<?xml version="1.0" encoding="utf-8"?>
<feed xmlns="http://www.w3.org/2005/Atom">
	<id>http://www.etiennepourcher.fr/</id>
  <title>Blog d'Etienne Pourcher</title>
  <link href="http://www.etiennepourcher.fr/blog.xml" rel="self"/>
  <updated>2013-05-17T18:05:56+02:00</updated>
  <author>
    <name>Etienne Pourcher</name>
  </author><entry>
<title>révolution pour l\'intercommunalité vosgienne</title>
<id>http://www.etiennepourcher.fr/194_lien</id>
<updated>2013-05-17T18:05:56+02:00</updated>
<link href="http://www.etiennepourcher.fr/194_lien"/>

<summary type="html">&lt;p&gt;Alors que certaines r&amp;eacute;gions fran&amp;ccedil;aises sont organis&amp;eacute;es depuis longtemps en intercommunalit&amp;eacute; (Bretagne) ou, plus proche de nous, sont bien avanc&amp...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Alors que certaines r&amp;eacute;gions fran&amp;ccedil;aises sont organis&amp;eacute;es depuis longtemps en intercommunalit&amp;eacute; (Bretagne) ou, plus proche de nous, sont bien avanc&amp;eacute;es avec des intercommunalit&amp;eacute;s de grande taille (Alsace), les vosges avaient encore du chemin &amp;agrave; parcourir avec de nombreuses communes isol&amp;eacute;es et des intercommunalit&amp;eacute;s de petite taille. On peut discuter de l\'int&amp;eacute;r&amp;ecirc;t de se grouper - certains parlent du \"mille feuille territorial\" mais est-il possible d\'offrir aux habitants de villages de moins de 100 habitants les servcies attendus autrement qu\'en se groupant ? -. La loi de 2010 bien que tr&amp;egrave;s coercitive (trop pour certains parce qu\'elle donne le pouvoir &amp;agrave; l\'Etat, mais rester sur la base du volontariat, force est de constater que cela traine...) a permis, dans les Vosges de passer de 42 &amp;agrave; 27 communaut&amp;eacute;s de communes et aucune commune ne &lt;em&gt;devait&lt;/em&gt; se retrouver hors intercommunalit&amp;eacute;.&lt;/p&gt;
&lt;p&gt;Le Pr&amp;eacute;fet vient de r&amp;eacute;unir la Commission D&amp;eacute;partementale de Coop&amp;eacute;ration Intercommunale une derni&amp;egrave;re fois dans le cadre de la loi de 2010 (elle pourra se r&amp;eacute;unir par la suite dans le cadre habituel) pour exposer ses derni&amp;egrave;res conclusions. Ainsi qu\'il l\'a indiqu&amp;eacute;, c\'est une r&amp;eacute;volution pour l\'intercommunalit&amp;eacute; vosgienne avec de nombreuses fusions de communaut&amp;eacute;s de communes. Cependant, il reste une tache sur le tableau : devant les refus de part et d\'autre, la ville de saint-Di&amp;eacute;-des-Vosges n\'a trouv&amp;eacute; aucun p&amp;eacute;rim&amp;egrave;tre, aucune commune pour un travail intercommunal.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Il ne m\'appartient pas de juger cette situation peut &amp;ecirc;tre unique en France (comme on dit \"l\'Histoire jugera\") mais que d\'occasions manqu&amp;eacute;es! que de chances non saisies! Il y a d\'abord eu la proposition initiale \"a minima\" de groupement de saint-Di&amp;eacute; avec la Communaut&amp;eacute; de Communes des hauts champs (et le ban d\'Etival, bien vite parti vers Senones...) et surtout sans la Communaut&amp;eacute; de Communes Fave et Meurthe dont &amp;nbsp;fait partie la ville de sainte Marguerite qui partage des rues avec saint Di&amp;eacute;! Cette derni&amp;egrave;re avait mont&amp;eacute; un projet de fusion avec la communaut&amp;eacute; de communes du Val de Galil&amp;eacute;e et celle de la Fave (Provench&amp;egrave;res) tournant ainsi le dos &amp;agrave; saint Di&amp;eacute;... Il y a eu ensuite la proposition d\'une Communaut&amp;eacute; d\'Agglom&amp;eacute;ration regroupant une grande D&amp;eacute;odatie (l\'arrondissement de saint Di&amp;eacute; ou le pays de la D&amp;eacute;odatie moins les territoires p&amp;eacute;riph&amp;eacute;riques qui ne le souhaitaient pas) pour laquelle j\'avait plaid&amp;eacute; parmi les premiers afin de donner &amp;agrave; la ville centre et &amp;agrave; son arrondissement les moyens de son d&amp;eacute;veloppement. L\'amendement d&amp;eacute;pos&amp;eacute; en ce sens a &amp;eacute;t&amp;eacute; r&amp;eacute;fus&amp;eacute;, en particulier par la ville de Saint Di&amp;eacute; (le jugeant \"pr&amp;eacute;matur&amp;eacute;\"). Il y eut enfin l\'amendement d&amp;eacute;pos&amp;eacute; par la ville de saint Di&amp;eacute; &amp;agrave; quelques jours de l\'&amp;eacute;ch&amp;eacute;ance pour une grande communaut&amp;eacute; de communes de Plainfaing &amp;agrave; Raon l\'Etape mais trop tardif et surtout sans l\'accord des int&amp;eacute;ress&amp;eacute;s; amendement rejet&amp;eacute; &amp;eacute;galement par la commission d&amp;eacute;partementale.&lt;/p&gt;
&lt;p&gt;L\'id&amp;eacute;e de Monsieur le Pr&amp;eacute;fet en laissant, d&amp;egrave;s lors, saint Di&amp;eacute; seule est de montrer que le travail est inachev&amp;eacute; pour y retravailler demain. Je suis dubitatif : les &amp;eacute;lus et communes qui devront travailler cette ann&amp;eacute;e et l\'ann&amp;eacute;e prochaine &amp;agrave; leur fusion, l\'harmonisation de leurs comp&amp;eacute;tences, etc. seront-ils pr&amp;ecirc;ts &amp;agrave; se remettre &amp;agrave; l\'ouvrage dans ces conditions et alors m&amp;ecirc;me que le c&amp;ocirc;t&amp;eacute; coercitif de la loi aura disparu (les fusions seront toujours possibles mais sur la base du volontariat...).&lt;/p&gt;
&lt;p&gt;Pourtant, on ne peut pas imaginer un d&amp;eacute;veloppement de la ville de saint-Di&amp;eacute; sans la D&amp;eacute;odatie, ni, &amp;agrave; l\'inverse, un d&amp;eacute;veloppement de la D&amp;eacute;odatie sans sa ville centre. Comme Michel Humbert l\'a soulign&amp;eacute;, le projet de SCOT (Sch&amp;eacute;ma de Coh&amp;eacute;rence Territoriale) sera l\'occasion de pr&amp;eacute;parer une future intercommunalit&amp;eacute; avec Saint Di&amp;eacute;. Mais, il me semble que, comme monsieur Jourdain faisait de la prose, la ville de Saint-Di&amp;eacute; fait d&amp;eacute;j&amp;agrave; de l\'intercommunalit&amp;eacute; avec les communes voisines au sein du Syndicat Mixte du pays de la D&amp;eacute;odatie... libre aux &amp;eacute;lus de lui transf&amp;eacute;rer de nouvelles comp&amp;eacute;tences lors du prochain mandat pour tester ce qu\'un travail intercommunal pourra apporter aux uns et aux autres. L\'occasion du d&amp;eacute;bat sur les comp&amp;eacute;tences dans chacune des communaut&amp;eacute;s de communes est sans doute le temps id&amp;eacute;al de cette r&amp;eacute;flexion...&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;PS focus local : pour ce qui est de la communaut&amp;eacute; de communes du canton de Brouvelieures, un consensus s\'est d&amp;eacute;gag&amp;eacute; &amp;agrave; l\'unanimit&amp;eacute; pour une fusion &amp;agrave; trois avec celles de l\'ADP (Girecourt) et de la vall&amp;eacute;e de la Vologne (Bruy&amp;egrave;res) et des communes des monts de Vologne (ancienne communaut&amp;eacute; de communes autour de Granges) formant ainsi un ensemble de 17 500 habitants!&amp;nbsp;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Allocations de solidarité : entre 4,6 et 5,8 milliards d\'euros à trouver pour les départements</title>
<id>http://www.etiennepourcher.fr/193_lien</id>
<updated>2013-05-03T11:41:24+02:00</updated>
<link href="http://www.etiennepourcher.fr/193_lien"/>

<summary type="html">&lt;h1&gt;&lt;span style=\"font-weight: normal;\"&gt;&lt;span style=\"font-size: small;\"&gt;Pour les D&amp;eacute;partement le changement c\'est peut &amp;ecirc;tre bient&amp;ocirc;t!&lt;/span&gt;&lt...</summary>
<content type="html">
<![CDATA[&lt;h1&gt;&lt;span style=\"font-weight: normal;\"&gt;&lt;span style=\"font-size: small;\"&gt;Pour les D&amp;eacute;partement le changement c\'est peut &amp;ecirc;tre bient&amp;ocirc;t!&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;h1&gt;&lt;span style=\"font-size: small;\"&gt;&lt;span style=\"font-weight: normal;\"&gt;Pour la premi&amp;egrave;re fois depuis 10 ans, le D&amp;eacute;partement des Vosges touchera dans son budget 2013 une aide de plus de 5 millions d\'euros du Gouvernement pour compenser les pertes dues aux r&amp;eacute;formes des derni&amp;egrave;res ann&amp;eacute;es. Cela change des budgets pr&amp;eacute;c&amp;eacute;dents qui, ann&amp;eacute;e apr&amp;egrave;s ann&amp;eacute;es, voyaient le d&amp;eacute;ficit se creuser entre les dotations de l\'Etat et les prestations sociales vers&amp;eacute;es.&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=\"font-weight: normal;\"&gt;&lt;span style=\"font-size: small;\"&gt;&lt;span style=\"font-size: small;\"&gt;Maintenant, le fonds exceptionnel pr&amp;eacute;vu par le gouvernement pour cette ann&amp;eacute;e ne peut suffire. Il faut trouver un financement p&amp;eacute;renne pour ces allocations de solidarit&amp;eacute;s.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=\"font-size: small;\"&gt;Il manque entre 4,6 et 5,8 milliards d\'euros chaque ann&amp;eacute;e aux d&amp;eacute;partements pour financer les trois allocations individuelles de solidarit&amp;eacute; : RSA (revenu de Solidarit&amp;eacute; Active), PCH (Prestation de Compensation du Handicap)et APA (Allocation Personnalis&amp;eacute;e pour l\'Autonomie). C&amp;rsquo;est la conclusion &amp;agrave; laquelle est parvenue le groupe de travail &amp;Eacute;tat/d&amp;eacute;partements charg&amp;eacute;, d&amp;eacute;but 2013, de se pencher sur le &amp;laquo; d&amp;eacute;ficit structurel de financement des trois allocations &amp;raquo;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=\"font-size: small;\"&gt;&lt;span style=\"font-size: small;\"&gt; En dix ans, le co&amp;ucirc;t de ces prestations a &amp;eacute;t&amp;eacute; multipli&amp;eacute; par trois. La part de l&amp;rsquo;&amp;Eacute;tat dans leur financement n\'a cess&amp;eacute; de se d&amp;eacute;grader, au d&amp;eacute;triment des d&amp;eacute;partements.&amp;nbsp;&lt;br /&gt;Ce &amp;laquo;&amp;nbsp;&lt;em&gt;diagnostic globalement partag&amp;eacute;&lt;/em&gt;&amp;nbsp;&amp;raquo; est une premi&amp;egrave;re &amp;laquo;&amp;nbsp;&lt;em&gt;depuis dix ans&lt;/em&gt;&amp;nbsp;&amp;raquo; que ces allocations existent et que cet &amp;eacute;cart se creuse, s\'est f&amp;eacute;licit&amp;eacute; mardi Claudy Lebreton, le pr&amp;eacute;sident de l\'Assembl&amp;eacute;e des d&amp;eacute;partements de France (ADF). &amp;laquo;&amp;nbsp;&lt;em&gt;Ce d&amp;eacute;calage consid&amp;eacute;rable explique pourquoi les d&amp;eacute;partements sont le seul niveau de collectivit&amp;eacute; locale &amp;agrave; r&amp;eacute;duire depuis trois ans ses investissements&lt;/em&gt;&amp;nbsp;&amp;raquo;, a-t-il d&amp;eacute;clar&amp;eacute; dans un communiqu&amp;eacute; publi&amp;eacute; au sortir de la deuxi&amp;egrave;me r&amp;eacute;union du groupe de travail. Le pr&amp;eacute;sident de l\'ADF avait fait de cette question un &amp;laquo;&amp;nbsp;&lt;em&gt;pr&amp;eacute;alable &amp;agrave; la mise en &amp;oelig;uvre du nouvel acte de la d&amp;eacute;centralisation actuellement en cours d&amp;rsquo;&amp;eacute;laboration&lt;/em&gt;&amp;nbsp;&amp;raquo;.&lt;br /&gt;L\'&amp;eacute;tape suivante pour le groupe de travail pr&amp;eacute;sid&amp;eacute; par Vincent Lena, conseiller ma&amp;icirc;tre &amp;agrave; la Cour des comptes et conseiller r&amp;eacute;gional du Nord-Pas-de-Calais, est de trouver des solutions pour faire en sorte que les d&amp;eacute;partements disposent de &amp;laquo;&amp;nbsp;&lt;em&gt;ressources p&amp;eacute;rennes et suffisantes&lt;/em&gt;&amp;nbsp;&amp;raquo; pour &amp;laquo;&amp;nbsp;&lt;em&gt;faire face, dans un cadre ma&amp;icirc;tris&amp;eacute;, au financement des trois allocations individuelles de solidarit&amp;eacute;&lt;/em&gt;&amp;nbsp;&amp;raquo; ; c&amp;rsquo;est ce que pr&amp;eacute;voyait la d&amp;eacute;claration commune &amp;Eacute;tat/ADF sign&amp;eacute;e en octobre 2012. Les conclusions sont attendues pour le 27 mai, pour une mise en oeuvre d&amp;egrave;s le prochain projet de loi de finances esp&amp;egrave;re l\'ADF qui compte ainsi sur &amp;laquo;&amp;nbsp;&lt;em&gt;une certaine autonomie budg&amp;eacute;taire susceptible de renforcer encore l\'implication (des d&amp;eacute;partements) dans les politiques publiques de l&amp;rsquo;emploi et du d&amp;eacute;veloppement local&amp;nbsp;&lt;/em&gt;&amp;raquo;.&lt;br /&gt;En 2013, un fonds de soutien de 170 millions d\'euros &amp;agrave; la trentaine de d&amp;eacute;partements les plus en difficult&amp;eacute;s pour faire face aux trois allocations, financ&amp;eacute; sur les r&amp;eacute;serves de la CNSA, a &amp;eacute;t&amp;eacute; reconduit. Il avait &amp;eacute;t&amp;eacute; dot&amp;eacute; en 2012 de 150 millions. En 2014 peut &amp;ecirc;tre le changement avec un financement p&amp;eacute;renne?..&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>les décisions de la commission permanente du Conseil Général</title>
<id>http://www.etiennepourcher.fr/192_lien</id>
<updated>2013-04-22T11:41:14+02:00</updated>
<link href="http://www.etiennepourcher.fr/192_lien"/>

<summary type="html">&lt;p&gt;&lt;strong&gt;Aides aux entreprises&amp;nbsp;:&lt;/strong&gt; 55&amp;nbsp;000 &amp;euro; pour divers dossiers d&amp;rsquo;entreprises vosgiennes qui investissent ou qui sont en reprise/transm...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;strong&gt;Aides aux entreprises&amp;nbsp;:&lt;/strong&gt; 55&amp;nbsp;000 &amp;euro; pour divers dossiers d&amp;rsquo;entreprises vosgiennes qui investissent ou qui sont en reprise/transmission ainsi que 5&amp;nbsp;000 &amp;euro; pour le r&amp;eacute;seau &amp;laquo;&amp;nbsp;entreprendre en Lorraine&amp;nbsp;&amp;raquo; d&amp;rsquo;accompagnement de cr&amp;eacute;ateurs/repreneurs. Pour l&amp;rsquo;agriculture, 4&amp;nbsp;635 &amp;euro; ont &amp;eacute;t&amp;eacute; attribu&amp;eacute;s &amp;agrave; deux CUMA et 85&amp;nbsp;000 &amp;euro; pour sept jeunes agriculteurs qui s&amp;rsquo;installent&amp;nbsp;; 14&amp;nbsp;600 &amp;euro; ont &amp;eacute;t&amp;eacute; attribu&amp;eacute;s &amp;agrave; deux investissements agricoles en montagne.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Vosges T&amp;eacute;l&amp;eacute;vision&amp;nbsp;:&lt;/strong&gt; l&amp;rsquo;exercice 2012 s&amp;rsquo;est sold&amp;eacute; par un d&amp;eacute;ficit de 103&amp;nbsp;354 &amp;euro;, malgr&amp;eacute; une augmentation de la participation du Conseil G&amp;eacute;n&amp;eacute;ral &amp;ndash; 985&amp;nbsp;000 &amp;euro; en 2012, 1&amp;nbsp;085&amp;nbsp;000 &amp;euro; en 2013 - (baisse des recettes publicitaires, pas de participation du pays d&amp;rsquo;Epinal C&amp;oelig;ur des Vosges). Seuls les deux groupes de la majorit&amp;eacute; sont repr&amp;eacute;sent&amp;eacute;s au Conseil d&amp;rsquo;Administration. 8 pour et 11 abstentions&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Enfance&amp;nbsp;:&lt;/strong&gt; fixation de tarifs (prix de journ&amp;eacute;e) de deux &amp;eacute;tablissements accueillant des enfants. Des aides pour des actions socio-&amp;eacute;ducatives pour 42&amp;nbsp;700 &amp;euro; dans le cadre de l&amp;rsquo;ASE, men&amp;eacute;es par des associations. 4&amp;nbsp;700 &amp;euro; attribu&amp;eacute;s &amp;agrave; des associations &amp;agrave; caract&amp;egrave;re social.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Personnes &amp;acirc;g&amp;eacute;es et handicap&amp;eacute;es&amp;nbsp;:&lt;/strong&gt; 749&amp;nbsp;850 &amp;euro; de subventions ont &amp;eacute;t&amp;eacute; vot&amp;eacute;s pour des travaux dans les &amp;eacute;tablissements d&amp;rsquo;h&amp;eacute;bergement (blanchisserie pour les &amp;eacute;tablissements de Darney, Monthureux, Lamarche et Mirecourt). Question d&amp;rsquo;Etienne POURCHER sur les besoins en h&amp;eacute;bergement des adultes handicap&amp;eacute;s lorsqu&amp;rsquo;ils atteignent l&amp;rsquo;&amp;acirc;ge adulte et doivent trouver une place en MASS ou FAS&amp;nbsp;: quelle liste d&amp;rsquo;attente pour les Vosges&amp;nbsp;? R&amp;eacute;ponse de l&amp;rsquo;administration&amp;nbsp;: quantitativement les listes d&amp;rsquo;attente sont tenues par les &amp;eacute;tablissements donc difficile de regrouper d&amp;rsquo;autant qu&amp;rsquo;il y a doubles et triples inscriptions sans compter les inscriptions de pr&amp;eacute;caution &amp;ndash; l&amp;rsquo;id&amp;eacute;al serait quand m&amp;ecirc;me que le Conseil G&amp;eacute;n&amp;eacute;ral coordonne les demandes&amp;hellip; - qualitativement, il s&amp;rsquo;agit de trouver l&amp;rsquo;&amp;eacute;tablissement le mieux adapt&amp;eacute; &amp;agrave; la personne, m&amp;ecirc;me si la famille cherche toujours une proximit&amp;eacute;. Il existe un dispositif &amp;laquo;&amp;nbsp;accueil familial&amp;nbsp;&amp;raquo; &amp;agrave; regarder. Par ailleurs le taux global d&amp;rsquo;&amp;eacute;quipement des Vosges est plut&amp;ocirc;t au-dessus de la moyenne.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Insertion&amp;nbsp;:&lt;/strong&gt; 123&amp;nbsp;222 &amp;euro; de cr&amp;eacute;dits ont &amp;eacute;t&amp;eacute; vot&amp;eacute;s pour des actions d&amp;rsquo;insertion dans le cadre du Programme D&amp;eacute;partemental d&amp;rsquo;Insertion par des associations. Une convention d&amp;rsquo;objectifs et de moyens a &amp;eacute;t&amp;eacute; sign&amp;eacute;e avec l&amp;rsquo;Etat pour le Contrat Unique d&amp;rsquo;Insertion.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Aide &amp;agrave; l&amp;rsquo;investissement des territoires et d&amp;eacute;veloppement durable&lt;/strong&gt;&amp;nbsp;: 673&amp;nbsp;009 &amp;euro; de subventions ont &amp;eacute;t&amp;eacute; accord&amp;eacute;es &amp;agrave; des projets intercommunaux&amp;nbsp;; 100&amp;nbsp;989 &amp;euro; ont &amp;eacute;t&amp;eacute; attribu&amp;eacute;s pour des projets d&amp;rsquo;&amp;eacute;clairage public&amp;nbsp;; 95&amp;nbsp;077 &amp;euro; pour des &amp;eacute;quipements scolaires et culturels&amp;nbsp;; 48&amp;nbsp;904 &amp;euro; pour des travaux d&amp;rsquo;habitat et d&amp;rsquo;urbanisme men&amp;eacute;s par des communes et 86&amp;nbsp;291 &amp;euro; d&amp;rsquo;aides pour des travaux divers&amp;nbsp;; 205&amp;nbsp;028 &amp;euro; pour des investissements de communaut&amp;eacute;s de communes et syndicats intercommunaux en mati&amp;egrave;re de d&amp;eacute;chets (dont 149&amp;nbsp;283 &amp;euro; pour la construction d&amp;rsquo;une d&amp;eacute;chetterie &amp;agrave; Nomexy)&amp;nbsp;; 925&amp;nbsp;315 &amp;euro; de subventions vot&amp;eacute;es &amp;eacute;galement pour des travaux sur l&amp;rsquo;eau et l&amp;rsquo;assainissement des collectivit&amp;eacute;s&amp;nbsp;; 178&amp;nbsp;175 &amp;euro; de subventions pour l&amp;rsquo;EPTB Meurthe Madon afin de lutter contre les inondations&amp;nbsp;; 172&amp;nbsp;096 &amp;euro; d&amp;rsquo;aides pour des actions en faveur du d&amp;eacute;veloppement durable pour des associations (ETC.. Terra, l&amp;rsquo;Eau d&amp;rsquo;ici, Maisons paysannes des Vosges&amp;hellip;).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Routes&amp;nbsp;:&lt;/strong&gt; 272&amp;nbsp;300 &amp;euro; pour des r&amp;eacute;parations d&amp;rsquo;ouvrages d&amp;rsquo;art dans divers cantons, sur des RD&amp;nbsp;; ainsi que 251&amp;nbsp;242 &amp;euro; pour des subventions &amp;agrave; des travaux de voirie dans des communes.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Tourisme&amp;nbsp;:&lt;/strong&gt; 93&amp;nbsp;000 &amp;euro; de subventions &amp;agrave; des investissements d&amp;rsquo;h&amp;eacute;bergement collectif associatif (dont 83&amp;nbsp;000 &amp;euro; &amp;agrave; la FOL pour l&amp;rsquo;extension du centre &amp;laquo;&amp;nbsp;les jonquilles&amp;nbsp;&amp;raquo; &amp;agrave; Xonrupt-Longemer et 10&amp;nbsp;000&amp;euro; pour la r&amp;eacute;habilitation du chalet des skieurs &amp;agrave; Saint Maurice sur Moselle). 16&amp;nbsp;520 &amp;euro; pour le p&amp;ocirc;le d&amp;rsquo;excellence rurale &amp;laquo;&amp;nbsp;Tourisme de m&amp;eacute;moire 14-18&amp;nbsp;&amp;raquo; dans la vall&amp;eacute;e de la Plaine (Raon l&amp;rsquo;Etape)&amp;nbsp; pour l&amp;rsquo;am&amp;eacute;nagement de sentiers de m&amp;eacute;moire. 10&amp;nbsp;000 &amp;euro; pour une &amp;eacute;tude avec les autres d&amp;eacute;partements Lorrains sur les &amp;laquo;&amp;nbsp;d&amp;eacute;penses des client&amp;egrave;les touristiques&amp;nbsp;&amp;raquo;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Culture&amp;nbsp;:&lt;/strong&gt; 39&amp;nbsp;000 &amp;euro; pour des subventions &amp;agrave; des projets communaux et 6&amp;nbsp;000 &amp;euro; pour des projets associatifs (r&amp;eacute;sidence d&amp;rsquo;artiste &amp;agrave; la Petite Raon) ainsi que 91&amp;nbsp;700 &amp;euro; de subventions aux associations &amp;agrave; objet culturel (Chatel, festival de musique de Kichompr&amp;eacute;, joli(e)s m&amp;ocirc;me(s) (16&amp;nbsp;000 &amp;euro;), voix et lumi&amp;egrave;re de Jeanne (25&amp;nbsp;000&amp;euro;), festival de l&amp;rsquo;Epinette &amp;agrave; bruy&amp;egrave;res (1&amp;nbsp;000 &amp;euro;), rencontre des arts de Girecourt (400 &amp;euro;), r&amp;eacute;fection des vitraux de la chapelle Saint Roch &amp;agrave; Saint Di&amp;eacute; (3&amp;nbsp;500 &amp;euro;)&amp;hellip; 20&amp;nbsp;000 &amp;euro; de soutien &amp;agrave; la r&amp;eacute;alisation de courts m&amp;eacute;trages ont &amp;eacute;t&amp;eacute; attribu&amp;eacute;s.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Coll&amp;egrave;ges&amp;nbsp;:&lt;/strong&gt; 297&amp;nbsp;847 &amp;euro; (sur 648&amp;nbsp;178 &amp;euro; de demandes) pour l&amp;rsquo;&amp;eacute;quipement des coll&amp;egrave;ges &amp;ndash; 3&amp;nbsp;000 &amp;euro; par coll&amp;egrave;ge et le reste au prorata du nombre d&amp;rsquo;&amp;eacute;l&amp;egrave;ves - ainsi que 15&amp;nbsp;400 &amp;euro; pour le mobilier de la nouvelle salle informatique du coll&amp;egrave;ge de Rambervillers.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Jeunes&amp;nbsp;:&lt;/strong&gt; 4 111 &amp;euro; pour des &amp;eacute;coles dans le cadre de d&amp;eacute;placements (vers mus&amp;eacute;e d&amp;rsquo;Epinal, site de Grand, mus&amp;eacute;e de la lutherie, l&amp;rsquo;eau d&amp;rsquo;ici, centre de la pr&amp;eacute;histoire &amp;agrave; Darney,&amp;hellip;)&amp;nbsp;; 2&amp;nbsp;500 &amp;euro; pour des projets jeunes (chantier de solidarit&amp;eacute; au S&amp;eacute;n&amp;eacute;gal, montgolfiades de l&amp;rsquo;ENSTIB)&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Associations&amp;nbsp;:&lt;/strong&gt; 8&amp;nbsp;275 &amp;euro; (sauvegarde patrimoine des sapeurs pompiers, &amp;frac34; monde, anciens combattants&amp;hellip;)&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Sports&amp;nbsp;:&lt;/strong&gt; 3&amp;nbsp;800 &amp;euro; pour les comit&amp;eacute;s sportifs d&amp;eacute;partementaux pour des manifestations sportives et 37&amp;nbsp;000 &amp;euro; pour des manifestations sportives (dont 23&amp;nbsp;500 &amp;euro; pour le SAS Epinal).&lt;/p&gt;]]>
</content>
</entry><entry>
<title>collèges : aménagement du territoire? intérêt de l\'enfant?</title>
<id>http://www.etiennepourcher.fr/191_lien</id>
<updated>2013-04-16T21:52:35+02:00</updated>
<link href="http://www.etiennepourcher.fr/191_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/college%20bruy%C3%A8res.jpg\" alt=\"\" width=\"200\" height=\"150\" /&gt;&amp;nbsp;Lors de la derni&amp;egrave;re r&amp;eacute...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/college%20bruy%C3%A8res.jpg\" alt=\"\" width=\"200\" height=\"150\" /&gt;&amp;nbsp;Lors de la derni&amp;egrave;re r&amp;eacute;union du Conseil G&amp;eacute;n&amp;eacute;ral le vice-pr&amp;eacute;sident G. Martinache a pr&amp;eacute;sent&amp;eacute; une nouvelle carte des secteurs de recrutement des coll&amp;egrave;ges vosgiens. Il a indiqu&amp;eacute; faire oeuvre \"d\'am&amp;eacute;nagement du territoire\" pour maintenir la pr&amp;eacute;sence de coll&amp;egrave;ges dans les cantons. Ainsi, le coll&amp;egrave;ge de Bruy&amp;egrave;res se voit d&amp;eacute;lest&amp;eacute; de 4 communes dont les &amp;eacute;l&amp;egrave;ves iront d&amp;eacute;sormais au coll&amp;egrave;ge de Corcieux (Biffontaine, Les Pouli&amp;egrave;res, La Chapelle devant Bruy&amp;egrave;res) ou Granges (Laveline devant Bruy&amp;egrave;res). Le coll&amp;egrave;ge de Bruy&amp;egrave;res gagnera les &amp;eacute;l&amp;egrave;ves des communes de Charmois devant Bruy&amp;egrave;res, Le Roulier (qui allaient pr&amp;eacute;c&amp;eacute;demment au coll&amp;egrave;ge Cl&amp;eacute;menceau d\'Epinal) et Pierrepont sur l\'Arent&amp;egrave;le (qui allaient au coll&amp;egrave;ge de Rambervillers). Des changements ont &amp;eacute;galement lieu autour des coll&amp;egrave;ges de Bains les Bains, Chatenois, Contrexeville, Lamarche et Monthureux et enfin Cornimont et Vagney apr&amp;egrave;s la fermeture du coll&amp;egrave;ge de Saulxures.&lt;/p&gt;
&lt;p&gt;Si chacun a bien compris qu\'il s\'agit l&amp;agrave; de sauver des \"petits\" coll&amp;egrave;ges (dans le canton de Corcieux cher &amp;agrave; M. Martinache ou encore dans l\'Ouest Vosgien), je n\'ai pu m\'emp&amp;ecirc;cher de poser un certain nombre de questions (apr&amp;egrave;s avoir entendu de nombreux avis de parents, merci &amp;agrave; eux) :&lt;/p&gt;
&lt;p&gt;D\'abord, o&amp;ugrave; est l\'int&amp;eacute;r&amp;ecirc;t de l\'enfant/l\'&amp;eacute;l&amp;egrave;ve? D\'accord pour l\'am&amp;eacute;nagement du territoire, mais quelles cons&amp;eacute;quences pour la scolarit&amp;eacute; des jeunes vosgiens? J\'ai demand&amp;eacute; ce qu\'il en serait des fratries. Le projet du Conseil G&amp;eacute;n&amp;eacute;ral est de mettre en oeuvre cette r&amp;eacute;forme progressivement &amp;agrave; partir des &amp;eacute;l&amp;egrave;ves de 6&amp;egrave;me; donc des fr&amp;egrave;res et soeur pourraient &amp;ecirc;tre s&amp;eacute;par&amp;eacute;s? (on peut &amp;agrave; l\'inverse se poser la question des &amp;eacute;l&amp;egrave;ves qui changeraient de coll&amp;egrave;ge en cours de scolarit&amp;eacute;? ou encore des &amp;eacute;l&amp;egrave;ves issus d\'un RPI qui seraient ensuite s&amp;eacute;par&amp;eacute;s de leurs camarades de classe &amp;agrave; l\'entr&amp;eacute;e en 6&amp;egrave;me...) tout cela compte aussi dans la r&amp;eacute;ussite des &amp;eacute;l&amp;egrave;ves. Et changer de coll&amp;egrave;ge voudra-t-il dire changer de lyc&amp;eacute;e par la suite?&lt;/p&gt;
&lt;p&gt;Par ailleurs, cette r&amp;eacute;forme - on l\'a compris, qui a pour but de ne pas choisir de coll&amp;egrave;ge &amp;agrave; fermer (pour combien de temps!?) - a fait couler beaucoup de salive parmi des conseillers g&amp;eacute;n&amp;eacute;raux qui estimaient n\'avoir pas &amp;eacute;t&amp;eacute; suffisament concert&amp;eacute;s, m&amp;ecirc;me si FX Huguenot a soutenu G. Martinache en soulignant la qualit&amp;eacute; de son travail. Pour ma part, il me semble qu\'il a manqu&amp;eacute; au moins un d&amp;eacute;bat : &amp;agrave; partir de combien d\'&amp;eacute;l&amp;egrave;ves un coll&amp;egrave;ge n\'est-il plus efficace pour la r&amp;eacute;ussite des &amp;eacute;l&amp;egrave;ves? On sait bien, en effet, qu\'en dessous d\'un certain seuil (certain coll&amp;egrave;ges comptent moins de 100/120 &amp;eacute;l&amp;egrave;ves soit moins que des &amp;eacute;coles primaires) en dessous d\'une certaine taille donc, l\'Education Nationale n\'est plus en mesure d\'offrir toutes les mati&amp;egrave;res en option. Y aura-t-il des &amp;eacute;l&amp;egrave;ves chanceux dans les grands coll&amp;egrave;ges pouvant choisir leurs mati&amp;egrave;res et les autres? Cela m&amp;eacute;rite bien un d&amp;eacute;bat : quelle carte des coll&amp;egrave;ges vosgiens pour demain?&lt;/p&gt;
&lt;p&gt;Enfin, comme pr&amp;eacute;sident de la commission des finances, j\'ai demand&amp;eacute; des &amp;eacute;claircissements sur les cons&amp;eacute;quences financi&amp;egrave;res de cette r&amp;eacute;forme : maintenir deux coll&amp;egrave;ges sur un petit territoire cela a aussi un co&amp;ucirc;t (entretien des deux b&amp;acirc;timents, chauffage des surfaces correspondantes...). Par ailleurs, changer les zones de recrutement cela a des cons&amp;eacute;quences aussi sur le co&amp;ucirc;t des transports scolaires (sans compter les d&amp;eacute;lais pour les &amp;eacute;l&amp;egrave;ves); d\'autant plus si le choix est fait de mettre en oeuvre la r&amp;eacute;forme progressivement : faudra-t-il pr&amp;eacute;voir deux circuits de transport (un pour les 6&amp;egrave; dans leur nouveau coll&amp;egrave;ge et un pour les autres &amp;eacute;l&amp;egrave;ves terminant leur scolarit&amp;eacute; ....) Il m\'a &amp;eacute;t&amp;eacute; r&amp;eacute;pondu que cela serait &amp;eacute;tudi&amp;eacute; plus tard (apr&amp;egrave;s avoir choisi... dr&amp;ocirc;le de conception)&lt;/p&gt;]]>
</content>
</entry><entry>
<title>nouvelle hausse de 3,9 millions des impôts des Vosgiens</title>
<id>http://www.etiennepourcher.fr/190_lien</id>
<updated>2013-04-12T19:15:40+02:00</updated>
<link href="http://www.etiennepourcher.fr/190_lien"/>

<summary type="html">&lt;p&gt;La r&amp;eacute;union de ce jour du Conseil G&amp;eacute;n&amp;eacute;ral avait pour but de fixer le taux de la taxe fonci&amp;egrave;re (foncier b&amp;acirc;ti) pour 2013. La proposition de ...</summary>
<content type="html">
<![CDATA[&lt;p&gt;La r&amp;eacute;union de ce jour du Conseil G&amp;eacute;n&amp;eacute;ral avait pour but de fixer le taux de la taxe fonci&amp;egrave;re (foncier b&amp;acirc;ti) pour 2013. La proposition de Christian Poncelet &amp;eacute;tait d\'augmenter ce taux de 1,69 % pour le passer de 22,32 &amp;agrave; 22,7%. Les imp&amp;ocirc;ts locaux pay&amp;eacute;s par les vosgiens au Conseil G&amp;eacute;n&amp;eacute;ral passeront donc de 73,4 &amp;agrave; 77,3 millions d\'euros soit &lt;strong&gt;+ 3,9 millions d\'euros&lt;/strong&gt;!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Par comparaison, le taux dans le Bas Rhin est de 11,6%, en Meurthe et Moselle de 17,24% (contre 22,7% dans les Vosges); cette nouvelle hausse fait, en effet suite &amp;agrave; de nombreuses hausses les ann&amp;eacute;es pass&amp;eacute;es et nous place parmis les d&amp;eacute;partements les plus tax&amp;eacute;s. Dans un contexte &amp;eacute;conomique et social tr&amp;egrave;s difficile, de nombreuses familles ont de plus en plus de mal &amp;agrave; boucler leur budget et il aurait fallu au contraire en tenir compte.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Il &amp;eacute;tait possible d\'&amp;eacute;quilibrer le budget sans hausse des taxes&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;C\'est ce que j\'ai propos&amp;eacute; avec mon groupe : pour passer de 73,4 &amp;agrave; 77,3 millions il convenait donc de trouver 3,9 millions. Sans augmenter le taux du foncier b&amp;acirc;ti les imp&amp;ocirc;ts auraient augment&amp;eacute; de toutes fa&amp;ccedil;ons : la valeur des immeubles est revaloris&amp;eacute;e chaque ann&amp;eacute;e par la loi (+1,8% cette ann&amp;eacute;e) et de nouvelles constructions entrent en ligne de compte ( cela repr&amp;eacute;sentais &amp;eacute;galement environ 1,8% cette ann&amp;eacute;e). Donc &lt;strong&gt;sans augmenter les taux, ce sont 2,6 millions d\'euros qui rentrent dans les caisses du d&amp;eacute;partement&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Reste donc 1,3 millions d\'euros &amp;agrave; trouver. Or, l\'Etat nous apprend que la Contribution sur la Valeur Ajout&amp;eacute;e des Entreprises qui nous sera vers&amp;eacute;e pour 2013 ne sera pas de 29 millions d\'euros comme pr&amp;eacute;vu au budget mais de 32 millions soit 3 millions suppl&amp;eacute;mentaires! Il suffisait donc d\'affecter 1,3 millions &amp;agrave; l\'&amp;eacute;quilibre du budget. Il nous resterait m&amp;ecirc;me 1,7 millions d\'euros que l\'on pouvait mettre de c&amp;ocirc;t&amp;eacute; pour faire face &amp;agrave; des d&amp;eacute;penses impr&amp;eacute;vues &amp;eacute;ventuelles d\'ici la fin de cette ann&amp;eacute;e (r&amp;eacute;fection des routes suite &amp;agrave; l\'hiver, hausse des b&amp;eacute;n&amp;eacute;ficiaires du RSA compte tenu de la conjoncture &amp;eacute;conomique, aide aux investissements des communes, etc.).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Ma proposition n\'a pas &amp;eacute;t&amp;eacute; retenue.&lt;/p&gt;
&lt;p&gt;Les imp&amp;ocirc;ts grimperont donc de 5,3% en 2013 (77,3 millions d\'euros au lieu de 73,4) soit 3,9 millions suppl&amp;eacute;mentaire. Avec un taux de 22,7 % parmi les plus forts de France, vot&amp;eacute; par les deux groupes de droite (groupe Poncelet et groupe Faivre) ainsi que messieurs Huguenot, Jamis et Drevet contrairement &amp;agrave; notre groupe (Beverine, Claude, Humbert, Poirot, Pourcher, Tarantola, Vaxelaire).&lt;/p&gt;]]>
</content>
</entry><entry>
<title>nouvelle carte de l\'intercommunalité</title>
<id>http://www.etiennepourcher.fr/189_lien</id>
<updated>2013-04-11T23:33:29+02:00</updated>
<link href="http://www.etiennepourcher.fr/189_lien"/>

