dans laquelle s’inscrit le budget primitif 2017 d’Auxerre <span style="mso-spacerun:yes"> </span>: </span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:53.4pt;mso-add-space:auto;text-align:justify;text-indent:-18.0pt;
line-height:normal;mso-list:l1 level1 lfo2;background:#F2F2F2" class="MsoListParagraphCxSpFirst"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman";
mso-fareast-language:FR"><span style="mso-spacerun:yes"> </span>Un taux de <b>croissance de 1.50 %, </b></span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:53.4pt;mso-add-space:auto;text-align:justify;text-indent:-18.0pt;
line-height:normal;mso-list:l1 level1 lfo2;background:#F2F2F2" class="MsoListParagraphCxSpMiddle"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><b><span style="font-size:16.0pt;font-family:
"Times New Roman";mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:
"Times New Roman";mso-fareast-language:FR">une inflation à 0.8 %, </span></b></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:53.4pt;mso-add-space:auto;text-align:justify;text-indent:-18.0pt;
line-height:normal;mso-list:l1 level1 lfo2;background:#F2F2F2" class="MsoListParagraphCxSpMiddle"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><b><span style="font-size:16.0pt;font-family:
"Times New Roman";mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:
"Times New Roman";mso-fareast-language:FR">un chômage en faible décroissance, une augmentation subie de nos charges de personnel </span></b></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:53.4pt;mso-add-space:auto;text-align:justify;text-indent:-18.0pt;
line-height:normal;mso-list:l1 level1 lfo2;background:#F2F2F2" class="MsoListParagraphCxSpMiddle"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><b><span style="font-size:16.0pt;font-family:
"Times New Roman";mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:
"Times New Roman";mso-fareast-language:FR">une forte diminution du soutien de l’État aux collectivités dans le cadre du redressement national des comptes publics</span></b><span style="font-size:16.0pt;font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman";
mso-fareast-language:FR">.</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:53.4pt;mso-add-space:auto;text-align:justify;text-indent:-18.0pt;
line-height:normal;mso-list:l1 level1 lfo2;background:#F2F2F2" class="MsoListParagraphCxSpMiddle"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><b><span style="font-size:16.0pt;font-family:
"Times New Roman";mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:
"Times New Roman";mso-fareast-language:FR">Une revalorisation des bases locatives de 0</span></b><span style="font-size:16.0pt;font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman";
mso-fareast-language:FR">.40 %, voté hier par le parlement, au lieu des 0.80 %<span style="mso-spacerun:yes"> </span>initialement prévu. </span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:53.4pt;mso-add-space:auto;text-align:justify;line-height:normal;
background:#F2F2F2" class="MsoListParagraphCxSpLast"><span style="font-size:16.0pt;font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman";
mso-fareast-language:FR"> </span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><i style="mso-bidi-font-style:
normal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">Le projet de Budget prévisionnel qui vous est présenté ce soir, confirme les orientations présentées lors de ce débat, à savoir :</span></i></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:56.25pt;mso-add-space:auto;text-align:justify;text-indent:
-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;background:#F2F2F2" class="MsoListParagraphCxSpFirst"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman";
mso-fareast-language:FR">Maintien des taux d’imposition de la taxe d’habitation et de la taxe foncière au niveau 2016, donc pour simplifier, pas d’augmentation de fiscalité</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:56.25pt;mso-add-space:auto;text-align:justify;line-height:
normal;background:#F2F2F2" class="MsoListParagraphCxSpMiddle"><span style="font-size:16.0pt;font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman";
mso-fareast-language:FR"> </span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:56.25pt;mso-add-space:auto;text-align:justify;text-indent:
-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;background:#F2F2F2" class="MsoListParagraphCxSpMiddle"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman";
mso-fareast-language:FR">Un autofinancement qui nous permettra, (malgré une baisse pour notre ville, des concours financier de l’Etat de 805 k€ pour 2017) de rembourser, conformément à la réglementation, la part capital de nos emprunts.</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:56.25pt;mso-add-space:auto;text-align:justify;line-height:
normal;background:#F2F2F2" class="MsoListParagraphCxSpMiddle"><span style="font-size:16.0pt;font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman";
mso-fareast-language:FR"> </span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:56.25pt;mso-add-space:auto;text-align:justify;text-indent:
-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;background:#F2F2F2" class="MsoListParagraphCxSpMiddle"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman";
mso-fareast-language:FR">Une réduction de nos charges de fonctionnement</span></p>
<p class="MsoListParagraphCxSpMiddle"><i style="mso-bidi-font-style:normal"><span style="font-size:16.0pt;line-height:115%;font-family:"Times New Roman";
mso-fareast-font-family:"Times New Roman";mso-bidi-font-family:"Times New Roman";
mso-fareast-language:FR"> </span></i></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:
auto;margin-left:56.25pt;mso-add-space:auto;text-align:justify;text-indent:
-18.0pt;line-height:normal;mso-list:l0 level1 lfo1;background:#F2F2F2" class="MsoListParagraphCxSpLast"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><i style="mso-bidi-font-style:normal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">L’investissement 2017 tient compte de ces 3 <span style="mso-spacerun:yes"> </span>impératifs </span></i></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">Grâce à cela nous pourrons réaliser un montant global d’investissement supérieur à 15 M€. (je vous rappelle que ligne fixée par le maire, est d’avoir un programme pluriannuel d’investissements d’une moyenne de <span style="mso-spacerun:yes"> </span>10 M€/an sur l’ensemble du mandat).</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">L’effort financier, en cette période économique contrainte, que nous avons demandé aux services, est un effort partagé par tous (personnels, charges générales,<span style="mso-spacerun:yes"> </span>partenaires tels que les Délégataires de services publics ou certaines associations) afin que les Auxerroises et les Auxerrois n’aient pas cette année, l’augmentation d’impôts que certains redoutaient.</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">Je tiens sincèrement à remercier mes collèges élus, chacun dans ses délégations, d’avoir dans l’intérêt général, accepter<span style="mso-spacerun:yes"> </span>ces contraintes.</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">Enfin je tiens à remercier le personnel de notre ville pour le travail qu’il effectue et<span style="mso-spacerun:yes"> </span>la prise en compte des contraintes que la Ville subie, <span style="mso-spacerun:yes"> </span>ainsi que la direction des Finances pour le savoir-faire rigoureux et l’aide si indispensable qu’elle apporte à l’élu que je suis.</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"> </span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">Passons maintenant au détail de notre budget 2017 !</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:12.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"> </span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:12.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-tab-count:8"> </span></span><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR">Pascal Henriat</span></p>
<p style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto;
text-align:justify;line-height:normal;background:#F2F2F2" class="MsoNormal"><span style="font-size:16.0pt;font-family:"Times New Roman";mso-fareast-font-family:
"Times New Roman";mso-bidi-font-family:"Times New Roman";mso-fareast-language:
FR"><span style="mso-tab-count:7"> </span>Adjoint au Budget et aux Finances</span></p>http://www.auxerretv.com/content/index.php?post/2016/12/22/Budget-2017-d-Auxerre-%3A-15-millions-d-investissement-sans-augmentation-des-taux-d-imposition#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/8350Débat d'orientation budgétaire à Auxerre : le budget devrait être à l'équilibre sans augmentation de la fiscalitéurn:md5:0b8565b26f40c1a75e233828b6d34e0e2016-12-08T17:42:00+01:002016-12-08T21:25:41+01:00Pierre-Jules GAYELA CITE17 millions d économies contraintesauxerreconseil municipaldestructiondébat d orientation budgétaire 2017pascal henriatphareéquilbre du budget<h2>L'intervention de Pascal Henriat, adjoint aux finances, lors du débat d'orientation budgétaire 2017, jeudi soir, au conseil municipal. Il faut trouver 1,7 millions d'économies pour ne pas augmenter les taux d'imposition. Les <span style="mso-spacerun:yes"> </span>efforts partagés par les élus et les personnels, les recherches d’économies multiples, les co-financements possibles, <span style="mso-spacerun:yes"> </span>devraient permettre l’équilibre du budget 2017 sans avoir recours à la fiscalité, donc à l’augmentation des taux. Le budget sera soumis au vote de l'assemblée le 22 décembre
</h2> <p> </p>
<p style="text-align: center;"><img width="506" height="379" src="http://www.auxerretv.com/content/public/hotel(1).jpg" alt="" /></p>
<p style="text-align: center;"><span style="font-size: 18px;"><strong>C'est au premier étage que tout se décide, dans la salle des délibérations où se réunit le conseil municipal (DR)</strong></span></p>
<p> </p>
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<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:
normal"><u><span style="font-size:18.0pt;line-height:115%;color:red">Débat d’Orientations Budgétaires 2017</span></u></b></p>
<p class="MsoNormal"><span style="font-size:16.0pt;line-height:115%">Objectifs :</span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Appréhender l’environnement macro-économique (Europe-France)</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Discuter des orientations budgétaires </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Informer sur la situation financière</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Présenter les engagements pluriannuels envisagés</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Apprécier les contraintes</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Discuter les orientations budgétaires préfigurant les priorités du BP 2017</span></p>
<p class="MsoNormal" style="margin-left:14.2pt"><span style="font-size:16.0pt;
line-height:115%"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><u><span style="font-size:18.0pt;line-height:115%;color:#1F497D;mso-themecolor:text2">I : Environnement macro économique dans la zone Euro </span></u></b><span style="font-size:14.0pt;line-height:115%;color:#1F497D;mso-themecolor:text2"><span style="mso-spacerun:yes"> </span></span></p>