<summary type="html">&lt;p&gt;Suite &amp;agrave; la loi de 2010 vot&amp;eacute;e sous le pr&amp;eacute;c&amp;eacute;dent gouvernement, une nouvelle carte de l\'intercommunalit&amp;eacute; dans les d&amp;eacute;partements ...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Suite &amp;agrave; la loi de 2010 vot&amp;eacute;e sous le pr&amp;eacute;c&amp;eacute;dent gouvernement, une nouvelle carte de l\'intercommunalit&amp;eacute; dans les d&amp;eacute;partements se dessine avec pour ligne directrice : plus aucune commune hors intercommunalit&amp;eacute; (c\'est encore le cas de Saint-Di&amp;eacute; actuellement par exemple) plus aucune intercommunalit&amp;eacute; &amp;agrave; moins de 5 000 habitants (sauf d&amp;eacute;rogation en zone de montagne par exemple).&lt;/p&gt;
&lt;p&gt;Le 11 avril se tenait &amp;agrave; Epinal la derni&amp;egrave;re r&amp;eacute;union des travaux de la commission d&amp;eacute;partementale de coop&amp;eacute;ration intercommunale, dont je fais partie, sur la nouvelle carte intercommunale.&lt;/p&gt;
&lt;p&gt;Un amendement &amp;eacute;tait d&amp;eacute;pos&amp;eacute; par l\'adjointe au Maire de saint Di&amp;eacute;, M. Pierret, proposant une communaut&amp;eacute; de communes plus grande que celle pr&amp;eacute;vue au sch&amp;eacute;ma (Saint Di&amp;eacute; et toutes les communaut&amp;eacute;s de communes de Plainfaing &amp;agrave; Raon l\'Etape au lieu de Saint-Di&amp;eacute; int&amp;eacute;gr&amp;eacute;e &amp;agrave; la seule communaut&amp;eacute; de communes des Hauts champs (Saint Michel) ). Outre que les communaut&amp;eacute;s de communes concern&amp;eacute;e par l\'amendement Pierret n\'y &amp;eacute;taient pas favorables (interventions de Christian Demange qui a soulign&amp;eacute; que la proposition Pierret arrivait bien tard alors qu\'un amendement similaire avait &amp;eacute;t&amp;eacute; propos&amp;eacute; il y a 15 mois... sans l\'aval de Saint Di&amp;eacute;; Jean-Luc B&amp;eacute;v&amp;eacute;rina, Michel Humbert qui a soulev&amp;eacute; de nombreuses questions - pourquoi Sainte Marguerite n\'est pas incluse dans l\'amendement pr&amp;eacute;sent&amp;eacute; par Lovely Chr&amp;eacute;tien au nom de M. Pierret?.. etc. au final, l\'amendement Pierret a &amp;eacute;t&amp;eacute; rejet&amp;eacute;.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Comme tout le monde semble d&amp;eacute;sormais ouvert &amp;agrave; une grande intercommunalit&amp;eacute; de la Meurthe, esp&amp;eacute;rons que les probl&amp;egrave;mes de m&amp;eacute;thode et de personne seront un jour d&amp;eacute;pass&amp;eacute;s.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Pour ce qui concerne le canton de Brouvelieures, il &amp;eacute;tait pr&amp;eacute;vu de fusionner sa communaut&amp;eacute; de communes avec celle du neun&amp;eacute; (Corcieux). J\'ai d&amp;eacute;pos&amp;eacute; un amendement co-sign&amp;eacute; par les 4 pr&amp;eacute;sidents concern&amp;eacute;s qui ont re&amp;ccedil;u chacun l\'aval unanime de leurs conseils communautaires. Il s\'agit de proposer au contraire, d\'une part, l\'extension de la communaut&amp;eacute; de communes du Val de neun&amp;eacute; &amp;agrave; la commune de Barbey Seroux et, d\'autre part, de fusionner les 3 communaut&amp;eacute;s de communes de l\'ADP (Girecourt), de la vall&amp;eacute;e de la Vologne (Bruy&amp;egrave;res) et du Canton de Brouvelieures pour former un ensemble coh&amp;eacute;rent autour du bassin de vie de Bruy&amp;egrave;res. Cet amendement important a &amp;eacute;t&amp;eacute; accept&amp;eacute; &amp;agrave; l\'unanimit&amp;eacute; par la commission d&amp;eacute;partementale.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Dégout</title>
<id>http://www.etiennepourcher.fr/188_lien</id>
<updated>2013-04-03T22:06:44+02:00</updated>
<link href="http://www.etiennepourcher.fr/188_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/cahuzac.jpg\" alt=\"\" width=\"276\" height=\"183\" /&gt;L\'affaire Cahuzac me donne des hauts-le-coeur. Je n\'ai pas envie de...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/cahuzac.jpg\" alt=\"\" width=\"276\" height=\"183\" /&gt;L\'affaire Cahuzac me donne des hauts-le-coeur. Je n\'ai pas envie de r&amp;eacute;agir &amp;agrave; chaud, dans l\'&amp;eacute;motion. Et je me refuse &amp;agrave; balancer en retour au visage de la droite et de l\'extr&amp;ecirc;me droite d\'autres affaires toutes aussi naus&amp;eacute;abondes. Je me r&amp;eacute;jou&amp;iuml; que la presse et la justice aient pu faire leur travail jusqu\'au bout; mais le doute s\'installe : derri&amp;egrave;re cet arbre quelle for&amp;ecirc;t se cache? Mais quand m&amp;ecirc;me! Comme &amp;eacute;lu, je me sens sali par tout cela. Je sais que &amp;ccedil;a finira par le \"tous pourris\". Je sais aussi, pourtant, qu\'il y a partout en France des milliers d\'&amp;eacute;lus, de droite et de gauche, qui agissent chaque jour pour leurs concitoyens. Des Maires qui se salissent les mains, non pas dans les affaires et le fric mais dans le cambouis de l\'action quotidienne. Quand un fi&amp;eacute;f&amp;eacute; menteur place 600 000 euros en suisse, ces \"petits\" &amp;eacute;lus prennent des indemnit&amp;eacute;s au niveau du RSA (583 &amp;euro; &amp;agrave; Fr&amp;eacute;mifontaine; le rsa est de 483 &amp;euro; minimum). Pendant que d\'autres se partagent le g&amp;acirc;teau, nous nous battons pour maintenir les entreprises, nous recevons les familles en difficult&amp;eacute;s,... Parceque pendant ce temps l&amp;agrave;, des millions de familles sont en gal&amp;egrave;re! Nous sommes des milliers d\'&amp;eacute;lus qui ressentons sans doute la m&amp;ecirc;me chose. Des milliers d\'&amp;eacute;lus qui, comme moi, demain, iront soutenir un jeune agriculteur ici (au salon eurog&amp;eacute;n&amp;eacute;tique ;) d&amp;eacute;fendre une subvention pour un investissement communal l&amp;agrave;.... Oui, nous continuerons. Mais, franchement, quel d&amp;eacute;go&amp;ucirc;t!&lt;/p&gt;]]>
</content>
</entry><entry>
<title>anti-sinistrose</title>
<id>http://www.etiennepourcher.fr/187_lien</id>
<updated>2013-03-17T21:44:15+02:00</updated>
<link href="http://www.etiennepourcher.fr/187_lien"/>

<summary type="html">&lt;p&gt;L\'observatoire &amp;eacute;conomique et social pilot&amp;eacute; par la maison de l\'Emploi de la D&amp;eacute;odatie l\'a montr&amp;eacute; : non seulement des centaines d\'emplois industri...</summary>
<content type="html">
<![CDATA[&lt;p&gt;L\'observatoire &amp;eacute;conomique et social pilot&amp;eacute; par la maison de l\'Emploi de la D&amp;eacute;odatie l\'a montr&amp;eacute; : non seulement des centaines d\'emplois industriels ont &amp;eacute;t&amp;eacute; d&amp;eacute;truits ces derni&amp;egrave;res ann&amp;eacute;es en D&amp;eacute;odatie (ce n\'est pas seulement depuis l\'&amp;eacute;lection de F. Hollande!) mais de surcro&amp;icirc;t notre taux de ch&amp;ocirc;mage est tr&amp;egrave;s largement au-dessus de la moyenne r&amp;eacute;gionale et nationale, pour atteindre 14%, voire plus de 20% dans certaines vall&amp;eacute;es!&lt;/p&gt;
&lt;p&gt;Faut-il pour autant se contenter de lamentations? contre la sinistrose ambiante je ne sais pas ce que font les \"grands\" &amp;eacute;lus (parlementaires, ...) qui tiennent notre territoire depuis tant d\'ann&amp;eacute;es, mais en revanche, il y a des initiatives, des &lt;strong&gt;jeunes entrepreneurs qui innovent&lt;/strong&gt;... Pour nous, &amp;eacute;lus locaux, les ch&amp;ocirc;meurs ce ne sont pas des chiffres mais des citoyens qu\'on rencontre au quotidien. Il faut soutenir ces initiatives. Lundi, nous avons accept&amp;eacute; le dossier de 4 nouvelles entreprises en cr&amp;eacute;ation pour les accueillir &amp;agrave; la p&amp;eacute;pini&amp;egrave;re.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Des outils existent d&amp;eacute;j&amp;agrave;, notamment pour les jeunes : &lt;strong&gt;jeunes pr&amp;ecirc;ts &amp;agrave; bosser&lt;/strong&gt; du Conseil G&amp;eacute;n&amp;eacute;ral, &lt;strong&gt;services civiques&lt;/strong&gt;. Les outils mis en place par la nouvele majorit&amp;eacute; sont encore trop m&amp;eacute;connus : les &lt;strong&gt;contrats d\'avenir&lt;/strong&gt; pour les jeunes qui peuvent d&amp;eacute;sormais &amp;ecirc;tre embauch&amp;eacute;s par une collectivit&amp;eacute; locale ou une entreprise avec une forte aide de l\'Etat;les &lt;strong&gt;contrats de g&amp;eacute;n&amp;eacute;rations&lt;/strong&gt; pour les entreprises qui embauchent un jeune qui sera form&amp;eacute; par un s&amp;eacute;nior que l\'entreprise garde gr&amp;acirc;ce &amp;agrave; une aide de l\'Etat; le &lt;strong&gt;cr&amp;eacute;dit d\'imp&amp;ocirc;t&lt;/strong&gt; pour toutes les entreprises qui toucheront en 2014 l\'&amp;eacute;quivalent de 4% de leur masse salariale de 2013, un vrai atout de comp&amp;eacute;titivit&amp;eacute; et c\'est pour toutes les entreprises!&lt;/p&gt;
&lt;p&gt;N\'oublions pas aussi que les collectivit&amp;eacute;s locales qui repr&amp;eacute;sentent 75% de l\'&lt;strong&gt;investissement public&lt;/strong&gt; proccurent du travail &amp;agrave; nos entreprises locales. Fr&amp;eacute;mifontaine vient de lancer son appel d\'offre pour la construction d\'une caserne de pompiers par exemple...&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>rencontres régionales forêt bois</title>
<id>http://www.etiennepourcher.fr/186_lien</id>
<updated>2013-03-13T19:44:28+02:00</updated>
<link href="http://www.etiennepourcher.fr/186_lien"/>

<summary type="html">&lt;p&gt;Mardi avaient donc lieu &amp;agrave; Epinal (ENSTIB) les synth&amp;egrave;ses et conclusions des rencontres r&amp;eacute;gionales pour l\'avenir du bois. Ces d&amp;eacute;bats en r&amp;eacute...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Mardi avaient donc lieu &amp;agrave; Epinal (ENSTIB) les synth&amp;egrave;ses et conclusions des rencontres r&amp;eacute;gionales pour l\'avenir du bois. Ces d&amp;eacute;bats en r&amp;eacute;gions ont eu lieu &amp;agrave; l\'initiative de St&amp;eacute;phane LeFoll Ministre de l\'Agriculture et de la For&amp;ecirc;t. Elles r&amp;eacute;unissaient les entreprises, centres de formation, administrations, &amp;eacute;lus, propri&amp;eacute;taires forestiers... De nombreuses propositions en sont ressorties. Trois ateliers en Lorraine : 1) strat&amp;eacute;gie de fili&amp;egrave;re, financements, actions collectives avec pour objectif de rapatrier la valeur ajout&amp;eacute;e en France et d&amp;eacute;velopper les march&amp;eacute;s du bois, garantir les approvisionnements, moderniser les outils, d&amp;eacute;finir une strat&amp;eacute;gie de fili&amp;egrave;re... 2) comp&amp;eacute;titivit&amp;eacute;, export, innovation avec pour objectif de maintenir les investissements et all&amp;eacute;ger les contraintes qui p&amp;egrave;sent sur les entreprises, r&amp;eacute;duire le d&amp;eacute;ficit de notre balance commerciale... 3) emploi, formation qui a soulign&amp;eacute; que \"c\'est l\'aval qui peut tirer la fili&amp;egrave;re\" d\'o&amp;ugrave; l\'attention port&amp;eacute;e aux bureaux d\'&amp;eacute;tudes, coeur de l\'entreprise, le rapprochement de la recherche et de la formation des entreprises pour accompagner les &amp;eacute;volutions techniques, formation y compris pour les propri&amp;eacute;taires forestiers.&lt;/p&gt;
&lt;p&gt;De ces travaux sortiront plusieurs axes : accompagner les id&amp;eacute;es au niveau r&amp;eacute;gional pour une mise en oeuvre concr&amp;ecirc;te mais aussi les porter au niveau national, notamment dans la loi d\'avenir agriculture et for&amp;ecirc;t qui sera pr&amp;eacute;sent&amp;eacute;e en novembre prochain.&lt;/p&gt;
&lt;p&gt;Priorit&amp;eacute;s :&lt;/p&gt;
&lt;p&gt;-renforcer l\'attractivit&amp;eacute; et la visibilit&amp;eacute; de la fili&amp;egrave;re&lt;/p&gt;
&lt;p&gt;- encourager mutualisations et dynamiques collectives&lt;/p&gt;
&lt;p&gt;- permettre l\'internationalisation des entreprises&lt;/p&gt;
&lt;p&gt;- am&amp;eacute;liorer l\'environnement administratif, fiscal et r&amp;eacute;glementaire des entreprises&lt;/p&gt;
&lt;p&gt;Au travail! la Lorraine doit devenir un territoire de r&amp;eacute;f&amp;eacute;rence dans le domaine du bois!&lt;/p&gt;]]>
</content>
</entry><entry>
<title>avant projet de loi de décentralisation : ce que dit le texte pour les communes et communautés de communes</title>
<id>http://www.etiennepourcher.fr/185_lien</id>
<updated>2013-03-08T21:57:45+02:00</updated>
<link href="http://www.etiennepourcher.fr/185_lien"/>

<summary type="html">&lt;p&gt;Au chapitre de la transition &amp;eacute;nerg&amp;eacute;tique, les communes se verraient dot&amp;eacute;es de nouvelles comp&amp;eacute;tences. Les actuelles Autorit&amp;eacute;s organisatri...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Au chapitre de la transition &amp;eacute;nerg&amp;eacute;tique, les communes se verraient dot&amp;eacute;es de nouvelles comp&amp;eacute;tences. Les actuelles Autorit&amp;eacute;s organisatrices de transport urbain (AOTU) seraient transform&amp;eacute;es en Autorit&amp;eacute;s organisatrices de la mobilit&amp;eacute; durable (AOMD) avec de nouvelles missions sur l&amp;rsquo;organisation du covoiturage par exemple. Une nouvelle comp&amp;eacute;tence communale de gestion des milieux aquatiques serait cr&amp;eacute;&amp;eacute;e.&lt;br /&gt;Le Titre II de l&amp;rsquo;avant-projet de loi (Promouvoir l&amp;rsquo;&amp;eacute;galit&amp;eacute; des territoires) pr&amp;eacute;voit le transfert des plans locaux d&amp;rsquo;urbanisme aux intercommunalit&amp;eacute;s, de fa&amp;ccedil;on obligatoire, six mois apr&amp;egrave;s promulgation de la loi. En mati&amp;egrave;re d&amp;rsquo;ing&amp;eacute;nierie, le champ de l&amp;rsquo;assistance technique susceptible d&amp;rsquo;&amp;ecirc;tre offerte aux communes qui ne disposent pas des moyens de la prendre en charge elle-m&amp;ecirc;me serait &amp;eacute;tendu &amp;agrave; la voirie, &amp;agrave; l&amp;rsquo;am&amp;eacute;nagement du territoire et &amp;agrave; l&amp;rsquo;habitat.&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;Le Titre III vise &amp;agrave; &amp;laquo; clarifier les responsabilit&amp;eacute;s des collectivit&amp;eacute;s territoriales et de l&amp;rsquo;&amp;Eacute;tat &amp;raquo;. Il d&amp;eacute;termine d&amp;rsquo;abord le r&amp;ocirc;le de chaque collectivit&amp;eacute; et d&amp;eacute;signe les &amp;laquo; chefs de file &amp;raquo; lorsque plusieurs collectivit&amp;eacute;s doivent intervenir sur un m&amp;ecirc;me sujet. Les communes seraient d&amp;eacute;sign&amp;eacute;es comme chef de file dans deux domaines : comp&amp;eacute;tences relatives &amp;agrave; la qualit&amp;eacute; de l&amp;rsquo;air et organisation de la transition &amp;eacute;cologique en mati&amp;egrave;re de mobilit&amp;eacute;.&amp;nbsp;&lt;br /&gt;Le texte d&amp;eacute;crit le r&amp;ocirc;le des nouvelles Conf&amp;eacute;rences territoriales de l&amp;rsquo;action publique organis&amp;eacute;es par r&amp;eacute;gion. Elles seraient divis&amp;eacute;es en deux formations distinctes, l&amp;rsquo;une pr&amp;eacute;sid&amp;eacute;e par le pr&amp;eacute;sident du Conseil r&amp;eacute;gional, et l&amp;rsquo;autre par ce dernier et le pr&amp;eacute;fet. Les &amp;eacute;lus du bloc communal y seraient repr&amp;eacute;sent&amp;eacute;s de la fa&amp;ccedil;on suivante : les pr&amp;eacute;sidents des EPCI de plus 50 000 habitants ; un repr&amp;eacute;sentant par d&amp;eacute;partement des communaut&amp;eacute;s de communes de moins de 50 000 habitants ; les maires des communes de plus de 50 000 habitants et/ou maires de chefs-lieux de d&amp;eacute;partements ; trois maires de communes de moins de 50 000 habitants par d&amp;eacute;partement &amp;laquo; &amp;eacute;lus &amp;agrave; la repr&amp;eacute;sentation proportionnelle &amp;agrave; la plus forte moyenne par ces maires &amp;raquo;.&amp;nbsp;&lt;br /&gt;Ces Conf&amp;eacute;rences territoriales seraient notamment charg&amp;eacute;es de d&amp;eacute;finir des Pactes de gouvernance territoriale, permettant de fixer et d&amp;rsquo;articuler les comp&amp;eacute;tences de chaque niveau de collectivit&amp;eacute; sur des actions communes. Conform&amp;eacute;ment au principe de libre administration, les communes et EPCI ne seraient pas oblig&amp;eacute;es de se soumettre aux Pactes de gouvernance territoriale. Mais celles qui ne le feraient pas seraient financi&amp;egrave;rement sanctionn&amp;eacute;es : leur participation minimale au projet concern&amp;eacute; serait relev&amp;eacute;e de 20 &amp;agrave; 30% du budget dudit projet.&lt;br /&gt;Le texte d&amp;eacute;taille &amp;eacute;galement le fonctionnement du Haut conseil des territoires (HCT), nouvelle instance charg&amp;eacute;e du dialogue entre l&amp;rsquo;&amp;Eacute;tat et les collectivit&amp;eacute;s. Pr&amp;eacute;sid&amp;eacute; par le Premier ministre, il associerait le Parlement et chaque niveau de collectivit&amp;eacute;s, dont 9 repr&amp;eacute;sentants des EPCI et 18 maires. Le HCT &amp;laquo; absorberait &amp;raquo; le Comit&amp;eacute; des finances locales et la Commission consultative d&amp;rsquo;&amp;eacute;valuation des normes (CCEN), qui en deviendraient des &amp;laquo; formations sp&amp;eacute;cialis&amp;eacute;es &amp;raquo;. Par ailleurs, la port&amp;eacute;e des avis de la CCEN serait renforc&amp;eacute;e.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;Le Titre IV (Conforter les dynamiques urbaines et territoriales) pr&amp;eacute;voit la cr&amp;eacute;ation de deux nouvelles polices sp&amp;eacute;ciales (&amp;laquo; police sp&amp;eacute;ciale &amp;agrave; la circulation sur les voies communales et intercommunales &amp;raquo;, et &amp;laquo; police sp&amp;eacute;ciale de la d&amp;eacute;livrance des autorisations de stationnement aux exploitants de taxi &amp;raquo;), ainsi que le transfert automatique de ces pouvoirs au pr&amp;eacute;sident de l&amp;rsquo;EPCI si celui-ci a la comp&amp;eacute;tence voirie. Ce transfert serait toutefois non obligatoire en cas d&amp;rsquo;opposition d&amp;rsquo;un ou plusieurs maires membres de l&amp;rsquo;EPCI.&lt;br /&gt;Les intercommunalit&amp;eacute;s se verraient dot&amp;eacute;es de nouvelles comp&amp;eacute;tences obligatoires : promotion du tourisme par la cr&amp;eacute;ation d&amp;rsquo;offices du tourisme, assainissement collectif et non collectif, gestion des milieux aquatiques et gestion des aires d&amp;rsquo;accueil des gens du voyage. La comp&amp;eacute;tence relative aux SCoT serait reconnue aux communaut&amp;eacute;s de communes.&amp;nbsp;&lt;br /&gt;Le texte pr&amp;eacute;voit la cr&amp;eacute;ation d&amp;rsquo;un nouvel EPCI : la m&amp;eacute;tropole&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;Enfin, au titre V (Approfondir la d&amp;eacute;mocratie et la transparence de l&amp;rsquo;action locale), on notera l&amp;rsquo;obligation pour toute commune de plus de 50 000 habitants de cr&amp;eacute;er une commission des finances, l&amp;rsquo;assouplissement du droit de p&amp;eacute;tition au b&amp;eacute;n&amp;eacute;fice d&amp;rsquo;une plus grande d&amp;eacute;mocratie locale, et l&amp;rsquo;obligation, pour les collectivit&amp;eacute;s disposant &amp;laquo; d&amp;rsquo;open data &amp;raquo; (donn&amp;eacute;es publiques au format &amp;eacute;lectronique), de les ouvrir au public.&lt;br /&gt;L&amp;rsquo;avant-projet de loi sera pr&amp;eacute;sent&amp;eacute; le 10 avril au Conseil des ministres, pour une discussion qui devrait d&amp;eacute;marrer au S&amp;eacute;nat fin mai.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>commission permanente du Conseil Général : abandon des Zones d\'Activités de Lusse et Eloyes</title>
<id>http://www.etiennepourcher.fr/184_lien</id>
<updated>2013-02-27T10:58:38+02:00</updated>
<link href="http://www.etiennepourcher.fr/184_lien"/>

<summary type="html">&lt;p&gt;&lt;span style=\"text-decoration: underline;\"&gt;CP du 25 f&amp;eacute;vrier 2013 &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Les membres de la Commission Permanente du Conseil g&amp;eacute;n&amp;eacu...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;span style=\"text-decoration: underline;\"&gt;CP du 25 f&amp;eacute;vrier 2013 &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Les membres de la Commission Permanente du Conseil g&amp;eacute;n&amp;eacute;ral, dont je fais partie, se sont r&amp;eacute;unis pour d&amp;eacute;lib&amp;eacute;rer des dossiers suivants&amp;nbsp;:&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Commission Finances &amp;eacute;conomie &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;14 dossiers d&amp;rsquo;aides aux entreprises&amp;nbsp;: 27&amp;nbsp;500&amp;euro; pour 5 entreprises artisanales et commerciales&amp;nbsp;; 11&amp;nbsp;000&amp;euro; pour une entreprise industrielle et tertiaire et 35&amp;nbsp;500&amp;euro;&amp;nbsp; pour 6 entreprises touristiques&lt;/p&gt;
&lt;p&gt;10&amp;nbsp;900&amp;euro; de subventions pour des investissements de deux CUMA et 144&amp;nbsp;328,97&amp;euro; pour 18 dossiers de travaux de modernisation des b&amp;acirc;timents d&amp;rsquo;&amp;eacute;levage&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Commission routes et infrastructures&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Le Conseil G&amp;eacute;n&amp;eacute;ral revend la ferme de Bousillon sur la commune de Rambervillers acquise en 2008 (99 hectares) &amp;agrave; l&amp;rsquo;exception des terrains mis en r&amp;eacute;serve pour le futur projet routier&amp;nbsp;; il a &amp;eacute;t&amp;eacute; demand&amp;eacute; au Pr&amp;eacute;fet la prolongation pour 5 ans suppl&amp;eacute;mentaires de la d&amp;eacute;claration d&amp;rsquo;utilit&amp;eacute; publique pour la liaison Epinal Rambervillers RD 46 acquise en 2008 et dont la dur&amp;eacute;e est de 5 ans&lt;/p&gt;
&lt;p&gt;591&amp;nbsp;900&amp;euro; ont &amp;eacute;t&amp;eacute; vot&amp;eacute;s pour 5 op&amp;eacute;rations de r&amp;eacute;fection d&amp;rsquo;ouvrages d&amp;rsquo;art sur des RD et 93&amp;nbsp;306&amp;euro; pour des subventions &amp;agrave; des travaux sur la voirie communale ont &amp;eacute;t&amp;eacute; vot&amp;eacute;s.&lt;/p&gt;
&lt;p&gt;Un cahier des charges pour le fauchage des accotements de RD a &amp;eacute;t&amp;eacute; approuv&amp;eacute; (&amp;eacute;viter les produits phytosanitaires, fauchage tardif,&amp;hellip;)&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Commission sports, culture&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;9&amp;nbsp;900&amp;euro; pour 6 associations &amp;agrave; vocation sportive qui organisent des manifestations et 132&amp;nbsp;000 &amp;euro; pour des manifestations sportives (dont une aide pour les saisons sportives de l&amp;rsquo;US Raonnnaise, le GET Vosges, le Hockey Image Club, la  F&amp;eacute;d&amp;eacute;ration de sport automobile pour le Rallye de France&amp;hellip;)&lt;/p&gt;
&lt;p&gt;71&amp;nbsp;000 &amp;euro; pour des organisations de manifestations culturelles par des associations&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Zones d&amp;rsquo;activit&amp;eacute;s&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Vente de terrains pour deux entreprises &amp;agrave; Remomeix&amp;nbsp;: 4&amp;nbsp;000m2 pour &amp;laquo;&amp;nbsp;Terrassement 54&amp;nbsp;&amp;raquo; qui se d&amp;eacute;localise de Thiaville et 3&amp;nbsp;000 m2 pour &amp;laquo;&amp;nbsp;Gan&amp;ccedil;o To&amp;icirc;t&amp;nbsp;&amp;raquo; qui vient de Sainte Marguerite.&lt;/p&gt;
&lt;p&gt;Par ailleurs, le Conseil G&amp;eacute;n&amp;eacute;ral a abandonn&amp;eacute; ses projets de Zones d&amp;rsquo;Activit&amp;eacute;s &amp;agrave; Lusse (2007) et &amp;agrave; Eloyes-Saint Nabord (2005). A noter que 161&amp;nbsp;063 &amp;euro; et 147&amp;nbsp;910 &amp;euro; avaient &amp;eacute;t&amp;eacute; d&amp;eacute;pens&amp;eacute;s en &amp;eacute;tudes pour ces deux projets. Sans compter l&amp;rsquo;am&amp;eacute;nagement suppl&amp;eacute;mentaires et co&amp;ucirc;teux du rond point de Lusse avec des surco&amp;ucirc;ts li&amp;eacute;s justement aux zones humides&amp;hellip; Fallait-il vraiment une &amp;eacute;tude de 161&amp;nbsp;000&amp;euro; pour s&amp;rsquo;apercevoir que c&amp;rsquo;&amp;eacute;tait une zone humide&amp;nbsp;?.. Les terrains qui avaient &amp;eacute;t&amp;eacute; acquis sont revendus. Le GRES avait vot&amp;eacute; contre &amp;agrave; l&amp;rsquo;&amp;eacute;poque&amp;hellip; il y avait, par exemple, la disponibilit&amp;eacute;, d&amp;eacute;j&amp;agrave;, de la Zone d&amp;rsquo;Activit&amp;eacute;s de Raon l&amp;rsquo;Etape, d&amp;eacute;j&amp;agrave; financ&amp;eacute;e et raccord&amp;eacute;e tant &amp;agrave; la voie rapide qu&amp;rsquo;&amp;agrave; la voie ferr&amp;eacute;e&amp;hellip;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Commission action sociale et solidarit&amp;eacute;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;20&amp;nbsp;173&amp;euro; ont &amp;eacute;t&amp;eacute; attribu&amp;eacute;s pour des activit&amp;eacute;s socio-&amp;eacute;ducatives&amp;nbsp; dans le cadre de l&amp;rsquo;Aide Sociale &amp;agrave; l&amp;rsquo;Enfance&lt;/p&gt;
&lt;p&gt;80&amp;nbsp;304&amp;euro; pour la restructuration d&amp;rsquo;un &amp;eacute;tablissement d&amp;rsquo;h&amp;eacute;bergement pour personnes &amp;acirc;g&amp;eacute;es et adultes handicap&amp;eacute;es&lt;/p&gt;
&lt;p&gt;265&amp;nbsp;904,95&amp;euro; pour des actions d&amp;rsquo;insertion men&amp;eacute;es par des associations dans le d&amp;eacute;partement&lt;/p&gt;
&lt;p&gt;7&amp;nbsp;000&amp;euro; pour soutenir l&amp;rsquo;association CRESUS sur le surendettement&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Commission d&amp;eacute;veloppement local&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Les membres de la Commission Permanente ont vot&amp;eacute;&amp;nbsp;les subventions suivantes pour des communes: 50&amp;nbsp;252 &amp;euro; sur des travaux sur les &amp;eacute;quipements scolaires et culturels&amp;nbsp;; 110&amp;nbsp;734 &amp;euro; pour des travaux sur des b&amp;acirc;timents communaux&amp;nbsp;; 178&amp;nbsp;120 &amp;euro; pour des travaux sur les r&amp;eacute;seaux d&amp;rsquo;eau ou d&amp;rsquo;assainissement&amp;nbsp;; 27&amp;nbsp;325 &amp;euro; pour des travaux d&amp;rsquo;&amp;eacute;conomies d&amp;rsquo;&amp;eacute;nergie&amp;nbsp;; 11&amp;nbsp;449 &amp;euro; pour des investissements en mati&amp;egrave;re de d&amp;eacute;chets&amp;nbsp;; 8&amp;nbsp;422 &amp;euro; pour des actions en faveur du d&amp;eacute;veloppement durable (dont 5&amp;nbsp;000 &amp;euro; pour l&amp;rsquo;Espace Info Energie du Pays de la D&amp;eacute;odatie)&amp;nbsp;; 425&amp;nbsp;363 &amp;euro; pour des travaux notamment sportifs&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Commission &amp;eacute;ducation&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;62 logements vacants dans les coll&amp;egrave;ges&amp;nbsp;! comment les rendre disponibles pour les familles&amp;nbsp;? comment &amp;eacute;largir leur mise &amp;agrave; disposition pour d&amp;rsquo;autres publics&amp;nbsp;? Les locations de logements &amp;agrave; titre pr&amp;eacute;caire pour les personnels des coll&amp;egrave;ges reviennent au budget du coll&amp;egrave;ge. Les logements vacants pourraient-ils &amp;ecirc;tre sortis du parc &amp;eacute;ducation nationale pour &amp;ecirc;tre lou&amp;eacute;s&amp;nbsp;&amp;agrave; des personnes du secteur priv&amp;eacute;?&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Transition énergétique : la Déodatie exemplaire</title>
<id>http://www.etiennepourcher.fr/183_lien</id>
<updated>2013-02-22T19:37:54+02:00</updated>
<link href="http://www.etiennepourcher.fr/183_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/photo%20transition%20nrj.JPG\" alt=\"\" width=\"267\" height=\"200\" /&gt;Cette semaine a eu lieu la pr&amp;eacute;sentation d...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/photo%20transition%20nrj.JPG\" alt=\"\" width=\"267\" height=\"200\" /&gt;Cette semaine a eu lieu la pr&amp;eacute;sentation du Plan Climat Energie Territorial du Pays de la D&amp;eacute;odatie : apr&amp;egrave;s avoir r&amp;eacute;alis&amp;eacute; le bilan carbone de notre territoire (les &amp;eacute;missions de CO2 de nos activit&amp;eacute;s : transports, habitat, industrie, agriculture...) et l\'&amp;eacute;tude du potentiel d\'&amp;eacute;nergies renouvelables que nous pourrions d&amp;eacute;velopper sur notre propre territoire, il s\'agit de mettre en oeuvre un plan d\'actions concr&amp;ecirc;tes.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Le constat : la facture &amp;eacute;nerg&amp;eacute;tique de notre territoire s\'&amp;eacute;l&amp;egrave;ve &amp;agrave; 280 millions d\'euros par an! Facture sal&amp;eacute;e pour nos familles, nos collectivit&amp;eacute;s, nos entreprises... Ce sont les carburants et le p&amp;eacute;trole les premi&amp;egrave;res sources d\'&amp;eacute;nergie utilis&amp;eacute;es et, par secteur, ce sont 1&amp;deg; l\'habitat 2&amp;deg; l\'industrie et 3&amp;deg; les d&amp;eacute;placements (dans cet ordre) les plus gros consommateurs. Le potentiel d\'&amp;eacute;nergies renouvelables est 1&amp;deg; le bois &amp;eacute;nergie - d&amp;eacute;j&amp;agrave; bien utilis&amp;eacute; - 2&amp;deg; l\'&amp;eacute;olien - inexploit&amp;eacute; actuellement sur notre territoire - 3&amp;deg; le solaire.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Cons&amp;eacute;quence de ce constat, le Plan Climat Energie Territorial du pays de la D&amp;eacute;odatie, r&amp;eacute;alis&amp;eacute; en concertation avec les associations, entreprises, &amp;eacute;lus et citoyens, a d&amp;eacute;fini 6 th&amp;eacute;matiques d&amp;eacute;clin&amp;eacute;es en 60 actions concr&amp;ecirc;tes. Afin de les illustrer, voici quelques exemples pr&amp;eacute;sent&amp;eacute;s lors de la r&amp;eacute;union organis&amp;eacute;e par le pays :&lt;/p&gt;
&lt;p&gt;- Habitat (premi&amp;egrave;re source de consommation) : op&amp;eacute;ration \"habiter mieux en D&amp;eacute;odatie\" en partenariat avec l\'ANAH et 14 collectivit&amp;eacute;s du pays, dont le pilotage a &amp;eacute;t&amp;eacute; confi&amp;eacute; &amp;agrave; la maison de l\'emploi pour bien articuler cette action avec l\'&amp;eacute;cocentre de Fraize afin de pr&amp;eacute;parer nos artisans &amp;agrave; cette action de lutte contre la pr&amp;eacute;carit&amp;eacute; &amp;eacute;nerg&amp;eacute;tique : il s\'agit de permettre aux m&amp;eacute;nages qui en ont besoin d\'isoler leurs maisons, pour des montants moyens de travaux de 14 000 euros avec des subventions allant jusqu\'&amp;agrave; 80%. Il s\'agit d\'agir d&amp;egrave;s maintenant sur notre premi&amp;egrave;re source de d&amp;eacute;penses &amp;eacute;nerg&amp;eacute;tique : enjeu environnemental (moins d\'&amp;eacute;nergie consomm&amp;eacute;e) enjeu social (co&amp;ucirc;t du chauffage r&amp;eacute;duit pour les familles) enjeu &amp;eacute;conomique (2,5 millions d\'euros de travaux par an pour les entreprises du b&amp;acirc;timent); le projet a pour ambition innovante d\'avancer les subventions pour &amp;eacute;viter aux m&amp;eacute;nages d\'avoir &amp;agrave; avancer le co&amp;ucirc;t total des travaux&lt;/p&gt;
&lt;p&gt;- Mobilit&amp;eacute; : exemple du site internet \"simplicim\" de la r&amp;eacute;gion Lorraine qui permet de trouver une solution &amp;agrave; ses probl&amp;egrave;mes de d&amp;eacute;placements en transports en commun en un clic&lt;/p&gt;
&lt;p&gt;- Alimentation : soutien aux AMAP (paniers d\'agriculteurs locaux) du Pays, circuits courts, cours de cuisine et de jardinage; &amp;eacute;viter le gaspillage&lt;/p&gt;
&lt;p&gt;- Energies renouvelables : exemple du projet de parc &amp;eacute;olien de belfays, projet de m&amp;eacute;thanisation sur le val de galil&amp;eacute;e, projets de petit hydro&amp;eacute;lectricit&amp;eacute;... et bien s&amp;ucirc;r soutien &amp;agrave; la fili&amp;egrave;re bois &amp;eacute;nergie (en lien avec la Charte Foresti&amp;egrave;re de territoire)&lt;/p&gt;
&lt;p&gt;- D&amp;eacute;chets : cr&amp;eacute;er des recycleries, ressourceries&lt;/p&gt;
&lt;p&gt;- Finances : inventer un fonds local d\'investissement, utiliser tous les outils &amp;agrave; disposition, lien avec les initiatives du Parc des ballons des Vosges, monnaie locale...&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Le projet \"habiter Mieux en D&amp;eacute;odatie\" devient une r&amp;eacute;f&amp;eacute;rence en la mati&amp;egrave;re par son caract&amp;egrave;re innovant (avance des subventions, group&amp;eacute; sur 14 communes et communaut&amp;eacute;s de communes, lien avec la formation des artisans et le P&amp;ocirc;le de l\'Ecoconstruction de Fraize..) : il a &amp;eacute;t&amp;eacute; pr&amp;eacute;sent&amp;eacute; et mis en avant lors du lancement du d&amp;eacute;bat r&amp;eacute;gional sur la transition &amp;eacute;nerg&amp;eacute;tique &amp;agrave; Metz au Conseil R&amp;eacute;gional.&lt;/p&gt;
&lt;p&gt;En D&amp;eacute;odatie, des ateliers d&amp;eacute;bat vont se mettre en place sur les 6 th&amp;eacute;matiques pour trouver des porteurs de projet &amp;agrave; chacune des 60 actions envisag&amp;eacute;es. Un agent du Pays de la d&amp;eacute;odatie est l&amp;agrave; pour vous aider &amp;agrave; mener le projet qui vous int&amp;eacute;resse! avis aux bonnes volont&amp;eacute;s : la lutte contre le r&amp;eacute;chauffement climatique est l\'affaire de tous!&lt;/p&gt;]]>
</content>
</entry><entry>
<title>réforme des rythmes scolaires : comment permettre de mieux réussir à tous les élèves - y compris en zone rurale?</title>
<id>http://www.etiennepourcher.fr/182_lien</id>
<updated>2013-02-17T22:43:34+02:00</updated>
<link href="http://www.etiennepourcher.fr/182_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/%C3%A9l%C3%A8ve%20doisneau.jpg\" alt=\"\" width=\"304\" height=\"425\" /&gt;Vincent Peillon, Ministre de l&amp;rsquo;Education...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/%C3%A9l%C3%A8ve%20doisneau.jpg\" alt=\"\" width=\"304\" height=\"425\" /&gt;Vincent Peillon, Ministre de l&amp;rsquo;Education National, veut r&amp;eacute;former l&amp;rsquo;Ecole. Une des premi&amp;egrave;res d&amp;eacute;cisions concerne les rythmes scolaires et, apr&amp;egrave;s l&amp;rsquo;avoir annonc&amp;eacute; &amp;agrave; l&amp;rsquo;automne, il a pris un d&amp;eacute;cr&amp;ecirc;t en f&amp;eacute;vrier pour revenir &amp;agrave; la semaine de 9 demi journ&amp;eacute;es sur 5 jours en ajoutant le mercredi matin, sans ajouter d&amp;rsquo;heure en classe, donc en r&amp;eacute;duisant de 45 minutes les 4 autres jours.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Il est vrai que si l&amp;rsquo;on fait une comparaison, avec une ann&amp;eacute;e scolaire de 36 semaines, le nombre de jours d&amp;rsquo;&amp;eacute;cole de nos enfants est de 144 jours contre 187 en moyenne dans les pays comparables. En revanche, nos enfants ont 864 heures d&amp;rsquo;enseignement par an contre 774 dans les autres pays. Moins de jours d&amp;rsquo;&amp;eacute;coles mais plus lourds&amp;nbsp;: les r&amp;eacute;sultats s&amp;rsquo;en ressentent avec de moins bons scores aux tests.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;La r&amp;eacute;forme vise donc &amp;agrave; all&amp;eacute;ger les journ&amp;eacute;es pour rendre les &amp;eacute;l&amp;egrave;ves plus disponibles, plus r&amp;eacute;ceptifs aux apprentissages essentiels du primaire (lecture, &amp;eacute;criture, calcul&amp;hellip;).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Cependant des difficult&amp;eacute;s d&amp;rsquo;application apparaissent. Bien s&amp;ucirc;r, tout changement implique des r&amp;eacute;organisations sur lesquels on a plut&amp;ocirc;t tendance &amp;agrave; rechigner. Pour autant, cette r&amp;eacute;forme, qui consiste simplement &amp;agrave; revenir &amp;agrave; la situation d&amp;rsquo;avant 2008 o&amp;ugrave; le passage &amp;agrave; la semaine de 4 jours avait &amp;eacute;t&amp;eacute; impos&amp;eacute; &amp;agrave; tous, sans concertation. Aujourd&amp;rsquo;hui au moins, cela fait quelques semaines que ce sujet est d&amp;eacute;battu et l&amp;rsquo;avis des maires et des conseils d&amp;rsquo;&amp;eacute;coles sur les modalit&amp;eacute;s d&amp;rsquo;application est requis. M&amp;ecirc;me pour le report possible &amp;agrave; 2014&amp;nbsp;!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;En revanche, cette r&amp;eacute;forme met de c&amp;ocirc;t&amp;eacute; la responsabilit&amp;eacute; des parents sur la fatigue des &amp;eacute;l&amp;egrave;ves, comme si la dur&amp;eacute;e de la journ&amp;eacute;e &amp;agrave; l&amp;rsquo;&amp;eacute;cole &amp;eacute;tait la seule variable&amp;nbsp;: quid d&amp;rsquo;une r&amp;eacute;flexion sur le temps pass&amp;eacute; devant les &amp;eacute;crans &amp;ndash; qui ne cesse d&amp;rsquo;augmenter &amp;ndash; quid du temps de sommeil quotidien des &amp;eacute;l&amp;egrave;ves &amp;ndash; qui ne cesse de diminuer -&amp;nbsp;?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Si cette r&amp;eacute;forme est, cependant, dans l&amp;rsquo;int&amp;eacute;r&amp;ecirc;t des &amp;eacute;l&amp;egrave;ves, les difficult&amp;eacute;s de mise en &amp;oelig;uvre doivent passer au second plan. Mais quand m&amp;ecirc;me&amp;nbsp;! Il faudra tenir compte des difficult&amp;eacute;s financi&amp;egrave;res des communes&amp;nbsp;: il est possible de faire appel aux enseignants pour animer le temps p&amp;eacute;riscolaire&amp;nbsp;: pourquoi l&amp;rsquo;Etat n&amp;rsquo;a-t-il pas pr&amp;eacute;vu, d&amp;egrave;s lors, de le financer lui-m&amp;ecirc;me&amp;nbsp;? En outre, pourquoi imposer le mercredi matin alors que de nombreuses &amp;eacute;tudes montrent que la coupure de deux jours pose des probl&amp;egrave;mes aux &amp;eacute;l&amp;egrave;ves le lundi matin apr&amp;egrave;s deux jours o&amp;ugrave; ils ont pu se coucher et se lever tard&amp;nbsp;? Pourquoi la r&amp;eacute;forme ne porte-t-elle que sur le rythme hebdomadaire et non pas aussi sur un r&amp;eacute;&amp;eacute;quilibrage de l&amp;rsquo;ann&amp;eacute;e compl&amp;egrave;te, les petites vacances et les grandes vacances&amp;nbsp;? Pourquoi la r&amp;eacute;forme qui all&amp;egrave;ge la semaine ne modifie pas les programmes actuellement en vigueur qui datent de 2008, les enseignants devant d&amp;eacute;j&amp;agrave; avoir recours &amp;agrave; un rythme soutenu pour boucler leurs programmes&amp;nbsp;?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Au-del&amp;agrave; de ces questions, des communes rurales comme Fr&amp;eacute;mifontaine peuvent se poser la question de l&amp;rsquo;in&amp;eacute;galit&amp;eacute; territoriale (par rapport aux zones urbaines)&amp;nbsp;: la mise en &amp;oelig;uvre d&amp;rsquo;activit&amp;eacute;s p&amp;eacute;riscolaires n&amp;rsquo;est pas obligatoire mais si les communes ne les mettent pas en &amp;oelig;uvre, que diront les parents qui voudront les m&amp;ecirc;mes services qu&amp;rsquo;ailleurs&amp;nbsp;? les enfants de nos communes auraient-ils alors les m&amp;ecirc;me chances de r&amp;eacute;ussite qu&amp;rsquo;ailleurs&amp;nbsp;? Si je pose cette question c&amp;rsquo;est que la mise en &amp;oelig;uvre de ces activit&amp;eacute;s pose de nombreux probl&amp;egrave;mes&amp;nbsp;: quel encadrement&amp;nbsp;? o&amp;ugrave; trouver des personnes dipl&amp;ocirc;m&amp;eacute;es et disponibles pour travailler 45 minutes par jours&amp;nbsp;(sans compter qu&amp;rsquo;il faudra pr&amp;eacute;voir suffisamment d&amp;rsquo;encadrant pour accueillir tous les &amp;eacute;l&amp;egrave;ves mais que les activit&amp;eacute;s n&amp;rsquo;&amp;eacute;tant pas obligatoires, certains encadrants peuvent ne pas &amp;ecirc;tre appel&amp;eacute;s au dernier moment&amp;hellip;) ? o&amp;ugrave; trouver des lieux d&amp;rsquo;accueil pour les pratiques sportives ou culturelles&amp;nbsp;? o&amp;ugrave; trouver les moyens financiers n&amp;eacute;cessaires quand on sait que la dotation est de 90 &amp;euro;/&amp;eacute;l&amp;egrave;ve puis de 45 &amp;euro; d&amp;egrave;s l&amp;rsquo;ann&amp;eacute;e prochaine (et ensuite&amp;nbsp;?).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Enfin, et particuli&amp;egrave;rement en zone rurale, cette r&amp;eacute;forme pose la question des transports scolaires&amp;nbsp;: le conseil g&amp;eacute;n&amp;eacute;ral &amp;eacute;tant comp&amp;eacute;tent pour les horaires scolaires va organiser ses circuits aux horaires scolaires et non pas aux horaires des activit&amp;eacute;s mises en place par les communes en p&amp;eacute;riscolaire&amp;nbsp;: comment ramener les enfants ensuite chez eux&amp;nbsp;? dans les Regroupements P&amp;eacute;dagogiques Intercommunaux (&amp;agrave; Fr&amp;eacute;mifontaine nous sommes regroup&amp;eacute;s avec trois autres communes) si l&amp;rsquo;on accueille seulement les enfants issus de sa commune (donc apr&amp;egrave;s ramassage scolaire) comment faire face &amp;agrave; la pluralit&amp;eacute; des &amp;acirc;ges pour organiser des activit&amp;eacute;s pour tous&amp;nbsp;? Pour le Conseil G&amp;eacute;n&amp;eacute;ral, il s&amp;rsquo;agit de faire face &amp;agrave; la pluralit&amp;eacute; possible des situations et cela dans le cadre de march&amp;eacute;s publics de transports actuellement en cours&amp;hellip;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Je ne dis pas que ces difficult&amp;eacute;s sont insurmontables, mais elles ne sont pas l&amp;eacute;g&amp;egrave;res.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Souhaitons qu&amp;rsquo;au final cette r&amp;eacute;forme soit efficace sur le niveau de r&amp;eacute;ussite des &amp;eacute;l&amp;egrave;ves et qu&amp;rsquo;elle ne creuse pas les in&amp;eacute;galit&amp;eacute;s ruralit&amp;eacute;/villes.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Nous en d&amp;eacute;battrons avec les repr&amp;eacute;sentants des parents et les enseignants au conseil d&amp;rsquo;&amp;eacute;cole&amp;hellip;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>SCOT : quel avenir pour le massif vosgien?</title>
<id>http://www.etiennepourcher.fr/181_lien</id>
<updated>2013-02-06T11:56:43+02:00</updated>
<link href="http://www.etiennepourcher.fr/181_lien"/>