<p class="MsoNormal"><span style="font-size:14.0pt;line-height:115%">2017 s’annonce non dénuée de risques politiques, dont les plus importants sont :</span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Brexit au Royaume Uni, Gouvernement fragile en Espagne, Financement de la dette en Grèce, difficultés fiscales au Portugal, élections Présidentielles et législatives en France, instabilité politique en Italie.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:32.2pt;mso-add-space:
auto;text-align:justify"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">3 Facteurs importants en 2017 : Faiblesse de l’€, une politique monétaire encore <span style="mso-spacerun:yes"> </span>accommandante pour l’accès au crédit, et des politiques monétaires neutres ou expansionnistes dans certains pays (Allemagne, Italie…et peut être France). </span></p>
<p class="MsoListParagraphCxSpMiddle"><span style="font-size:8.0pt;line-height:
115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Cependant le retour de l’inflation (en raison de la remontée du prix du pétrole)<span style="mso-spacerun:yes"> </span>pèserait sur la croissance et serait négative pour la consommation.</span></p>
<p class="MsoListParagraphCxSpLast"><span style="font-size:8.0pt;line-height:
115%"> </span></p>
<p class="MsoNormal" style="text-align:justify"><b style="mso-bidi-font-weight:
normal"><u><span style="font-size:20.0pt;line-height:115%;color:#F79646;
mso-themecolor:accent6">France <br />
</span></u></b></p>
<p class="MsoNormal" style="text-align:justify"><span style="font-size:16.0pt;
line-height:115%">Notre Pays poursuit sa consolidation budgétaire et le redressement des finances publiques à été de 3.5 % du PIB en 2015 contre les 3.8 initialement envisagé.</span></p>
<p class="MsoNormal" style="text-align:justify"><span style="font-size:16.0pt;
line-height:115%">Le cap de ramener le déficit sous le seuil des 3 % en 2017 pourrait être maintenu.</span><b style="mso-bidi-font-weight:
normal"><u><span style="font-size:18.0pt;line-height:115%"><span style="text-decoration:none"><br />
</span></span></u></b></p>
<p class="MsoNormal" style="text-align:justify"> </p>
<p class="MsoNormal" style="text-align:justify"><b style="mso-bidi-font-weight:
normal"><u><span style="font-size:18.0pt;line-height:115%">Principales mesures relatives aux collectivités locales <br />
</span></u></b></p>
<p class="MsoNormal" style="text-align:justify"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%">Projet loi finances 2017 :</span></u></i></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Baisse des dotations : bien que diminuée de moitié elles pèseront encore sur les finances de nos collectivités (pour information la DGF versée aux collectivités locales (qui est de 30,8 milliards d’€) diminue de 7.1 % (soit 2.18 Milliards) par rapport à 2016, dont 725 M€<span style="mso-spacerun:yes"> </span>pour les seules communes.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:32.2pt;mso-add-space:
auto;text-align:justify"><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Soutien de l’Etat à l’investissement local : De nouveau renforcé avec la prolongation et l’augmentation du fonds de soutien à l’investissement local soit 450 M€ pour les communes (nous en avons particulièrement bénéficié à Auxerre en 2016 pour un total de 852 k€ sur les opérations : place Degas,<span style="mso-spacerun:yes"> </span>rue Cézanne et M Q Ste Genevière,Eglise St Pierre, construction RCA, Groupe scolaire Laborde et Clairions, Auxerrexpo…. )</span></p>
<p class="MsoListParagraphCxSpMiddle"><span style="font-size:16.0pt;line-height:
115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Pour 2017 les montants sollicités actuellement seraient de 320 Ke environ.</span></p>
<p class="MsoListParagraphCxSpLast"><span style="font-size:16.0pt;line-height:
115%"> </span></p>
<p class="MsoNormal" style="text-align:justify"><span style="font-size:16.0pt;
line-height:115%">Nous attendons toujours….la réforme globale de la DGF…constamment reporté par les gouvernements successifs.</span></p>
<p class="MsoNormal" style="text-align:justify"><b style="mso-bidi-font-weight:
normal"><u><span style="font-size:8.0pt;line-height:115%"><span style="text-decoration:none"> </span></span></u></b></p>
<p class="MsoNormal" style="text-align:justify"><b style="mso-bidi-font-weight:
normal"><u><span style="font-size:18.0pt;line-height:115%;color:#1F497D;
mso-themecolor:text2">I : Les éléments de contexte :</span></u></b><span style="font-size:14.0pt;line-height:115%;color:#1F497D;mso-themecolor:text2"><span style="mso-spacerun:yes"> </span></span><span style="font-size:14.0pt;
line-height:115%">(loi de finances 2017 avec hypothèses suivantes)</span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Un taux d’inflation de 0.8 %</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%"><span style="mso-spacerun:yes"> </span>Un taux de croissance de 1.50 %</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Un déficit max de 2.7 % du PIB</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Des dépenses publiques de 54.6 % du PIB</span><span style="font-size:8.0pt;line-height:115%"><br />
</span></p>
<p class="MsoNormal"><span style="font-size:8.0pt;line-height:115%"> </span><span style="font-size:8.0pt;line-height:115%"> <br />
</span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><u><span style="font-size:18.0pt;line-height:115%;color:#1F497D;mso-themecolor:text2">II : Les orientations budgétaires 2017 </span></u></b><span style="font-size:18.0pt;line-height:115%;color:#1F497D;mso-themecolor:text2"><span style="mso-spacerun:yes"> </span></span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Depuis 2014 Auxerre face à 1 situation inédite : Baisse des ressources, désengagement des partenaires institutionnels (état, région, dépt.)et augmentation naturelle des dépenses.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:53.25pt;mso-add-space:
auto;text-align:justify"><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Réduction drastique des dépenses fonctionnement : charges à caractère général, dépenses de personnel, subv. aux assoc…</span></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:18.0pt;
line-height:115%;color:#8064A2;mso-themecolor:accent4">Recette de fonctionnement <br />
</span></u></i></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%">Concours de l’Etat :<span style="mso-spacerun:yes"> </span></span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">baisse de<span style="mso-spacerun:yes"> </span>800 k€ de notre dotation forfaitaire</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">DSU : suite réforme, augmentation de 200 K€ </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%">Les autres recettes :</span></u></i></b></p>
<p class="MsoListParagraph" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><i style="mso-bidi-font-style:normal"><span style="font-size:16.0pt;line-height:115%">Attribution compensation com agglo : <span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes"> </span>- 100 k€<span style="mso-spacerun:yes"> </span>par rapport à<span style="mso-spacerun:yes"> </span>2016</span></i></p>
<p class="MsoNormal"><i style="mso-bidi-font-style:normal"><span style="font-size:16.0pt;line-height:115%"><span style="mso-spacerun:yes"> </span><b style="mso-bidi-font-weight:normal"><u>La fiscalité</u></b><u> : </u></span></i></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Hypothèse loi finances 2017 : </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto"><i style="mso-bidi-font-style:normal"><u><span style="font-size:16.0pt;line-height:
115%">° Revalorisation</span></u></i><span style="font-size:16.0pt;line-height:
115%"> <u>physique </u><span style="mso-spacerun:yes"> </span>des bases de 0.5 %</span></p>
<p class="MsoNormal" style="text-indent:18.0pt"><span style="font-size:16.0pt;
line-height:115%">° <u>Revalorisation forfaitaire</u> des bases initialement prévu de 0.8 % , mais ramené début décembre,<span style="mso-spacerun:yes"> </span>par un mauvais coup de baguette à 0.4 % soit une baisse supplémentaire de 100 k€</span></p>
<p class="MsoNormal" style="text-align:justify;text-indent:18.0pt"><span style="font-size:16.0pt;line-height:115%">De plus l’abattement des ½ part des veuves sur les bases fiscales, jusque-là compensé par l’Etat, est désormais porté par les communes, pour la 2<sup>ème</sup> année.</span></p>
<p class="MsoNormal" style="text-align:justify;text-indent:18.0pt"><span style="font-size:16.0pt;line-height:115%">Pour Auxerre, cela représente une perte de 400 k€ supplémentaires (400 k€ de produit fiscal calculés sur les 2 M€ que cela représentés).</span></p>
<p class="MsoNormal" style="text-align:justify;text-indent:18.0pt"><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p class="MsoNormal" style="text-align:justify;text-indent:18.0pt"><b style="mso-bidi-font-weight:normal"><span style="font-size:16.0pt;line-height:
115%">Malgré ces tracas, désagréments et soucis et grâce aux économies recherchés,<span style="mso-spacerun:yes"> </span>nous ne devrions pas avoir recours à une augmentation de fiscalité.</span></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><span style="font-size:8.0pt;line-height:115%"> </span></b></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:18.0pt;
line-height:115%;color:#8064A2;mso-themecolor:accent4">Dépenses<span style="mso-spacerun:yes"> </span>de fonctionnement <br />
</span></u></i></b></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:18.0pt;
line-height:115%"><span style="text-decoration:none"> </span></span></u></i></b></p>
<p class="MsoNormal"><i style="mso-bidi-font-style:normal"><span style="font-size:16.0pt;line-height:115%">Elément de cadrage fixés aux élus et services sont</span></i><span style="font-size:16.0pt;line-height:115%"> :</span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Augm. Des dépenses de personnel (12) limitée à la revalorisation du point (soit 300 Ke de Bp)</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:53.25pt;mso-add-space:
auto"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">0 % sur les charges à carractère générale<span style="mso-spacerun:yes"> </span>maîtrisable(11)</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:53.25pt;mso-add-space:
auto"><span style="font-size:16.0pt;line-height:115%"><span style="mso-spacerun:yes"> </span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Baisse des subv. au monde asso. (65) de 1 m€ / BP 2016</span></p>
<p class="MsoListParagraphCxSpMiddle"><span style="font-size:8.0pt;line-height:
115%"> </span></p>
<p class="MsoListParagraphCxSpLast"><span style="font-size:8.0pt;line-height:
115%"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#00B050">Les dépenses de personnel (12) :</span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><i style="mso-bidi-font-style:normal"><span style="font-size:16.0pt;line-height:115%">Valeur du point</span></i><span style="font-size:16.0pt;line-height:115%"> :<span style="mso-spacerun:yes"> </span>Juillet 2016 + 0.6 % et février 2017 + 0.6%<span style="mso-spacerun:yes"> </span>= + 300 K€</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto"><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><i style="mso-bidi-font-style:normal"><span style="font-size:16.0pt;line-height:115%">Réforme Lebranchu</span></i><span style="font-size:16.0pt;line-height:115%"> sur 5 ans<span style="mso-spacerun:yes"> </span> : surcout <span style="mso-spacerun:yes"> </span>salarial BP 201<span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes"> </span>=<span style="mso-spacerun:yes"> </span>+ 145 K€</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto"><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><i style="mso-bidi-font-style:normal"><span style="font-size:16.0pt;line-height:115%">Avancement de grades et d’échelons :</span></i><span style="font-size:16.0pt;line-height:115%"> <span style="mso-tab-count:1"> </span><span style="mso-spacerun:yes"> </span><span style="mso-tab-count:1"> </span><span style="mso-spacerun:yes"> </span><span style="mso-tab-count:1"> </span><span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes"> </span>= <span style="mso-spacerun:yes"> </span>+ 180 K€</span></p>
<p class="MsoNormal"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoNormal"><span style="font-size:16.0pt;line-height:115%">L’évolution des dépenses de personnel ne devrait pas dépasser 2 %</span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:14.0pt;line-height:115%">Afin de contenir ce chapitre nous devrons supprimer ou non remplacer 10 poste environ.</span></u></i></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:14.0pt;line-height:115%"><span style="text-decoration:none"> </span></span></u></i></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><u><span style="font-size:16.0pt;line-height:115%;color:#00B050">Les charges à caractère générale (11)</span></u></b><b style="mso-bidi-font-weight:normal"><u><span style="font-size:14.0pt;line-height:115%;color:#00B050"><span style="mso-spacerun:yes"> </span></span></u></b><span style="font-size:14.0pt;
line-height:115%">(fournitures, entretien matériel, espaces publics, bâtiments, locations et assurances..)</span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:8.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Recherches d’économies pour éviter d’augmenter ce chapitre (20 % des dépenses de Fonct.<span style="mso-spacerun:yes"> </span>et aux mieux le diminuer, malgré la d’adhésion au CNAS de 212 K€ </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:53.25pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:8.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:14.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">2016 année forte de dépenses non récurrentes (déambulatoire cathédrale, étanchéité arquebuses</span><span style="font-size:14.0pt;line-height:115%">.</span></p>
<p class="MsoNormal"><span style="font-size:8.0pt;line-height:115%"> </span><span style="font-size:8.0pt;line-height:115%"><br />
</span></p>
<p class="MsoNormal"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><u><span style="font-size:16.0pt;line-height:115%;color:#92D050">Les subventions versées au monde associatif (65)</span></u></b></p>
<p class="MsoNormal" style="text-align:justify"><span style="font-size:16.0pt;
line-height:115%">Notamment participation au Sdis 89, subventions aux associations et aux DSP.</span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Le Sdis : hausse de 100 k€ (500 k€ sur 5 ans). Décision unilatérale, toujours en contestation</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:53.25pt;mso-add-space:
auto;text-align:justify"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Subv aux asso : diminution conséquente au DSP (renégociations)<span style="mso-spacerun:yes"> </span>et aux associations</span></p>
<p class="MsoNormal" style="text-align:justify"><span style="font-size:16.0pt;
line-height:115%"><span style="mso-spacerun:yes"> </span>(BP 2016 :<span style="mso-spacerun:yes"> </span>5 992 K€<span style="mso-spacerun:yes"> </span>à<span style="mso-spacerun:yes"> </span>BP 2017 : 5 094 K€<span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes"> </span>= - 898 K€<span style="mso-spacerun:yes"> </span>(hors Sdis 2.7 m€)</span></p>
<p class="MsoNormal"><span style="font-size:10.0pt;line-height:115%"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><u><span style="font-size:16.0pt;line-height:115%;color:#00B050">Les frais financiers :</span></u></b><b style="mso-bidi-font-weight:normal"><span style="font-size:16.0pt;line-height:115%;color:#00B050"><span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes"> </span></span></b><span style="font-size:
16.0pt;line-height:115%">Baisses<span style="mso-spacerun:yes"> </span><span style="mso-spacerun:yes"> </span>grâce aux :</span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Désendettement en 2015</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Taux extrèment bas</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Renégociations des emprunts</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:53.25pt;mso-add-space:
auto"><b style="mso-bidi-font-weight:normal"><u><span style="font-size:14.0pt;
line-height:115%"><span style="text-decoration:none"> </span></span></u></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><u><span style="font-size:16.0pt;line-height:115%">La participation à la péréquation horizontale :</span></u></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Baisse du FPIC : grâce à la pause annoncée<span style="mso-spacerun:yes"> </span>du gouv. Dans la progression et de la modification des périmètres des EPCI nationaux et locaux, avec <span style="mso-spacerun:yes"> </span>pour nous l’agrandissement en nouvelles commuens à la C C A</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:14.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri;color:#C0504D;mso-themecolor:accent2"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:14.0pt;line-height:115%;color:#C0504D;mso-themecolor:accent2"> </span></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:18.0pt;