<summary type="html">&lt;p style=\"text-align: justify;\"&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/carte-massif-vosges.gif\" alt=\"\" width=\"200\" height=\"226\" /&gt;&amp;nbsp;&amp;nbsp;En 200...</summary>
<content type="html">
<![CDATA[&lt;p style=\"text-align: justify;\"&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/carte-massif-vosges.gif\" alt=\"\" width=\"200\" height=\"226\" /&gt;&amp;nbsp;&amp;nbsp;En 2008, juste &amp;eacute;lu pr&amp;eacute;sident du Syndicat Mixte du Pays de la D&amp;eacute;odatie, j\'ai propos&amp;eacute; au Conseil Syndical (qui l\'a accept&amp;eacute; par d&amp;eacute;lib&amp;eacute;ration du 9 juin 2008) que le pays s\'engage dans une d&amp;eacute;marche de Sch&amp;eacute;ma de Coh&amp;eacute;rence Territoriale (SCOT) qui a pour but de mettre en coh&amp;eacute;rence l\'urbanisme, mais aussi les infrastructures (zones commerciales, zones d\'activit&amp;eacute;s &amp;eacute;conomiques...) les transports, l\'environnement... &amp;agrave; l\'&amp;eacute;chelle d\'un grand territoire. Une &amp;eacute;tude de l\'Etat venait, par exemple de montrer, en effet, qu\'en mati&amp;egrave;re de Zones d\'Activit&amp;eacute;s, par exemple, notre territoire avait un nombre d\'hectares de zones am&amp;eacute;nag&amp;eacute;es permettant de r&amp;eacute;pondre &amp;agrave; la demande pour 20 ans! (et m&amp;ecirc;me 50 ans si on prend en compte les zones en cours d\'am&amp;eacute;nagement.!!). A l\'heure o&amp;ugrave; l\'argent public est rare, le gaspi ne doit plus &amp;ecirc;tre de mise. Seules 7 des 14 communaut&amp;eacute;s de communes formant notre Syndicat Mixte de pays avaient alors d&amp;eacute;lib&amp;eacute;r&amp;eacute; favorablement...&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;En 2010, les lois dites \"Grenelle de l\'Environnement\" ont pr&amp;eacute;vu que tout territoire n\'ayant pas choisi un p&amp;eacute;rim&amp;egrave;tre de SCOT au 1er janvier 2013 verrait ses documents d\'urbanisme gel&amp;eacute;s (pas de possibilit&amp;eacute; d\'&amp;eacute;tendre les zones constructibles par exmple). Les Vosges ne disposent que d\'un seul SCOT, celui des Vosges Centrales autour d\'Epinal et la vall&amp;eacute;e de la Moselle. Aussi, tout l\'Est des Vosges se pose alors la question de savoir quel p&amp;eacute;rim&amp;egrave;tre pertinent adopter pour notre SCOT? Les nombreuses r&amp;eacute;unions en Pr&amp;eacute;fecture et sous Pr&amp;eacute;fecture ont permis aux &amp;eacute;lus de d&amp;eacute;gager au moins quatre \"sous-territoires\" (je n\'aime pas cette expression) dans l\'Est : les communes touristiques - stations hivernales, le reste du pays de Remiremont, la partie \"vall&amp;eacute;e de la Meurthe (avec ses affluents et sous affluents) du pays de la D&amp;eacute;odatie (plus la commune d\'Entre deux eaux qui n\'adh&amp;egrave;re pour l\'instant &amp;agrave; rien) et la zone \"rurale\" autour de Bruy&amp;egrave;res - Rambervillers.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Compte tenu de la coh&amp;eacute;rence g&amp;eacute;ographique du massif, le conseil syndycal du Syndicat Mixte du pays de la D&amp;eacute;odatie a d&amp;eacute;lib&amp;eacute;r&amp;eacute;, &amp;agrave; l\'unanimit&amp;eacute;, ce lundi, pour un SCOT \"massif\" regroupant les 3 premi&amp;egrave;res zones g&amp;eacute;ographiques &amp;eacute;voqu&amp;eacute;es (p&amp;eacute;rim&amp;egrave;tre qui pourra s\'&amp;eacute;largir &amp;eacute;ventuellement au territoire rural s\'il le souhaite). Dans notre d&amp;eacute;lib&amp;eacute;ration, nous avons souhait&amp;eacute; pr&amp;eacute;cis&amp;eacute; que nous demandons &amp;agrave; ce que la gouvernance de ce SCOT soit partag&amp;eacute;e entre les sous territoires ainsi d&amp;eacute;finis.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;La Pr&amp;eacute;fecture nous a, en effet, montr&amp;eacute; plusieurs exemples de SCOT qui ont r&amp;eacute;alis&amp;eacute; des \"regards territoriaux\" &amp;agrave; l\'int&amp;eacute;rieur de leur p&amp;eacute;rim&amp;egrave;tre soit lors de la r&amp;eacute;alisation du SCOT soit ensuite pour adapter le SCOT approuv&amp;eacute; aux territoires. Ces sous territoires pourraient par exemple &amp;ecirc;tre pourvus de vices pr&amp;eacute;sidents, eux m&amp;ecirc;me pouvant &amp;ecirc;tre de mani&amp;egrave;re \"tournante\" les pr&amp;eacute;sidents du SCOT, afin que chacun soit rassur&amp;eacute; qu\'aucun territoire n\'imposera sa loi aux autres.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Ce grands territoire de massif aurait, en outre, l\'avantage de r&amp;eacute;duire les co&amp;ucirc;ts : les &amp;eacute;tudes n&amp;eacute;cessaires &amp;agrave; la r&amp;eacute;alisation d\'un SCOT &amp;eacute;tant co&amp;ucirc;teuses, plus on est d\'habitants, plus on r&amp;eacute;partit... Par ailleurs, plusieurs possibilit&amp;eacute;s existent pour le portage du SCOT : soit la cr&amp;eacute;ation d\'un nouveau syndicat mixte (un de plus diront certains) soit l\'utilisation d\'un syndicat mixte existant pour b&amp;eacute;n&amp;eacute;ficier de ses infrastructures (bureau, secr&amp;eacute;tariat, ...). Cette derni&amp;egrave;re solution devant &amp;ecirc;tre compatible avec la gouvernance partag&amp;eacute;e &amp;eacute;voqu&amp;eacute;e plus haut.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Le territoire du pays de Remiremont a d&amp;eacute;lib&amp;eacute;r&amp;eacute; pour sugg&amp;eacute;rer un SCOT &amp;nbsp;sur son p&amp;eacute;rim&amp;egrave;tre, &amp;eacute;largi &amp;agrave; la communaut&amp;eacute; de communes des lacs et des hauts rupts (G&amp;eacute;rardmer). Outre que cette d&amp;eacute;lib&amp;eacute;ration n\'a pas reccueilli l\'unanimit&amp;eacute; de ses membres, elle englobait le territoire de G&amp;eacute;rardmer qui, non pr&amp;eacute;venu, a vite pr&amp;eacute;cis&amp;eacute; qu\'il ne souhaitait pas avoir &amp;agrave; choisir entre Remiremont et Saint Di&amp;eacute;. Si je comprends que Remiremont veuille s\'assurer qu\'aucun autre territoire ne lui dicte son avenir, je pense qu\'il existe des solutions de gouvernance partag&amp;eacute;e pour y rem&amp;eacute;dier. Enfin, le territoire de la Communaut&amp;eacute;s de Communes de Rambervillers a fait part de sa pr&amp;eacute;f&amp;eacute;rence pour une adh&amp;eacute;sion au SCOT des Vosges centrales (Epinal) tandis que Bruy&amp;egrave;res travaille sur l\'id&amp;eacute;e, pr&amp;eacute;vue par le Grenelle de l\'environnement, d\'un SCOT rural ou d\'un Plan Local d\'Urbanisme Intercommunal (PLUI) valant SCOT.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Affaire &amp;agrave; suivre...&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Le syndicat mixte du pays de la Déodatie agit pour l\'emploi</title>
<id>http://www.etiennepourcher.fr/180_lien</id>
<updated>2013-02-02T20:13:35+02:00</updated>
<link href="http://www.etiennepourcher.fr/180_lien"/>

<summary type="html">&lt;p style=\"text-align: justify;\"&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/club%20vosgien.jpg\" alt=\"\" width=\"150\" height=\"193\" /&gt;&amp;nbsp;J\'&amp;eacute;tais c...</summary>
<content type="html">
<![CDATA[&lt;p style=\"text-align: justify;\"&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/club%20vosgien.jpg\" alt=\"\" width=\"150\" height=\"193\" /&gt;&amp;nbsp;J\'&amp;eacute;tais ce matin &amp;agrave; l\'&lt;strong&gt;Assembl&amp;eacute;e G&amp;eacute;n&amp;eacute;rale du Club Vosgien&lt;/strong&gt; de Saint-Di&amp;eacute;-des-Vosges. Avec plus de 200 adh&amp;eacute;rents et b&amp;eacute;n&amp;eacute;voles adeptes de la marche et de la randonn&amp;eacute;e, cette association accomplit un travail essentiel pour notre territoire de balisage et d\'entretien de sentiers p&amp;eacute;destres. Ce sont plus de 370 kilom&amp;egrave;tres de balades qui sont ainsi entretenus gr&amp;acirc;ce aux b&amp;eacute;n&amp;eacute;voles. C\'est un atout essentiel pour notre &lt;strong&gt;attractivit&amp;eacute; touristique&lt;/strong&gt;.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;C\'est pourquoi le Syndicat Mixte du pays de la D&amp;eacute;odatie a la volont&amp;eacute; de r&amp;eacute;aliser un &lt;strong&gt;topoguide de randonn&amp;eacute;e&lt;/strong&gt; p&amp;eacute;destre, en partenariat avec les clubs vosgiens et la f&amp;eacute;d&amp;eacute;ration fran&amp;ccedil;aise de randonn&amp;eacute;e p&amp;eacute;destre. Lorsque j\'ai &amp;eacute;t&amp;eacute; &amp;eacute;lu pr&amp;eacute;sident du Syndicat Mixte en 2008, ce dossier &amp;eacute;tait dans l\'impasse. Depuis, nous avons r&amp;eacute;ussi &amp;agrave; mettre les diff&amp;eacute;rents acteurs autour de la table, au-del&amp;agrave; de leurs divergences, et de signer une convention pour l\'&amp;eacute;dition de ce topoguide qui vantera les sentiers de notre territoire et sera vendu dans toute la France. Une version num&amp;eacute;rique est pr&amp;eacute;vue, tous les sentiers sont en cours de num&amp;eacute;risation GPS. Parall&amp;egrave;lement un GR (sentier de Grande Randonn&amp;eacute;e) de Pays sera balis&amp;eacute; et entretenu. Son trac&amp;eacute; a &amp;eacute;t&amp;eacute; act&amp;eacute;. Reste aux derni&amp;egrave;res communes retardataires &amp;agrave; transmettre au pays leurs d&amp;eacute;lib&amp;eacute;rations, autorisations de passage...&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Malgr&amp;eacute; un &lt;strong&gt;budget limit&amp;eacute;&lt;/strong&gt; (le Syndicat Mixte, du pays de la D&amp;eacute;odatie, est un &lt;em&gt;grand territoire&lt;/em&gt; - l\'arrondissement de saint-Di&amp;eacute;, de G&amp;eacute;rardmer &amp;agrave; Raon l\'Etape, mais un&lt;em&gt; petit budget&lt;/em&gt; : il ne pr&amp;eacute;l&amp;egrave;ve pas de taxe et ne vit que par une cotisation de ses adh&amp;eacute;rents de 2&amp;euro; par habitant - soit au total 200 000 euros!) le Syndicat mixte fera pourtant un &lt;strong&gt;gros effort budg&amp;eacute;taire&lt;/strong&gt; pour &amp;eacute;diter le topoguide et financer balisage et entretien. Il sera aid&amp;eacute; par des fonds europ&amp;eacute;ens et le Conseil G&amp;eacute;n&amp;eacute;ral. Nous croyons en effet que d&amp;eacute;velopper le tourisme est un des moteurs de notre d&amp;eacute;veloppement, un atout &amp;agrave; valoriser.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&lt;span style=\"text-decoration: underline;\"&gt;Pour autant, le Syndicat Mixte du pays s\'engage pour l\'emploi &amp;agrave; travers de nombreux autres projets :&lt;/span&gt;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;- la &lt;strong&gt;p&amp;eacute;pini&amp;egrave;re d\'entreprises&lt;/strong&gt; &amp;agrave; Saint-Di&amp;eacute; : le Syndicat mixte a d&amp;eacute;cid&amp;eacute; de prendre en charge une partie du loyer des entreprises qui se cr&amp;eacute;&amp;eacute;ent et s\'y installent pour qu\'elles se consacrent &amp;agrave; leur d&amp;eacute;veloppement plut&amp;ocirc;t qu\'&amp;agrave; des soucis immobiliers;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;- la &lt;strong&gt;Maison de l\'Emploi&lt;/strong&gt;&amp;nbsp;: le Syndicat Mixte participe au financement de cette structure qui met en oeuvre de nombreux projets pour l\'emploi comme l\'op&amp;eacute;ration \"habiter mieux\" qui permettra d\'aider des familles &amp;agrave; isoler leurs logements et donnera donc de l\'activit&amp;eacute; au secteur du b&amp;acirc;timent;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;- la &lt;strong&gt;Charte Foresti&amp;egrave;re de Territoire&lt;/strong&gt; : le Syndicat Mixte r&amp;eacute;unit tous les acteurs de la for&amp;ecirc;t, notre atout majeur de territoire, pour &amp;eacute;laborer un programme d\'actions qui, entre autres, vise &amp;agrave; d&amp;eacute;velopper la fili&amp;egrave;re bois;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;- les &lt;strong&gt;fonds europ&amp;eacute;ens&lt;/strong&gt; FEADER, &amp;agrave; travers l\'op&amp;eacute;ration \"leader\" g&amp;eacute;r&amp;eacute;e par le pays qui permet de soutenir des projets valorisant nos ressources, et donc des entreprises;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Avec peu de moyens, le Syndicat Mixte se mobilise au maximum pour une priorit&amp;eacute; : l\'emploi!&lt;/p&gt;]]>
</content>
</entry><entry>
<title>session au Conseil Général : vous avez dit pluralisme?</title>
<id>http://www.etiennepourcher.fr/179_lien</id>
<updated>2013-01-28T21:38:09+02:00</updated>
<link href="http://www.etiennepourcher.fr/179_lien"/>

<summary type="html">&lt;p&gt;Le Conseil G&amp;eacute;n&amp;eacute;ral des Vosges &amp;eacute;tait en r&amp;eacute;union ce matin pour &amp;eacute;tudier les dossiers habituels d\'une commission permanente; mais le pr&amp...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Le Conseil G&amp;eacute;n&amp;eacute;ral des Vosges &amp;eacute;tait en r&amp;eacute;union ce matin pour &amp;eacute;tudier les dossiers habituels d\'une commission permanente; mais le pr&amp;eacute;sident Poncelet, qui ne dispose que d\'une majorit&amp;eacute; relative en commission permanente, avait convoqu&amp;eacute; tous les &amp;eacute;lus en assembl&amp;eacute;e pleini&amp;egrave;re, o&amp;ugrave; il dispose d\'une majorit&amp;eacute; absolue avec l\'apoint du groupe Huguenot-Drevet-Jamis.&lt;/p&gt;
&lt;p&gt;Nous avons donc &amp;eacute;tudi&amp;eacute; les premiers dossiers d\'aides de l\'ann&amp;eacute;e : &amp;nbsp;aux entreprises vosgiennes, aux CUMA (Coop&amp;eacute;ratives d\'Utilisation de Mat&amp;eacute;riel Agricole), aux jeunes agriculteurs, aux communes (enfouissement de r&amp;eacute;seaux &amp;eacute;lectriques...) aux associations (par exemple dans le cadre des enseignements artistiques); nous avons aussi &amp;eacute;tudi&amp;eacute; les aides aux coll&amp;egrave;ges, aux dispositifs d\'insertion, de protection de jeunes,... Le gros projet d\'am&amp;eacute;nagement du col de la Schlucht - en partenariat avec les collectivit&amp;eacute;s alsaciennes - &amp;nbsp;a &amp;eacute;t&amp;eacute; &amp;eacute;galement approuv&amp;eacute;.&lt;/p&gt;
&lt;p&gt;Plusieurs dossiers ont fait d&amp;eacute;bat :&lt;/p&gt;
&lt;p&gt;- le contrat d\'objectifs de &lt;strong&gt;Vosges t&amp;eacute;l&amp;eacute;vision&lt;/strong&gt; : je suis intervenu pour saluer le professionnalisme de ses journalistes et la qualit&amp;eacute; des productions; cependant, la TNT ne donne pas encore satisfaction dans toutes les communes (des solutions satellitaires sont n&amp;eacute;cessaires). Point plus n&amp;eacute;gatif &amp;agrave; mes yeux : si je fais confiance au CSA pour contr&amp;ocirc;ler l\'&amp;eacute;quit&amp;eacute; du droit d\'expression et s\'il existe un \"comit&amp;eacute; d\'&amp;eacute;thique\" , celui-ci est nomm&amp;eacute; par le Conseil d\'Administration, au sein duquel M. Poncelet a refus&amp;eacute; la pr&amp;eacute;sence d\'&amp;eacute;lus des groupes d\'opposition... vous avez dit \"pluralisme\"?&lt;/p&gt;
&lt;p&gt;- la &lt;strong&gt;redevance d\'occupation du domaine public&lt;/strong&gt; : M. Poncelet veut instaurer une nouvelle taxe sur les communes qui concernerait tous les r&amp;eacute;seaux communaux (eau, assainissement...) qui passent sous les routes d&amp;eacute;partementales. Jean-Luc B&amp;eacute;v&amp;eacute;rina est intervenu pour souligner que techniquement cela obligera les petites communes &amp;agrave; un la borieux travail de recensement de tous les r&amp;eacute;seaux; par ailleurs, ne nous leurrons pas : si cette nouvelle taxe est impos&amp;eacute;e aux communes, ce sont les habitants qui paieront! s\'il faut payer le d&amp;eacute;partement pour le passage des r&amp;eacute;seaux d\'eau, la facture d\'eau augmentera... idem pour l\'assainissement, etc. J\'ai par ailleurs soulev&amp;eacute; un autre li&amp;egrave;vre : les trottoirs - dont l\'entretien est &amp;agrave; la charge des communes et sous lesquels passent de nombreux r&amp;eacute;seaux - seront-ils concern&amp;eacute;s car ils sont dans l\'emprise des routes d&amp;eacute;partementales? cela serait alors la double peine : payer la taxe pour entretien des troittoirs... que l\'on entretient! M. Poncelet a d&amp;eacute;cid&amp;eacute; finalement de retirer ce dossier de l\'ordre du jour. A suivre...&lt;/p&gt;
&lt;p&gt;- nomination d\'un repr&amp;eacute;sentant au &lt;strong&gt;conseil d\'administration de l\'h&amp;ocirc;pital de Vittel - Neufchateau&lt;/strong&gt; qui vient de fusionner. Le groupe Poncelet a propos&amp;eacute; la candidature de M. Dars, Conseiller G&amp;eacute;n&amp;eacute;ral de Darney. M. Gaulthier, Conseiller G&amp;eacute;n&amp;eacute;ral de Vittel s\'est &amp;eacute;galement port&amp;eacute; candidat &amp;eacute;tant le conseiller g&amp;eacute;n&amp;eacute;ral concern&amp;eacute;. J\'ai rappel&amp;eacute; que notre groupe (GRES) a toujours demand&amp;eacute; &amp;agrave; ce que le conseiller g&amp;eacute;n&amp;eacute;ral du canton concern&amp;eacute; soit nomm&amp;eacute;, comme dans le cas des conseils d\'administrations des coll&amp;egrave;ges ou des maisons de retraite, quelle que soit son &amp;eacute;tiquette politique. Car sinon, cela ouvre la voie &amp;agrave; l\'arbitraire, au choix \"&amp;agrave; la t&amp;ecirc;te du client\" et au final &amp;agrave; l\'exclusion de l\'opposition (ou au client&amp;egrave;lisme). Apr&amp;egrave;s concertation, notre groupe, consid&amp;eacute;rant malgr&amp;eacute; tout que ce n\'est pas &amp;agrave; nous d\'arbitrer entre deux candidats de droite, a propos&amp;eacute; de s\'abstenir. M. Dars a &amp;eacute;t&amp;eacute; &amp;eacute;lu &amp;agrave; ce poste par 17 voix sur 31 (13 du groupe Poncelet plus les voix du groupe de MM Huguenot, Drevet, Jamis ainsi que de M. Tarantola).&lt;/p&gt;
&lt;p&gt;- &amp;eacute;tat du &lt;strong&gt;coll&amp;egrave;ge de Senones&lt;/strong&gt; : Jean-Luc Beverina a attir&amp;eacute; l\'attention des services sur les nombreuses malfa&amp;ccedil;ons observ&amp;eacute;es.&lt;/p&gt;
&lt;p&gt;- festival &lt;strong&gt;\"fantastic\'Arts\"&lt;/strong&gt; de G&amp;eacute;rardmer : Gilbert Poirot a d&amp;eacute;plor&amp;eacute; que ce festival du film fantastique qui f&amp;ecirc;te cette ann&amp;eacute;e son 20&amp;egrave;me anniversaire ne soit pas aid&amp;eacute; par le Conseil G&amp;eacute;n&amp;eacute;ral alors qu\'il apporte un rayonnement national voire international &amp;agrave; noter d&amp;eacute;partement.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>bonne année 2013</title>
<id>http://www.etiennepourcher.fr/178_lien</id>
<updated>2013-01-20T15:24:21+02:00</updated>
<link href="http://www.etiennepourcher.fr/178_lien"/>

<summary type="html">&lt;p&gt;Apr&amp;egrave;s de nombreux jours silencieux, je reprends l\'activit&amp;eacute; de mon blog. Cette absence d\'envie d\'&amp;eacute;crire, pour des raisons personnelles, avec le coeur gros, ...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Apr&amp;egrave;s de nombreux jours silencieux, je reprends l\'activit&amp;eacute; de mon blog. Cette absence d\'envie d\'&amp;eacute;crire, pour des raisons personnelles, avec le coeur gros, m\'ont fait red&amp;eacute;couvrir le sens du mot r&amp;eacute;silience. Car la vie continue. Pour ce qui est de cette nouvelle ann&amp;eacute;e aussi, la r&amp;eacute;silience devra &amp;ecirc;tre notre compagne. On nous annonce tellement une ann&amp;eacute;e difficile! cherchons alors des raisons d\'esp&amp;eacute;rer...&lt;/p&gt;
&lt;p&gt;Nous ne devons pas tout attendre des autres, ... mais au contraire agir, chacun &amp;agrave; notre niveau, avec nos moyens. Nous ne devons pas non plus chercher des boucs &amp;eacute;missaires faciles (les &amp;eacute;trangers, les cas soc....) mais plut&amp;ocirc;t des solutions.&lt;/p&gt;
&lt;p&gt;Aussi, au Conseil G&amp;eacute;n&amp;eacute;ral, des actions int&amp;eacute;ressantes sont pr&amp;eacute;vues pour 2013, comme l\'engagement (enfin!) de la couverture haut d&amp;eacute;bit de tout le d&amp;eacute;partement - 5 millions d\'euros pas an pendant 5 ans y seront consacr&amp;eacute;s - ou encore le d&amp;eacute;veloppement de l\'action \"jeunes pr&amp;ecirc;ts &amp;agrave; bosser\" pour donner une premi&amp;egrave;re exp&amp;eacute;rience professionnelle &amp;agrave; 500 jeunes vosgiens et l\'embauche de plusieurs jeunes en contrats d\'avenir (le nouveau dispositif voulu par Fran&amp;ccedil;ois Hollande).&lt;/p&gt;
&lt;p&gt;Au Syndicat Mixte du Pays de la D&amp;eacute;odatie, que je pr&amp;eacute;side, notre priorit&amp;eacute; aussi c\'est l\'emploi : participer &amp;agrave; la p&amp;eacute;pini&amp;egrave;re d\'entreprises de saint Di&amp;eacute; - le pays a d&amp;eacute;cid&amp;eacute; de prendre en charge une partie des loyers des entreprises qui se cr&amp;eacute;ent pour qu\'elles se consacrent &amp;agrave; leur d&amp;eacute;veloppement - le pays participe aussi financi&amp;egrave;rement &amp;agrave; la maison de l\'Emploi qui lance par exemple le programme \"habiter mieux en D&amp;eacute;odatie\" avec l\'Anah pour aider les familles &amp;agrave; isoler leurs logements ce qui sera bon pour leur budget, pour les entreprises du b&amp;acirc;timent qui auront des commandes et pour l\'environnement! le pays c\'est aussi la gestion d\'un fonds europ&amp;eacute;en Leader que nous orientons vers le soutien aux entreprises locales (par exemple l\'acquisition d\'un atelier de transformation pour une ferme) le pays va lancer en 2013 une Charte Foresti&amp;egrave;re de territoire d&amp;eacute;velopper notre atout majeur qu\'est la for&amp;ecirc;t ainsi que la fili&amp;egrave;re bois; enfin, un topoguide de randonn&amp;eacute;e p&amp;eacute;destre sera &amp;eacute;dit&amp;eacute; en partenariat avec la f&amp;eacute;d&amp;eacute;ration de randonn&amp;eacute;e p&amp;eacute;destre et le club vosgien pour vendre partout en France notre magnifique r&amp;eacute;seau de randonn&amp;eacute;es et d&amp;eacute;velopper le tourisme sur notre territoire. A la communaut&amp;eacute; de communes du canton de Brouvelieures, nous profiterons de ce topoguide ainsi que du sentier de Grande Randonn&amp;eacute;e (GR) qui sera ainsi cr&amp;eacute;&amp;eacute; et passera par notre territoire.&lt;/p&gt;
&lt;p&gt;Mais la communaut&amp;eacute; de communes ce sera aussi le maintien du point emploi &amp;agrave; Brouvelieures avec de nombreux services de proximit&amp;eacute; pour les demandeurs d\'emploi. La CCCB va aussi lancer la mise aux normes de la voirie et des b&amp;acirc;timents de nos communes &amp;agrave; travers une &amp;eacute;tude d\'accessibilit&amp;eacute; pour les personnes en situation de handicap. Des travaux suivront. La CCCB aidera les particuliers &amp;agrave; se mettre aux normes d\'assainissement en obtenant des subventions. La voie verte verra le jour en 2013 et d&amp;eacute;veloppera notre tourisme. De nombreux autres projets verront le jour. Cela ne r&amp;eacute;soudra pas tous les probl&amp;egrave;mes de notre pays, mais ce sera notre contribution! au travail!&lt;/p&gt;]]>
</content>
</entry><entry>
<title>une mission de réflexion sur la forêt</title>
<id>http://www.etiennepourcher.fr/177_lien</id>
<updated>2012-12-14T21:26:47+02:00</updated>
<link href="http://www.etiennepourcher.fr/177_lien"/>

<summary type="html">&lt;p&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;For&amp;ecirc;t et fili&amp;egrave;re bois&amp;nbsp;:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Le Premier ministre confie une miss...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;For&amp;ecirc;t et fili&amp;egrave;re bois&amp;nbsp;:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Le Premier ministre confie une mission &amp;agrave; Jean-Yves CAULLET&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Le Premier Ministre Jean-Marc AYRAULT a confi&amp;eacute; &amp;agrave; Jean-Yves CAULLET, d&amp;eacute;put&amp;eacute; de l&amp;rsquo;Yonne, une mission sur la for&amp;ecirc;t fran&amp;ccedil;aise et la fili&amp;egrave;re bois. Cette mission sera men&amp;eacute;e aupr&amp;egrave;s de Delphine BATHO, ministre de l&amp;rsquo;&amp;Eacute;cologie, du D&amp;eacute;veloppement durable et de l&amp;rsquo;&amp;Eacute;nergie et de St&amp;eacute;phane LE FOLL, ministre de l&amp;rsquo;Agriculture, de l&amp;rsquo;Agroalimentaire et de la For&amp;ecirc;t.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;La r&amp;eacute;flexion portera notamment sur la prise en compte des objectifs de s&amp;eacute;questration du carbone et d&amp;rsquo;adaptation au changement climatique des for&amp;ecirc;ts, la mise en place d&amp;rsquo;un cadre r&amp;eacute;glementaire, institutionnel et &amp;eacute;conomique facilitant la mobilisation du bois dans de bonnes conditions environnementales et la structuration d&amp;rsquo;ensemble de la fili&amp;egrave;re.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;Jean-Yves CAULLET devra mettre en avant les pistes permettant de valoriser la production sylvicole tout au long de la cha&amp;icirc;ne de valeur depuis l\'amont (gestion durable des for&amp;ecirc;ts, mobilisation du bois) jusqu\'&amp;agrave; l\'aval (bois d\'&amp;oelig;uvre pour la construction et la r&amp;eacute;novation des b&amp;acirc;timents, bois-industrie, bois-&amp;eacute;nergie) afin que cette fili&amp;egrave;re puisse gagner en comp&amp;eacute;titivit&amp;eacute;, trouver de nouveaux march&amp;eacute;s &amp;agrave; l&amp;rsquo;export et contribuer au redressement productif de la  France.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;Cette mission devra pr&amp;eacute;parer le volet &amp;laquo; for&amp;ecirc;t &amp;raquo; de la loi d&amp;rsquo;avenir sur l&amp;rsquo;agriculture, l&amp;rsquo;agroalimentaire et la for&amp;ecirc;t qui sera pr&amp;eacute;sent&amp;eacute;e au parlement au second semestre de l&amp;rsquo;ann&amp;eacute;e 2013.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>réforme des élections territoriales</title>
<id>http://www.etiennepourcher.fr/176_lien</id>
<updated>2012-11-29T22:02:30+02:00</updated>
<link href="http://www.etiennepourcher.fr/176_lien"/>

<summary type="html">&lt;p&gt;Le ministre de l&amp;rsquo;Int&amp;eacute;rieur, Manuel Valls, a pr&amp;eacute;sent&amp;eacute; hier en Conseil des ministres deux projets de loi (ordinaire et organique) visant &amp;agrave; ...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Le ministre de l&amp;rsquo;Int&amp;eacute;rieur, Manuel Valls, a pr&amp;eacute;sent&amp;eacute; hier en Conseil des ministres deux projets de loi (ordinaire et organique) visant &amp;agrave; organiser la prochaine &amp;eacute;lection des d&amp;eacute;l&amp;eacute;gu&amp;eacute;s communautaires au suffrage universel direct et celle des futurs conseillers d&amp;eacute;partementaux, &amp;agrave; la suite de l&amp;rsquo;abrogation du conseiller territorial cr&amp;eacute;&amp;eacute; par la loi de R&amp;eacute;forme des collectivit&amp;eacute;s territoriales (RCT) du 16 d&amp;eacute;cembre 2010.&amp;nbsp;&lt;br /&gt;Le projet de loi ordinaire relatif &amp;agrave; l&amp;rsquo;&amp;eacute;lection des conseillers d&amp;eacute;partementaux, des conseillers municipaux et des d&amp;eacute;l&amp;eacute;gu&amp;eacute;s communautaires, et modifiant le calendrier &amp;eacute;lectoral, abroge les dispositions de la loi RCT cr&amp;eacute;ant le conseiller territorial et d&amp;eacute;finit un nouveau mode de scrutin pour les conseillers g&amp;eacute;n&amp;eacute;raux, d&amp;eacute;sormais conseillers d&amp;eacute;partementaux. Le texte pr&amp;eacute;voit l&amp;rsquo;&amp;eacute;lection de deux conseillers d&amp;eacute;partementaux par canton au scrutin majoritaire &amp;agrave; deux tours. Les candidats se pr&amp;eacute;senteront en bin&amp;ocirc;me constitu&amp;eacute; obligatoirement d&amp;rsquo;un homme et d&amp;rsquo;une femme. Le projet de loi pr&amp;eacute;voit &amp;eacute;galement le remodelage des cantons selon trois crit&amp;egrave;res : continuit&amp;eacute; du territoire, inclusion de toute commune de moins de 3 500 habitants dans un seul canton, &amp;eacute;cart de 20 % maximum entre la population du canton avec celle moyenne des autres cantons du d&amp;eacute;partement.&amp;nbsp;&lt;br /&gt;Ce texte pr&amp;eacute;voit par ailleurs les modalit&amp;eacute;s d&amp;rsquo;&amp;eacute;lection des d&amp;eacute;l&amp;eacute;gu&amp;eacute;s communautaires. Comme pr&amp;eacute;vu, ces d&amp;eacute;l&amp;eacute;gu&amp;eacute;s seront &amp;eacute;lus dans le cadre de l&amp;rsquo;&amp;eacute;lection municipale. Les candidats au mandat de d&amp;eacute;l&amp;eacute;gu&amp;eacute; communautaire et de conseiller municipal devront ainsi figurer sur une seule et m&amp;ecirc;me liste, les premiers de la liste ayant vocation &amp;agrave; si&amp;eacute;ger au conseil municipal et au conseil communautaire. Comme le ministre de l&amp;rsquo;Int&amp;eacute;rieur l&amp;rsquo;avait annonc&amp;eacute; la semaine derni&amp;egrave;re lors du Congr&amp;egrave;s des maires, le texte pr&amp;eacute;voit d&amp;rsquo;abaisser le seuil du scrutin de liste &amp;agrave; 1 000 habitants au lieu de 3 500 aujourd&amp;rsquo;hui.&amp;nbsp;&lt;br /&gt;Le projet de loi pr&amp;eacute;voit enfin la modification du calendrier &amp;eacute;lectoral. En 2014, auront lieu, comme pr&amp;eacute;vu, les &amp;eacute;lections municipales et, donc, celles &amp;eacute;galement des d&amp;eacute;l&amp;eacute;gu&amp;eacute;s de l&amp;rsquo;intercommunalit&amp;eacute;, les &amp;eacute;lections europ&amp;eacute;ennes et les &amp;eacute;lections s&amp;eacute;natoriales. Les &amp;eacute;lections d&amp;eacute;partementales et r&amp;eacute;gionales sont fix&amp;eacute;s en 2015, de m&amp;ecirc;me que la premi&amp;egrave;re &amp;eacute;lection des collectivit&amp;eacute;s territoriales de Guyanne et de Martinique.&lt;br /&gt;Le second texte, le projet de loi organique modifie, quant &amp;agrave; lui, le code &amp;eacute;lectoral afin de rendre applicables les modifications pr&amp;eacute;vues par le projet de loi concernant l&amp;rsquo;&amp;eacute;lection des conseillers d&amp;eacute;partementaux au scrutin binominal majoritaire et le droit &amp;eacute;lectoral.&amp;nbsp;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Nouvelles dispositions pour la taxe poids lourds</title>
<id>http://www.etiennepourcher.fr/175_lien</id>
<updated>2012-11-16T22:27:45+02:00</updated>
<link href="http://www.etiennepourcher.fr/175_lien"/>

<summary type="html">&lt;p&gt;Le ministre des Transports, Fr&amp;eacute;d&amp;eacute;ric Cuvillier, a annonc&amp;eacute; hier, &amp;agrave; l&amp;rsquo;occasion du 67e congr&amp;egrave;s de la FNTR (F&amp;eacute;d&amp;eac...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Le ministre des Transports, Fr&amp;eacute;d&amp;eacute;ric Cuvillier, a annonc&amp;eacute; hier, &amp;agrave; l&amp;rsquo;occasion du 67e congr&amp;egrave;s de la FNTR (F&amp;eacute;d&amp;eacute;ration nationale du transport routier), une &amp;laquo; simplification &amp;raquo; de l&amp;rsquo;&amp;eacute;cotaxe poids lourds qui entrera en vigueur en juillet prochain. Cette taxe touchera les v&amp;eacute;hicules de plus de 3,5 tonnes circulant sur le r&amp;eacute;seau national non payant, et son produit sera affect&amp;eacute; au financement des infrastructures routi&amp;egrave;res et des infrastructures de transport.&lt;br /&gt;Qualifi&amp;eacute; par le ministre &amp;laquo; d&amp;rsquo;usine &amp;agrave; gaz &amp;raquo;, le dispositif pr&amp;eacute;vu par le pr&amp;eacute;c&amp;eacute;dent gouvernement &amp;eacute;tait fortement critiqu&amp;eacute; par les professionnels du transport routier : il faisait en effet reposer l&amp;rsquo;&amp;eacute;cotaxe sur les transporteurs, sans possibilit&amp;eacute; d&amp;rsquo;en r&amp;eacute;percuter le co&amp;ucirc;t sur les chargeurs. Fr&amp;eacute;d&amp;eacute;ric Cuvillier a annonc&amp;eacute; hier une modification substantielle du dispositif, ce que la f&amp;eacute;d&amp;eacute;ration a salu&amp;eacute; comme un &amp;laquo; changement de cap radical &amp;raquo; du gouvernement. D&amp;eacute;sormais, &amp;laquo; un m&amp;eacute;canisme de majoration forfaitaire obligatoire &amp;raquo; sera mis en place, &amp;laquo; avec un taux fix&amp;eacute; annuellement par r&amp;eacute;gion &amp;raquo;. Par ce biais, l&amp;rsquo;&amp;eacute;cotaxe sera enti&amp;egrave;rement &amp;agrave; la charge du client (les chargeurs), et ne sera donc pas pay&amp;eacute;e par les transporteurs. Cette annonce du ministre a provoqu&amp;eacute; une v&amp;eacute;ritable ovation chez les congressistes.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>pour plus de justice envers les territoires ruraux</title>
<id>http://www.etiennepourcher.fr/174_lien</id>
<updated>2012-11-14T11:21:34+02:00</updated>
<link href="http://www.etiennepourcher.fr/174_lien"/>

<summary type="html">&lt;p&gt;&lt;a href=\"http://www.amrf.fr/Presse/Communiqu%C3%A9s/tabid/1225/articleType/ArticleView/articleId/540/A-quand-la-parite-pour-les-Communes-de-France-.aspx\"&gt; &lt;/a&gt;&lt;/p&gt;
&lt;h1...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;a href=\"http://www.amrf.fr/Presse/Communiqu%C3%A9s/tabid/1225/articleType/ArticleView/articleId/540/A-quand-la-parite-pour-les-Communes-de-France-.aspx\"&gt; &lt;/a&gt;&lt;/p&gt;
&lt;h1&gt;&lt;span style=\"font-weight: normal;\"&gt;&lt;span style=\"font-size: small;\"&gt;A l\'heure o&amp;ugrave; le maire de Sevran engage une gr&amp;egrave;ve de la fin sur les disparit&amp;eacute;s entre villes riches et pauvres et alors que l\'Assembl&amp;eacute;e nationale &amp;eacute;tudie le budget 2013 allou&amp;eacute; aux communes, je tiens &amp;agrave; souligner l\'in&amp;eacute;galit&amp;eacute; de traitement enterles grandes villes et les communes rurales (64&amp;euro; de dotation par habitant pour les villages, contre 128 &amp;euro; pour une ville). Ci-dessous le communiqu&amp;eacute; de l\'Association des Maires ruraux de France.&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;h1&gt;&lt;/h1&gt;
&lt;h1&gt;&lt;a href=\"http://www.amrf.fr/Presse/Communiqu%C3%A9s/tabid/1225/articleType/ArticleView/articleId/540/A-quand-la-parite-pour-les-Communes-de-France-.aspx\"&gt;A quand la parit&amp;eacute; pour les Communes de France ?&lt;/a&gt;&lt;/h1&gt;
&lt;p&gt;publi&amp;eacute; le 31 octobre 2012&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Communiqu&amp;eacute; de presse&lt;/em&gt;&lt;/p&gt;
&lt;h1&gt;A quand la parit&amp;eacute; pour les Communes de France ?&lt;/h1&gt;
&lt;h2&gt;Les Maires Ruraux s&amp;rsquo;adressent (&amp;agrave; moiti&amp;eacute;) aux Parlementaires
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/h2&gt;
&lt;p&gt;La loi de finances 2013 est en d&amp;eacute;bat au Parlement avec en discussion la question des moyens allou&amp;eacute;s &amp;agrave; l&amp;rsquo;Etat aux Collectivit&amp;eacute;s territoriales. Si l&amp;rsquo;Etat poursuivra en 2013 le blocage des dotations, avant une r&amp;eacute;duction en 2014 et 2015, il reste que la distribution au sein de cet important effort se fait selon des r&amp;egrave;gles obsol&amp;egrave;tes et injustes. Cet acte marque la mani&amp;egrave;re dont l&amp;rsquo;Etat et les &amp;eacute;lus de la Nation consid&amp;egrave;rent les habitants en fonction de leur lieu de r&amp;eacute;sidence.&lt;/p&gt;
&lt;p&gt;Constatant que les principes d&amp;rsquo;attribution des dotations de base (Dotation Globale de Fonctionnement de base aux communes notamment) entrainent des &amp;eacute;carts entre une commune de moins de 3 500 habitants et les plus grandes villes en mati&amp;egrave;re pouvant aller jusqu&amp;rsquo;&amp;agrave; 50 %, (128 euros pour une ville, 64 euros pour un village, &amp;eacute;carts renforc&amp;eacute;s pour les dotations aux intercommunalit&amp;eacute;s), les Maires Ruraux disent leur ras-le-bol et&amp;nbsp;&lt;strong&gt;prennent l&amp;rsquo;initiative d&amp;rsquo;adresser symboliquement la moiti&amp;eacute; seulement d&amp;rsquo;un courrier aux Parlementaires&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;En effet, il se trouve toujours assez de Parlementaires au S&amp;eacute;nat et &amp;agrave; l&amp;rsquo;Assembl&amp;eacute;e Nationale pour adopter depuis des ann&amp;eacute;es, toutes majorit&amp;eacute;s confondues, des budgets qui approuvent et renouvellent cette injustice. Nous insistons sur le caract&amp;egrave;re insupportable de la discrimination entre habitants qu\'ils vivent dans une commune rurale ou en ville.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>l\'abandon des PPP : heureux d\'avoir eu raison, triste pour les Vosges</title>
<id>http://www.etiennepourcher.fr/173_lien</id>
<updated>2012-11-12T21:30:02+02:00</updated>
<link href="http://www.etiennepourcher.fr/173_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/100326064632632910.jpg\" alt=\"\" width=\"360\" height=\"117\" /&gt;Nous le disions depuis 5 ans : les deux Partenariats Publi...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/100326064632632910.jpg\" alt=\"\" width=\"360\" height=\"117\" /&gt;Nous le disions depuis 5 ans : les deux Partenariats Public Priv&amp;eacute; (PPP) engag&amp;eacute;s par la majorit&amp;eacute; d&amp;eacute;partementale de M. Poncelet &amp;eacute;taient hors de port&amp;eacute;e (budg&amp;eacute;taire) de notre Conseil G&amp;eacute;n&amp;eacute;ral. Sur la m&amp;eacute;thode, le PPP invent&amp;eacute; sous Nicolas Sarkozy et dont C. Poncelet a voulu se faire l\'&amp;eacute;l&amp;egrave;ve z&amp;ecirc;l&amp;eacute; (un troph&amp;eacute;e \"PPP\" tr&amp;ocirc;ne dans l\'entr&amp;eacute;e du Conseil G&amp;eacute;n&amp;eacute;ral) consiste &amp;agrave; confier la r&amp;eacute;alisation d\'une infrastructure au priv&amp;eacute; et ... d\'en payer le loyer sur plusieurs d&amp;eacute;cennies! Si cela peut se concevoir (&amp;agrave; la limite) pour certains investissements complexes, le PPP route dans les Vosges, qui voulait relier Epinal &amp;agrave; saint Di&amp;eacute; en 2x2 voies a surtout fait perdre du temps. Elu en 1998, j\'entendais d&amp;eacute;j&amp;agrave; parler de ce projet dans le grand \"Y\" vosgien, depuis 5 ans, le PPP n\'a rien fait avancer. Il en aura co&amp;ucirc;t&amp;eacute; au bas mot 500 000 euros d\'&amp;eacute;tudes et indemnisations au Conseil G&amp;eacute;n&amp;eacute;ral (donc aux frais du contribuable). Ce que le Groupe des &amp;eacute;lus R&amp;eacute;publicains Et Socialistes (GRES) groupe que je pr&amp;eacute;side, d&amp;eacute;nonce depuis 5 ans est arriv&amp;eacute; : les projections en &amp;eacute;taient &amp;agrave; 580 millions d\'euros &amp;agrave; rembourser &amp;agrave; l\'entreprise (aux premi&amp;egrave;res estimations &amp;agrave; 200 millions, j\'avais dit que ce ne serait pas supportable pour les finances d&amp;eacute;partementales) et la D&amp;eacute;claration d\'utilit&amp;eacute; Publique (DUP) n&amp;eacute;cessaire &amp;eacute;tait loin d\'&amp;ecirc;tre obtenue sur la partie \"Rambervillers Saint Di&amp;eacute; des Vosges. C. Poncelet et sa majorit&amp;eacute; ont donc (enfin!) renonc&amp;eacute;. Que de temps et d\'argent perdu!&lt;/p&gt;
&lt;p&gt;Depuis 5 ans, et meme plus, les services du Conseil G&amp;eacute;n&amp;eacute;ral auraient pu avancer sur les &amp;eacute;tudes et r&amp;eacute;aliser des premiers tron&amp;ccedil;ons l&amp;agrave; o&amp;ugrave; c\'est n&amp;eacute;cessaire. Ils viennent d\'ailleurs de pr&amp;eacute;senter un projet alternatif. Il faudra en rediscuter car il nous est propos&amp;eacute; de construire un deuxi&amp;egrave;me &amp;eacute;changeur &amp;agrave; l\'entr&amp;eacute;e d\'Epinal, au nord de l\'actuel, pour \"d&amp;eacute;sengorger\" l\'arriv&amp;eacute;e des v&amp;eacute;hicules venant de Rambervillers. Mais comme il est plus au nord (que penser de l\'entr&amp;eacute;e dans la zone commer&amp;ccedil;ante ainsi cr&amp;eacute;&amp;eacute;e?) il n&amp;eacute;cessitera une nouvelle route pour rejoindre le supermarch&amp;eacute; \"Carrefour\". Cet &amp;eacute;changeur d&amp;eacute;bouchera sur un axe express allant vers Rambervillers en contournant Lonchamp par le Nord... commune qui est d&amp;eacute;j&amp;agrave;... contourn&amp;eacute;e par la d&amp;eacute;partementale au sud! (l&amp;agrave; o&amp;ugrave; se trouve un radar automatique). Co&amp;ucirc;t de ce premier tron&amp;ccedil;on : 56 millions d\'euros! (c\'est 10 fois moins que le PPP mais est-ce bien pens&amp;eacute;?). Ainsi une commune sera contourn&amp;eacute;e, deux fois, beaucoup de terres agricoles et foresti&amp;egrave;res utilis&amp;eacute;es et... d\'autres communes qui n&amp;eacute;cessitent des investissements de s&amp;eacute;curit&amp;eacute; devraient attendre! je pense &amp;agrave; Sercoeur (carrefour accidentog&amp;egrave;ne) Padoux (sortie d\'&amp;eacute;cole), La salle (vitesse des poids lourds), d\'autres encore...&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Et l\'alternative ce n\'est que la route? S\'il y a aussi la RD 420 plus au sud, on peut r&amp;eacute;fl&amp;eacute;chir aux transports en commun : le conseil g&amp;eacute;n&amp;eacute;ral est comp&amp;eacute;tent pour les lignes d\'autocar, le conseil r&amp;eacute;gional est comp&amp;eacute;tent pour le train. Tiens, d\'ailleurs il y a une ligne Epinal - Saint Di&amp;eacute; qui m&amp;eacute;riterait d\'&amp;ecirc;tre modernis&amp;eacute;e, pour relier plus rapidement les deux villes les plus peupl&amp;eacute;es des Vosges, et d\'&amp;ecirc;tre mieux cadenc&amp;eacute;e pour &amp;ecirc;tre attractive. Combien d\'investissements? par comparaison aux 56 millions d\'euros de la premi&amp;egrave;re tranche de route, la remise en service du train vers G&amp;eacute;rardmer couterait 30 millions... Il y a aussi le covoiturage. Bref, les solutions alternatives sont pl&amp;eacute;thore.&amp;nbsp;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>libération : souvenir</title>
<id>http://www.etiennepourcher.fr/172_lien</id>
<updated>2012-10-28T20:33:57+02:00</updated>
<link href="http://www.etiennepourcher.fr/172_lien"/>

<summary type="html">&lt;p&gt;&lt;strong&gt;Il y a 68 ans, notre canton retrouvait la libert&amp;eacute; &amp;agrave; laquelle il aspirait depuis 4 ans, enfin lib&amp;eacute;r&amp;eacute; de l&amp;rsquo;occupant nazi. &lt...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;strong&gt;Il y a 68 ans, notre canton retrouvait la libert&amp;eacute; &amp;agrave; laquelle il aspirait depuis 4 ans, enfin lib&amp;eacute;r&amp;eacute; de l&amp;rsquo;occupant nazi. &lt;/strong&gt;Nous avons choisi de venir en ce lieu symbolique chaque ann&amp;eacute;e pour entretenir la m&amp;eacute;moire de ces hauts faits.&lt;/p&gt;
&lt;p&gt;Nous avons un devoir vis-&amp;agrave;-vis de ceux qui ont donn&amp;eacute; leur vie pour notre canton gr&amp;acirc;ce &amp;agrave; leur sacrifice, nous pouvons vivre en citoyens libres et fraternels.&lt;/p&gt;
&lt;p&gt;Ce site du haut Jacques est symbolique parce qu&amp;rsquo;il est une &lt;strong&gt;porte sur la vall&amp;eacute;e de la Meurthe&lt;/strong&gt;, dernier espace occup&amp;eacute; de notre canton. Il est symbolique &amp;eacute;galement pour les combats qui y ont &amp;eacute;t&amp;eacute; men&amp;eacute;s&amp;nbsp;: pr&amp;egrave;s de nous&lt;strong&gt; le Monument de la 3&lt;sup&gt;&amp;egrave;me&lt;/sup&gt; division am&amp;eacute;ricaine&lt;/strong&gt;, inaugur&amp;eacute; en 1985 rappelle que les hommes de la 3&lt;sup&gt;&amp;egrave;me&lt;/sup&gt; Division v&amp;eacute;curent, &amp;agrave; l&amp;rsquo;emplacement m&amp;ecirc;me du monument, au &amp;laquo;&amp;nbsp;carrefour de l&amp;rsquo;enfer&amp;nbsp;&amp;raquo;, 5 jours de combats acharn&amp;eacute;s et sanglants - on d&amp;eacute;nombra au moins 125 tu&amp;eacute;s c&amp;ocirc;t&amp;eacute; am&amp;eacute;ricain et 167 c&amp;ocirc;t&amp;eacute; allemand-, du 31 octobre au 4 novembre 1944, pour l&amp;rsquo;acc&amp;egrave;s au col et l&amp;rsquo;ouverture de la route de Saint Di&amp;eacute; des Vosges. Ce site du haut Jacques est symbolique, enfin, pour le &lt;strong&gt;monument &amp;agrave; la m&amp;eacute;moire des&lt;/strong&gt; &lt;strong&gt;r&amp;eacute;sistants de la for&amp;ecirc;t vosgienne&lt;/strong&gt;. Il contient un parchemin avec plus de 300 noms de pr&amp;eacute;pos&amp;eacute;s forestiers, ouvriers du bois, officiers, gardes, b&amp;ucirc;cherons&amp;hellip; tomb&amp;eacute;s dans les rangs de la r&amp;eacute;sistance ou disparus dans les camps de concentration.&lt;/p&gt;
&lt;p&gt;Apr&amp;egrave;s ces instants de recueillement et de souvenir en ce lieu, nous avons choisi &lt;strong&gt;d&amp;rsquo;honorer chaque ann&amp;eacute;e une commune diff&amp;eacute;rente&lt;/strong&gt;. Des combats importants ont eu lieu dans chaque commune &amp;ndash; en t&amp;eacute;moignent les monuments, st&amp;egrave;les et plaques install&amp;eacute;s &amp;ndash; et il serait fastidieux de les visiter tous chaque ann&amp;eacute;e. Aussi, apr&amp;egrave;s Brouvelieures en 2006, Mortagne en 2007, Biffontaine en 2008, Belmont sur Buttant en 2009, les Rouges eaux en 2010 et Fr&amp;eacute;mifontaine en 2011, nous nous rendrons dans quelques instants &amp;agrave; Vervezelle, dont je remercie d&amp;eacute;j&amp;agrave; la municipalit&amp;eacute; pour son accueil.&lt;/p&gt;
&lt;p&gt;Nous n&amp;rsquo;oublions donc pas non plus les victimes civiles et militaires de ces communes. Nous voulons transmettre la &lt;strong&gt;m&amp;eacute;moire de ces familles d&amp;eacute;cim&amp;eacute;es&lt;/strong&gt;, souvenons nous de la st&amp;egrave;le de Monplaisir. Nous voulons transmettre la &lt;strong&gt;m&amp;eacute;moire des r&amp;eacute;sistants et d&amp;eacute;port&amp;eacute;s&lt;/strong&gt;. Nous voulons transmettre la &lt;strong&gt;m&amp;eacute;moire des soldats&lt;/strong&gt; tomb&amp;eacute;s pour notre libert&amp;eacute;, qu&amp;rsquo;ils soient am&amp;eacute;ricains de la 3&amp;egrave; division, de la 36&amp;egrave; et du 442&amp;egrave;, ou encore de la 45&amp;egrave; division, qu&amp;rsquo;ils soient fran&amp;ccedil;ais de la 1&lt;sup&gt;re&lt;/sup&gt; arm&amp;eacute;e ou de la 2&lt;sup&gt;e&lt;/sup&gt; DB, qu&amp;rsquo;ils soient am&amp;eacute;ricains d&amp;rsquo;origine ou japonais-am&amp;eacute;ricains comme &amp;agrave; Biffontaine, qu&amp;rsquo;ils soient Fran&amp;ccedil;ais de m&amp;eacute;tropole ou des anciennes colonies, comme les &lt;strong&gt;marocains, tunisiens, alg&amp;eacute;riens, s&amp;eacute;n&amp;eacute;galais&amp;hellip; qui donn&amp;egrave;rent leur sang et de nombreuses vies pour lib&amp;eacute;rer la France&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Ne regardons pas avec indiff&amp;eacute;rence, comme l&amp;rsquo;ont fait nombre de nos a&amp;icirc;n&amp;eacute;s avant guerre, se d&amp;eacute;velopper la mont&amp;eacute;e des revendications bas&amp;eacute;es sur l&amp;rsquo;origine ethnique ou religieuse&lt;/strong&gt;.&amp;nbsp; La  France n&amp;rsquo;est pas &amp;agrave; l&amp;rsquo;abri. Le poison court toujours.&lt;/p&gt;
&lt;p&gt;Nous devons porter ce message en nous souvenant que pendant la seconde guerre mondiale, des profondeurs du pays, se sont lev&amp;eacute;s des hommes et des femmes, combattants de l&amp;rsquo;int&amp;eacute;rieur ou de l&amp;rsquo;ext&amp;eacute;rieur, unis sans distinction d&amp;rsquo;origines sociales, religieuses ou ethniques. &lt;strong&gt;Quelque soit leur nationalit&amp;eacute; ou leur origine, ils ont tous m&amp;ecirc;l&amp;eacute; leurs sangs pour nous rendre notre libert&amp;eacute;.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Notre volont&amp;eacute; est de perp&amp;eacute;tuer le souvenir de leurs sacrifices aupr&amp;egrave;s des g&amp;eacute;n&amp;eacute;rations futures et je voudrais en cet instant, au nom de tout le canton de Brouvelieures, m&amp;rsquo;incliner devant leur m&amp;eacute;moire.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;N&amp;rsquo;oublions jamais&amp;nbsp;!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;C&amp;rsquo;est pourquoi avec toutes les associations patriotiques, nous travaillons ann&amp;eacute;e apr&amp;egrave;s ann&amp;eacute;e &amp;agrave; &lt;strong&gt;entretenir la m&amp;eacute;moire&lt;/strong&gt;. C&amp;rsquo;est pourquoi, avec le Souvenir Fran&amp;ccedil;ais, notre Communaut&amp;eacute; de Communes emm&amp;egrave;ne chaque ann&amp;eacute;e des enfants des &amp;eacute;coles, sur les tombes du cimeti&amp;egrave;re am&amp;eacute;ricain du Qu&amp;eacute;quement.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Mesdames, messieurs, n&amp;rsquo;oublions jamais le prix de la Paix et de la Libert&amp;eacute;&amp;nbsp;! &lt;strong&gt;oublier c&amp;rsquo;est redevenir complices. Oublier c&amp;rsquo;est se condamner &amp;agrave; revivre l&amp;rsquo;histoire&lt;/strong&gt;. Puisse l&amp;rsquo;id&amp;eacute;al de la lib&amp;eacute;ration se perp&amp;eacute;tuer dans les g&amp;eacute;n&amp;eacute;rations futures. Le prix Nobel de la paix attribu&amp;eacute; cette ann&amp;eacute;e &amp;agrave; l&amp;rsquo;Union Europ&amp;eacute;enne souligne combien le souvenir n&amp;rsquo;emp&amp;ecirc;che pas la r&amp;eacute;conciliation, car la paix se construit ensemble.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Votre pr&amp;eacute;sence ici ce jour est le meilleur hommage que nous puissions rendre &amp;agrave; la grande m&amp;eacute;moire de ceux qui ont laiss&amp;eacute; leur vie pour notre libert&amp;eacute;.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Le Gouvernement et les Départements s\'engagent ensemble</title>
<id>http://www.etiennepourcher.fr/171_lien</id>
<updated>2012-10-23T21:21:37+02:00</updated>
<link href="http://www.etiennepourcher.fr/171_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/ayrault%20le%20breton.jpg\" alt=\"\" width=\"275\" height=\"183\" /&gt;la r&amp;eacute;union entre le gouvernement et les d&am...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/ayrault%20le%20breton.jpg\" alt=\"\" width=\"275\" height=\"183\" /&gt;la r&amp;eacute;union entre le gouvernement et les d&amp;eacute;partements le 22 octobre a d&amp;eacute;bouch&amp;eacute; sur la signature d&amp;rsquo;une d&amp;eacute;claration commune comportant dix engagements.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Engagement n&amp;deg;1 :&lt;/span&gt;&lt;/strong&gt; &amp;nbsp;L&amp;rsquo;Etat s&amp;rsquo;engage &amp;agrave; cr&amp;eacute;er les conditions de mise en place, &amp;agrave; compter de&amp;nbsp;2014, de ressources p&amp;eacute;rennes et suffisantes permettant aux d&amp;eacute;partements de faire face,&amp;nbsp;dans un cadre maitris&amp;eacute;, au financement des trois allocations individuelles de solidarit&amp;eacute;&amp;nbsp;dont la loi leur confie la charge&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Engagement n&amp;deg;2 :&lt;/span&gt;&lt;/strong&gt; L&amp;rsquo;Etat mettra en place, d&amp;egrave;s d&amp;eacute;but 2013, un fonds sp&amp;eacute;cifique de 170 M&amp;euro;&amp;nbsp;pour mieux soutenir le financement des missions de solidarit&amp;eacute;.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Engagement n&amp;deg;3 :&lt;/span&gt;&lt;/strong&gt; Mobiliser les fonds europ&amp;eacute;ens au service de l&amp;rsquo;inclusion sociale.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Engagement n&amp;deg;4 :&lt;/span&gt;&lt;/strong&gt; les D&amp;eacute;partements, souvent engag&amp;eacute;s dans le financement de contrats de&amp;nbsp;territoires, soutiendront les projets de d&amp;eacute;veloppement et d\'&amp;eacute;quipements port&amp;eacute;s par les&amp;nbsp;communes et intercommunalit&amp;eacute;s, notamment en milieu &amp;nbsp;rural, accompagnant ainsi&amp;nbsp;l\'activit&amp;eacute; de nombreuses entreprises locales et artisanales.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Engagement n&amp;deg;5:&lt;/span&gt;&lt;/strong&gt; Les D&amp;eacute;partements sont totalement investis dans la bataille pour l&amp;rsquo;emploi&amp;nbsp;conduite par le Gouvernement. Ils s&amp;rsquo;engagent pour favoriser l&amp;rsquo;accession et le retour &amp;agrave;&amp;nbsp;l&amp;rsquo;emploi, notamment pour les jeunes et les personnes sans qualification. &amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Engagement n&amp;deg; 6 :&lt;/span&gt;&lt;/strong&gt; Les interventions des d&amp;eacute;partements en faveur de l&amp;rsquo;&amp;eacute;conomie sociale et&amp;nbsp;solidaire seront pleinement prises en compte dans les soutiens que consacrera la banque&amp;nbsp;publique d&amp;rsquo;investissement dans ce secteur, pour lequel est pr&amp;eacute;vue une enveloppe de&amp;nbsp;500 M&amp;euro;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Engagement n&amp;deg; 7 :&lt;/span&gt;&lt;/strong&gt; L&amp;rsquo;Etat appuiera les d&amp;eacute;partements dans leur action &amp;nbsp;en faveur de la&amp;nbsp;couverture num&amp;eacute;rique des territoires et des usages des outils num&amp;eacute;riques.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Engagement n&amp;deg; 8 :&lt;/span&gt;&lt;/strong&gt; les D&amp;eacute;partements s&amp;rsquo;engagent dans un programme prioritaire en faveur&amp;nbsp;de la r&amp;eacute;habilitation, de la modernisation et de la construction de coll&amp;egrave;ges de haute qualit&amp;eacute;&amp;nbsp;environnementale (HQE). &amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Engagement n&amp;deg;9 :&lt;/span&gt;&lt;/strong&gt; Afin d&amp;rsquo;atteindre l&amp;rsquo;objectif national de porter la production annuelle de&amp;nbsp;logements sociaux de 100 000 &amp;agrave; 150 000 logements d&amp;egrave;s 2013, les d&amp;eacute;partements et leurs&amp;nbsp;op&amp;eacute;rateurs s&amp;rsquo;engagent sur la p&amp;eacute;riode 2013-2017 &amp;agrave; financer la construction de logements&amp;nbsp;sociaux. &amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Engagement n&amp;deg;10 :&lt;/span&gt;&lt;/strong&gt; Les d&amp;eacute;partements poursuivront, au c&amp;ocirc;t&amp;eacute; de l&amp;rsquo;Etat et des autres niveaux&amp;nbsp;de collectivit&amp;eacute;s territoriales, leurs investissements dans les grands projets d&amp;rsquo;infrastructures&amp;nbsp;routi&amp;egrave;res et ferroviaires et dans le domaine des transports inter-urbains et scolaires.&lt;/p&gt;
&lt;p&gt;sign&amp;eacute;e par jean-Marc Ayrault, Premier Ministre et Claudy Lebreton, pr&amp;eacute;sident de l\'Association des D&amp;eacute;partements de France. Enfin, un rapport de confiance et stable semble pouvoir s\'&amp;eacute;tablir entre l\'Etat et les Conseils G&amp;eacute;n&amp;eacute;raux. Dans les Vosges, la dette accumul&amp;eacute;e par le pr&amp;eacute;c&amp;eacute;dent gouvernement envers notre d&amp;eacute;partement s\'&amp;eacute;l&amp;egrave;ve &amp;agrave; plus de 200 millions d\'euros!&lt;/p&gt;]]>
</content>
</entry><entry>
<title>le conseil général ajuste son budget</title>
<id>http://www.etiennepourcher.fr/170_lien</id>
<updated>2012-10-22T11:45:08+02:00</updated>
<link href="http://www.etiennepourcher.fr/170_lien"/>