line-height:115%;color:#C0504D;mso-themecolor:accent2">Programmation des investissements <br />
</span></u></i></b></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:16.0pt;
line-height:115%;color:#1F497D;mso-themecolor:text2">Les recettes d’investissements :</span></u></i></b></p>
<p class="MsoNormal"><span style="font-size:16.0pt;line-height:115%"><span style="mso-spacerun:yes"> </span>-le FC<span style="mso-spacerun:yes"> </span>TVA : calculé sur le montant des dépenses d’invest. Eligibles et réalisées en 2015 (< à 2016)</span></p>
<p class="MsoNormal"><span style="font-size:16.0pt;line-height:115%">- Taux d’aménagement (ex Taxe locale equip) stable en 2017</span></p>
<p class="MsoNormal"><span style="font-size:16.0pt;line-height:115%">- les co-financements pour toutes nouvelles opérations (dont le fonds de soutien à l’inv. Dont nous avons parlé tout à l’heure)</span></p>
<p align="center" class="MsoNormal" style="text-align:center"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p align="center" class="MsoNormal" style="text-align:center"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:16.0pt;
line-height:115%;color:#1F497D;mso-themecolor:text2">Les dépenes d’investissements :</span></u></i></b></p>
<p class="MsoNormal"><span style="font-size:16.0pt;line-height:115%">Composées :</span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%"><span style="mso-spacerun:yes"> </span>du Rembours. Du capital des emprunts (> à 2016)</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%"><span style="mso-spacerun:yes"> </span>des subventions d’équipement versés et la prog. des Investissements</span></p>
<p class="MsoNormal"><span style="font-size:16.0pt;line-height:115%">La programmation<span style="mso-spacerun:yes"> </span>des opérations <span style="mso-spacerun:yes"> </span>doit rester dans une envelloppe. Moy. de 10 M€/an sur l’ensemble du mandat</span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191">L’enseignement supérieur : </span></u></i></b></p>
<p class="MsoListParagraph" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">4<sup>ème</sup> bâtiment IUT<span style="mso-spacerun:yes"> </span>:<span style="mso-spacerun:yes"> </span>2014 , 2015, 2016<span style="mso-spacerun:yes"> </span>(retard travaux décalages des derniers paiements sur 2017 et 2018)</span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191">Le<span style="mso-spacerun:yes"> </span>renouvellement urbain </span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">2<sup>ème</sup> gros poste après IUT : poursuite du programme signé avec L’ANRU et la Région.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:32.2pt;mso-add-space:
auto;text-align:justify"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Fin des Brichères</span></p>
<p class="MsoListParagraphCxSpMiddle" style="text-align:justify"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Ste Geneviève : travaux Maison Quartier, Place Degas, aménagement av. Weigand </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Giratoire av. Egriselle à Rive Droite</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-align:justify"><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191">Le développement économique : </span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Continuité des Travaux sur bât. Auxerrexpo en coopération avec le délégataire.</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
tab-stops:72.7pt"><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191"><span style="mso-tab-count:1"> </span></span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191">L’équipement des services et mise aux normes des bâtiments </span></u></i></b><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:16.0pt;
line-height:115%">:</span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Poursuite des invest. Sur les Bâtiments municipaux (rénovation et mise aux normes, abbaye St Germain et Foyer Gouré</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191">L’accessibilité : </span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">2<sup>ème</sup> phase des travaux du programme Ad’Ap avec mise en accessibilité des bâtiments municipaux.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Mise en accessibilité des arrêts de bus avec la CCA et continuité du cheminement des Personnes en situation d’handicap<span style="mso-spacerun:yes"> </span>entre les arrêts bus accessibles et les bâtiments publics.</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:53.25pt;mso-add-space:
auto"><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191">Les sports :</span></u></i></b></p>
<p class="MsoListParagraph" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Réalisation des travaux au Rca</span></p>
<p class="MsoNormal"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoNormal" style="text-align:justify"><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:16.0pt;
line-height:115%;color:#E36C0A;mso-themecolor:accent6;mso-themeshade:191">L’enfance :</span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Lancement rénovation crèche Kiehlmann (choix programmiste)</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Travaux<span style="mso-spacerun:yes"> </span>restaurant rue du pont</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Poursuite sécurisation des écoles (bâtiments et abords, plan vigipirate)</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Vaste programme de rénovation énergétique sur le groupe scolaire des Clairions et fin des travaux groupe scolaire Laborde</span></p>