<summary type="html">&lt;p&gt;Le vote de la deuxi&amp;egrave;me D&amp;eacute;cision Modificative du Budget 2012 du Conseil G&amp;eacute;n&amp;eacute;ral des Vosges a permis des ajustements de cr&amp;eacute;dits pour la fi...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Le vote de la deuxi&amp;egrave;me D&amp;eacute;cision Modificative du Budget 2012 du Conseil G&amp;eacute;n&amp;eacute;ral des Vosges a permis des ajustements de cr&amp;eacute;dits pour la fin d\'ann&amp;eacute;e mais ne r&amp;eacute;volutionne pas le budget initial : d\'un montant &amp;nbsp;de 1 415 000 euros, elle repr&amp;eacute;sente 0,3% seulement du budget!&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Bonne nouvelle, la principale recette suppl&amp;eacute;mentaire provient de l\'Etat, via la Caisse Nationale de Solidarit&amp;eacute; Autonomie (CNSA) qui nous a vers&amp;eacute; un compl&amp;eacute;ment de 1 270 000 euros pour faire face aux d&amp;eacute;penses sociales que repr&amp;eacute;sentent l\'APA (pour les personnes &amp;acirc;g&amp;eacute;es) ou la PCH (pour les personnes handicap&amp;eacute;es).&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Quelles sont les principales d&amp;eacute;penses nouvelles vot&amp;eacute;es? 650 000 euros pour les Maisons d\'Enfants &amp;agrave; Caract&amp;egrave;res Social et 500 000 euros pour les assistants familiaux. Il s\'agit de suivre l\'&amp;eacute;volution actuelle qui montre que de plus en plus d\'enfants sont confi&amp;eacute;s au d&amp;eacute;partement, soit par d&amp;eacute;cision de justice, soit par les propres travailleurs sociaux du Conseil G&amp;eacute;n&amp;eacute;ral. Actuellement, le Conseil G&amp;eacute;n&amp;eacute;ral des Vosges accueille plus de 1 000 enfants. J\'avais alert&amp;eacute; le Conseil G&amp;eacute;n&amp;eacute;ral il y a tout juste un an sur le manque de moyens d\'accueil des enfants en tirant la sonnette d\'alarme &amp;agrave; l\'automne 2011 d\'une part sur le nombre d\'enfants qui &amp;eacute;taient alors en attente d\'un placement - la justice ou les travailleurs sociaux les jugeaient alors en danger dans leur milieu familial mais faute de place le Conseil G&amp;eacute;n&amp;eacute;ral ne les accueillait pas...- et d\'autre part sur la situation du foyer de l\'enfance de Golbey sans Directeur depuis de nombreux mois alors que les probl&amp;egrave;mes s\'y multipliaient. Sur ce dernier point je suis revenu &amp;agrave; la charge en janvier 2012, ce qui a conduit le pr&amp;eacute;sident du conseil g&amp;eacute;n&amp;eacute;ral &amp;agrave; &amp;eacute;crire &amp;agrave; Madame la Pr&amp;eacute;f&amp;egrave;te pour demander la nomination urgente d\'un Directeur. En juin, toujours sans Directeur (un adjoint assure l\'int&amp;eacute;rim depuis deux ans!) j\'ai interrog&amp;eacute; directement Madame la pr&amp;eacute;f&amp;egrave;te lors de son passage en s&amp;eacute;ance publique au Conseil G&amp;eacute;n&amp;eacute;ral. Alors que des &amp;eacute;v&amp;eacute;nements ont eu lieu cet &amp;eacute;t&amp;eacute; au foyer, notamment chez les adolescents, et devant le risque que les enfants encourent, j\'ai &amp;eacute;crit au pr&amp;eacute;sident du Conseil et au Pr&amp;eacute;fet... Le Directeur g&amp;eacute;n&amp;eacute;ral des Services du Conseil G&amp;eacute;n&amp;eacute;ral vient de nous indiquer qu\'un Directeur allait &amp;ecirc;tre nomm&amp;eacute;... en interim...! Concernant le second sujet, un an apr&amp;egrave;s mon intervention, je me r&amp;eacute;jouis que le D&amp;eacute;partement pr&amp;eacute;voit des cr&amp;eacute;dits pour recruter plus d\'assistants familiaux. Il est juste regrettable et je l\'ai soulign&amp;eacute; lors des d&amp;eacute;bats, qu\'une partie des recettes provienne d\'&amp;eacute;conomies... sur la pr&amp;eacute;vention! - 100 000 euros pour les actions &amp;eacute;ducatives (les actions &amp;agrave; domicile pour &amp;eacute;viter les placements) - 20 000 euros pour la pr&amp;eacute;vention sp&amp;eacute;cialis&amp;eacute;e et - 50 000 euros pour l\'accompagnement social. Si on veut faire des &amp;eacute;conomies sur les placements, c\'est de la pr&amp;eacute;vention dans les familles dont on a besoin.&lt;/p&gt;
&lt;p&gt;L\'autre grand sujet de la DM2 &amp;eacute;tait la dotation de fonctionnement pour les coll&amp;egrave;ges. On peut regretter, l&amp;agrave; aussi, que d\'un c&amp;ocirc;t&amp;eacute; la majorit&amp;eacute; du Conseil g&amp;eacute;n&amp;eacute;ral g&amp;egrave;le les dotations (+0% en 2013) alors m&amp;ecirc;me que le prix du chauffage augmente car si le nombre d\'&amp;eacute;l&amp;egrave;ves baisse, le nombre de m&amp;egrave;tres carr&amp;eacute;s lui, reste le m&amp;ecirc;me... Parall&amp;egrave;lement le prix des repas augmentera lui de 3% pour les familles alors que les parents les plus en difficult&amp;eacute;s renoncent parfois &amp;agrave; envoyer leurs enfants &amp;agrave; la cantine...&lt;/p&gt;]]>
</content>
</entry><entry>
<title>La forêt au coeur d\'enjeux majeurs</title>
<id>http://www.etiennepourcher.fr/169_lien</id>
<updated>2012-10-16T22:46:08+02:00</updated>
<link href="http://www.etiennepourcher.fr/169_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/IMG_0969.jpg\" alt=\"\" width=\"267\" height=\"200\" /&gt;La for&amp;ecirc;t est enfin reconnue sur le plan gouvernemental ave...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/IMG_0969.jpg\" alt=\"\" width=\"267\" height=\"200\" /&gt;La for&amp;ecirc;t est enfin reconnue sur le plan gouvernemental avec l\'intitul&amp;eacute; \"for&amp;ecirc;t\" dans le Minist&amp;egrave;re de l\'Agriculture et de la for&amp;ecirc;t! Depuis plus de 10 ans ce n\'&amp;eacute;tait plus le cas. Pourtant la for&amp;ecirc;t est essentielle &amp;agrave; notre pays, le troisi&amp;egrave;me d\'Europe dans ce domaine. Pourtant c\'est le deuxi&amp;egrave;me poste d&amp;eacute;ficitaire de notre balance commerciale derri&amp;egrave;re l\'&amp;eacute;nergie dont le p&amp;eacute;trole! Pour mobiliser le bois et le valoriser en France, il y a des marges de manoeuvre puisqu\'environ la moiti&amp;eacute; de l\'accroissement annuel seulement est pr&amp;eacute;lev&amp;eacute;. En for&amp;ecirc;t communale ou domaniale, la gestion planifi&amp;eacute;e par l\'ONF aboutit &amp;agrave; un pr&amp;eacute;l&amp;eacute;vement optimal, c\'est donc dans la for&amp;ecirc;t des particulier qu\'il y a des opportunit&amp;eacute;s.&lt;/p&gt;
&lt;p&gt;Pourtant, l\'ONF est aujourd\'hui en danger : les gouvernements de droite l\'ont laiss&amp;eacute;e en bien mauvais &amp;eacute;tat : un d&amp;eacute;ficit et une dette &amp;eacute;normes, des effectifs r&amp;eacute;duits et souvent d&amp;eacute;motiv&amp;eacute;s (voir les vagues de suicides r&amp;eacute;cents). J\'ai la chance de si&amp;eacute;ger au comit&amp;eacute; consultatif de son conseil d\'administration o&amp;ugrave; je repr&amp;eacute;sente l\'Assembl&amp;eacute;e des D&amp;eacute;partements de France : cet outil est une chance &amp;agrave; pr&amp;eacute;server pour notre pays! Un contrat entre l\'Etat, l\'ONF et les communes foresti&amp;egrave;res a &amp;eacute;t&amp;eacute; sign&amp;eacute; qui pr&amp;eacute;voit encore de nombreuses suppressions de postes, dont 77 en Lorraine.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Dans la for&amp;ecirc;t des particuliers qui est tr&amp;egrave;s morcel&amp;eacute;e en France, d\'o&amp;ugrave; la moindre collecte de bois, il y a le travail des coop&amp;eacute;ratives qui regroupent des propri&amp;eacute;taires pour une meilleure gestion. Dans notre r&amp;eacute;gion c\'est \"For&amp;ecirc;t et Bois de l\'est\". Mais il y a &amp;eacute;galement un manque de replantations qui, depuis la fin du fonds forestier national qui aidait les propri&amp;eacute;taires, fait craindre le pire &amp;agrave; long terme si la for&amp;ecirc;t ne se reconstitue pas. Pourtant l\'attribution prochaine des fonds carbones (les \"permis de polluer\" en CO2, pour faire simple) devraient revenir en partie &amp;agrave; la for&amp;ecirc;t qui contribue fortement &amp;agrave; purifier notre air en absorbant le CO2. Ils pourraient servire &amp;agrave; sa reconstitution par exemple.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Au-del&amp;agrave; de cette &amp;eacute;ch&amp;eacute;ance pour laquelle la profession doit faire des propositions, il y a le budget 2013 du minist&amp;egrave;re de l\'Agriculture qui bien qu\'en baisse, comme tous les Minist&amp;egrave;res sauf l\'Education nationale pr&amp;eacute;serv&amp;eacute;e, a maintenu sa partie \"for&amp;ecirc;t\" avec la stabilit&amp;eacute; du versement compensateur &amp;agrave; l\'ONF, soit 185,5 millions d\'euros! Il faudra trouver &amp;eacute;galement d\'autres pistes de financement pour p&amp;eacute;renniser cet outil essentiel, &amp;agrave; travers les services que la for&amp;ecirc;t rend par exemple &amp;agrave; l\'air (CO2 absorb&amp;eacute;) et &amp;agrave; l\'eau (r&amp;eacute;serve).&lt;/p&gt;
&lt;p&gt;Cet automne, le Ministre St&amp;eacute;phane LeFoll a lanc&amp;eacute; une vaste consultation de la fili&amp;egrave;re for&amp;ecirc;t bois pour entendre tous les acteurs, &amp;eacute;tablir les diagnostics et choisir une strat&amp;eacute;gie de d&amp;eacute;veloppement. La Lorraine lancera cette initiative en novembre prochain avec des ateliers th&amp;eacute;matiques : production de bois, innovation/recherche, financements, formation, comp&amp;eacute;titivit&amp;eacute;, strat&amp;eacute;gies collectives...&lt;/p&gt;
&lt;p&gt;Enfin, en 2013, une loi agricole et foresti&amp;egrave;re verra le jour et pourra r&amp;eacute;pondre aux attentes de la fili&amp;egrave;re qui peut largement participer au redressement productif de la France. D&amp;eacute;j&amp;agrave;, le pays de la d&amp;eacute;odatie a engag&amp;eacute; une Charte foresti&amp;egrave;re de territoire qui &amp;eacute;tablira un plan d\'action pour dynamiser la fili&amp;egrave;re sur notre secteur g&amp;eacute;ographique. Bois construction, bois &amp;eacute;nergie, tourisme, biodiversit&amp;eacute;... autant de pistes qui montrent l\'actualit&amp;eacute; du bois.&lt;/p&gt;
&lt;p&gt;Les communes du pays de la D&amp;eacute;odatie sont pratiquement toutes foresti&amp;egrave;res et leur f&amp;eacute;d&amp;eacute;ration d&amp;eacute;partementale a tenu r&amp;eacute;cemment son Assembl&amp;eacute;e g&amp;eacute;n&amp;eacute;rale &amp;agrave; laquelle j\'ai assist&amp;eacute; en pr&amp;eacute;sence du pr&amp;eacute;sident national Jean-Claude Monin que j\'avais invit&amp;eacute; lors du lancement de notre Charte Foresti&amp;egrave;re. Les contrats d\'approvisionnement entre l\'ONF ou les communes et les scieries vosgiennes permettent par exemple de soutenir le d&amp;eacute;veloppement &amp;eacute;conomique local en assurant aux entreprises un approvisionnement stable en quantit&amp;eacute;, qualit&amp;eacute; et prix.&lt;/p&gt;
&lt;p&gt;Le pays travaille sur cette th&amp;eacute;matique, atout essentiel de notre territoire, &amp;eacute;galement &amp;agrave; travers un &amp;eacute;change europ&amp;eacute;en de territoires ruraux (Finlande, Su&amp;egrave;de, Luxembourg, France) &amp;agrave; dominante foresti&amp;egrave;re pour trouver des pistes communes de d&amp;eacute;veloppement.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Je pense que la For&amp;ecirc;t est au centre d\'enjeux majeurs aujourd\'hui et doit se trouver des strat&amp;eacute;gies locales et nationales.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Enquête du SRPJ au Conseil Général</title>
<id>http://www.etiennepourcher.fr/168_lien</id>
<updated>2012-10-12T15:55:03+02:00</updated>
<link href="http://www.etiennepourcher.fr/168_lien"/>

<summary type="html">&lt;p style=\"text-align: justify;\"&gt;Le Service R&amp;eacute;gional de la Police Judiciaire a souhait&amp;eacute; m\'entendre derni&amp;egrave;rement concernant les modalit&amp;eacute;s d\'&amp;eac...</summary>
<content type="html">
<![CDATA[&lt;p style=\"text-align: justify;\"&gt;Le Service R&amp;eacute;gional de la Police Judiciaire a souhait&amp;eacute; m\'entendre derni&amp;egrave;rement concernant les modalit&amp;eacute;s d\'&amp;eacute;lection des vice-pr&amp;eacute;sidents du Conseil G&amp;eacute;n&amp;eacute;ral des Vosges en mars 2011.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;En effet, le 31 mars 2011, apr&amp;egrave;s l\'&amp;eacute;lection du pr&amp;eacute;sident du Conseil G&amp;eacute;n&amp;eacute;ral des Vosges au b&amp;eacute;n&amp;eacute;fice de l\'&amp;acirc;ge, &amp;agrave; la majorit&amp;eacute; relative, l\'assembl&amp;eacute;e d&amp;eacute;partementale a proc&amp;eacute;d&amp;eacute; &amp;agrave; l\'&amp;eacute;lection des membres de la commission permanente. Le pr&amp;eacute;sident du Conseil g&amp;eacute;n&amp;eacute;ral aurait du ensuite proc&amp;eacute;der &amp;agrave; l\'&amp;eacute;lection, en son sein, des vice-pr&amp;eacute;sidents du Conseil G&amp;eacute;n&amp;eacute;ral (un peu comme pour les adjoints dans un conseil municipal). Mais il n\'y eu aucun vote &amp;agrave; ce sujet!&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;Lors de l\'envoi du compte rendu de la s&amp;eacute;ance et de la d&amp;eacute;lib&amp;eacute;ration transmise &amp;agrave; la Pr&amp;eacute;fecture pour contr&amp;ocirc;le de l&amp;eacute;galit&amp;eacute;, M. Faivre, Conseiller G&amp;eacute;n&amp;eacute;ral du canton de Plombi&amp;egrave;res a demand&amp;eacute; pourquoi ce proc&amp;eacute;d&amp;eacute; et a d&amp;eacute;cid&amp;eacute; de d&amp;eacute;poser plainte. Aujourd\'hui &lt;strong&gt;le SRPJ enqu&amp;ecirc;te pour savoir si le pr&amp;eacute;sident du Conseil G&amp;eacute;n&amp;eacute;ral et ses services ont respect&amp;eacute; le Code g&amp;eacute;n&amp;eacute;ral des Collectivit&amp;eacute;s Territoriales&lt;/strong&gt;.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;En effet, si l\'on peut penser que le vote nominatif, vice-pr&amp;eacute;sident par vice-pr&amp;eacute;sident, n\'avait pas d\'influence sur le r&amp;eacute;sultat quand le pr&amp;eacute;sident disposait de fortes majorit&amp;eacute;s il n\'en fut pas de m&amp;ecirc;me en 2011 o&amp;ugrave; il ne disposait que d\'une majorit&amp;eacute; relative. D\'une part, on a vu par la suite, lors de la nomination de repr&amp;eacute;sentants du Conseil G&amp;eacute;n&amp;eacute;ral dans des organismes ext&amp;eacute;rieurs, que des membres du groupe Poncelet pouvaient &amp;ecirc;tre battus dans un vote nominatif contre un membre de notre groupe ou du groupe Faivre; d\'autre part, on peut l&amp;eacute;gitimement penser que des r&amp;eacute;sultats \"au b&amp;eacute;n&amp;eacute;fice de l\'&amp;acirc;ge\" n\'auraient pas &amp;eacute;t&amp;eacute; toujours favorbales aux candidats du groupe Poncelet...&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Je suis certain que &lt;strong&gt;la justice fera son travail&lt;/strong&gt; pour apporter toute la clart&amp;eacute; n&amp;eacute;cessaire dans cette affaire. Pour ma part, &lt;strong&gt;ce qui m\'inqui&amp;egrave;te &amp;eacute;galement, au-del&amp;agrave; du respect de la l&amp;eacute;galit&amp;eacute; par M. Poncelet, c\'est l\'avenir des vosges qui s\'enfoncent chaque jour un peu plus dans la crise&lt;/strong&gt;.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;le Conseil G&amp;eacute;n&amp;eacute;ral devrait &amp;ecirc;tre l&amp;agrave; d\'une part comme amortisseur de la crise et d\'autre part comme strat&amp;egrave;ge pour notre d&amp;eacute;veloppement &amp;eacute;conomique. Or, faute de majorit&amp;eacute; absolue, force est de constater que depuis cette &amp;eacute;lection le Conseil G&amp;eacute;n&amp;eacute;ral est g&amp;eacute;r&amp;eacute; au jour le jour sans grand projet abouti ni ambition pour les Vosges... Esp&amp;eacute;rons que ce ne sera pas &lt;strong&gt;3 ans de perdus pour les Vosges...&lt;/strong&gt;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>installation des jeunes agriculteurs : le gouvernement maintient les aides malgré la crise</title>
<id>http://www.etiennepourcher.fr/167_lien</id>
<updated>2012-10-12T13:59:22+02:00</updated>
<link href="http://www.etiennepourcher.fr/167_lien"/>

<summary type="html">&lt;p&gt;&lt;img class=\"page\" style=\"width: 800px;\" src=\"https://docs.google.com/viewer?attid=0.1&amp;amp;pid=gmail&amp;amp;thid=13a549f5c3a3d295&amp;amp;url=https%3A%2F%2Fmail.google.com%2Fmail%...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img class=\"page\" style=\"width: 800px;\" src=\"https://docs.google.com/viewer?attid=0.1&amp;amp;pid=gmail&amp;amp;thid=13a549f5c3a3d295&amp;amp;url=https%3A%2F%2Fmail.google.com%2Fmail%2Fu%2F0%2F%3Fui%3D2%26ik%3D5ce17045fa%26view%3Datt%26th%3D13a549f5c3a3d295%26attid%3D0.1%26disp%3Dsafe%26realattid%3Ddaf10aa61d27afbb_0.1%26zw&amp;amp;docid=486ff5e20de7317e7d0e73e121f5e9a7%7Ce083f0f0c348b8eb3747e14b4728e3a0&amp;amp;a=bi&amp;amp;pagenumber=1&amp;amp;w=800\" alt=\"\" /&gt;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Loi décentralisation, fusion de communautés de communes, SCOT : où vont nos territoires?</title>
<id>http://www.etiennepourcher.fr/166_lien</id>
<updated>2012-10-08T20:48:06+02:00</updated>
<link href="http://www.etiennepourcher.fr/166_lien"/>

<summary type="html">&lt;p&gt;O&amp;ugrave; seront demain nos villages avec les fusions de Communaut&amp;eacute;s de Communes? dans quel canton voterons-nous? qui d&amp;eacute;cidera pour nos permis de construire? notre d...</summary>
<content type="html">
<![CDATA[&lt;p&gt;O&amp;ugrave; seront demain nos villages avec les fusions de Communaut&amp;eacute;s de Communes? dans quel canton voterons-nous? qui d&amp;eacute;cidera pour nos permis de construire? notre d&amp;eacute;veloppement &amp;eacute;conomique? les transports? l\'environnement? Parce que chaque citoyen a le droit de savoir, voici un &amp;eacute;tat des lieux (r&amp;eacute;sum&amp;eacute;) de la situation et des r&amp;eacute;formes en cours...&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Tout ce que vous avez toujours voulu savoir sur les SCOT, SDCI et autres r&amp;eacute;formes territoriales...&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Le Pr&amp;eacute;sident de la R&amp;eacute;publique, Fran&amp;ccedil;ois Hollande, lui-m&amp;ecirc;me ancien &amp;eacute;lu local puisqu&amp;rsquo;il a &amp;eacute;t&amp;eacute; pr&amp;eacute;sident de Conseil G&amp;eacute;n&amp;eacute;ral, souhaite engager une nouvelle &amp;eacute;tape de la d&amp;eacute;centralisation. Sous l&amp;rsquo;impulsion du pr&amp;eacute;sident (socialiste) du s&amp;eacute;nat, Jean-Pierre BEL, se sont tenus les Etats g&amp;eacute;n&amp;eacute;raux de la d&amp;eacute;mocratie territoriale qui se sont achev&amp;eacute;es vendredi 5 octobre dans le grand amphith&amp;eacute;&amp;acirc;tre de la Sorbonne. Plusieurs d&amp;eacute;clinaisons locales ont eu lieu en France, comme en Moselle le 22 septembre dernier &amp;agrave; l&amp;rsquo;invitation des s&amp;eacute;nateurs de toutes tendances politiques pour entendre tous les &amp;eacute;lus locaux mosellans. Malheureusement aucune r&amp;eacute;union n&amp;rsquo;a &amp;eacute;t&amp;eacute; pr&amp;eacute;vue par les s&amp;eacute;nateurs vosgiens. Lors de la conclusion de cette concertation nationale, un discours du pr&amp;eacute;sident de la R&amp;eacute;publique a pr&amp;eacute;sent&amp;eacute; les premi&amp;egrave;res conclusions&amp;nbsp;: la cr&amp;eacute;ation du Haut conseil des territoires, la d&amp;eacute;finition de blocs de comp&amp;eacute;tences et l&amp;rsquo;assouplissement du droit &amp;agrave; l&amp;rsquo;exp&amp;eacute;rimentation, toutes d&amp;eacute;cisions qui seront reprises dans le futur projet de loi de d&amp;eacute;centralisation qui sera pr&amp;eacute;sent&amp;eacute; &amp;laquo; d&amp;eacute;but 2013 &amp;raquo; &amp;agrave; travers notamment une loi-cadre sur les comp&amp;eacute;tences des collectivit&amp;eacute;s, compl&amp;eacute;t&amp;eacute;e par des ordonnances&amp;nbsp;; en privil&amp;eacute;giant la logique de blocs de comp&amp;eacute;tences, le gouvernement privil&amp;eacute;gie le fait de clarifier qui fait quoi plut&amp;ocirc;t que de relancer un &amp;eacute;ni&amp;egrave;me d&amp;eacute;bat sur les &amp;laquo;&amp;nbsp;strates&amp;nbsp;&amp;raquo; de collectivit&amp;eacute;s. Les r&amp;eacute;gions se verraient ainsi confier l&amp;rsquo;ensemble des attributions qui sont encore celles de l&amp;rsquo;Etat en mati&amp;egrave;re de formation professionnelle et d&amp;rsquo;emploi. Elles g&amp;egrave;reront &amp;eacute;galement les dispositifs &amp;laquo; d&amp;rsquo;aide et de soutien aux petites et moyennes entreprises &amp;raquo; et devraient disposer de deux nouveaux outils : la banque publique d&amp;rsquo;investissement (BPI) et les fonds structurels europ&amp;eacute;ens dont elles assumeront la gestion directe. De leur c&amp;ocirc;t&amp;eacute;, les d&amp;eacute;partements se verraient confier l&amp;rsquo;ensemble des politiques sociales et relatives au handicap. Le chef de l&amp;rsquo;Etat a &amp;eacute;galement annonc&amp;eacute; la fin du conseiller territorial et annonc&amp;eacute; le report des &amp;eacute;lections r&amp;eacute;gionales et cantonales en 2015 ainsi qu&amp;rsquo;un projet de loi sur la limitation du cumul des mandats au printemps 2013 et, d&amp;eacute;but 2013 sans doute, la d&amp;eacute;signation des d&amp;eacute;l&amp;eacute;gu&amp;eacute;s intercommunaux au suffrage direct (flech&amp;eacute;). Pour faire face &amp;agrave; la situation calamiteuse des finances publiques, il a &amp;eacute;galement annonc&amp;eacute; des baisses de dotations pour les collectivit&amp;eacute;s locales en 2014 et 2015. Un pacte de confiance et de relance viendra stabiliser les relations (tant financi&amp;egrave;res qu&amp;rsquo;institutionnelles) entre l&amp;rsquo;Etat et les Collectivit&amp;eacute;s territoriales. Il est n&amp;eacute;cessaire tant les collectivit&amp;eacute;s locales ont &amp;eacute;t&amp;eacute; tromp&amp;eacute;es ces 10 derni&amp;egrave;res ann&amp;eacute;es &amp;ndash; actuellement l&amp;rsquo;Etat devrait rembourser plus de 150 millions d&amp;rsquo;euros au d&amp;eacute;partement des Vosges s&amp;rsquo;il avait tenu ses promesses&amp;hellip;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Ces orientations me semblent essentielles&amp;nbsp;: phase de concertation pr&amp;eacute;alable pour la m&amp;eacute;thode (cela change des 5 derni&amp;egrave;res ann&amp;eacute;es&amp;nbsp;!..) clarification des comp&amp;eacute;tences (que chacun sache qui fait quoi et que l&amp;rsquo;on &amp;eacute;vite les doublons) et stabiliser les relations de nos collectivit&amp;eacute;s avec l&amp;rsquo;Etat (par ailleurs une simplification de toutes les normes impos&amp;eacute;es ici et l&amp;agrave; sera engag&amp;eacute;e).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Dans les Vosges, les conseillers g&amp;eacute;n&amp;eacute;raux verront donc leur mandat prolong&amp;eacute; jusqu&amp;rsquo;en 2015, le temps que la loi d&amp;eacute;finisse leur nouveau mode d&amp;rsquo;&amp;eacute;lection&amp;nbsp;: sans doute un scrutin binominal qui permettra d&amp;rsquo;&amp;eacute;lire sur chaque canton deux conseillers&amp;nbsp;: un homme et une femme pour respecter la parit&amp;eacute;. Cela n&amp;eacute;cessitera le red&amp;eacute;coupage des cantons qui verront leur nombre divis&amp;eacute; par deux.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/carte.jpg\" alt=\"\" /&gt;&lt;/p&gt;
&lt;p&gt;Parall&amp;egrave;lement la carte de l&amp;rsquo;intercommunalit&amp;eacute; continue de bouger. le Sch&amp;eacute;ma D&amp;eacute;partemental de Coop&amp;eacute;ration Intercommunale sera mis en &amp;oelig;uvre en deux phases&amp;nbsp;: 1/1/13 (cr&amp;eacute;ation de 11 EPCI par extension ou fusion-extension) et 1/1/14 (les 10 EPCI restant, les derniers arr&amp;ecirc;t&amp;eacute;s de p&amp;eacute;rim&amp;egrave;tres arriveront dans les communes fin octobre pour un vote avant janvier 2013) puis apr&amp;egrave;s l&amp;rsquo;approbation du p&amp;eacute;rim&amp;egrave;tre, les &amp;eacute;lus ont trois mois pour d&amp;eacute;cider des comp&amp;eacute;tences optionnelles conserv&amp;eacute;es ou restitu&amp;eacute;es aux communes. Sur le secteur de la  D&amp;eacute;odatie, toutes les nouvelles communaut&amp;eacute;s de communes seront cr&amp;eacute;&amp;eacute;es au 1/1/14 et force est de constater que le r&amp;eacute;sultat n&amp;rsquo;est pas satisfaisant. La ville centre, Saint-Di&amp;eacute;, une des derni&amp;egrave;res de France de cette taille &amp;agrave; ne pas encore &amp;ecirc;tre dans une intercommunalit&amp;eacute; (&amp;nbsp;!), sera int&amp;eacute;gr&amp;eacute;e &amp;agrave; une seule communaut&amp;eacute; de communes (les hauts champs &amp;agrave; Saint Michel sur Meurthe) tandis que ses autres communes limitrophes fusionnent &amp;agrave; trois dans une nouvelle communaut&amp;eacute; tourn&amp;eacute;e vers la vall&amp;eacute;e de la   Fave. La fusion de la haute Meurthe et du val de Meurthe se fait dans la douleur semble-t-il, les points de vue des &amp;eacute;lus et les situations des deux com com &amp;eacute;tant tr&amp;egrave;s divergents. Alors que les monts de Vologne (Granges) disparaissent, &amp;eacute;clat&amp;eacute;s entre G&amp;eacute;rardmer, bruy&amp;egrave;res et Corcieux, la fusion Val de Neun&amp;eacute; (Corcieux) -&amp;nbsp; Canton de Brouvelieures se fait &amp;laquo;&amp;nbsp;faute de mieux sans que les &amp;eacute;lus ne soient demandeurs&amp;hellip; La  Communaut&amp;eacute; d&amp;rsquo;Agglom&amp;eacute;ration qui a &amp;eacute;t&amp;eacute; rejet&amp;eacute;e par une majorit&amp;eacute; d&amp;rsquo;&amp;eacute;lus aurait sans doute permis de d&amp;eacute;passer les clivages locaux et de se concentrer sur des comp&amp;eacute;tences strat&amp;eacute;giques comme le d&amp;eacute;veloppement &amp;eacute;conomique, les transports, etc. dont la  D&amp;eacute;odatie a tant besoin.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;L&amp;rsquo;exemple des SCOT (Sch&amp;eacute;mas de Coh&amp;eacute;rence Territoriale) en est un exemple frappant. Les lois dites &amp;laquo;&amp;nbsp;Grenelle de l&amp;rsquo;Environnement&amp;nbsp;&amp;raquo; ont impos&amp;eacute; une couverture de tous les territoires par des SCOT (sans quoi tous les documents d&amp;rsquo;urbanisme des communes sont gel&amp;eacute;s, autant dire plus moyen de trouver de nouveaux terrains constructibles&amp;hellip;). La date limite est le 31 d&amp;eacute;cembre prochain pour trouver le p&amp;eacute;rim&amp;egrave;tre des SCOT et ensuite les communes ont 4 ans pour r&amp;eacute;aliser leur SCOT qui consiste &amp;agrave; &amp;eacute;valuer leurs d&amp;eacute;placements, zones d&amp;rsquo;extension urbaine, zone prot&amp;eacute;g&amp;eacute;e, d&amp;eacute;veloppement &amp;eacute;conomique, plan climat&amp;hellip; Autant de dossiers strat&amp;eacute;giques pour des secteurs en difficult&amp;eacute;s comme les n&amp;ocirc;tres. A titre d&amp;rsquo;exemple, quand chacun choisi seul son propre d&amp;eacute;veloppement il y a beaucoup de g&amp;acirc;chi&amp;nbsp;: un r&amp;eacute;cent rapport de l&amp;rsquo;Etat sur le foncier &amp;eacute;conomique (les zones d&amp;rsquo;activit&amp;eacute;s) en D&amp;eacute;odatie montre que le Conseil g&amp;eacute;n&amp;eacute;ral, les Communaut&amp;eacute;s de communes et les communes ont tellement construit de Zones d&amp;rsquo;Activit&amp;eacute;s &amp;ndash; souvent peu remplies &amp;ndash; que nous avons 20 de terrains am&amp;eacute;nag&amp;eacute;s d&amp;rsquo;avance par rapport aux besoins&amp;nbsp;! voire 50 ans si on prend en compte tous les projets en cours&amp;hellip; Dans les Vosges, seul le secteur d&amp;rsquo;Epinal est couvert par un SCOT. Comme pr&amp;eacute;sident de pays, d&amp;egrave;s 2008, j&amp;rsquo;ai organis&amp;eacute; des r&amp;eacute;unions d&amp;rsquo;information et demand&amp;eacute; aux communaut&amp;eacute;s de communes et communes de d&amp;eacute;lib&amp;eacute;rer pour engager un SCOT en D&amp;eacute;odatie. A ce jour, seules 7 des 14 communaut&amp;eacute;s de communes ont transf&amp;eacute;r&amp;eacute; leur comp&amp;eacute;tence au pays pour d&amp;eacute;marrer&amp;hellip; Aujourd&amp;rsquo;hui, les services de la Pr&amp;eacute;fecture proposent plusieurs sc&amp;eacute;narii pour notre secteur g&amp;eacute;ographique&amp;nbsp;: un SCOT nord Montagne autour du pays de la D&amp;eacute;odatie et un SCOT Sud montagne autour de celui de Remiremont ou encore un grand SCOT montagne r&amp;eacute;unissant les deux. Lors d&amp;rsquo;une r&amp;eacute;cente r&amp;eacute;union en Pr&amp;eacute;fecture les &amp;eacute;lus ont inform&amp;eacute; Madame la Pr&amp;eacute;f&amp;egrave;te qu&amp;rsquo;ils travaillent sur deux autres scenarii&amp;nbsp;: le SIVU tourisme des hautes Vosges pour un SCOT montagne autour des stations de ski et le secteur Bruy&amp;egrave;res, Brouvelieures, Girecourt avec &amp;eacute;ventuellement Corcieux et Rambervillers autour d&amp;rsquo;un SCOT rural pour un territoire qui ne se sent ni vraiment de la vall&amp;eacute;e de la Meurthe, ni de celle de la Moselle&amp;hellip; de quoi, je l&amp;rsquo;esp&amp;egrave;re, faire r&amp;eacute;agir la  D&amp;eacute;odatie&amp;nbsp;: &amp;agrave; force de ne pas s&amp;rsquo;organiser (voir plus haut) elle se d&amp;eacute;tricotera par le sud (Montagne) et l&amp;rsquo;Ouest (rural).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Oui, une nouvelle &amp;eacute;tape de la d&amp;eacute;centralisation est n&amp;eacute;cessaire mais les &amp;eacute;lus locaux doivent aussi savoir s&amp;rsquo;organiser et se donner les moyens de r&amp;eacute;ussir. Il en va de notre responsabilit&amp;eacute;.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Très haut débit, enjeu local, enjeu national</title>
<id>http://www.etiennepourcher.fr/165_lien</id>
<updated>2012-09-19T10:24:39+02:00</updated>
<link href="http://www.etiennepourcher.fr/165_lien"/>

<summary type="html">&lt;p&gt;Mercredi 12 septembre, &amp;agrave; l\'occasion de l&amp;rsquo;universit&amp;eacute; d&amp;rsquo;&amp;eacute;t&amp;eacute; Ruralitic organis&amp;eacute;e &amp;agrave; Aurillac, Fleur Pellerin...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Mercredi 12 septembre, &amp;agrave; l\'occasion de l&amp;rsquo;universit&amp;eacute; d&amp;rsquo;&amp;eacute;t&amp;eacute; Ruralitic organis&amp;eacute;e &amp;agrave; Aurillac, Fleur Pellerin ministre d&amp;eacute;l&amp;eacute;gu&amp;eacute;e charg&amp;eacute;e des Petites et moyennes entreprises, de l\'Innovation et de l\'Economie num&amp;eacute;rique a d&amp;eacute;voil&amp;eacute; la strat&amp;eacute;gie tr&amp;egrave;s haut d&amp;eacute;bit du gouvernement.&lt;br /&gt;La ministre d&amp;eacute;l&amp;eacute;gu&amp;eacute;e a r&amp;eacute;affirm&amp;eacute; l\'engagement du pr&amp;eacute;sident de la R&amp;eacute;publique de desservir en tr&amp;egrave;s haut d&amp;eacute;bit par fibre optique l\'ensemble du territoire en 10 ans, soit trois ans de moins que ce que pr&amp;eacute;voyait le pr&amp;eacute;c&amp;eacute;dent plan. Souhaitant &amp;laquo; inverser les priorit&amp;eacute;s en faveur de la ruralit&amp;eacute; &amp;raquo;, elle a indiqu&amp;eacute; que l\'Etat allait prendre &amp;laquo;&amp;nbsp;&lt;em&gt;pleinement ses responsabilit&amp;eacute;s en ayant un r&amp;ocirc;le de chef d\'orchestre des d&amp;eacute;ploiements&lt;/em&gt;&amp;nbsp;&amp;raquo;. Pour atteindre l\'objectif de 2022, la fibre optique constituera &amp;laquo;&amp;nbsp;&lt;em&gt;la technologie principale car c\'est la technologie la plus p&amp;eacute;renne&lt;/em&gt;&amp;nbsp;&amp;raquo;, mais compte tenu des &amp;laquo;&amp;nbsp;&lt;em&gt;capacit&amp;eacute;s d\'investissement limit&amp;eacute;es du secteur&lt;/em&gt;&amp;nbsp;&amp;raquo; la ministre a indiqu&amp;eacute; le recours &amp;agrave; un &amp;laquo;&amp;nbsp;&lt;em&gt;mix technologique&lt;/em&gt;&amp;nbsp;&amp;raquo;. La fibre &amp;agrave; domicile (FTTH) sera d&amp;eacute;ploy&amp;eacute;e prioritairement &amp;laquo; dans les zones o&amp;ugrave; l\'ADSL est de mauvaise qualit&amp;eacute; &amp;raquo; et &amp;laquo;&lt;em&gt;&amp;nbsp;les technologies de mont&amp;eacute;e en d&amp;eacute;bit ne seront utilis&amp;eacute;es qu\'&amp;agrave; titre transitoire&lt;/em&gt;&amp;nbsp;&amp;raquo;. Pour acc&amp;eacute;l&amp;eacute;rer la transition du cuivre vers la fibre optique, elle a &amp;eacute;galement &amp;eacute;voqu&amp;eacute; l\'id&amp;eacute;e d\'une exp&amp;eacute;rimentation locale d\'extinction du cuivre dans une zone desservie en FTTH.&lt;br /&gt;En mati&amp;egrave;re de financements, la ministre d&amp;eacute;l&amp;eacute;gu&amp;eacute;e a annonc&amp;eacute; que les collectivit&amp;eacute;s territoriales engag&amp;eacute;es dans des r&amp;eacute;seaux d\'initiative publique pourraient d&amp;eacute;sormais b&amp;eacute;n&amp;eacute;ficier du milliard d\'euros de pr&amp;ecirc;ts &amp;agrave; long terme pr&amp;eacute;vu par les \"investissements d\'avenir\" jusqu\'alors r&amp;eacute;serv&amp;eacute;s aux op&amp;eacute;rateurs. Elle s\'est &amp;eacute;galement engag&amp;eacute;e &amp;agrave; abonder le Fonds d\'am&amp;eacute;nagement num&amp;eacute;rique des territoires (FANT) par &amp;laquo; une ressource p&amp;eacute;renne &amp;raquo; et &amp;agrave; mobiliser les financements europ&amp;eacute;ens.&amp;nbsp;&lt;br /&gt;Fleur Pellerin a enfin annonc&amp;eacute; un &amp;laquo; renforcement de la gouvernance &amp;raquo; du tr&amp;egrave;s haut d&amp;eacute;bit associant mieux les territoires. Pour accompagner les collectivit&amp;eacute;s territoriales engag&amp;eacute;es dans des r&amp;eacute;seaux de communication &amp;eacute;lectronique d\'initiative publique, la ministre d&amp;eacute;l&amp;eacute;gu&amp;eacute;e a &amp;eacute;voqu&amp;eacute; la cr&amp;eacute;ation d\'une structure nationale, dont la forme reste &amp;agrave; d&amp;eacute;finir, charg&amp;eacute;e de recenser les bonnes pratiques, d\'accompagner les collectivit&amp;eacute;s dans leur strat&amp;eacute;gie d\'am&amp;eacute;nagement num&amp;eacute;rique, d\'&amp;eacute;laborer des r&amp;eacute;f&amp;eacute;rentiels techniques et de veiller au respect des engagements des op&amp;eacute;rateurs priv&amp;eacute;s.&lt;br /&gt;L\'ensemble de ces propositions devraient faire l\'objet d\'un projet de loi qui pourrait &amp;ecirc;tre discut&amp;eacute; d\'ici la fin 2012.&lt;/p&gt;
&lt;p&gt;Dans le canton de Brouvelieures, apr&amp;egrave;s avoir travaill&amp;eacute; &amp;agrave; ce que toutes les communes b&amp;eacute;n&amp;eacute;ficient de l\'ADSL - Belmont sur Buttant a &amp;eacute;t&amp;eacute; raccord&amp;eacute;e l\'an pass&amp;eacute; gr&amp;acirc;ce &amp;agrave; un partenariat financier avec le Conseil G&amp;eacute;n&amp;eacute;ral et gr&amp;acirc;ce &amp;agrave; la technologie NRA-ZO - il convient d&amp;eacute;sormais de monter en puissance avec l\'arriv&amp;eacute;e de la fibre optique dans les noeuds de raccordement. Cette ann&amp;eacute;e ce sera, d&amp;egrave;s l\'automne, au tour des communes de Bois de Champ, Les Rouges eaux et Mortagne de b&amp;eacute;n&amp;eacute;ficier de cet investissement qui accro&amp;icirc;tra le d&amp;eacute;bit chez les usagers, en fonction de leur &amp;eacute;loignement du noeud de raccordement situ&amp;eacute; &amp;agrave; Bois de Champ.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Dans les Vosges, la majorit&amp;eacute; du Conseil G&amp;eacute;n&amp;eacute;ral \"parle\" du Tr&amp;egrave;s Haut D&amp;eacute;bit gr&amp;acirc;ce &amp;agrave; un financement PPP (Partenariat Public Priv&amp;eacute;), qui permettrait d\'avoir d\'une part le tr&amp;egrave;s haut d&amp;eacute;bit sur des sites strat&amp;eacute;giques (Zones d\'Activit&amp;eacute;s, etc.) et un minimum de 2 M&amp;eacute;gas chez tous les habitants. Le Groupe des &amp;eacute;lus r&amp;eacute;publicains Et Socialistes y a d\'ailleurs toujours &amp;eacute;t&amp;eacute; favorable? Seulement, le dossier semble pi&amp;eacute;tiner et alors que la Moselle (en financement direct du Conseil G&amp;eacute;n&amp;eacute;ral) et la Meurthe et Moselle (en PPP) ont d&amp;eacute;j&amp;agrave; termin&amp;eacute;, dans les Vosges, le dossier est toujours en stand by...&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Le Président sur TF1 : une feuille de route de combat</title>
<id>http://www.etiennepourcher.fr/164_lien</id>
<updated>2012-09-09T22:46:29+02:00</updated>
<link href="http://www.etiennepourcher.fr/164_lien"/>

<summary type="html">&lt;p&gt;Ce soir Fran&amp;ccedil;ois Hollande est intervenu sur TF1 pour expliquer sa politique, lui qui est &amp;eacute;lu depuis 4 mois seulement. Il a fix&amp;eacute; un cap : le redressement de la...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Ce soir Fran&amp;ccedil;ois Hollande est intervenu sur TF1 pour expliquer sa politique, lui qui est &amp;eacute;lu depuis 4 mois seulement. Il a fix&amp;eacute; un cap : le redressement de la France, et un calendrier : deux ans. Il ne peut pas, en effet, faire en 4 mois ce que ses pr&amp;eacute;d&amp;eacute;cesseurs n\'ont pas fait en 5 voire 10 ans. Oui, les d&amp;eacute;ficits sont &amp;eacute;nromes, le ch&amp;ocirc;mage concerne 3 millions de personnes au moins... Mais l\'objectif n\'est ni d\'agir dans la pr&amp;eacute;cipitation, ni d\'avoir une politique d\'annonces. L\'enjeu est de sortir de la culture de l\'annonce. La m&amp;eacute;thode utilis&amp;eacute;e est celle de la n&amp;eacute;gociation. Notament avec les partenaires sociaux, syndicats, patronat.. L\'effort concernera tout le monde : 10 milliards d\'&amp;eacute;conomies - l\'Etat ne d&amp;eacute;pensera pas un euro de plus en 2013 par rapport &amp;agrave; 2012 - 10 milliards d\'effort des entreprises et 10 milliards d\'efforts des m&amp;eacute;nages dans la justice pour que les plus riches participent plus que les plus modestes. On le sait, l\'objectif, fix&amp;eacute; au niveau europ&amp;eacute;en, est de revenir &amp;agrave; des niveaux de d&amp;eacute;ficits publics compatibles avec les capacit&amp;eacute;s de nos &amp;eacute;conomies et, au final, de retrouver l\'int&amp;eacute;grit&amp;eacute; de la France, &amp;eacute;viter que ce ne soient les march&amp;eacute;s qui lui dictent sa conduite. Face &amp;agrave; la r&amp;egrave;gle europ&amp;eacute;enne de bonne gestion, Fran&amp;ccedil;ois Hollande a pu imposer un objectif de croissance - pour ne pas mourir&amp;nbsp;gu&amp;eacute;ri - Finalement, Fran&amp;ccedil;ois Hollande m&amp;egrave;ne la France vers la sociale d&amp;eacute;mocratie europ&amp;eacute;enne.&amp;nbsp;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Réussir le changement</title>
<id>http://www.etiennepourcher.fr/163_lien</id>
<updated>2012-07-20T15:38:38+02:00</updated>
<link href="http://www.etiennepourcher.fr/163_lien"/>

<summary type="html">&lt;p&gt;Les derni&amp;egrave;res &amp;eacute;ch&amp;eacute;ances &amp;eacute;lectorales de ce printemps dans notre pays ont montr&amp;eacute; &lt;strong&gt;une volont&amp;eacute; de changement&lt;/st...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Les derni&amp;egrave;res &amp;eacute;ch&amp;eacute;ances &amp;eacute;lectorales de ce printemps dans notre pays ont montr&amp;eacute; &lt;strong&gt;une volont&amp;eacute; de changement&lt;/strong&gt;, d&amp;rsquo;abord avec l&amp;rsquo;&amp;eacute;lection de Fran&amp;ccedil;ois Hollande &amp;agrave; la pr&amp;eacute;sidence de la  R&amp;eacute;publique, puis avec la majorit&amp;eacute; &amp;agrave; l&amp;rsquo;Assembl&amp;eacute;e Nationale que les Fran&amp;ccedil;ais ont confi&amp;eacute; au Parti Socialiste et ses alli&amp;eacute;s. Dans les Vosges, avec l&amp;rsquo;&amp;eacute;lection de Christian Franqueville dans la plaine, la gauche progresse puisqu&amp;rsquo;elle ne disposait plus de D&amp;eacute;put&amp;eacute; dans la derni&amp;egrave;re l&amp;eacute;gislature. Le beau score d&amp;rsquo;Elise Calais dans la 3&lt;sup&gt;&amp;egrave;me&lt;/sup&gt; circonscription est prometteur. Dans la premi&amp;egrave;re circonscription d&amp;rsquo;Epinal, les divisions n&amp;rsquo;ont pas permis &amp;agrave; la gauche de transformer le score de Fran&amp;ccedil;ois Hollande qui y avait r&amp;eacute;alis&amp;eacute; son meilleur score des Vosges en mai dernier. Dans la 2&lt;sup&gt;&amp;egrave;me&lt;/sup&gt; circonscription de Saint-Di&amp;eacute;, l&amp;rsquo;arriv&amp;eacute;e de Jack Lang a &amp;eacute;t&amp;eacute; un &amp;eacute;chec. L&amp;rsquo;inscription dans la liste noire du Front National a sans doute jou&amp;eacute;, mais pas seulement&amp;nbsp;; pour quelques 700 voix qui ont manqu&amp;eacute;, il est permis de penser qu&amp;rsquo;il a manqu&amp;eacute; les voix de ceux qui n&amp;rsquo;ont pas accept&amp;eacute; ce qu&amp;rsquo;ils ont appel&amp;eacute; un parachutage. Au final, &lt;strong&gt;notre d&amp;eacute;partement, qui traverse les pires difficult&amp;eacute;s &amp;eacute;conomiques, doit trouver le chemin d&amp;rsquo;un redressement, dans la dynamique nationale du changement &lt;/strong&gt;impuls&amp;eacute;e par Fran&amp;ccedil;ois Hollande.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Les militantes et militants socialistes ont contribu&amp;eacute; collectivement &amp;agrave; faire &amp;eacute;lire ce changement. Il faut maintenant le r&amp;eacute;ussir&amp;nbsp;! Le changement que les Fran&amp;ccedil;ais ont souhait&amp;eacute; s&amp;rsquo;inscrit d&amp;eacute;j&amp;agrave; dans une m&amp;eacute;thode nouvelle, celle de la justice et de la concertation. Il ne pourra se r&amp;eacute;aliser qu&amp;rsquo;avec l&amp;rsquo;appui des fran&amp;ccedil;ais eux m&amp;ecirc;me, &amp;eacute;lus locaux que nous sommes mais aussi simples citoyens&amp;nbsp;: &lt;strong&gt;le changement ne pourra se r&amp;eacute;aliser qu&amp;rsquo;avec la mobilisation de toutes les forces de notre pays, toutes les forces des Vosges&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Le changement doit passer aussi par le Parti Socialiste&lt;/strong&gt;. C&amp;rsquo;est pourquoi j&amp;rsquo;ai sign&amp;eacute; la contribution g&amp;eacute;n&amp;eacute;rale de Martine Aubry et Jean-Marc Ayrault en vue du prochain congr&amp;egrave;s. Le changement doit s&amp;rsquo;appuyer sur l&amp;rsquo;unit&amp;eacute; du parti socialiste, l&amp;rsquo;heure n&amp;rsquo;est plus aux querelles, aux divisions, au comptage de ce que chacun p&amp;egrave;se mais au contraire au rassemblement, au d&amp;eacute;passement des courants du pass&amp;eacute;. Le parti doit &amp;ecirc;tre un &lt;strong&gt;acteur du changement&lt;/strong&gt;, dans les Vosges comme ailleurs. Le Parti Socialiste doit &amp;ecirc;tre &lt;strong&gt;&amp;agrave; l&amp;rsquo;unisson de la soci&amp;eacute;t&amp;eacute;&lt;/strong&gt;, &lt;strong&gt;ancr&amp;eacute; dans les r&amp;eacute;alit&amp;eacute;s&lt;/strong&gt;, &amp;agrave; l&amp;rsquo;image des habitants de nos territoires. Les militants, sympathisants et &amp;eacute;lus vosgiens sont un r&amp;eacute;servoir de talents, d&amp;rsquo;id&amp;eacute;es pour le changement. On peut imaginer, dans les Vosges comme ailleurs, des &amp;eacute;changes permanents pour donner aux militants et sympathisants les cl&amp;eacute;s de l&amp;rsquo;action gouvernementale mais aussi recueillir leurs id&amp;eacute;es et r&amp;eacute;actions.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Par ailleurs, on peut imaginer &amp;eacute;galement &lt;strong&gt;un dialogue social et un dialogue territorial&lt;/strong&gt; permanents parce que les r&amp;eacute;formes ne s&amp;rsquo;inscrivent dans la dur&amp;eacute;e et l&amp;rsquo;efficacit&amp;eacute; que lorsqu&amp;rsquo;elles sont comprises, co-construites et accept&amp;eacute;es. Dans nos communes, communaut&amp;eacute;s de communes comme au Conseil G&amp;eacute;n&amp;eacute;ral, nous devons faire vivre cette nouvelle pratique politique. Enfin, un nouveau rapport entre l&amp;rsquo;Etat et les collectivit&amp;eacute;s locales est &amp;agrave; construire, pour sortir de la d&amp;eacute;fiance syst&amp;eacute;matique &amp;ndash; la constitution dit que tout transfert de charge de l&amp;rsquo;Etat doit &amp;ecirc;tre compens&amp;eacute;, la pratique montre que ce n&amp;rsquo;est jamais le cas &amp;ndash; toute r&amp;eacute;forme doit d&amp;eacute;sormais passer par une co-construction en l&amp;rsquo;Etat et les collectivit&amp;eacute;s et, en contrepartie, les collectivit&amp;eacute;s pourront faire converger leurs moyens pour la r&amp;eacute;ussite des r&amp;eacute;formes.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Pour toutes ces raisons, unit&amp;eacute; du parti, r&amp;eacute;novation, d&amp;eacute;passement des clivages pass&amp;eacute;s, nouvelles pratiques politiques tant en interne qu&amp;rsquo;avec la mobilisation n&amp;eacute;cessaire de toutes les Vosges, des partenaires sociaux aux collectivit&amp;eacute;s locales, j&amp;rsquo;ai sign&amp;eacute; la motion de Martine Aubry et Jean-Marc Ayrault&lt;/strong&gt;.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>je salue la décision courageuse de Stéphane Le Foll, Ministre de l\'agriculture qui s\'apprête à retirer l\'autorisation de mise sur le marché du Cruiser OSR</title>
<id>http://www.etiennepourcher.fr/162_lien</id>
<updated>2012-06-05T21:26:47+02:00</updated>
<link href="http://www.etiennepourcher.fr/162_lien"/>

<summary type="html">&lt;p&gt;&lt;img style=\"vertical-align: middle;\" src=\"http://www.etiennepourcher.fr/gestion/koload/files/abeille.jpg\" alt=\"\" width=\"300\" height=\"500\" /&gt;En 2001, fraichement &amp;eacute;lu...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img style=\"vertical-align: middle;\" src=\"http://www.etiennepourcher.fr/gestion/koload/files/abeille.jpg\" alt=\"\" width=\"300\" height=\"500\" /&gt;En 2001, fraichement &amp;eacute;lu, j\'&amp;eacute;tais le premier Maire de France &amp;agrave; prendre un arr&amp;ecirc;t&amp;eacute; d\'interdiction contre les pesticides susceptibles de jouer un r&amp;ocirc;le majeur dans l\'effondrement des populations d\'abeilles. Alors que les &amp;eacute;tudes s\'accumulent sur les causes de cette surmortalit&amp;eacute; et que le pr&amp;eacute;c&amp;eacute;dent gouvernement avait r&amp;eacute;-autoris&amp;eacute; l\'&amp;eacute;pandage a&amp;eacute;rien de pesticides, je suis heureux que mon ami St&amp;eacute;phane Le Foll, nouveau Ministre de l\'Agriculture choisisse dans ses premi&amp;egrave;res d&amp;eacute;cisions de prot&amp;eacute;ger les abeilles!&lt;/p&gt;
&lt;p&gt;Voici ce qu\'il vient de dire :&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;laquo;&amp;nbsp;L&amp;rsquo;utilisation de pesticides est r&amp;eacute;guli&amp;egrave;rement cit&amp;eacute;e comme &amp;eacute;tant l&amp;rsquo;un des facteurs contribuant au d&amp;eacute;clin des populations d&amp;rsquo;abeilles. Cette cause est associ&amp;eacute;e &amp;agrave; d&amp;rsquo;autres&amp;nbsp;: maladies, parasites ou autres facteurs environnementaux.&lt;/p&gt;
&lt;p&gt;Ce d&amp;eacute;clin constat&amp;eacute; dans plusieurs parties du monde est une source d&amp;rsquo;inqui&amp;eacute;tude forte.&lt;/p&gt;
&lt;p&gt;Les abeilles, sont indispensables pour 80% des plantes cultiv&amp;eacute;es, leur impact direct sur la production agricole est donc un enjeu tr&amp;egrave;s important.&lt;/p&gt;
&lt;p&gt;Une publication r&amp;eacute;cente de chercheurs fran&amp;ccedil;ais sur l&amp;rsquo;impact de la mol&amp;eacute;cule thiam&amp;eacute;toxam utilis&amp;eacute;e en traitement de semence pour le colza (commercialis&amp;eacute; sous le nom de Cruiser OSR) sur le comportement des abeilles a mis en &amp;eacute;vidence des ph&amp;eacute;nom&amp;egrave;nes qui n&amp;rsquo;avaient pas &amp;eacute;t&amp;eacute; appr&amp;eacute;hend&amp;eacute;s jusqu&amp;rsquo;alors.&lt;/p&gt;
&lt;p&gt;Les abeilles qui consomment du nectar contenant cette mol&amp;eacute;cule &amp;agrave; faible dose seraient susceptibles de troubles de comportement affectant leur capacit&amp;eacute; &amp;agrave; revenir &amp;agrave; leur ruche. Cet effet pourrait alors contribuer au d&amp;eacute;clin des colonies concern&amp;eacute;es.&lt;/p&gt;
&lt;p&gt;Ces &amp;eacute;l&amp;eacute;ments nouveaux et tr&amp;egrave;s pr&amp;eacute;occupants ont amen&amp;eacute; la France &amp;agrave; saisir en mars dernier l&amp;rsquo;ANSES, agence nationale de s&amp;eacute;curit&amp;eacute; sanitaire de l&amp;rsquo;alimentation, de l&amp;rsquo;environnement et du travail pour qu&amp;rsquo;elle nous apporte un appui scientifique et technique sur les cons&amp;eacute;quences &amp;eacute;ventuelles &amp;agrave; tirer de cet article. Cette m&amp;ecirc;me saisine a &amp;eacute;t&amp;eacute; adress&amp;eacute;e dans le m&amp;ecirc;me temps &amp;agrave; la Commission europ&amp;eacute;enne et &amp;agrave; l&amp;lsquo;EFSA, autorit&amp;eacute; europ&amp;eacute;enne de s&amp;eacute;curit&amp;eacute; des aliments.&lt;/p&gt;
&lt;p&gt;Le Directeur g&amp;eacute;n&amp;eacute;ral de l&amp;rsquo;ANSES vient de me remettre cet avis. L&amp;rsquo;expertise conduite a fait l&amp;rsquo;objet d&amp;rsquo;&amp;eacute;changes entre l&amp;rsquo;ANSES et l&amp;rsquo;agence europ&amp;eacute;enne. Ces avis doivent &amp;ecirc;tre rendus publics ce matin m&amp;ecirc;me.&lt;/p&gt;
&lt;p&gt;L&amp;rsquo;avis de l&amp;rsquo;Anses confirme l&amp;rsquo;effet n&amp;eacute;faste observ&amp;eacute; d&amp;rsquo;une dose sub-l&amp;eacute;tale du produit concern&amp;eacute; sur le retour &amp;agrave; la ruche des abeilles butineuses. L&amp;rsquo;&amp;eacute;tude examin&amp;eacute;e par l&amp;rsquo;agence montre, en outre, que les m&amp;eacute;thodologies d&amp;rsquo;&amp;eacute;valuation actuelles ne permettent pas d&amp;rsquo;&amp;eacute;valuer compl&amp;egrave;tement ce type d&amp;rsquo;effet en particulier lorsque la plante trait&amp;eacute;e est une plante nectarif&amp;egrave;re qui permet &amp;agrave; l&amp;rsquo;abeille butineuse de s&amp;rsquo;alimenter.&lt;/p&gt;
&lt;p&gt;Au niveau europ&amp;eacute;en et compte-tenu des conclusions de l&amp;rsquo;agence, j&amp;rsquo;ai d&amp;eacute;cid&amp;eacute; de saisir sans attendre la Commission europ&amp;eacute;enne de ces questions. Un travail dans ce sens a d&amp;eacute;j&amp;agrave; &amp;eacute;t&amp;eacute; confi&amp;eacute; &amp;agrave; l&amp;rsquo;EFSA mais il conviendra de s&amp;rsquo;assurer que l&amp;rsquo;&amp;eacute;volution des m&amp;eacute;thodes d&amp;rsquo;&amp;eacute;valuation prendra bien en compte ces nouveaux &amp;eacute;l&amp;eacute;ments.&lt;/p&gt;
&lt;p&gt;Dans l&amp;rsquo;attente de ces travaux il m&amp;rsquo;apparait &amp;eacute;galement n&amp;eacute;cessaire de demander imm&amp;eacute;diatement &amp;agrave; la Commission de r&amp;eacute;examiner les conditions d&amp;rsquo;approbation de la substance active pour son utilisation en traitement des semences de colza. Parmi les usages autoris&amp;eacute;s pour cette substance, l&amp;rsquo;usage sur colza, ainsi que le souligne l&amp;rsquo;Anses, apparait pr&amp;eacute;occupant de par le caract&amp;egrave;re nectarif&amp;egrave;re du colza. Il sera donc n&amp;eacute;cessaire que la Commission soit en mesure d&amp;rsquo;apporter des r&amp;eacute;ponses claires sur ce point avant la campagne de semis de colzas &amp;agrave; venir.&lt;/p&gt;
&lt;p&gt;Au niveau national j&amp;rsquo;ai indiqu&amp;eacute; &amp;agrave; son titulaire que j&amp;rsquo;envisage de retirer l&amp;rsquo;autorisation de mise sur le march&amp;eacute; du Cruiser OSR, nom commercial de la substance concern&amp;eacute;e, utilis&amp;eacute;e pour l&amp;rsquo;enrobage des semences de colza. Conform&amp;eacute;ment &amp;agrave; la proc&amp;eacute;dure contradictoire r&amp;eacute;glementaire il dispose d&amp;rsquo;un d&amp;eacute;lai de quinze jours pour me faire part de ces observations.&amp;nbsp;&lt;br /&gt;Je pense aussi aux agriculteurs qui doivent pouvoir produire et prot&amp;eacute;ger leurs cultures. Il existe des alternatives &amp;agrave; l&amp;rsquo;enrobage des semences pour la protection du Colza qui sont d&amp;eacute;j&amp;agrave; largement utilis&amp;eacute;es. Si le retrait de l&amp;rsquo;autorisation est confirm&amp;eacute;, les agriculteurs auront donc des solutions.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Etienne POURCHER reçois la pétition contre les pesticides</title>
<id>http://www.etiennepourcher.fr/161_lien</id>
<updated>2012-05-29T10:11:39+02:00</updated>
<link href="http://www.etiennepourcher.fr/161_lien"/>

<summary type="html">&lt;p&gt;&lt;img style=\"vertical-align: middle;\" src=\"http://www.etiennepourcher.fr/gestion/koload/files/PICT0185.JPG\" alt=\"\" width=\"500\" height=\"375\" /&gt;&amp;nbsp;Les membres de Vosges Ec...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img style=\"vertical-align: middle;\" src=\"http://www.etiennepourcher.fr/gestion/koload/files/PICT0185.JPG\" alt=\"\" width=\"500\" height=\"375\" /&gt;&amp;nbsp;Les membres de Vosges Ecologie ont officiellement remis &amp;agrave; Etienne Pourcher, pr&amp;eacute;sident du pays de la D&amp;eacute;odatie, la p&amp;eacute;tition sign&amp;eacute;e par des centaines de citoyens, contre l\'usage des pesticides. Le pr&amp;eacute;sident du pays a rappel&amp;eacute; son engagement (d&amp;egrave;s 2001 avec un arr&amp;ecirc;t&amp;eacute; contre l\'utilisation de pesticides susceptibles de nuire aux abeilles) et celui du pays de la d&amp;eacute;odatie qui r&amp;eacute;alise d\'ailleurs actuellement un guide des bonnes pratiques en mati&amp;egrave;re de biodiversit&amp;eacute;. La p&amp;eacute;tition sera utilis&amp;eacute;e lors des assises annuelles du d&amp;eacute;veloppement durable organis&amp;eacute;es par le pays de la D&amp;eacute;odatie.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Forêt en Fête 2012 : les trésors de nos forêts</title>
<id>http://www.etiennepourcher.fr/160_lien</id>
<updated>2012-05-16T09:36:58+02:00</updated>
<link href="http://www.etiennepourcher.fr/160_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/DSC_0005.JPG\" alt=\"\" width=\"358\" height=\"200\" /&gt;&lt;/p&gt;
&lt;p&gt;A la Communaut&amp;eacute; de Communes du Canto...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/DSC_0005.JPG\" alt=\"\" width=\"358\" height=\"200\" /&gt;&lt;/p&gt;
&lt;p&gt;A la Communaut&amp;eacute; de Communes du Canton de Brouvelieures, avec les organisateurs de la manifestation \"for&amp;ecirc;t en f&amp;ecirc;te\" nous avons pr&amp;eacute;sent&amp;eacute; officiellement l\'affiche et le programme de For&amp;ecirc;t en F&amp;ecirc;te 2012 dont le th&amp;egrave;me cette ann&amp;eacute;e porte sur les \"Tr&amp;eacute;sors de nos For&amp;ecirc;ts\". Comme l\'ann&amp;eacute;e derni&amp;egrave;re, le dessinateur Hughes Fertin s\'est attel&amp;eacute; &amp;agrave; la confection du graphisme de l\'affiche reconnaissable entre toutes et mettant en avant les ressources procur&amp;eacute;es par les for&amp;ecirc;ts des massifs vosgiens: bois d\'oeuvre, petits fruits, champignons, nature remarquable,... Tout autant de tr&amp;eacute;sors que les 3 jours de la manifestation mettront &amp;agrave; l\'honneur. Cela d&amp;eacute;marrera sur les chapeaux de roues avec la soir&amp;eacute;e-concert organis&amp;eacute;e au Haut-Fer de Brouaumont par l\'association SEMER: le duo d\'accord&amp;eacute;onistes EXPIRE mettra assur&amp;eacute;ment l\'ambiance! Les samedi et Dimanche, le Moulin de Fr&amp;eacute;mifontaine accueillera toute la journ&amp;eacute;e les artisans, producteurs locaux et les animations sur la fili&amp;egrave;re bois/for&amp;ecirc;t ch&amp;egrave;re &amp;agrave; ce canton . La soir&amp;eacute;e du samedi se d&amp;eacute;roulera &amp;agrave; la salle de Domfaing avec un concert de Taenn, musique celtique entre Bretagne et Irlande.&lt;/p&gt;
&lt;p&gt;Mobilisant de nombreux b&amp;eacute;n&amp;eacute;voles sans qui rien ne serait possible, \"for&amp;ecirc;t en f&amp;ecirc;te\" valorise l\'atout principal de notre territoire, &amp;agrave; savoir la for&amp;ecirc;t, qui fait nos paysages, une bonne part de notre activit&amp;eacute; &amp;eacute;conomique, mais aussi notre attractivit&amp;eacute; touristique et de loisirs. Ce grand rendez-vous annuel qui a re&amp;ccedil;u plus de 1 000 visiteurs l\'an pass&amp;eacute; est un moment familial et ludique pour tous et en acc&amp;egrave;s libre.&lt;/p&gt;
&lt;p&gt;la  Communaut&amp;eacute; de Communes r&amp;eacute;alise cette animation en partenariat avec les associations, les entreprises&amp;nbsp;du canton &amp;nbsp;qui en est d&amp;eacute;j&amp;agrave; &amp;agrave; sa troisi&amp;egrave;me &amp;eacute;dition ! Rendez-vous les 1er, 2 et 3 Juin en vall&amp;eacute;e de la Mortagne !!&lt;/p&gt;]]>
</content>
</entry><entry>
<title>9 mai, journée de l\'Europe... sociale?</title>
<id>http://www.etiennepourcher.fr/159_lien</id>
<updated>2012-05-09T12:09:06+02:00</updated>
<link href="http://www.etiennepourcher.fr/159_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/2012-04-19hollande-europe.jpg\" alt=\"\" width=\"329\" height=\"151\" /&gt;&amp;nbsp;Le 9 mai, c\'est la f&amp;ecirc;te de l\'...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/2012-04-19hollande-europe.jpg\" alt=\"\" width=\"329\" height=\"151\" /&gt;&amp;nbsp;Le 9 mai, c\'est la f&amp;ecirc;te de l\'Europe. Le 9 mai 1950, en effet, Robert Schumann, Ministre des Affaires &amp;eacute;trang&amp;egrave;res fran&amp;ccedil;ais prononce un discours inspir&amp;eacute; par Jean Monnet, commissaire au Plan, qui propose de mettre en commun les productions fran&amp;ccedil;aises et allemandes du charbon et de l\'acier.&lt;/p&gt;
&lt;p&gt;Alors que l\'on f&amp;ecirc;te le 62&amp;egrave;me anniversaire de ce discours, et que M. Mittal qui a refus&amp;eacute; de recevoir les salari&amp;eacute;s mosellans de ses entreprises &amp;agrave; l\'activit&amp;eacute;, du coup, si symbolique, et apr&amp;egrave;s la victoire de Fran&amp;ccedil;ois Hollande pour qui Jacques Delors fut un mod&amp;egrave;le, la question de l\'Europe sociale se pose plus que jamais.&lt;/p&gt;
&lt;p&gt;On sait que les dirigeants conservateurs actuels de l\'Europe attendent le nouveau pr&amp;eacute;sident fran&amp;ccedil;ais au tournant. Pourtant, toutes les politiques de rigueur impos&amp;eacute;es suite &amp;agrave; la crise sont &amp;agrave; la fois injustes pour les peuples et contre productives : la situation en Gr&amp;egrave;ce, en Espagne... ne cesse de se d&amp;eacute;grader sous l\'effet des plans d\'aust&amp;eacute;rit&amp;eacute; de leurs nouveaux gouvernements de droite.&lt;/p&gt;
&lt;p&gt;Fran&amp;ccedil;ois hollande&amp;nbsp; a raison de vouloir ren&amp;eacute;gocier le pacte de stabilit&amp;eacute; des finances europ&amp;eacute;ennes : s\'il faut en effet en finir avec les d&amp;eacute;ficits il faut convenir que sans croissance pas de solution. Plus d\'aust&amp;eacute;rit&amp;eacute; c\'est moins d\'emplois, moins de pouvoir d\'achat, moins d\'activit&amp;eacute; pour les entreprises et donc moins de rentr&amp;eacute;es fiscales pour l\'Etat qui ne peut plus rembourser ses emprunts et c\'est donc un cercle vicieux qui s\'initie.&lt;/p&gt;
&lt;p&gt;L\'Europe qui est trop souvent vue comme une contrainte, une ouverture de nos fronti&amp;egrave;re &amp;agrave; la concurrence des produits venus des pays &amp;agrave; bas co&amp;ucirc;t ne respectant ni nos normes sociales ni l\'environnement; cette Europe qui attise les peurs doit au contraire se r&amp;eacute;former. Sans l\'Europe, que serions nous, &amp;agrave; notre petite taille, face au monde qui bouge&amp;nbsp;face aux nouveaux&amp;nbsp;g&amp;eacute;ants, chinois, indiens - tiens, encore eux - ?&lt;/p&gt;
&lt;p&gt;Nous avons besoin d\'une Europe qui nous prot&amp;egrave;ge. Que cette f&amp;ecirc;te de l\'Europe 2012, soit celle d\'une Europe sociale retrouv&amp;eacute;e, qui cr&amp;eacute;e des emplois et soit juste dans la r&amp;eacute;partition des richesses. Que Fran&amp;ccedil;ois Hollande trouve les forces et les soutiens pour cela.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Au travail!</title>
<id>http://www.etiennepourcher.fr/158_lien</id>
<updated>2012-05-07T10:35:12+02:00</updated>
<link href="http://www.etiennepourcher.fr/158_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/merci.jpg\" alt=\"\" width=\"720\" height=\"535\" /&gt;&amp;nbsp;Fran&amp;ccedil;ois Hollande est notre nouveau pr&amp;eacute;...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/merci.jpg\" alt=\"\" width=\"720\" height=\"535\" /&gt;&amp;nbsp;Fran&amp;ccedil;ois Hollande est notre nouveau pr&amp;eacute;sident de la R&amp;eacute;publique. Les Fran&amp;ccedil;ais ont choisi le changement&amp;nbsp;; c&amp;rsquo;est la victoire de la France de l&amp;rsquo;espoir sur la France des peurs. Je voudrais tout d&amp;rsquo;abord remercier toutes celles et ceux qui se sont impliqu&amp;eacute;s dans cette campagne, les militants qui ont travaill&amp;eacute; sans rel&amp;acirc;che &amp;agrave; cette victoire. Merci aux vosgiens qui ont apport&amp;eacute; leurs suffrages au candidat du changement. Merci au peuple de France.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;La victoire nous oblige. Elle nous oblige &amp;agrave; ne pas d&amp;eacute;cevoir quand tant d&amp;rsquo;&amp;eacute;lectrices et d&amp;rsquo;&amp;eacute;lecteurs ont montr&amp;eacute; leur d&amp;eacute;sarroi tant au premier tour qu&amp;rsquo;au deuxi&amp;egrave;me. Nombreux sont ceux qui ont peur de cette victoire. Laissons Fran&amp;ccedil;ois Hollande agir et rassemblons-nous. C&amp;rsquo;est avec une France rassembl&amp;eacute;e que nous traverserons les &amp;eacute;preuves, que nous redresserons la France, ensemble.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Les peurs et les divisions nous affaiblissent. Rassemblons-nous pour donner &amp;agrave; Fran&amp;ccedil;ois Hollande la force de changer l&amp;rsquo;Europe, aujourd&amp;rsquo;hui Europe de l&amp;rsquo;aust&amp;eacute;rit&amp;eacute; pour tous alors qu&amp;rsquo;elle devrait &amp;ecirc;tre l&amp;rsquo;Europe protectrice que chacun attend. La victoire de Fran&amp;ccedil;ois Hollande a fait se lever un immense espoir dans les peuples d&amp;rsquo;Europe. Dans le peuple d&amp;rsquo;Europe. Ne les d&amp;eacute;cevons pas.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Rassemblons-nous pour donner &amp;agrave; Fran&amp;ccedil;ois Hollande la force de nous sortir de la crise &amp;eacute;conomique, relancer la croissance (moi qui me suis beaucoup investi pour la fili&amp;egrave;re bois dans cette campagne, v&amp;eacute;ritable opportunit&amp;eacute; pour la France, j\'esp&amp;egrave;re qu\'enfin une grande politique de la for&amp;ecirc;t verra le jour, par exemple). Pour une France plus juste o&amp;ugrave; chacun contribue &amp;agrave; l&amp;rsquo;effort selon ses moyens, o&amp;ugrave; la fiscalit&amp;eacute; est r&amp;eacute;form&amp;eacute;e, une France plus juste o&amp;ugrave; les territoires en difficult&amp;eacute;s, comme notre d&amp;eacute;partement rural ne sont pas oubli&amp;eacute;s, o&amp;ugrave; la r&amp;eacute;forme territoriale est modifi&amp;eacute;e.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Rassemblons-nous pour donner &amp;agrave; la France de nos enfants un avenir meilleur, de paix et d&amp;rsquo;unit&amp;eacute;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Allez Fran&amp;ccedil;ois, nous sommes avec toi. Au boulot&amp;nbsp;!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Pour la France. Pour tous les Fran&amp;ccedil;ais.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>pour ceux qui hésitent encore, réponses aux mensonges...</title>
<id>http://www.etiennepourcher.fr/157_lien</id>
<updated>2012-05-04T21:59:30+02:00</updated>
<link href="http://www.etiennepourcher.fr/157_lien"/>

<summary type="html">&lt;p&gt;Dans son tract de 2&amp;egrave; tour, N. Sarkozy ne propose rien sauf continuer, et se contente de critiquer Fran&amp;ccedil;ois Hollande par une succession de mensonges&amp;nbsp;: l&amp;rsqu...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Dans son tract de 2&amp;egrave; tour, N. Sarkozy ne propose rien sauf continuer, et se contente de critiquer Fran&amp;ccedil;ois Hollande par une succession de mensonges&amp;nbsp;: l&amp;rsquo;homme qui nous a fait croire qu&amp;rsquo;il &amp;eacute;tait sur le mur de Berlin quand il est tomb&amp;eacute; et qui nous a fait croire qu&amp;rsquo;il &amp;eacute;tait all&amp;eacute; &amp;agrave; Fukushima m&amp;eacute;rite qu&amp;rsquo;on revienne sur son tract. Sarkozy a affirm&amp;eacute; devant 18 millions de t&amp;eacute;lespectateurs qu&amp;rsquo;il n&amp;rsquo;&amp;eacute;tait jamais all&amp;eacute; &amp;agrave; l&amp;rsquo;h&amp;ocirc;tel Bristol avec son tr&amp;eacute;sorier Eric Woerth r&amp;eacute;cup&amp;eacute;rer des fonds pour l&amp;rsquo;UMP. Voici la preuve en image.&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/Ar65p9SCEAE-enW.jpg\" alt=\"\" width=\"535\" height=\"356\" /&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&amp;laquo;&amp;nbsp;Fran&amp;ccedil;ois      Hollande n&amp;rsquo;a pas la carrure pour &amp;ecirc;tre Pr&amp;eacute;sident de la R&amp;eacute;publique, son      seul bilan, la ruine de la       Corr&amp;egrave;ze&amp;nbsp;&amp;raquo;&amp;nbsp;: le d&amp;eacute;bat d&amp;rsquo;entre deux tours a      montr&amp;eacute; la carrure d&amp;rsquo;homme d&amp;rsquo;Etat de Fran&amp;ccedil;ois Hollande, plus que les sautes      d&amp;rsquo;humeur (&amp;laquo;&amp;nbsp;casse toi, pauvre&amp;hellip;&amp;nbsp;&amp;raquo;) indignes d&amp;rsquo;un chef d&amp;rsquo;Etat de      la part du candidat sortant. Quant &amp;agrave; la Corr&amp;egrave;ze dont la dette a &amp;eacute;t&amp;eacute; accumul&amp;eacute;e par le      pr&amp;eacute;d&amp;eacute;cesseur de droite de Fran&amp;ccedil;ois Hollande, elle n&amp;rsquo;a rien &amp;agrave; envier &amp;agrave; la dette      de la France      qui, sous N. Sarkozy augment&amp;eacute; de 600 milliards d&amp;rsquo;euros&amp;nbsp;!&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&amp;laquo;&amp;nbsp;N. Sarkozy      veut revaloriser le travail et le pouvoir d&amp;rsquo;achat, Fran&amp;ccedil;ois Hollande est      pour l&amp;rsquo;assistanat et le matraquage fiscal&amp;nbsp;&amp;raquo;&amp;nbsp;: &lt;strong&gt;Mensonge&lt;/strong&gt;&amp;nbsp;! N. Sarkozy a bien      r&amp;eacute;duit les droits de succession&amp;hellip; pour les plus riches tandis que Fran&amp;ccedil;ois      Hollande maintiendra l&amp;rsquo;exon&amp;eacute;ration jusqu&amp;rsquo;&amp;agrave; 100&amp;nbsp;000 euros par enfant,      pr&amp;eacute;servant ainsi les classes moyennes. S&amp;rsquo;il y a eu de l&amp;rsquo;assistanat ces      derni&amp;egrave;res ann&amp;eacute;es, c&amp;rsquo;est bien pour les plus riches&amp;nbsp;: baisse de l&amp;rsquo;imp&amp;ocirc;t      sur la fortune et d&amp;eacute;fiscalisations en tous genres pour les grosses      fortunes.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&amp;laquo;&amp;nbsp;N. Sarkozy      veut prot&amp;eacute;ger les emplois en France&amp;nbsp;&amp;raquo;&amp;nbsp;: les baisses de      cotisations sociales au profit des patrons promises par N. Sarkozy, seront      financ&amp;eacute;es par la hausse de la       TVA pay&amp;eacute;e par tous&amp;nbsp;! quant &amp;agrave; l&amp;rsquo;emploi, les chiffres      de l&amp;rsquo;explosion du ch&amp;ocirc;mage sous la pr&amp;eacute;sidence Sarkozy parlent d&amp;rsquo;eux m&amp;ecirc;me&amp;hellip;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&amp;laquo;&amp;nbsp;N. Sarkozy      veut r&amp;eacute;duire la dette, Fran&amp;ccedil;ois Hollande choisit la d&amp;eacute;pense publique&amp;nbsp;&amp;raquo;&amp;nbsp;:      &lt;strong&gt;Mensonge&lt;/strong&gt;&amp;nbsp;! N. Sarkozy, qui      a augment&amp;eacute; la dette de la       France de 600 milliards d&amp;rsquo;euros en 5 ans gr&amp;acirc;ce aux      cadeaux fiscaux pour les grandes fortunes, veut continuer le non      remplacement aveugle d&amp;rsquo;un fonctionnaire sur deux. Les parents d&amp;rsquo;&amp;eacute;l&amp;egrave;ves qui      font face aux fermetures d&amp;rsquo;&amp;eacute;coles et aux classes surcharg&amp;eacute;es pour leurs      enfants appr&amp;eacute;cieront. Hollande s&amp;rsquo;engage &amp;agrave; recruter des enseignants, &amp;agrave;      nombre de fonctionnaires &amp;eacute;gal. Il s&amp;rsquo;est engag&amp;eacute; &amp;agrave; ce que le budget de la France soit en      &amp;eacute;quilibre &amp;agrave; la fin de son mandat.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&amp;laquo;&amp;nbsp;N. Sarkozy      fait le choix du nucl&amp;eacute;aire, que Fran&amp;ccedil;ois Hollande veut d&amp;eacute;manteler et le      prix de l&amp;rsquo;&amp;eacute;lectricit&amp;eacute; augmentera&amp;nbsp;&amp;raquo;&amp;nbsp;: &lt;strong&gt;Mensonge&lt;/strong&gt;&amp;nbsp;! Fran&amp;ccedil;ois Hollande veut fermer Fessenheim, la      plus vieille centrale fran&amp;ccedil;aise (40 ans) situ&amp;eacute;e en Alsace sur une zone      sismique, car apr&amp;egrave;s Fukushima, on ne peut jouer avec la s&amp;eacute;curit&amp;eacute; des      Fran&amp;ccedil;ais. Sous Sarkozy, le gaz a augment&amp;eacute; de 60%...La solution est dans un      mix de nucl&amp;eacute;aires et d&amp;rsquo;&amp;eacute;nergies renouvelables (bois, solaire, &amp;eacute;olien en      mer, hydraulique&amp;hellip;)&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&amp;laquo;&amp;nbsp;N. Sarkozy      assume la fermet&amp;eacute; face aux d&amp;eacute;linquants, Fran&amp;ccedil;ois Hollande veut faire      sortir de prison un d&amp;eacute;linquant pour en incarc&amp;eacute;rer un autre&amp;nbsp;&amp;raquo;&amp;nbsp;: &lt;strong&gt;mensonge&lt;/strong&gt;&amp;nbsp;! c&amp;rsquo;est N. Sarkozy      qui a supprim&amp;eacute; 12&amp;nbsp;000 postes de policiers, des gendarmeries&amp;hellip; c&amp;rsquo;est      ces 5 derni&amp;egrave;res ann&amp;eacute;es que la       France a pris du retard dans les constructions de      prisons &amp;agrave; tel point que les gardiens sont exc&amp;eacute;d&amp;eacute;s de travailler dans de      telles conditions. F. Hollande s&amp;rsquo;est engag&amp;eacute; &amp;agrave; mettre les jeunes      d&amp;eacute;linquants dans des centres &amp;eacute;ducatifs ferm&amp;eacute;s (en prison, ils apprennent      souvent &amp;agrave; devenir de grands d&amp;eacute;linquants&amp;hellip;)&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&amp;laquo;&amp;nbsp;N. Sarkozy      prot&amp;egrave;ge la la&amp;iuml;cit&amp;eacute;&amp;nbsp;&amp;raquo;&amp;nbsp;: Fran&amp;ccedil;ois Hollande a r&amp;eacute;affirm&amp;eacute; lors du      d&amp;eacute;bat que sous sa pr&amp;eacute;sidence la loi sur la bourqa serait appliqu&amp;eacute;e      strictement. Il sera un pr&amp;eacute;sident garant de la la&amp;iuml;cit&amp;eacute;.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&amp;laquo;&amp;nbsp;N. Sarkozy      veut ma&amp;icirc;triser l&amp;rsquo;immigration, F. Hollande veut r&amp;eacute;gulariser des clandestins&amp;nbsp;&amp;raquo;&amp;nbsp;:      &lt;strong&gt;mensonge&lt;/strong&gt;&amp;nbsp;! Jamais Fran&amp;ccedil;ois      Hollande n&amp;rsquo;a dit ni &amp;eacute;crit cela. Il propose que le parlement d&amp;eacute;cide chaque      ann&amp;eacute;e, en fonction de nos besoins, du nombre maximal de nouveaux entrants      sur notre territoire.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&amp;laquo;&amp;nbsp;N. Sarkozy      veut parier sur l&amp;rsquo;&amp;eacute;ducation&amp;nbsp;&amp;raquo;&amp;nbsp;: &lt;strong&gt;mensonge&lt;/strong&gt;&amp;nbsp;! 120&amp;nbsp;000 enseignants ont &amp;eacute;t&amp;eacute; supprim&amp;eacute;s,      &amp;eacute;coles et classes ferm&amp;eacute;es, N. Sarkozy a &amp;eacute;galement supprim&amp;eacute; la formation      des professeurs des &amp;eacute;coles, qui sont d&amp;eacute;sormais plac&amp;eacute;s devant vos enfants      sans enseignement de la p&amp;eacute;dagogie. Pour les familles, F. Hollande veut      limiter le quotient familial pour les familles les plus riches, afin que      les classes moyennes ne soient pas toujours celles qui paient. F. Hollande      est contre la d&amp;eacute;p&amp;eacute;nalisation du cannabis.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&amp;laquo;&amp;nbsp;N. Sarkozy      veut rendre la parole au peuple par r&amp;eacute;f&amp;eacute;rendum&amp;nbsp;&amp;raquo;&amp;nbsp;: encore un &lt;strong&gt;mensonge&lt;/strong&gt;&amp;nbsp;! c&amp;rsquo;est bien N.      Sarkozy qui a refus&amp;eacute; tout r&amp;eacute;f&amp;eacute;rendum depuis 5 ans et il a m&amp;ecirc;me fait voter      le parlement l&amp;rsquo;approbation du trait&amp;eacute; europ&amp;eacute;en que les Fran&amp;ccedil;ais avaient      rejet&amp;eacute; par r&amp;eacute;f&amp;eacute;rendum. &lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Depuis 5 ans, sous N. Sarkozy, la dette explose, le ch&amp;ocirc;mage explose, les familles et particuli&amp;egrave;rement les classes moyennes doivent se serrer de plus en plus la ceinture quand les grandes fortunes accumulent les cadeaux fiscaux. Alors, le 6 mai, on continue ou on change&amp;nbsp;?&lt;/strong&gt;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>tous les conseillers généraux de gauche derrière François Hollande le candidat du rassemblement</title>
<id>http://www.etiennepourcher.fr/156_lien</id>
<updated>2012-05-03T09:09:26+02:00</updated>
<link href="http://www.etiennepourcher.fr/156_lien"/>