<p class="MsoNormal"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191">Le patrimoine et la culture :</span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Crédits pour les collections du musée d’art et du muséum</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Autor. De programmes/crédits paiement pour début restauration St Pierre</span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191">Le développement durable :</span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Principe du dével. Dans chaque opération d’ Invest.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Enveloppe dédiée à des opérations destinées à améliorer la performance énérgétique des bât. Ou favoriser le recour à des énergie plus durable.</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Poursuite de Cit’ergie (et renforcement des études pour l’installation de chaudière biomasses sur les bât. Collectivités</span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191">L’e-adminstration</span></u></i></b></p>
<p class="MsoListParagraph" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Poursuite du schéma directeur numérique retenu en 2015</span></p>
<p class="MsoNormal"><span style="font-size:8.0pt;line-height:115%"> </span><span style="font-size:8.0pt;line-height:115%"><br />
</span></p>
<p class="MsoNormal"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:18.0pt;
line-height:115%;color:red">Situation financière de la ville et ses perspective </span></u></i></b></p>
<p class="MsoNormal" style="text-align:justify"><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:16.0pt;
line-height:115%;color:#1F497D;mso-themecolor:text2">Situation financière </span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="text-align:justify"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:8.0pt;line-height:115%"><span style="text-decoration:
none"> </span></span></u></i></b></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">1<sup>er</sup> élément dans l’attente production du C A 2016</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:32.2pt;mso-add-space:
auto;text-align:justify"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Ponction opérée par l’Etat dans le cadre du redressement des comptes publics, a induit une baisse forte et conséquente des recettes de fonctionnement (+ 800 K€ pour notre ville)</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:53.25pt;mso-add-space:
auto"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">La ville supporte de plus des dépenses de fonctionnement non récurrentes en 2016 (retraitées dans l’analyse des ratios fin). 2016 = 2015</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:70.8pt;mso-add-space:
auto"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%"><span style="text-decoration:none"> </span></span></u></i></b></p>
<p class="MsoListParagraphCxSpMiddle" style="text-align:justify;text-indent:-18.0pt;
mso-list:l1 level1 lfo2"><b style="mso-bidi-font-weight:
normal"><i style="mso-bidi-font-style:normal"><span style="font-size:16.0pt;
line-height:115%;mso-bidi-font-family:Calibri;mso-bidi-theme-font:minor-latin;
color:#00B050"><span style="mso-list:Ignore">A)<span style="font:7.0pt "Times New Roman""> </span></span></span></i></b><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:16.0pt;line-height:
115%;color:#00B050">Structure des effectifs et évolutions des dépenses de personnel :</span></u></i></b></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:53.25pt;mso-add-space:
auto"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">669 agents permanents et 83 agents à temps non complet<span style="mso-spacerun:yes"> </span>fin 2015 soit 752 agents</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Toutes filières de la fonction publique territoriale représentées (sauf incendie et secours)</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Effectifs stable de 2010 à 2014 : 740 agents</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">En 2014 + 4.80 % en raison de la reprise des personnels du conservatoire</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Fin 2015 baisse des effectifs de 3.34 % soit 750 agents (26 de moins que 2014)</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Taux féminisation est de 51.7 %</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Les femmes sont à : 45.7 des catégories A ; 53.5 des catégories B et 5.2 des C</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">-effort maitrisé de la masse salariale depuis plusieurs année, qui se poursuit et se renforce</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Baisse des crédit de 1 %, malgré la reprise de la gestion des études surveillées (avant la caisse des écoles) , la revalorisation des rythmes scolaires, et la revalorisation des grilles des catégories C (gestion serré des effectifs et suppression de 10 postes en 2015</span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:
normal"><u><span style="font-size:16.0pt;line-height:115%;color:#E36C0A;
mso-themecolor:accent6;mso-themeshade:191">La durée effective du travail :</span></u></i></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">1 589 heures<span style="mso-spacerun:yes"> </span>(hors jours de fractionnements)</span></p>
<p align="center" class="MsoListParagraphCxSpMiddle" style="text-align:center;
text-indent:-18.0pt;mso-list:l1 level1 lfo2"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:normal"><span style="font-size:16.0pt;line-height:115%;mso-bidi-font-family:Calibri;
mso-bidi-theme-font:minor-latin;color:#00B050"><span style="mso-list:Ignore">B)<span style="font:7.0pt "Times New Roman""> </span></span></span></i></b><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:16.0pt;line-height:115%;color:#00B050">La situation de la dette</span></u></i></b></p>