<summary type="html">&lt;p&gt;Le changement, les Vosges en ont besoin&amp;nbsp;!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Nous appelons &amp;agrave; voter Fran&amp;ccedil;ois Hollande le 6 mai prochain.&lt;/p&gt...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Le changement, les Vosges en ont besoin&amp;nbsp;!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Nous appelons &amp;agrave; voter Fran&amp;ccedil;ois Hollande le 6 mai prochain.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Cinq ans &amp;ccedil;a suffit,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Depuis 2007, sous la pr&amp;eacute;sidence de M. Sarkozy, les Vosges ont beaucoup souffert. Oubli&amp;eacute; par l&amp;rsquo;Etat UMP, notre d&amp;eacute;partement a vu ses services publics disparaitre, fermetures de classes, fermeture de tribunaux, de perceptions, reculs &amp;agrave; la poste, &amp;agrave; l&amp;rsquo;ONF, la DDE, &amp;hellip;&amp;nbsp; la liste est longue. Les Vosgiens ont souffert des pertes d&amp;rsquo;emplois, fermetures d&amp;rsquo;usines, explosion du ch&amp;ocirc;mage, pour lesquels le pouvoir UMP en place est rest&amp;eacute; un observateur passif. Nous vosgiens, avons souffert des cadeaux fiscaux aux plus riches, compens&amp;eacute;s pour partie par des hausses de taxes &amp;ndash; et M. Sarkozy voudrait encore augmenter la TVA &amp;agrave; l&amp;rsquo;automne&amp;nbsp;!- et pour partie par une explosion de la dette que devront rembourser nos enfants.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Cette politique nationale s&amp;rsquo;est doubl&amp;eacute;e d&amp;rsquo;un transfert de nombreuses charges du budget de l&amp;rsquo;Etat vers les D&amp;eacute;partements et les vosgiens paient de plus en plus de taxes locales.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Aujourd&amp;rsquo;hui, le candidat sortant voudrait d&amp;eacute;tourner le d&amp;eacute;bat vers d&amp;rsquo;autres sujets. Il nous dit &amp;laquo;&amp;nbsp;trop d&amp;rsquo;assistanat&amp;nbsp;: faudrait-il supprimer l&amp;rsquo;allocation personnalis&amp;eacute;e &amp;agrave; l&amp;rsquo;autonomie pour les personnes &amp;acirc;g&amp;eacute;es&amp;nbsp;? Qui le propose&amp;nbsp;? Faudrait-il revenir sur la prestation de compensation du Handicap pour les accident&amp;eacute;s de la vie&amp;nbsp;? Faudrait-il revenir sur le RSA alors que c&amp;rsquo;est une forme de r&amp;eacute;insertion&amp;nbsp;? A condition bien s&amp;ucirc;r de cr&amp;eacute;er des emplois&amp;nbsp;!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Le candidat sortant cherche &amp;agrave; monter les Fran&amp;ccedil;ais les uns contre les autres. Au contraire, nous avons besoin d&amp;rsquo;un Pr&amp;eacute;sident qui rassemble pour plus de justice. D&amp;rsquo;un pr&amp;eacute;sident qui tienne parole. D&amp;rsquo;un pr&amp;eacute;sident volontaire sur le front de l&amp;rsquo;emploi. C&amp;rsquo;est le projet que propose Fran&amp;ccedil;ois Hollande.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Jean-Luc BEVERINA, Jean CLAUDE, Fr&amp;eacute;d&amp;eacute;ric DREVET, Fran&amp;ccedil;ois Xavier HUGUENOT, Michel HUMBERT, Patrice JAMIS, Gilbert POIROT, Etienne POURCHER, Christian TARANTOLA, Guy VAXELAIRE&lt;/strong&gt;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Nicolas Sarkozy, spécialiste du vrai... chômage</title>
<id>http://www.etiennepourcher.fr/155_lien</id>
<updated>2012-05-02T11:33:53+02:00</updated>
<link href="http://www.etiennepourcher.fr/155_lien"/>

<summary type="html">&lt;p&gt;L&amp;rsquo;ultime publication des chiffres du ch&amp;ocirc;mage sous l&amp;rsquo;&amp;egrave;re Sarkozy confirme l&amp;rsquo;&amp;eacute;chec de la politique conduite durant cinq ans dans le...</summary>
<content type="html">
<![CDATA[&lt;p&gt;L&amp;rsquo;ultime publication des chiffres du ch&amp;ocirc;mage sous l&amp;rsquo;&amp;egrave;re Sarkozy confirme l&amp;rsquo;&amp;eacute;chec de la politique conduite durant cinq ans dans le domaine de l&amp;rsquo;emploi par le pr&amp;eacute;sident sortant. Avec une hausse de 16.600 personnes du nombre de demandeurs d&amp;rsquo;emploi&amp;nbsp;et de 30.700 des Fran&amp;ccedil;ais en situation de sous-emploi, notre pays atteint des sommets historiques, soit 2,8 millions de Fran&amp;ccedil;ais pour cette premi&amp;egrave;re cat&amp;eacute;gorie et 4,3 millions pour la seconde. 109 050 demandeurs d\'emploi en Lorraine (+7,3% sur un an) la hausse la plus forte d\'un mois sur l\'autre est pour les Vosges!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Alors que Nicolas Sarkozy a souhait&amp;eacute; vouloir f&amp;ecirc;ter le &amp;laquo;&amp;nbsp;vrai travail&amp;nbsp;&amp;raquo;, ces chiffres consacrent davantage le candidat sortant comme le sp&amp;eacute;cialiste incontest&amp;eacute; du &amp;laquo;&amp;nbsp;vrai ch&amp;ocirc;mage&amp;nbsp;&amp;raquo;.&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Cet h&amp;eacute;ritage pr&amp;eacute;occupant de l&amp;rsquo;&amp;egrave;re Sarkozy, qui ab&amp;icirc;me encore davantage la situation sociale dans notre pays, n&amp;rsquo;est pas le seul fait de la crise. La d&amp;eacute;gradation sur le front de l&amp;rsquo;emploi r&amp;eacute;sulte&amp;nbsp;en premier lieu de d&amp;eacute;cisions politiques inefficaces et incons&amp;eacute;quentes : d&amp;eacute;fiscalisation des heures suppl&amp;eacute;mentaires, absence d&amp;rsquo;une v&amp;eacute;ritable strat&amp;eacute;gie productive sanctionn&amp;eacute;e par un d&amp;eacute;ficit commercial de 70 milliards d&amp;rsquo;euros en 2011 et la perte de 400.000 emplois industriels dans le quinquennat, mais &amp;eacute;galement des d&amp;eacute;cisions incompr&amp;eacute;hensibles et des changements de pied insupportables dans les moyens allou&amp;eacute;s &amp;agrave; la politique de l&amp;rsquo;emploi. C&amp;rsquo;est ainsi que la majorit&amp;eacute; de Nicolas Sarkozy a d&amp;eacute;cid&amp;eacute; de r&amp;eacute;duire de 10,5% le budget de l&amp;rsquo;emploi en 2011 et m&amp;ecirc;me de 11,3% pour l&amp;rsquo;exercice 2012, alors que le ch&amp;ocirc;mage n&amp;rsquo;a cess&amp;eacute; d\'augmenter durant cette p&amp;eacute;riode. Et que dire de la d&amp;eacute;cision d&amp;rsquo;introduire dans la pr&amp;eacute;cipitation 1.000 postes en CDD pour P&amp;ocirc;le emploi en f&amp;eacute;vrier dernier apr&amp;egrave;s avoir supprim&amp;eacute; 1.600 postes l\'ann&amp;eacute;e pr&amp;eacute;c&amp;eacute;dente&amp;nbsp;?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;La r&amp;eacute;alit&amp;eacute; c&amp;rsquo;est que Nicolas Sarkozy, qui a brusquement d&amp;eacute;couvert que les grandes entreprises payaient moins d&amp;rsquo;imp&amp;ocirc;ts que les PME g&amp;eacute;n&amp;eacute;ratrices d&amp;rsquo;emploi, &amp;eacute;tait davantage concentr&amp;eacute; sur la distribution de privil&amp;egrave;ges fiscaux aux plus favoris&amp;eacute;s des Fran&amp;ccedil;ais que sur la lutte contre le ch&amp;ocirc;mage. Avec plus d&amp;rsquo;un million de ch&amp;ocirc;meurs de plus durant le dernier quinquennat, l&amp;rsquo;emploi aura &amp;eacute;t&amp;eacute; le grand &amp;eacute;chec du mandat de Nicolas Sarkozy.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Faire Front</title>
<id>http://www.etiennepourcher.fr/154_lien</id>
<updated>2012-04-25T19:11:07+02:00</updated>
<link href="http://www.etiennepourcher.fr/154_lien"/>

<summary type="html">&lt;p&gt;&lt;strong&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/urne.jpg\" alt=\"\" width=\"480\" height=\"800\" /&gt;&amp;nbsp;Une forte participation, Sarkozy en baisse, Holl...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;strong&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/urne.jpg\" alt=\"\" width=\"480\" height=\"800\" /&gt;&amp;nbsp;Une forte participation, Sarkozy en baisse, Hollande et la gauche en hausse&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Les Vosgiens se sont exprim&amp;eacute;s&lt;em&gt;. &lt;/em&gt;Avec 82% de participation, au-dessus de la moyenne nationale, ils ont voulu se mobiliser pour faire passer des messages. &lt;em&gt;&amp;nbsp;&lt;/em&gt;Nicolas Sarkozy est arriv&amp;eacute; en t&amp;ecirc;te avec 25,32% des suffrages exprim&amp;eacute;s soit 57&amp;nbsp;964 voix en baisse de 3,7% (il avait obtenu 29,05% en 2007) puisqu&amp;rsquo;il a perdu 12&amp;nbsp;054 &amp;eacute;lecteurs vosgiens en 5 ans&amp;nbsp;! Fran&amp;ccedil;ois Hollande sort deuxi&amp;egrave;me de ce scrutin dans les Vosges avec 24,68% soit environ 2% de plus que S&amp;eacute;gol&amp;egrave;ne Royal, la candidate socialiste de 2007, avec 56&amp;nbsp;495 &amp;eacute;lecteurs vosgiens, soit un gain de 1&amp;nbsp;613 voix. Cette progression de Fran&amp;ccedil;ois Hollande dans les Vosges, alors que le candidat sortant est en forte baisse, s&amp;rsquo;effectue alors que Jean Luc M&amp;eacute;lenchon avec 22&amp;nbsp;162 voix et 9,68% gagne plus de 19&amp;nbsp;535 voix par rapport &amp;agrave; Marie Georges Buffet en 2007&amp;nbsp;! On peut donc dire que la gauche progresse dans notre d&amp;eacute;partement avec une expression de col&amp;egrave;re sociale forte, dans le vote Front de Gauche, notamment mais pas seulement.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Le score du Front National&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Car l&amp;rsquo;autre enseignement du scrutin est le r&amp;eacute;sultat obtenu par le Front National. Le vote Le Pen entre les deux scrutins de 2007 et 2012, dans les Vosges, passe de 15,66% &amp;agrave; 24,18%, soit un gain de 17&amp;nbsp;590 voix. Dans la circonscription de Saint-Di&amp;eacute;, le vote Le Pen est arriv&amp;eacute; en t&amp;ecirc;te. Dans le canton de Brouvelieures, il atteint des scores historiques, comme dans ma propre commune. Cela doit questionner tous les responsables politiques. Ces &amp;eacute;lecteurs qui n\'adh&amp;egrave;rent pas forc&amp;eacute;ment aux id&amp;eacute;es du FN, expriment, avant tout, selon moi, &lt;strong&gt;un amonc&amp;egrave;lement de nombreuses col&amp;egrave;res&lt;/strong&gt;&lt;strong&gt;. &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;D&amp;rsquo;abord une col&amp;egrave;re vis-&amp;agrave;-vis de la classe politique en g&amp;eacute;n&amp;eacute;ral, une prise de distance par rapport &amp;agrave; la parole des politiques, issus des partis de gouvernement, de droite et de gauche. Col&amp;egrave;re et volont&amp;eacute; de changement par rapport &amp;agrave; &lt;strong&gt;une accumulation de promesses non tenues&amp;nbsp;&lt;/strong&gt;; M. Sarkozy en porte une large part de responsabilit&amp;eacute;&amp;nbsp;: apr&amp;egrave;s 5 ans de discours rarement suivis d&amp;rsquo;effets, ou de silences sur les cadeaux aux lobbies proches du pouvoir &amp;ndash; je pense &amp;agrave; l&amp;rsquo;autorisation d&amp;rsquo;&amp;eacute;pandre des pesticides par avions sur nos campagnes, prise en catimini r&amp;eacute;cemment par le gouvernement au m&amp;eacute;pris de notre sant&amp;eacute; mais pour le plus grand bonheur des grandes firmes de chimie &amp;ndash; J&amp;rsquo;ai soutenu la conf&amp;eacute;d&amp;eacute;ration paysanne des Vosges qui le d&amp;eacute;non&amp;ccedil;ait ce samedi. Les gens en ont marre d&amp;rsquo;&amp;ecirc;tre pris pour des pigeons par une classe politique qui leur fait de beaux discours mais qui agit autrement. Oui, ces ann&amp;eacute;es de mensonges n&amp;eacute;cessitent plus que jamais de ne pas d&amp;eacute;cevoir.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Col&amp;egrave;re par rapport &amp;agrave; &lt;strong&gt;une mondialisation sans r&amp;egrave;gles&lt;/strong&gt;, o&amp;ugrave; nos entreprises se voient imposer des normes sociales et environnementales quand nous acceptons d&amp;rsquo;importer &amp;agrave; bas co&amp;ucirc;t venant de pays qui ne respectent pas ces normes &amp;ndash; et o&amp;ugrave; parfois, nos propres entreprises ont d&amp;eacute;j&amp;agrave; d&amp;eacute;localis&amp;eacute; leur production. Col&amp;egrave;re face &amp;agrave; cette mondialisation o&amp;ugrave; la finance semble avoir pris le pouvoir, finance pour qui M. Sarkozy et son gouvernement ont tout offert pour sortir les financiers de la crise quand les employ&amp;eacute;s et les ouvriers doivent se serrer la ceinture&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Col&amp;egrave;re et volont&amp;eacute; de changement aussi par rapport &amp;agrave; &lt;strong&gt;une Europe qui n&amp;rsquo;est annonciatrice que d&amp;rsquo;aust&amp;eacute;rit&amp;eacute; &lt;/strong&gt;alors qu&amp;rsquo;elle devrait &amp;ecirc;tre facteur de croissance, Europe qui, pour beaucoup, symbolise la mondialisation lib&amp;eacute;rale alors qu&amp;rsquo;elle devrait prot&amp;eacute;ger.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Notre d&amp;eacute;partement a beaucoup souffert de &lt;strong&gt;la d&amp;eacute;sindustrialisation&lt;/strong&gt;, des pertes d&amp;rsquo;emplois, fermetures d&amp;rsquo;usines, abandon des services publics. Et apr&amp;egrave;s, on s&amp;rsquo;&amp;eacute;tonne qu&amp;rsquo;il y ait des suffrages qui se portent sur des candidatures qui expriment des col&amp;egrave;res&amp;nbsp;? depuis 5 ans le ch&amp;ocirc;mage augmente, les Vosges ne sont pas &amp;eacute;pargn&amp;eacute;es, les jeunes ne trouvent pas d&amp;rsquo;emploi, les femmes sont souvent condamn&amp;eacute;es au temps partiel &amp;ndash; avec maintenant de forts reculs de pouvoir d&amp;rsquo;achat comme le vivent actuellement les salari&amp;eacute;s de l&amp;rsquo;Admr &amp;ndash; les seniors sont &amp;eacute;cart&amp;eacute;s des entreprises et ceux qui ont un travail se rendent &amp;agrave; l&amp;rsquo;usine la peur au ventre, peur d&amp;rsquo;une charrette de licenciements, peur de fermeture du site par des actionnaires qui estiment qu&amp;rsquo;il ne produit pas assez de b&amp;eacute;n&amp;eacute;fices, m&amp;ecirc;me s&amp;rsquo;il est rentable&amp;hellip;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Ces difficult&amp;eacute;s sociales sont parfois amplifi&amp;eacute;es dans &lt;strong&gt;le monde rural&lt;/strong&gt; dont les habitants voient leur pouvoir d&amp;rsquo;achat diminuer&amp;nbsp;: hausse du prix du fuel pour se chauffer et envol&amp;eacute;e du prix des carburants alors que les d&amp;eacute;placements y sont n&amp;eacute;cessaires. Hausse des imp&amp;ocirc;ts locaux aussi, que les collectivit&amp;eacute;s comme le Conseil G&amp;eacute;n&amp;eacute;ral justifient par les transferts de charges de l&amp;rsquo;Etat. J&amp;rsquo;en veux pour exemple le r&amp;eacute;cent vote d&amp;rsquo;une hausse de plus de 8% pour 2012 des taxes du Conseil G&amp;eacute;n&amp;eacute;ral des Vosges (cela repr&amp;eacute;sente plus de 5 millions d&amp;rsquo;euros pr&amp;eacute;lev&amp;eacute;s en plus&amp;nbsp;!)&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Col&amp;egrave;re face aux &lt;strong&gt;injustices&lt;/strong&gt; quand les cadeaux fiscaux sont pour les grandes familles, les plus haut revenus, les tr&amp;egrave;s grosses entreprises et les augmentations de taxes pour nous tous. La France a besoin de justice fiscale, que l&amp;rsquo;effort porte sur ceux qui ont le plus pour &amp;ecirc;tre redistribu&amp;eacute; vers la grande majorit&amp;eacute; de ceux qui ont le moins. S&amp;rsquo;il y a des imp&amp;ocirc;ts &amp;agrave; relever c&amp;rsquo;est ceux sur le capital, pas la tva. Les efforts, il en faudra, les vosgiens ne sont pas na&amp;iuml;fs. Mais ils doivent &amp;ecirc;tre &amp;eacute;quitablement r&amp;eacute;partis, ce qui n&amp;rsquo;est pas le cas aujourd&amp;rsquo;hui quand la majorit&amp;eacute; des gens a l&amp;rsquo;impression d&amp;rsquo;&amp;ecirc;tre pris en &amp;eacute;tau entre ce qu&amp;rsquo;ils appellent les assist&amp;eacute;s et les &amp;eacute;lites. Les efforts doivent aller au plus grand nombre, pour une action efficace de l&amp;rsquo;Etat et notamment financer les services publics partout et pour tous.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Dans les Vosges, tous nos d&amp;eacute;put&amp;eacute;s et s&amp;eacute;nateurs sont membres de la majorit&amp;eacute; UMP et les Vosges n&amp;rsquo;ont pas &amp;eacute;t&amp;eacute; &amp;eacute;pargn&amp;eacute;es par les fermetures de &lt;strong&gt;services publics&lt;/strong&gt;&amp;nbsp;: combien de tribunaux ferm&amp;eacute;s depuis 2007, allongeant d&amp;rsquo;autant les d&amp;eacute;marches pour les habitants&amp;nbsp;? combien de gendarmeries ferm&amp;eacute;es&amp;nbsp;? combien d&amp;rsquo;&amp;eacute;coles ferm&amp;eacute;es&amp;nbsp;? Il y a une angoisse du monde rural qui se sent abandonn&amp;eacute; des services publics. Et puis il y a la r&amp;eacute;forme territoriale&amp;nbsp;: dans le monde rural il y a eu un ras le bol des nouvelles structures intercommunales pour lesquels les habitants du monde rural ont ressenti un dictat de l&amp;rsquo;Etat.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Quand il y a des usines qui ferment quand il n&amp;rsquo;y a pas de soutien &amp;agrave; l&amp;rsquo;activit&amp;eacute;, quand les territoires ruraux se sentent abandonn&amp;eacute;s, alors il peut y avoir une d&amp;eacute;sesp&amp;eacute;rance. &lt;strong&gt;Le vote Le Pen a &amp;eacute;t&amp;eacute; &amp;agrave; la confluence de toutes ces col&amp;egrave;res&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Ces votes d&amp;rsquo;angoisses et de col&amp;egrave;res, nous devons les comprendre mais pas les justifier. Nous devons y r&amp;eacute;pondre pour ne pas laisser de nombreux &amp;eacute;lecteurs dans l&amp;rsquo;impasse du Front national&amp;nbsp;: vote de contestation, vote de col&amp;egrave;re, vote des oubli&amp;eacute;s, vote de repli, vote de rejet&amp;nbsp;&amp;hellip; Le vote Le pen est un peu de tout cela &amp;agrave; la fois, mais c&amp;rsquo;est en tout cas un vote qui n&amp;rsquo;apportera rien &amp;agrave; celles et ceux qui l&amp;rsquo;expriment. Plus que de protestation st&amp;eacute;rile, les Vosges comme la France ont besoin de changement.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Oui, Fran&amp;ccedil;ois Hollande s&amp;rsquo;est engag&amp;eacute; &amp;agrave; stopper la politique aveugle du non remplacement d&amp;rsquo;un fonctionnaire sur deux pour, par exemple, remplacer les enseignants partant en retraite et ainsi donner de meilleures conditions pour nos enfants. Oui, Fran&amp;ccedil;ois Hollande s&amp;rsquo;est engag&amp;eacute; &amp;agrave; cr&amp;eacute;er des emplois pour les jeunes afin de leur redonner une esp&amp;eacute;rance tout en permettant aux s&amp;eacute;niors de leur transmettre leurs connaissances de l&amp;rsquo;entreprise. Oui, Fran&amp;ccedil;ois Hollande veut r&amp;eacute;orienter l&amp;rsquo;Europe vers la croissance et l&amp;rsquo;emploi plut&amp;ocirc;t que l&amp;rsquo;aust&amp;eacute;rit&amp;eacute; impos&amp;eacute;e par les dirigeants actuels. Oui, Fran&amp;ccedil;ois Hollande s&amp;rsquo;est engag&amp;eacute; &amp;agrave; revenir &amp;agrave; des &amp;eacute;changes commerciaux plus justes pour ne pas p&amp;eacute;naliser nos produits &amp;laquo;&amp;nbsp;made in France&amp;nbsp;&amp;raquo;. Oui, Fran&amp;ccedil;ois Hollande s&amp;rsquo;est engag&amp;eacute; &amp;agrave; remettre de l&amp;rsquo;ordre dans le budget de la France dont la dette a explos&amp;eacute; en 5 ans. Oui, Fran&amp;ccedil;ois Hollande s&amp;rsquo;est engag&amp;eacute; &amp;agrave; tenir ses promesses, alors que le pr&amp;eacute;sident sortant n&amp;rsquo;a fait que les renier depuis 5 ans.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Voil&amp;agrave; pourquoi la seule r&amp;eacute;ponse possible, apr&amp;egrave;s ce quinquennat d&amp;rsquo;&amp;eacute;checs et de renoncement, est que Fran&amp;ccedil;ois Hollande soit le pr&amp;eacute;sident d&amp;rsquo;une R&amp;eacute;publique apais&amp;eacute;e - nous redresserons la France en nous rassemblant, pas en nous montant les uns contre les autres, tourn&amp;eacute;e vers l&amp;rsquo;am&amp;eacute;lioration la vie quotidienne des citoyens, l&amp;rsquo;emploi, le pouvoir d&amp;rsquo;achat, la sant&amp;eacute;,&amp;nbsp;la transition vers une &amp;eacute;conomie cr&amp;eacute;atrice d&amp;rsquo;emplois et respectueuse de notre environnement.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>vendredi 13 : jackpot à 5 millions d\'euros pour les contribuables vosgiens!</title>
<id>http://www.etiennepourcher.fr/153_lien</id>
<updated>2012-04-13T22:36:59+02:00</updated>
<link href="http://www.etiennepourcher.fr/153_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/Jackpot.jpg\" alt=\"\" width=\"320\" height=\"320\" /&gt;&amp;nbsp;M. Poncelet a propos&amp;eacute; une hausse de la taxe fonc...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/Jackpot.jpg\" alt=\"\" width=\"320\" height=\"320\" /&gt;&amp;nbsp;M. Poncelet a propos&amp;eacute; une hausse de la taxe fonci&amp;egrave;re b&amp;acirc;ti &amp;agrave; 22,32%, ce qui repr&amp;eacute;sente &lt;strong&gt;5,8 millions d\'euros d\'imp&amp;ocirc;ts suppl&amp;eacute;mentaires&lt;/strong&gt; pour les familles vosgiennes. Sa proposition a &amp;eacute;t&amp;eacute; adopt&amp;eacute;e par 16 voix \"pour\" (groupes Poncelet et Huguenot), 3 abstentions et 12 voix \"contre\", dont la mienne. Voici pourquoi je m\'y suis oppos&amp;eacute;.&lt;/p&gt;
&lt;p&gt;Pour &amp;eacute;quilibrer le budget primitif 2012, vot&amp;eacute; en d&amp;eacute;cembre dernier, il fallait des recettes issues des imp&amp;ocirc;ts &amp;agrave; hauteur de 70,2 millions d\'euros. Or, les services fiscaux nous ayant communiqu&amp;eacute; les bases fiscales de calcul il s\'av&amp;egrave;re que sans augmenter les imp&amp;ocirc;ts, en laissant le taux du foncier au niveau de 2011, nous aurions eu 69,7 millions d\'euros de recettes. Soit un besoin de 500 000 euros. Ce qui, rapport&amp;eacute; au budget de fonctionnement du d&amp;eacute;partement, qui s\'&amp;eacute;l&amp;egrave;ve &amp;agrave; 334 millions d\'euros, repr&amp;eacute;sente 0,15% ce qui pouvait &amp;ecirc;tre trouv&amp;eacute; gr&amp;acirc;ce &amp;agrave; des &amp;eacute;conomies de fonctionnement.&lt;/p&gt;
&lt;p&gt;Oui, mais M. Poncelet ajoute que les dotations que l\'Etat nous donnera en 2012 sont inf&amp;eacute;rieures de 456 000 euros &amp;agrave; ce qui &amp;eacute;tait pr&amp;eacute;vu au budget. L&amp;agrave;, il me semble que la majorit&amp;eacute; UMP autour de &lt;strong&gt;M. Poncelet devrait s\'en prendre au gouvernement qu\'il soutient et non pas p&amp;eacute;naliser les Vosgiens en leur faisant payer la diff&amp;eacute;rence&lt;/strong&gt;! Par parenth&amp;egrave;se, de l\'aveu m&amp;ecirc;me du service des finances du Conseil G&amp;eacute;n&amp;eacute;ral, \"depuis 2004, l\'Etat nous doit 207,3 millions d\'euros\" (la diff&amp;eacute;rence entre les comp&amp;eacute;tences transf&amp;eacute;r&amp;eacute;es et les dotations qu\'il nous donne pour y faire face) : si l\'Etat nous en remboursait 0,25% cela suffirait &amp;agrave; couvrir le besoin 2012!..&lt;/p&gt;
&lt;p&gt;Alors, M. Poncelet trouve encore un autre pr&amp;eacute;texte : les d&amp;eacute;penses sociales! Il &amp;eacute;value le besoin suppl&amp;eacute;mentaire &amp;agrave; 2,68 millions d\'euros! (nous y consacrons d&amp;eacute;j&amp;agrave; plus de la moiti&amp;eacute; de notre budget de fonctionnement). d\'o&amp;ugrave; vient cette estimation? est-elle &amp;eacute;valu&amp;eacute;e au \"doigt mouill&amp;eacute;\"? &amp;nbsp;Par exemple, il envisage une hausse de 10,5% pour l\'h&amp;eacute;bergement alors que ces d&amp;eacute;penses n\'ont augment&amp;eacute; que de 1,6% en 2011; il voit, dans sa boule de cristale s&amp;ucirc;rement, une hausse des b&amp;eacute;n&amp;eacute;ficiaires du RSA de 7,8% ( + 5,6% en 2011) et une hausse de l\'Aide personnalis&amp;eacute;e &amp;agrave; l\'Autonomie (APA) de 6,4% (contre une baisse de 1,7% en 2011). D\'o&amp;ugrave; sortent ces chiffres, sinon d\'une recherche d\'un pr&amp;eacute;texte &amp;agrave; hausse d\'imp&amp;ocirc;ts? Il y a une certaine &lt;strong&gt;ind&amp;eacute;cence &amp;agrave; stigmatiser ainsi une partie de la population vosgienne&lt;/strong&gt;, ceux qui perdent leur emploi et se retrouvent au RSA ou encore ceux qui vieillissent et ont besoin de l\'APA, ... Mais au-del&amp;agrave;, le pr&amp;eacute;sident du Conseil G&amp;eacute;n&amp;eacute;ral oublie que m&amp;ecirc;me si l\'Etat ne compense pas int&amp;eacute;gralement les d&amp;eacute;penses transf&amp;eacute;r&amp;eacute;es, le d&amp;eacute;partement per&amp;ccedil;oit des recettes pour compenser le RSA et une partie de l\'APA; toute d&amp;eacute;pense nouvelle entrainera donc une hausse des recettes et c\'est donc un mensonge de dire que le besoin de financement sera de 2,68 millions d\'euros. Pour autant, m&amp;ecirc;me s\'il y avait une hausse des d&amp;eacute;penses sociales et que l\'Etat ne nous paie pas (vous en conviendrez, cela fait beaucoup de \"si\"), une somme de 2 millions d\'euros a &amp;eacute;t&amp;eacute; pr&amp;eacute;vue au budget 2012 pour \"d&amp;eacute;penses impr&amp;eacute;vues\" et nous pourrions donc y faire face.&lt;/p&gt;
&lt;p&gt;Alors pourquoi ces faux pr&amp;eacute;textes? Pour nous, cette hausse de 5,8 millions d\'euros sur les imp&amp;ocirc;ts des familles vosgiennes est inacceptables car les nouvelles taxes mises en place &amp;agrave; l\'automne (taxe d\'&amp;eacute;lectricit&amp;eacute; et taxe d\'&amp;eacute;quipement) ont &amp;eacute;t&amp;eacute; vot&amp;eacute;es au taux maximum et p&amp;eacute;seront d&amp;eacute;j&amp;agrave; fortement sur les familles. Par ailleurs, le taux du foncier b&amp;acirc;ti 2011 (avant la forte hausse de cette ann&amp;eacute;e) nous place parmi&lt;strong&gt;&amp;nbsp;les d&amp;eacute;partements fran&amp;ccedil;ais avec les plus forts imp&amp;ocirc;ts&lt;/strong&gt;! Par exemple, quand la taxe est de 21,2% dans les Vosges, elles est de 17,2% en meurthe et moselle et de 12,3% dans le haut Rhin. D\'ailleurs, le dernier rapport de la chambre r&amp;eacute;gionale des Comptes soulignait que dans les Vosges les imp&amp;ocirc;ts ont d&amp;eacute;j&amp;agrave; augment&amp;eacute; de 37 millions d\'euros de 2005 &amp;agrave; 2009 (+31%!) ce qui fait que, &lt;strong&gt;par habitant, les vosgiens paient 17% d\'imp&amp;ocirc;ts en plus que dans la moyenne des d&amp;eacute;partements&lt;/strong&gt; similaires... Quand on regarde cette situation et qu\'on y ajoute la conjoncture actuelle difficile pour de nombreuses familles vosgiennes, on ne peut pas accepter la hausse nouvelle de 8,5% des imp&amp;ocirc;ts, ceci d\'autant plus que la taxe foncier b&amp;acirc;ti ne tient pas compte des revenus des familles!&lt;/p&gt;
&lt;p&gt;Alors, sur de faux pr&amp;eacute;textes, la majorit&amp;eacute; d&amp;eacute;partementale a choisi la solution de facilit&amp;eacute; :&lt;/p&gt;
&lt;p&gt;- pour l\'Investissement, je l\'avais d&amp;eacute;nonc&amp;eacute; lors du budget, tous les travaux d&amp;eacute;cid&amp;eacute;s sont d&amp;eacute;sormais financ&amp;eacute;s par l\'emprunt d&amp;egrave;s le premier euros! autant dire que les d&amp;eacute;pense d&amp;eacute;cid&amp;eacute;es par M. Poncelet et sa majorit&amp;eacute; aujourd\'hui verront leur facture pr&amp;eacute;sent&amp;eacute;e... &amp;agrave; leurs successeurs!&lt;/p&gt;
&lt;p&gt;- pour le Fonctionnement, c\'&amp;eacute;tait le vote de ce jour, au lieu de chercher &amp;agrave; faire des &amp;eacute;conomies, ils augmentent tr&amp;egrave;s fortement les imp&amp;ocirc;ts. Le programme de notre Groupe des &amp;eacute;lus R&amp;eacute;publicains Et Socialistes (GRES) lors des &amp;eacute;lections de mars 2011 s\'engageait &amp;agrave; stopper les augmentations d\'imp&amp;ocirc;ts.&lt;/p&gt;
&lt;p&gt;Pour toutes ces raisons, j\'ai vot&amp;eacute; contre.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>le scandale des pesticides : gouvernement (ir)responsable devant  l\'Humanité</title>
<id>http://www.etiennepourcher.fr/152_lien</id>
<updated>2012-04-04T12:20:09+02:00</updated>
<link href="http://www.etiennepourcher.fr/152_lien"/>

<summary type="html">&lt;p&gt;&lt;em&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/pesticide-avion-champ_4917_w250.jpg\" alt=\"\" width=\"250\" height=\"178\" /&gt; Dimanche j\'ai particip&amp;eacute...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;em&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/pesticide-avion-champ_4917_w250.jpg\" alt=\"\" width=\"250\" height=\"178\" /&gt; Dimanche j\'ai particip&amp;eacute; au d&amp;eacute;bat qui a suivi la marche contre les pesticides &amp;agrave; Nompatelize. Il y a urgence! en 2002 (dix ans d&amp;eacute;j&amp;agrave;!) j\'avais pris le premier arr&amp;ecirc;t&amp;eacute; de France contre deux pesticides soup&amp;ccedil;onn&amp;eacute;s &amp;agrave; l\'&amp;eacute;poque de fortes responsabilit&amp;eacute;s dans la mortalit&amp;eacute; les abeilles. Le Pr&amp;eacute;fet de l\'&amp;eacute;poque avait demand&amp;eacute; au Tribunal Administratif de casser mon arr&amp;ecirc;t&amp;eacute;. Mais le Minist&amp;egrave;re avait retir&amp;eacute; les produits du march&amp;eacute;... pour mieux les autoris&amp;eacute;s un peu plus tard! Le 30 mars dernier, deux &amp;eacute;tudes scientifiques internationales prouvaient la responsabilit&amp;eacute; de ces pesticides sur les disparitions de colonies d\'abeilles. Au-del&amp;agrave;, c\'est l\'Homme qui est menac&amp;eacute; avec de plus en plus de pathologies li&amp;eacute;es &amp;agrave; l\'usage des pesticides et les paysons sont en premi&amp;egrave;re ligne! que fait-on? le gouvernement vient d\'autoriser leur &amp;eacute;pandage a&amp;eacute;rien. Historie de mieux les diffuser dans l\'atmosph&amp;egrave;re?&lt;br /&gt;&lt;br /&gt;Le Grenelle de l&amp;rsquo;environnement est bien loin  d&amp;eacute;sormais. Retards et reniements se sont multipli&amp;eacute;s pour vider de son  sens une ambition qui avait &amp;eacute;t&amp;eacute; salu&amp;eacute;e par tous. Le gouvernement vient  d&amp;rsquo;en donner un nouvel exemple retentissant avec la d&amp;eacute;cision d&amp;rsquo;assouplir  l&amp;rsquo;interdiction de pulv&amp;eacute;riser des pesticides par voie a&amp;eacute;rienne.&lt;/em&gt;&lt;br /&gt; &lt;br /&gt; &lt;strong&gt;Selon &amp;laquo; Le Monde &amp;raquo; du 24 mars, une circulaire du minist&amp;egrave;re de  l&amp;rsquo;agriculture dat&amp;eacute;e du 5 mars donne la possibilit&amp;eacute; &amp;agrave; ses services locaux  d&amp;rsquo;accorder des d&amp;eacute;rogations pour 7 pesticides&lt;/strong&gt;, pouvant  prochainement &amp;ecirc;tre rejoints par 16 autres en cours d&amp;rsquo;&amp;eacute;valuation &amp;agrave;  l&amp;rsquo;Agence Nationale de S&amp;eacute;curit&amp;eacute; Sanitaire de l&amp;rsquo;Alimentation, de  l&amp;rsquo;Environnement et du Travail (ANSES).&lt;br /&gt; &lt;br /&gt; La Loi Grenelle II du 13 juillet 2010 semblait pourtant claire. Elle  interdisait la pulv&amp;eacute;risation a&amp;eacute;rienne de ces produits et ne pr&amp;eacute;voyait  que des exceptions strictement encadr&amp;eacute;es, et r&amp;eacute;serv&amp;eacute;es au cas o&amp;ugrave; cette  pratique &amp;laquo; pr&amp;eacute;sente des avantages manifestes pour la sant&amp;eacute; et  l&amp;rsquo;environnement par rapport &amp;agrave; une application terrestre &amp;raquo;&lt;br /&gt; &lt;br /&gt; Sur les 7 produits autoris&amp;eacute;s et destin&amp;eacute;s au traitement du ma&amp;iuml;s, du riz,  de la vigne et des bananes, 6 sont class&amp;eacute;s dangereux pour  l&amp;rsquo;environnement et nocifs sur le plan toxicologique. &lt;strong&gt;On voit  donc mal ce qui peut justifier la mise en &amp;oelig;uvre de ces d&amp;eacute;rogations si ce  n&amp;rsquo;est la volont&amp;eacute; de r&amp;eacute;pondre rapidement et int&amp;eacute;gralement aux demandes  des agriculteurs &amp;agrave; la veille des &amp;eacute;lections pr&amp;eacute;sidentielles et  l&amp;eacute;gislatives.&lt;/strong&gt;&lt;br /&gt; &lt;br /&gt; H&amp;eacute;sitations sur les OGM, all&amp;egrave;gement des contraintes portant sur les  &amp;eacute;levages porcins et la protection de l&amp;rsquo;eau en Bretagne, recul sur le  d&amp;eacute;veloppement de l&amp;rsquo;&amp;eacute;olien terrestre, fragilisation de la fili&amp;egrave;re solaire  fran&amp;ccedil;aise, et maintenant remise en cause de l&amp;rsquo;interdiction de  pulv&amp;eacute;risation a&amp;eacute;rienne des pesticides, ne sont que &lt;strong&gt;quelques exemples du bilan concret d&amp;rsquo;un gouvernement qui a trahi le Grenelle d&amp;egrave;s l&amp;rsquo;adoption des Lois qui en &amp;eacute;taient issues.&lt;/strong&gt;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Pour en finir avec la stigmatisation des élus locaux, débattons  d’un pacte de confiance !</title>
<id>http://www.etiennepourcher.fr/151_lien</id>
<updated>2012-04-02T20:54:00+02:00</updated>
<link href="http://www.etiennepourcher.fr/151_lien"/>

<summary type="html">&lt;p&gt;Claudy LEBRETON,  Pr&amp;eacute;sident de l\'Assembl&amp;eacute;e des d&amp;eacute;partements de France, d&amp;eacute;nonce  les&lt;/p&gt;
&lt;p&gt;r&amp;eacute;cents propos de  Madame PECRE...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Claudy LEBRETON,  Pr&amp;eacute;sident de l\'Assembl&amp;eacute;e des d&amp;eacute;partements de France, d&amp;eacute;nonce  les&lt;/p&gt;
&lt;p&gt;r&amp;eacute;cents propos de  Madame PECRESSE qui &amp;ndash; dans le cadre des &amp;eacute;lections pr&amp;eacute;sidentielles  et&lt;/p&gt;
&lt;p&gt;sous couvert d&amp;rsquo;une  interview anodine &amp;ndash; croit bon une nouvelle fois de stigmatiser les  &amp;eacute;lus&lt;/p&gt;
&lt;p&gt;locaux en &amp;eacute;voquant  un &amp;laquo;pacte de gestion &amp;eacute;conome avec les collectivit&amp;eacute;s&amp;raquo; et en cas  de&lt;/p&gt;
&lt;p&gt;refus de leur part,  un r&amp;eacute;f&amp;eacute;rendum aupr&amp;egrave;s des Fran&amp;ccedil;ais.&lt;/p&gt;
&lt;p&gt;Ce n&amp;rsquo;est pas d&amp;rsquo;un  pacte d&amp;rsquo;&amp;eacute;conomie dont les collectivit&amp;eacute;s et la France ont besoin  mais&lt;/p&gt;
&lt;p&gt;d&amp;rsquo;un v&amp;eacute;ritable  contrat de confiance :&lt;/p&gt;
&lt;p&gt;_  o&amp;ugrave; l&amp;rsquo;impact des  investissements des collectivit&amp;eacute;s en faveur de la croissance  serait&lt;/p&gt;
&lt;p&gt;valoris&amp;eacute; (elles sont  responsables de 75% de ces investissements quand l&amp;rsquo;Etat  n&amp;rsquo;en&lt;/p&gt;
&lt;p&gt;assure que moins  d&amp;rsquo;un quart) ;&lt;/p&gt;
&lt;p&gt;_  o&amp;ugrave; leur apport au  services publics serait reconnu (les 4/5&amp;egrave;mes du budget  des&lt;/p&gt;
&lt;p&gt;collectivit&amp;eacute;s sont  consacr&amp;eacute;s &amp;agrave; des biens et services publics de proximit&amp;eacute;  qu&amp;rsquo;elles&lt;/p&gt;
&lt;p&gt;ont profond&amp;eacute;ment  modernis&amp;eacute;s depuis les lois de d&amp;eacute;centralisation,&lt;/p&gt;
&lt;p&gt;lyc&amp;eacute;es/coll&amp;egrave;ges/&amp;eacute;coles,  routes, TER et transports publics, &amp;eacute;quipements sportifs  et&lt;/p&gt;
&lt;p&gt;culturels, cr&amp;egrave;ches&amp;hellip;)  ;&lt;/p&gt;
&lt;p&gt;_  o&amp;ugrave; leur gestion  serait f&amp;eacute;licit&amp;eacute;e (elles appliquent d&amp;eacute;j&amp;agrave; la r&amp;egrave;gle d&amp;rsquo;or et en 2010,  leur&lt;/p&gt;
&lt;p&gt;part dans le d&amp;eacute;ficit  public se limitait &amp;agrave; 0,1 % du PIB et le montant de leur  dette&lt;/p&gt;
&lt;p&gt;est stabilis&amp;eacute; depuis  1983 &amp;agrave; 10 % de la dette publique) ;&lt;/p&gt;
&lt;p&gt;_  o&amp;ugrave; serait donn&amp;eacute;e une  premi&amp;egrave;re r&amp;eacute;ponse &amp;agrave; la dette de l&amp;rsquo;Etat &amp;agrave; l&amp;rsquo;&amp;eacute;gard des&lt;/p&gt;
&lt;p&gt;d&amp;eacute;partements qui  assurent le financement et la mise en oeuvre des  allocations&lt;/p&gt;
&lt;p&gt;nationales de  solidarit&amp;eacute; (APA, PCH et RSA)1.&lt;/p&gt;
&lt;p&gt;Madame PECRESSE  cherche &amp;agrave; jeter le trouble chez nos concitoyens sur les capacit&amp;eacute;s  des&lt;/p&gt;
&lt;p&gt;&amp;eacute;lus locaux &amp;agrave;  assumer leurs responsabilit&amp;eacute;s, cela n&amp;rsquo;est pas tol&amp;eacute;rable au moment o&amp;ugrave;  ceuxci&lt;/p&gt;
&lt;p&gt;attendent des  responsables nationaux qu&amp;rsquo;ils leur tiennent un langage de v&amp;eacute;rit&amp;eacute; et  de&lt;/p&gt;
&lt;p&gt;justice pour  r&amp;eacute;pondre &amp;agrave; leurs aspirations.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>inauguration de la cyber base : agir localement contre le chômage</title>
<id>http://www.etiennepourcher.fr/150_lien</id>
<updated>2012-03-16T16:57:43+02:00</updated>
<link href="http://www.etiennepourcher.fr/150_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/inauguration%20RSP%202.JPG\" alt=\"\" width=\"499\" height=\"373\" /&gt; Si l\'emploi rel&amp;egrave;ve de la responsabilit&am...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/inauguration%20RSP%202.JPG\" alt=\"\" width=\"499\" height=\"373\" /&gt; Si l\'emploi rel&amp;egrave;ve de la responsabilit&amp;eacute; de l\'Etat, les communaut&amp;eacute;s de communes veulent agir localement contre le ch&amp;ocirc;mage. C\'est le cas &amp;agrave; Brouvelieures. L&amp;rsquo;inauguration du Relais de Service Public et sa cyber base a &amp;eacute;t&amp;eacute; faite en pr&amp;eacute;sence de Monsieur le Sous Pr&amp;eacute;fet de Saint Di&amp;eacute;, le D&amp;eacute;put&amp;eacute; G&amp;eacute;rard Cherpion, la Conseill&amp;egrave;re R&amp;eacute;gionale Christine Lheureux, les maires de la communaut&amp;eacute; de communes ou leurs adjoints, les Directeurs de &amp;uml;P&amp;ocirc;le Emploi, la Mission  Locale, Cap Emploi, la Maison de l&amp;rsquo;Emploi, la P&amp;eacute;pini&amp;egrave;re d&amp;rsquo;entreprises ainsi qu&amp;rsquo;une repr&amp;eacute;sentante de la  CAF des Vosges. Il s&amp;rsquo;agissait, outre de souligner la mise en service de la cyberbase, de montrer le partenariat ayant abouti &amp;agrave; cette r&amp;eacute;alisation .&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Le pr&amp;eacute;sident de la Communaut&amp;eacute; de Communes Etienne Pourcher a rappel&amp;eacute; que la  CCCB a obtenu la labellisation &amp;laquo;&amp;nbsp;RSP&amp;nbsp;&amp;raquo; (Relais de Services Publics) par la signature de la convention de f&amp;eacute;vrier 2009 (compl&amp;eacute;t&amp;eacute;e par son avenant de novembre 2010) ce qui a permis d&amp;rsquo;ouvrir l&amp;rsquo;Agence Postale Intercommunale en mars 2010. Outre le si&amp;egrave;ge de la Communaut&amp;eacute; de Communes du Canton de Brouvelieures, une agence postale intercommunale et un point emploi, en partenariat avec l&amp;rsquo;Etat, la R&amp;eacute;gion Lorraine, la Maison de l&amp;rsquo;Emploi du pays de la D&amp;eacute;odatie et les organismes mobilis&amp;eacute;s pour l&amp;rsquo;emploi, des permanences de la Mission Locale pour l&amp;rsquo;emploi des jeunes, de l&amp;rsquo;Espace Info Energie, le site de Brouvelieures compte donc d&amp;eacute;sormais une cyberbase.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;La priorit&amp;eacute; de la CCCB est double&amp;nbsp;: l&amp;rsquo;emploi et l&amp;rsquo;acc&amp;egrave;s aux services publics. Avec le retrait des services publics en zone rurale il convenait de trouver une solution pour offrir le meilleur service de proximit&amp;eacute; aux habitants. Concernant l&amp;rsquo;emploi, en pleine p&amp;eacute;riode de crise &amp;eacute;conomique et d&amp;rsquo;envol&amp;eacute;e du ch&amp;ocirc;mage, la CCCB agit pour le territoire&amp;nbsp;: outre le b&amp;acirc;timent relais pour entreprises et l&amp;rsquo;accompagnement &amp;agrave; la cr&amp;eacute;ation d&amp;rsquo;entreprises, une attention particuli&amp;egrave;re est apport&amp;eacute;e aux demandeurs d&amp;rsquo;emploi pour acc&amp;eacute;der aux informations, comme les permanences des organismes. Des initiatives ont &amp;eacute;t&amp;eacute; prises&amp;nbsp;: avec la maison de l&amp;rsquo;emploi pour une action d&amp;rsquo;accompagnement des demandeurs d&amp;rsquo;emploi de longue dur&amp;eacute;e, qui a permis de trouver des solutions pour plus de la moiti&amp;eacute; d&amp;rsquo;entre eux&amp;nbsp;; avec P&amp;ocirc;le Emploi gr&amp;acirc;ce &amp;agrave; une journ&amp;eacute;e de &amp;laquo;&amp;nbsp;job dating&amp;nbsp;&amp;raquo; suite &amp;agrave; des besoins d&amp;rsquo;embauches d&amp;rsquo;entreprises du secteur.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Pour un meilleur acc&amp;egrave;s encore, la cyberbase met &amp;agrave; disposition des demandeurs des ordinateurs et internet. Il s&amp;rsquo;agit d&amp;rsquo;&amp;ecirc;tre plus r&amp;eacute;actifs pour r&amp;eacute;pondre aux annonces et d&amp;rsquo;&amp;eacute;viter les d&amp;eacute;placements co&amp;ucirc;teux et &amp;eacute;metteurs de CO2. Pour les accompagner, Alisson Hagniel a &amp;eacute;t&amp;eacute; form&amp;eacute;e sp&amp;eacute;cialement et se rend disponible pour expliquer, guider, les personnes.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;br /&gt; Les horaires de la cyber base sont les suivants&amp;nbsp;: de16h &amp;agrave; 18h du lundi au vendredi avec la pr&amp;eacute;sence d&amp;rsquo;Alisson pour accompagner les personnes. Apr&amp;egrave;s avoir remerci&amp;eacute; chacun pour sa participation, Etienne Pourcher a indiqu&amp;eacute; que la CAF proposera des rendez-vous en visio conf&amp;eacute;rence depuis la cyberbase et un acc&amp;egrave;s au site pour les allocataires. La repr&amp;eacute;sentante de la  CAF a expliqu&amp;eacute; les modalit&amp;eacute;s de ce partenariat. La Conseill&amp;egrave;re R&amp;eacute;gionale a soulign&amp;eacute; la participation financi&amp;egrave;re de la R&amp;eacute;gion Lorraine mais aussi la n&amp;eacute;cessaire attention aux publics en insertion. Le mobilier de la cyber base a d&amp;rsquo;ailleurs &amp;eacute;t&amp;eacute; r&amp;eacute;alis&amp;eacute; par un chantier d&amp;rsquo;insertion. Le d&amp;eacute;put&amp;eacute; a soulign&amp;eacute; l&amp;rsquo;utilit&amp;eacute; de telles initiatives dans la lutte contre le ch&amp;ocirc;mage et a sugg&amp;eacute;r&amp;eacute; que p&amp;ocirc;le emploi propose &amp;eacute;galement des visio conf&amp;eacute;rences pour &amp;eacute;viter trop de d&amp;eacute;placements. Il a &amp;eacute;galement marqu&amp;eacute; l&amp;rsquo;importance de la mission d&amp;rsquo;accompagnement de l&amp;rsquo;agent intercommunal. Monsieur le Sous Pr&amp;eacute;fet a, quant &amp;agrave; lui, rappel&amp;eacute; la participation financi&amp;egrave;re de l&amp;rsquo;Etat &amp;agrave; hauteur de 80&amp;nbsp;000 euros et a f&amp;eacute;licit&amp;eacute; chacun des partenaires. L&amp;rsquo;inauguration s&amp;rsquo;est termin&amp;eacute;e par des d&amp;eacute;monstrations.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>le scandale du financement de la déviation de Plombières</title>
<id>http://www.etiennepourcher.fr/149_lien</id>
<updated>2012-02-28T21:11:30+02:00</updated>
<link href="http://www.etiennepourcher.fr/149_lien"/>

<summary type="html">&lt;p&gt;Lors de sa derni&amp;egrave;re s&amp;eacute;ance publique, le Conseil G&amp;eacute;n&amp;eacute;ral a vot&amp;eacute; les cr&amp;eacute;dits n&amp;eacute;cessaires pour ses affaires courantes...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Lors de sa derni&amp;egrave;re s&amp;eacute;ance publique, le Conseil G&amp;eacute;n&amp;eacute;ral a vot&amp;eacute; les cr&amp;eacute;dits n&amp;eacute;cessaires pour ses affaires courantes comme tous les mois, et en particulier les subventions attribu&amp;eacute;es aux communes, entreprises et associations. Certains dossiers pourtant ne devraient pas passer inaper&amp;ccedil;us :&lt;/p&gt;
&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/routes.gif\" alt=\"\" width=\"205\" height=\"205\" /&gt;&lt;/p&gt;
&lt;p&gt;- un rapport du service \"infrastructures\" a propos&amp;eacute; le versement de &lt;strong&gt;3,218 millions d\'euros &amp;agrave; l\'Etat pour le doublement de la d&amp;eacute;viation de Plombi&amp;egrave;res les Bains (RN 57). Un pur scandale!&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;1)D\'abord parce que depuis le dernier acte de d&amp;eacute;centralisation qui a transf&amp;eacute;r&amp;eacute; la majeure partie des RN (Routes Nationales) au D&amp;eacute;partement, il &amp;eacute;tait pr&amp;eacute;vu que les travaux de l\'Etat ne feraient plus appel aux cofinancements des collectivit&amp;eacute;s locales, en particulier du Conseil G&amp;eacute;n&amp;eacute;ral; pourquoi revenir aujourd\'hui sur cette disposition? accepter de payer une rallonge c\'est mettre le doigt dans un engrenage : demain l\'Etat viendra de nouveau faire du chantage \"je termine ces travaux si vous en payez une partie\"... o&amp;ugrave; est la solidarit&amp;eacute; nationale pour ces travaux qui permettent de passer de la Lorraine &amp;agrave; la Franche Comt&amp;eacute;?&lt;/p&gt;
&lt;p&gt;2) Ensuite, cet apport financier de plus de 3 millions d\'euros du D&amp;eacute;partement des Vosges &amp;agrave; l\'Etat intervient alors m&amp;ecirc;me que le gouvernement doit &amp;agrave; notre d&amp;eacute;partement plus de 150 millions d\'euors d\'arri&amp;eacute;r&amp;eacute;s sur le financement des prestations sociales (APA, Aide personnalis&amp;eacute;e &amp;agrave; l\'Autonomie; PCH, Prestation de Compensation du Handicap; RSA, Revenu de Solidarit&amp;eacute; Active, ...). Qui plus est, &amp;agrave; titre de comparaison, la majorit&amp;eacute; d&amp;eacute;partementale pr&amp;eacute;voit d\'augmenter de 4 millions d\'euros les imp&amp;ocirc;ts des Vosgiens en 2012...&lt;/p&gt;
&lt;p&gt;3) Enfin, pourquoi une telle rallonge budg&amp;eacute;taire? le co&amp;ucirc;t global initial de ces travaux &amp;eacute;tait de 23,9 millions d\'euros en 2004... elle sera finalement de 31,6 millions d\'euros! (+32%!!) quel sens de la ma&amp;icirc;trise des budgets...on comprends, entre les lignes, que ces surco&amp;ucirc;ts sont dus aux retards de l\'Etat dans la r&amp;eacute;alisation des travaux. Donc, sur 7,7 millions d\'euros de surco&amp;ucirc;t, le Conseil g&amp;eacute;n&amp;eacute;ral devrait payer 3,2 millions. Est-ce vraiment aux Vosgiens de payer?&lt;/p&gt;
&lt;p&gt;Pour toutes ces raisons, d&amp;egrave;s le vote du Budget primitif 2012, le GRES avait vot&amp;eacute; contre. Il a &amp;eacute;t&amp;eacute; rejoint par le groupe des r&amp;eacute;formateurs de P. Faivre. Ce rapport a malheureusement &amp;eacute;t&amp;eacute; vot&amp;eacute;, seuls 14 voix s\'opposant (nos deux groupes &amp;agrave; l\'exception de C. Tarantola) et 17 voix l\'approuvant (dont les groupes Poncelet et Huguenot). Les Vosgiens paieront!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Dans les autres rapports &amp;agrave; retenir, il y a une convention avec l\'ADAVIE pour les prestations aupr&amp;egrave;s des Vosgiens. A noter que la mise en oeuvre de la &lt;strong&gt;nouvelle convention collective des services &amp;agrave; la personne&lt;/strong&gt; (sont concern&amp;eacute;s les salari&amp;eacute;s ADMR, ADAVIE...) montre de nombreux retraits : deux dimanche par mois d\'astreinte au lieu d\'un seul; moins de remboursement des frais de d&amp;eacute;placement, etc.&lt;/p&gt;
&lt;p&gt;Notons &amp;eacute;galement qu\'un rapport est revenu sur la &lt;strong&gt;dur&amp;eacute;e d\'amortissement des maisons de retraite&lt;/strong&gt;; jusqu\'ici fix&amp;eacute; &amp;agrave; 20 ans syst&amp;eacute;matiquement, nous avions sollicit&amp;eacute; la possibilit&amp;eacute; de l\'allonger dans certains cas pour ne pas alourdir le &lt;strong&gt;prix de journ&amp;eacute;e&lt;/strong&gt; pay&amp;eacute; par les personnes &amp;acirc;g&amp;eacute;es. Il sera d&amp;eacute;sormais &amp;eacute;ventuellement port&amp;eacute; &amp;agrave; 25 ans, mais uniquement pour les maisons de retraite g&amp;eacute;r&amp;eacute;es par des CCAS. Je me suis abstenu.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Aménagement numérique des Vosges : le très haut débit pour tous?</title>
<id>http://www.etiennepourcher.fr/148_lien</id>
<updated>2012-02-06T19:54:46+02:00</updated>
<link href="http://www.etiennepourcher.fr/148_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/fibre%20optique.jpg\" alt=\"\" width=\"313\" height=\"208\" /&gt; J&amp;rsquo;avais fait de l&amp;rsquo;arriv&amp;eacute;e du ...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/fibre%20optique.jpg\" alt=\"\" width=\"313\" height=\"208\" /&gt; J&amp;rsquo;avais fait de l&amp;rsquo;arriv&amp;eacute;e du Haut D&amp;eacute;bit (ADSL) dans chaque commune une des priorit&amp;eacute;s de mon deuxi&amp;egrave;me mandat de Conseiller G&amp;eacute;n&amp;eacute;ral du canton de Brouvelieures, c&amp;rsquo;est dire la &lt;strong&gt;fracture num&amp;eacute;rique&lt;/strong&gt; du territoire et les difficult&amp;eacute;s des zones rurales en ce domaine. Nous risquons de vivre des difficult&amp;eacute;s encore plus grandes dans les ann&amp;eacute;es &amp;agrave; venir avec la n&amp;eacute;cessaire couverture en Tr&amp;egrave;s Haut D&amp;eacute;bit (jusqu&amp;rsquo;&amp;agrave; 100 m&amp;eacute;ga, voir 1 Ga)&amp;hellip;&lt;br /&gt;&lt;br /&gt;Pourtant, d&amp;rsquo;une part, plus de 50% de la population vie dans une commune de moins de 10 000 habitants et m&amp;ecirc;me15% de la population habite dans les communes de moins de 1 000 habitants, soit autant que dans les communes de plus de 100 000 habitants. Et il n&amp;rsquo;y a pas de raison que les besoins soient diff&amp;eacute;rents selon le lieu d&amp;rsquo;habitation.&lt;br /&gt;&lt;br /&gt;D&amp;rsquo;autre part, les usages du Tr&amp;egrave;s Haut D&amp;eacute;bit sont nombreux : &lt;strong&gt;pour les entreprises&lt;/strong&gt;, afin d&amp;rsquo;&amp;eacute;changer avec leur si&amp;egrave;ge (intranet) ou avec leurs clients, pour les visioconf&amp;eacute;rences et le t&amp;eacute;l&amp;eacute;travail et donc pour conserver toutes leur comp&amp;eacute;titivit&amp;eacute; &amp;agrave; nos territoires, et leurs emplois ; &lt;strong&gt;pour les services publics&lt;/strong&gt;, puisque de plus en plus de services sont accessibles en ligne, pour la sant&amp;eacute;, l&amp;rsquo;enseignements, la formation et la recherche&amp;hellip; ; enfin &lt;strong&gt;pour nos concitoyens&lt;/strong&gt;, &amp;agrave; qui sont offerts de plus en plus de services, outre les emplois et les services publics &amp;eacute;voqu&amp;eacute;s ci-dessus : offre triple play avec t&amp;eacute;l&amp;eacute;phone, internet, t&amp;eacute;l&amp;eacute;vision, celle-ci devenant Haute d&amp;eacute;finition (HD) ou m&amp;ecirc;me 3D, &amp;agrave; la demande l&amp;rsquo;usage des mobiles &amp;eacute;galement puisque les nouvelles licences n&amp;eacute;cessitent des relais disposant du Tr&amp;egrave;s haut D&amp;eacute;bit, etc. N&amp;rsquo;oublions pas non plus que l&amp;rsquo;ensemble de ces usages num&amp;eacute;riques peut &amp;eacute;viter de nombreux d&amp;eacute;placements et donc des &amp;eacute;missions de CO2.&lt;br /&gt;&lt;br /&gt;Dans ce contexte, l&amp;rsquo;Etat s&amp;rsquo;est donn&amp;eacute; pour ambition, en 2010, de couvrir 100% de la population en Tr&amp;egrave;s Haut D&amp;eacute;bit d&amp;rsquo;ici 2025. &lt;br /&gt;&lt;br /&gt;Des technologies sont possibles comme le d&amp;eacute;ploiement de la fibre optique, jusque l&amp;rsquo;habitant (FTTH) mais cela engage des investissements colossaux (23,5 milliards d&amp;rsquo;euros sur 15 ans pour la France) et des cr&amp;eacute;dits sont pr&amp;eacute;vus : fonds europ&amp;eacute;ens, Fonds d&amp;rsquo;Am&amp;eacute;nagement Num&amp;eacute;rique des Territoires (aliment&amp;eacute; par l&amp;rsquo;&amp;eacute;tat via, par exemple, des taxes sur les abonnements internet et mobile, sur les t&amp;eacute;l&amp;eacute;viseurs et consoles de jeux...) et bien entendu un appel aux fonds des collectivit&amp;eacute;s locales.&lt;br /&gt;&lt;br /&gt;Alors, quelles perspectives pour les Vosges ? les Appels &amp;agrave; Manifestation d&amp;rsquo;Intention d&amp;rsquo;Investissements aupr&amp;egrave;s des op&amp;eacute;rateurs priv&amp;eacute;s ne montrent qu&amp;rsquo;un d&amp;eacute;sir d&amp;rsquo;investissements de ces derniers sur les agglom&amp;eacute;rations d&amp;rsquo;Epinal et Saint-Di&amp;eacute;, bien entendu les plus rentables en termes de retour sur investissement. Mais les autres ? Rappelons que le haut d&amp;eacute;bit a pu s&amp;rsquo;&amp;eacute;tendre rapidement sur une grande partie du territoire (avant que la couverture soit compl&amp;eacute;t&amp;eacute;e par les collectivit&amp;eacute;s locales) gr&amp;acirc;ce uniquement &amp;agrave; un r&amp;eacute;seau construit sous monopole public, dont les co&amp;ucirc;t ont &amp;eacute;t&amp;eacute; ainsi harmonis&amp;eacute;s par p&amp;eacute;r&amp;eacute;quation sur l&amp;rsquo;ensemble de la France&amp;hellip; &lt;strong&gt;Pour la fibre optique, au contraire, on assiste &amp;agrave; des investissements priv&amp;eacute;s par des op&amp;eacute;rateurs en concurrence, dans les zones tr&amp;egrave;s rentables et rien ailleurs&lt;/strong&gt; !&lt;br /&gt;&lt;br /&gt;Le Conseil G&amp;eacute;n&amp;eacute;ral des Vosges vient enfin de voter son &lt;strong&gt;Sch&amp;eacute;ma Directeur Territorial d&amp;rsquo;Am&amp;eacute;nagement Num&amp;eacute;rique&lt;/strong&gt;. Il s&amp;rsquo;agit de pr&amp;eacute;ciser, en trois phases, comment acc&amp;eacute;der au 100% Tr&amp;egrave;s haut D&amp;eacute;bit d&amp;rsquo;ici 2025 (m&amp;ecirc;me si cette &amp;eacute;ch&amp;eacute;ance peut faire sourire tant dans le domaine des technologies 15 ans repr&amp;eacute;sentent une &amp;eacute;ternit&amp;eacute;, il n&amp;rsquo;est qu&amp;rsquo;&amp;agrave; r&amp;eacute;fl&amp;eacute;chir &amp;agrave; nos usages des mobiles et d&amp;rsquo;internet il y a 15 ans en 1997&amp;hellip;).Mais ce sch&amp;eacute;ma est avant tout strat&amp;eacute;gique.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Dans un premier temps, il s&amp;rsquo;agit d&amp;rsquo;amener 2 m&amp;eacute;ga partout. Pour notre D&amp;eacute;partement, cette phase fait l&amp;rsquo;objet d&amp;rsquo;un projet de PPP (Partenariat Public Priv&amp;eacute;) dont la discussion est lanc&amp;eacute;e depuis de nombreux mois. Il est temps d&amp;rsquo;aboutir ! La deuxi&amp;egrave;me phase du projet consistera &amp;agrave; bouster chaque ligne jusqu&amp;rsquo;&amp;agrave; 18 m&amp;eacute;gas et le troisi&amp;egrave;me temps, sans doute le plus co&amp;ucirc;teux, sera consacr&amp;eacute; au d&amp;eacute;ploiement de la fibre optique pour du &lt;strong&gt;Tr&amp;egrave;s Haut D&amp;eacute;bit (100 m&amp;eacute;gas) dans chaque maison, d&amp;rsquo;ici 2025&lt;/strong&gt;. Nul ne sait comment sera financ&amp;eacute;e cette derni&amp;egrave;re tranche. Pour ce qui est du PPP, en revanche, le co&amp;ucirc;t sera connu &amp;agrave; la signature du PPP et support&amp;eacute; par le D&amp;eacute;partement pendant la dur&amp;eacute;e du contrat.&lt;br /&gt;&lt;br /&gt;Il me semble qu&amp;rsquo;il y a urgence d&amp;rsquo;avance en la mati&amp;egrave;re et que le &lt;strong&gt;d&amp;eacute;senclavement des Vosges&lt;/strong&gt; passe plut&amp;ocirc;t par un investissement de 100 millions d&amp;rsquo;euros, fut-ce par PPP, dans le haut D&amp;eacute;bit, plus que par un PPP de plus de 200 millions d&amp;rsquo;euros pour cr&amp;eacute;er une voie express critiqu&amp;eacute;e. C&amp;rsquo;est un enjeu pour nos emplois afin de sauvegarder nos entreprises, nos centres de recherche et d&amp;rsquo;innovation, c&amp;rsquo;est un enjeu aussi d&amp;rsquo;&amp;eacute;galit&amp;eacute; des citoyens. Cependant, force est de constater que la disparition des services publics (ici France Telecom) n&amp;rsquo;apporte des services que l&amp;agrave; o&amp;ugrave; ils sont rentables et que pour assurer l&amp;rsquo;&lt;strong&gt;&amp;eacute;galit&amp;eacute; entre les territoires&lt;/strong&gt;, les collectivit&amp;eacute;s locales sont forc&amp;eacute;es de mettre la main &amp;agrave; la poche&amp;hellip; du contribuable !&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Les départements en première ligne de la crise</title>
<id>http://www.etiennepourcher.fr/147_lien</id>
<updated>2012-02-03T17:04:52+02:00</updated>
<link href="http://www.etiennepourcher.fr/147_lien"/>

<summary type="html">&lt;p&gt;Selon le dernier num&amp;eacute;ro d&amp;rsquo;\"&amp;Eacute;tudes et R&amp;eacute;sultats\" (1), &amp;laquo;fin 2010, pr&amp;egrave;s de  3,4 millions de prestations d&amp;rsquo;aide sociale...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Selon le dernier num&amp;eacute;ro d&amp;rsquo;\"&amp;Eacute;tudes et R&amp;eacute;sultats\" (1), &amp;laquo;fin 2010, pr&amp;egrave;s de  3,4 millions de prestations d&amp;rsquo;aide sociale sont vers&amp;eacute;es par les  d&amp;eacute;partements de France m&amp;eacute;tropolitaine au titre de l&amp;rsquo;aide aux personnes  &amp;acirc;g&amp;eacute;es, aux personnes handicap&amp;eacute;es ou &amp;agrave; l&amp;rsquo;enfance, ou au titre de  l&amp;rsquo;insertion&amp;raquo;. &lt;br /&gt;Le nombre de prestations d&amp;rsquo;aide sociale aux personnes  &amp;acirc;g&amp;eacute;es s&amp;rsquo;&amp;eacute;l&amp;egrave;ve &amp;agrave; plus de 1,3 million. Environ 581.000 de ces prestations  s&amp;rsquo;adressent &amp;agrave; des personnes vivant en &amp;eacute;tablissement et pr&amp;egrave;s de 750.000 &amp;agrave;  des b&amp;eacute;n&amp;eacute;ficiaires r&amp;eacute;sidant &amp;agrave; leur domicile. Le nombre de b&amp;eacute;n&amp;eacute;ficiaires  de l&amp;rsquo;APA, estim&amp;eacute; &amp;agrave; 1.147.800 en m&amp;eacute;tropole, progresse de 2% en un an, &amp;agrave;  un rythme moins soutenu que par le pass&amp;eacute;. &lt;br /&gt;Pr&amp;egrave;s de 332.000  prestations &amp;eacute;taient vers&amp;eacute;es aux personnes handicap&amp;eacute;es fin 2010, soit une  progression de 7% sur un an. Cette forte hausse est imputable &amp;agrave; la  croissance des prestations d&amp;rsquo;aide &amp;agrave; domicile observ&amp;eacute;e depuis la  cr&amp;eacute;ation, en 2006, de la prestation de compensation du handicap (PCH).  La PCH concerne 26.100 personnes handicap&amp;eacute;es &amp;acirc;g&amp;eacute;es de 60 ans ou plus,  contre 17.900 en 2009, soit une hausse de 46%. 19.700 personnes &amp;acirc;g&amp;eacute;es de  60 ans ou plus conservent, quant &amp;agrave; elles, le b&amp;eacute;n&amp;eacute;fice de l&amp;rsquo;ACTP, soit  un nombre inf&amp;eacute;rieur de 3% &amp;agrave; celui de 2009, premi&amp;egrave;re baisse constat&amp;eacute;e  depuis la mise en place de la PCH qui a vocation &amp;agrave; se substituer &amp;agrave;  l&amp;rsquo;ACTP.&lt;br /&gt;Les mesures de l&amp;rsquo;aide sociale &amp;agrave; l&amp;rsquo;enfance (ASE) concernent  les moins de 21 ans. Elles sont au nombre de 291.300. En 2010, les  enfants accueillis &amp;agrave; l&amp;rsquo;ASE sont l&amp;eacute;g&amp;egrave;rement plus nombreux que ceux  b&amp;eacute;n&amp;eacute;ficiaires d&amp;rsquo;actions &amp;eacute;ducatives &amp;agrave; domicile ou en milieu ouvert.&lt;br /&gt;Enfin,  1,4 million de prestations d&amp;rsquo;aide sociale sont vers&amp;eacute;es par les conseils  g&amp;eacute;n&amp;eacute;raux au titre de l&amp;rsquo;insertion dont, essentiellement, le revenu de  solidarit&amp;eacute; active (RSA) &amp;laquo;socle&amp;raquo;, qui s&amp;rsquo;est substitu&amp;eacute; au revenu minimum  d&amp;rsquo;insertion (RMI) et &amp;agrave; l&amp;rsquo;allocation de parent isol&amp;eacute; (API) depuis le 1er  juin 2009.&lt;br /&gt;Les prestations aux personnes &amp;acirc;g&amp;eacute;es repr&amp;eacute;sentent 39% des  prestations d&amp;rsquo;aide sociale d&amp;eacute;partementale et celles des allocataires du  RSA &amp;laquo;socle&amp;raquo; et des contrats d&amp;rsquo;insertion, 42%. Les prestations &amp;agrave;  destination des personnes handicap&amp;eacute;es et des b&amp;eacute;n&amp;eacute;ficiaires de l&amp;rsquo;aide  sociale &amp;agrave; l&amp;rsquo;enfance ne repr&amp;eacute;sentent respectivement que 10% et 9% des  aides &lt;br /&gt;&lt;br /&gt;(1) \"&amp;Eacute;tudes et R&amp;eacute;sultats\" n&amp;deg; 787 - janvier 2012. Direction  de la recherche, des &amp;eacute;tudes, de l&amp;rsquo;&amp;eacute;valuation et des statistiques  (DREES): &amp;laquo;Les b&amp;eacute;n&amp;eacute;ficiaires de l&amp;rsquo;aide sociale d&amp;eacute;partementale en 2010&amp;raquo;.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>les syndicats alertent l\'opinion publique sur le devenir de l\'ONF</title>
<id>http://www.etiennepourcher.fr/146_lien</id>
<updated>2012-02-01T15:54:43+02:00</updated>
<link href="http://www.etiennepourcher.fr/146_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaQAAAJ4CAIAAAClOgCrAAAgAElEQVR4nNzcV3Rc55Unet24etztabfdDrKSLcnKOaslkhJFimJUZpKYc84BAJEBAiCRc0YhVUAlVK5z6uRcdULlnAtJJBW6Pb4zd92XuQ/...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"data:image/png;base64,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