<p class="MsoListParagraphCxSpMiddle"><b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:normal"><u><span style="font-size:16.0pt;line-height:
115%"><span style="text-decoration:none"> </span></span></u></i></b></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Désendettement de 4 083 312 € (soit - 6.39 %) au 31/12/2015 </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Encours dette = 59 833 719 M€</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Taux moyen : 2.39 %</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Durée vie résiduelle : 13 ans et 4 mois</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Les frais financiers sont passés de 2 M€ en 2008 à 1.4 M€ en 2016 soit – 600 K€</span></p>
<p class="MsoNormal"><span style="font-size:16.0pt;line-height:115%">Au 31/12/2016 : </span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">En 2016 remboursement de 4.372 M€ de capitaux</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Réaménagement de 4 prêts.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Structure A selon charte Gissler</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto"><span style="font-size:8.0pt;line-height:115%"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><span style="font-size:16.0pt;line-height:115%;color:#5F497A;mso-themecolor:accent4;
mso-themeshade:191">Prévision 2017 :</span></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Sur l’année, le niveau d’investissement qui sera proposé au budget nous poussera à inscrire un montant > au remboursement de la part de capital</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:18.0pt;mso-add-space:auto;
text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Notre recherche de financement devrait nous conduire à réduire le montant inscrit.</span></p>
<p class="MsoNormal"><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><u><span style="font-size:18.0pt;line-height:115%;color:red">Conclusion <br />
</span></u></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">De nouveau une année de difficultés budgétaires supplémentaires pour toutes les collectivités française.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:18.0pt;mso-add-space:
auto;text-align:justify;text-indent:-18.0pt;mso-list:l0 level1 lfo1"><span style="font-size:16.0pt;line-height:115%;mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;mso-hansi-font-family:Calibri;mso-bidi-font-family:
Calibri"><span style="mso-list:Ignore">-<span style="font:7.0pt "Times New Roman""> </span></span></span><span style="font-size:16.0pt;line-height:115%">Des indécisions quant aux politiques que décideront les candidats aux élections présidentielles et qui pourraient peser et grever, de nouveau<span style="mso-spacerun:yes"> </span>le bloc communal.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left:32.2pt;mso-add-space:
auto;text-align:justify"><span style="font-size:16.0pt;line-height:115%">En effet la recherche d’économies pour l’Etat…se trouvant être dans la plupart du temps, des alourdissements de charges ou des diminutions de recettes pour les collectivités locales</span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left:32.2pt;mso-add-space:auto;
text-align:justify"><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p class="MsoNormal" style="text-align:justify"><b style="mso-bidi-font-weight:
normal"><span style="font-size:16.0pt;line-height:115%">Les médias locaux avaient annoncée le 2 décembre dernier qu’il manquait à notre ville, (avec les diminutions de<span style="mso-spacerun:yes"> </span>nos recettes, donc de nos dotations, et les hausses de charges)<span style="mso-spacerun:yes"> </span>pour boucler notre<span style="mso-spacerun:yes"> </span>budget + de 1.7 M€).</span></b></p>
<p class="MsoNormal" style="text-align:justify"><b style="mso-bidi-font-weight:
normal"><span style="font-size:16.0pt;line-height:115%"><span style="mso-spacerun:yes"> </span>C’était vrai. </span></b></p>
<p class="MsoNormal" style="text-align:justify"><b style="mso-bidi-font-weight:
normal"><span style="font-size:16.0pt;line-height:115%">Mais les <span style="mso-spacerun:yes"> </span>efforts partagés par les élus et les personnels, les recherches d’économies multiples, les co-financements possibles, <span style="mso-spacerun:yes"> </span>devraient nous permettre l’équilibre du budget 2017 sans avoir recours à la fiscalité, donc à l’augmentation de nos taux. </span></b></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><span style="font-size:16.0pt;line-height:115%"> </span></b></p>
<p class="MsoNormal"><span style="font-size:16.0pt;line-height:115%"> </span></p>
<p style="text-align: center;"><span style="font-size: 48px;">LE PHARE VA ÊTRE DÉTRUIT</span></p>
<p style="text-align: center;"><span style="font-size: 48px;"><span style="font-size: 18px;"><img width="640" height="354" src="http://auxerretv.com/content/public/-fo3%281%29.jpg" alt="" /></span></span></p>
<p style="text-align: justify;"><span style="font-size: 48px;"><span style="font-size: 18px;">Le maire Guy Férez l'a précisé en conseil municipal : le Phare bâtiment hautement symbolique de l'emploi et de l'insertion va être détruit dans le cadre du renouvellement urbain programmé à Sainte-Geneviève. L'idée directrice étant d'ouvrir le quartier sur la cité</span></span><span style="font-size:14.0pt;line-height:115%"><br />
</span></p>http://www.auxerretv.com/content/index.php?post/2016/12/08/D%C3%A9bat-d-orientation-budg%C3%A9taire-%C3%A0-Auxerre-%3A-le-budget-devrait-%C3%AAtre-%C3%A0-l-%C3%A9quilibre-sans-augmentation-de-la-fiscalit%C3%A9#comment-formhttp://www.auxerretv.com/content/index.php?feed/atom/comments/8309